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*/ </script> <meta charset="utf-8" /> <title data-rh="true">Expanded Safety Net Drives Sharp Drop in Child Poverty - The New York Times</title> <meta data-rh="true" name="robots" content="noarchive, max-image-preview:large"/><meta data-rh="true" name="description" content="With little public notice and accelerating speed, child poverty fell by 59 percent from 1993 to 2019, according to a comprehensive new analysis that shows the critical role of increased government aid."/><meta data-rh="true" property="twitter:url" content="https://www.nytimes.com/2022/09/11/us/politics/child-poverty-analysis-safety-net.html"/><meta data-rh="true" property="twitter:title" content="Expanded Safety Net Drives Sharp Drop in Child Poverty (Published 2022)"/><meta data-rh="true" property="twitter:description" content="With little public notice and accelerating speed, child poverty fell by 59 percent from 1993 to 2019, according to a comprehensive new analysis that shows the critical role of increased government aid."/><meta data-rh="true" property="twitter:image" content="https://static01.nyt.com/images/2022/09/12/us/politics/00dc-child-poverty-1/merlin_211234617_ef23a0d3-01a4-4425-b148-aa6d5f03f8e8-videoSixteenByNine3000.jpg?year=2022&h=1688&w=3000&s=28168374c6e0d10ec1725e3aff06d9356de72cfc3e16afd04275ccbec5441d9b&k=ZQJBKqZ0VN&tw=1"/><meta data-rh="true" property="twitter:image:alt" content="When Stacy Tallman’s family in Marlinton, W.Va., had a financial crisis, the government safety net allowed her to weather it without her children falling into poverty."/><meta data-rh="true" property="twitter:card" content="summary_large_image"/><meta data-rh="true" property="og:url" content="https://www.nytimes.com/2022/09/11/us/politics/child-poverty-analysis-safety-net.html"/><meta data-rh="true" property="og:type" content="article"/><meta data-rh="true" property="og:title" content="Expanded Safety Net Drives Sharp Drop in Child Poverty (Published 2022)"/><meta data-rh="true" property="og:image" content="https://static01.nyt.com/images/2022/09/12/us/politics/00dc-child-poverty-1/merlin_211234617_ef23a0d3-01a4-4425-b148-aa6d5f03f8e8-facebookJumbo.jpg?year=2022&h=550&w=1050&s=7c9f748c1d6173524ab4c6dfd480fbcc273fc6a43f38d489de653a0c27d87148&k=ZQJBKqZ0VN"/><meta data-rh="true" property="og:image:alt" content="When Stacy Tallman’s family in Marlinton, W.Va., had a financial crisis, the government safety net allowed her to weather it without her children falling into poverty."/><meta data-rh="true" property="og:description" content="With little public notice and accelerating speed, child poverty fell by 59 percent from 1993 to 2019, according to a comprehensive new analysis that shows the critical role of increased government aid."/> <link data-rh="true" rel="canonical" href="https://www.nytimes.com/2022/09/11/us/politics/child-poverty-analysis-safety-net.html"/><link data-rh="true" rel="alternate" href="nyt://article/52482cd3-7e1c-51dd-b5bb-e63a8795e3e5"/><link 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600w,https://static01.nyt.com/images/2022/09/12/us/politics/00dc-child-poverty-1/merlin_211234617_ef23a0d3-01a4-4425-b148-aa6d5f03f8e8-jumbo.jpg?quality=75&auto=webp 1024w,https://static01.nyt.com/images/2022/09/12/us/politics/00dc-child-poverty-1/merlin_211234617_ef23a0d3-01a4-4425-b148-aa6d5f03f8e8-superJumbo.jpg?quality=75&auto=webp 2048w" sizes="100vw" decoding="async" width="600" height="400"/></picture></div><figcaption data-testid="photoviewer-children-ImageCaption" class="css-ktho12 e3rygrp0"><span class="css-jevhma e13ogyst0">When Stacy Tallman’s family in Marlinton, W.Va., had a financial crisis, the government safety net allowed her to weather it without her children falling into poverty.</span></figcaption></figure></div></div><div class="css-jekcrx"><div><div class="css-1vkm6nb ehdk2mb0"><h1 id="link-716ebfcb" class="css-4um83n e1h9rw200" data-testid="headline">Expanded Safety Net Drives Sharp Drop in Child Poverty</h1></div><p class="css-178vgup e1wiw3jv0">With little public notice and accelerating speed, child poverty fell by 59 percent from 1993 to 2019, according to a comprehensive new analysis that shows the critical role of increased government aid.</p></div></div></header><div class="css-yi0xdk e89cr9k0"><p class="css-a8rmpe" aria-hidden="true"><span class="css-1f9pvn2 politics">When Stacy Tallman’s family in Marlinton, W.Va., had a financial crisis, the government safety net allowed her to weather it without her children falling into poverty.</span><span class="css-14fe1uy e1z0qqy90"><span class="css-1ly73wi e1tej78p0">Credit...</span><span><span></span></span></span></p></div><div id="sponsor-wrapper" class="css-1hyfx7x"><div id="sponsor-slug" class="css-19vbshk"><p>Supported by</p></div><a href="#after-sponsor" class="css-777zgl">SKIP ADVERTISEMENT</a><div class="ad sponsor-wrapper css-rfqw0c" id="sponsor"></div><div id="after-sponsor"></div></div><div class="css-1wx1auc e89cr9k1"><div role="toolbar" data-testid="share-tools" 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class="css-1e2jphy epjyd6m1"><div class="css-233int epjyd6m0"><p class="css-1xuzukf e1jsehar1"><span class="byline-prefix">By </span><a href="https://www.nytimes.com/by/jason-deparle" class="last-byline css-ojhyzr e1jsehar0" itemProp="name">Jason DeParle</a></p><p class="css-1xuzukf e1jsehar1"><span class="byline-prefix">Photographs by </span><span class="css-1baulvz last-byline" itemProp="name">Maddie McGarvey</span></p><div id="enhanced-byline" class="css-8atqhb"><p class="css-m7kxl4 e1wtpvyy0">For this article, the reporter worked closely for five months with researchers from a nonpartisan group to document the decline in child poverty and the forces pushing it lower.</p></div></div></div><ul class="css-1cgskve epjyd6m3"><li class="css-ccw2r3 epjyd6m2"><time dateTime="2022-09-11T15:00:22-04:00" class="css-qr5h11 e16638kd2"><span class="css-1sbuyqj e16638kd3">Sept. 11, 2022</span></time></li></ul></div></div></div><section name="articleBody" class="meteredContent css-1r7ky0e"><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-0"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">WASHINGTON — For a generation or more, America’s high levels of child poverty set it apart from other rich nations, leaving millions of young people lacking support as basic as food and shelter amid mounting evidence that early hardship leaves children poorer, sicker and less educated as adults.</p><p class="css-at9mc1 evys1bk0">But with little public notice and accelerating speed, America’s children have become much less poor.</p><p class="css-at9mc1 evys1bk0"><a class="css-yywogo" href="https://www.childtrends.org/publications/lessons-from-a-historic-decline-in-child-poverty" title="" rel="noopener noreferrer" target="_blank">A comprehensive new analysis</a> shows that child poverty has fallen 59 percent since 1993, with need receding on nearly every front. Child poverty has <a class="css-yywogo" href="https://www.childtrends.org/publications/state-level-data-for-understanding-child-poverty" title="" rel="noopener noreferrer" target="_blank">fallen in every state,</a> and it has fallen by about the same degree among children who are white, Black, Hispanic and Asian, living with one parent or two, and in native or immigrant households. Deep poverty, a form of especially severe deprivation, has fallen nearly as much.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="Dropzone-1"></div><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-1"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">In 1993, nearly 28 percent of children were poor, meaning their households lacked the income the government deemed necessary to meet basic needs. By 2019, before temporary pandemic aid drove it even lower, child poverty had fallen to about 11 percent.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="InteractiveBlock-3"><section data-testid="inline-interactive" id="child-poverty-overall" data-id="100000008522751" data-source-id="100000008522751" class="interactive-content interactive-size-scoop css-bvtwvj"><header id="interactive-header" class="css-obecq5 interactive-header"><h2 id="interactive-headline" class="css-4hk76s interactive-headline">The Downward Trajectory of Child Poverty</h2><p data-testid="leadin" id="interactive-leadin" class="css-1qa9noj interactive-leadin">Millions fewer children are considered poor today than were a quarter-century ago, according to the Supplemental Poverty Measure, a rate calculated by the Census Bureau that best takes government aid into account.</p></header><div class="css-17ih8de interactive-body" slug="child-poverty-overall" 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data-preview-slug="2022-09-27-child-poverty"> <div class="g-container " id="">    <div role="figure" aria-label="graphic" class="g-asset g-graphic g-asset-margin" style="max-width: 720px">  <div>      <style media="screen,print"> #g-charts-overall-box , #g-charts-overall-box .g-artboard { margin:0 auto; } #g-charts-overall-box p { margin:0; } #g-charts-overall-box .g-aiAbs { position:absolute; } #g-charts-overall-box .g-aiImg { position:absolute; top:0; display:block; width:100% !important; } #g-charts-overall-box .g-aiSymbol { position: absolute; box-sizing: border-box; } #g-charts-overall-box .g-aiPointText p { white-space: nowrap; } #g-charts-overall-600 { position:relative; overflow:hidden; } #g-charts-overall-600 p { font-family:nyt-franklin,arial,helvetica,sans-serif; font-weight:300; line-height:18px; opacity:1; letter-spacing:0em; font-size:14px; text-align:left; color:rgb(0,0,0); text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; 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font-size:15px; text-align:left; color:rgb(0,0,0); text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; height:auto; position:static; } #g-charts-overall-720 .g-pstyle0 { font-weight:700; line-height:20px; height:20px; font-size:22px; color:rgb(41,119,112); top:1.8px; position:relative; } #g-charts-overall-720 .g-pstyle1 { font-weight:700; height:19px; font-size:16px; text-align:center; top:1.3px; position:relative; } #g-charts-overall-720 .g-pstyle2 { line-height:20px; height:20px; text-align:right; color:rgb(104,104,104); top:1.2px; position:relative; } #g-charts-overall-720 .g-pstyle3 { font-style:italic; line-height:20px; height:20px; font-size:16px; color:rgb(104,104,104); top:1.3px; position:relative; } #g-charts-overall-720 .g-pstyle4 { line-height:20px; height:20px; text-align:center; color:rgb(104,104,104); top:1.2px; position:relative; } #g-charts-overall-720 .g-cstyle0 { font-weight:500; } #g-charts-overall-335 { position:relative; overflow:hidden; } #g-charts-overall-335 p { font-family:nyt-franklin,arial,helvetica,sans-serif; font-weight:300; line-height:17px; opacity:1; letter-spacing:0em; font-size:14px; text-align:left; color:rgb(0,0,0); text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; height:auto; position:static; } #g-charts-overall-335 .g-pstyle0 { font-weight:700; height:17px; font-size:17px; color:rgb(41,119,112); top:1.4px; position:relative; } #g-charts-overall-335 .g-pstyle1 { font-weight:700; height:17px; top:1.1px; position:relative; } #g-charts-overall-335 .g-pstyle2 { height:17px; text-align:right; color:rgb(104,104,104); top:1.1px; position:relative; } #g-charts-overall-335 .g-pstyle3 { line-height:18px; } #g-charts-overall-335 .g-pstyle4 { font-weight:700; height:17px; font-size:17px; text-align:right; color:rgb(41,119,112); top:1.4px; position:relative; } #g-charts-overall-335 .g-pstyle5 { font-weight:700; height:17px; text-align:right; top:1.1px; position:relative; } #g-charts-overall-335 .g-pstyle6 { font-style:italic; height:17px; color:rgb(104,104,104); top:1.1px; position:relative; } #g-charts-overall-335 .g-pstyle7 { height:17px; text-align:center; color:rgb(104,104,104); top:1.1px; position:relative; } #g-charts-overall-335 .g-cstyle0 { font-weight:500; } </style> <div id="g-charts-overall-box" class="ai2html ai2html-responsive">  <div id="g-charts-overall-600" class="g-artboard" style="width:600px; height:466.608261870524px;" data-aspect-ratio="1.286" data-min-width="600" data-max-width="719"> <div style=""></div> <img id="g-charts-overall-600-img" class="g-charts-overall-img g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/charts-overall-600.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai1-1" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:4.9963%;margin-top:-9.3px;left:10.1582%;width:60px;"> <p class="g-pstyle0">28%</p> </div> <div id="g-ai1-2" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:11.1973%;margin-top:-17.2px;left:12.8293%;margin-left:-50px;width:100px;"> <p class="g-pstyle1">19.4 million</p> <p class="g-pstyle1">children</p> </div> <div id="g-ai1-3" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:12.7056%;margin-top:-9.3px;right:94.909%;width:52px;"> <p class="g-pstyle2">30%</p> </div> <div id="g-ai1-4" class="g-Layer_1 g-aiAbs" style="top:13.9303%;left:20.6204%;width:17.8333%;"> <p><span class="g-cstyle0">1996:</span> President Clinton signs a law restricting cash welfare</p> </div> <div id="g-ai1-5" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:25.9929%;margin-top:-9.3px;right:94.909%;width:52px;"> <p class="g-pstyle2">25%</p> </div> <div id="g-ai1-6" class="g-Layer_1 g-aiAbs" style="top:26.7891%;left:77.5198%;width:22.3333%;"> <p><span class="g-cstyle0">2017:</span> Expansion of child tax credit for low-income families</p> </div> <div id="g-ai1-7" class="g-Layer_1 g-aiAbs" style="top:26.7891%;left:39.6328%;width:34%;"> <p><span class="g-cstyle0">2008 to 2012:</span> Despite the Great Recession, the safety net prevents a major rise in child poverty</p> </div> <div id="g-ai1-8" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:38.8517%;margin-top:-9.3px;right:94.909%;width:52px;"> <p class="g-pstyle2">20%</p> </div> <div id="g-ai1-9" class="g-Layer_1 g-aiAbs" style="top:40.0764%;left:9.5565%;width:18.8333%;"> <p><span class="g-cstyle0">1993:</span> Large expansion of earned-income tax credit for low-wage workers</p> </div> <div id="g-ai1-10" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:52.1391%;margin-top:-9.3px;right:94.909%;width:52px;"> <p class="g-pstyle2">15%</p> </div> <div id="g-ai1-11" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:65.2121%;margin-top:-9.3px;right:94.909%;width:52px;"> <p class="g-pstyle2">10%</p> </div> <div id="g-ai1-12" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:65.6467%;margin-top:-9.3px;left:89.3704%;width:60px;"> <p class="g-pstyle0">11%</p> </div> <div id="g-ai1-13" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:72.0621%;margin-top:-17.2px;left:92.0333%;margin-left:-46px;width:92px;"> <p class="g-pstyle1">8.4 million</p> <p class="g-pstyle1">children</p> </div> <div id="g-ai1-14" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:78.4995%;margin-top:-9.3px;right:94.9841%;width:43px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai1-15" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:86.421%;margin-top:-9.2px;left:30.9252%;width:86px;"> <p class="g-pstyle3">Recession</p> </div> <div id="g-ai1-16" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2159%;margin-top:-9.3px;left:11.4244%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">1993</p> </div> <div id="g-ai1-17" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2159%;margin-top:-9.3px;left:42.462%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2003</p> </div> <div id="g-ai1-18" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2159%;margin-top:-9.3px;left:73.4995%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2013</p> </div> <div id="g-ai1-19" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2159%;margin-top:-9.3px;left:91.8641%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2019</p> </div> </div>  <div id="g-charts-overall-720" class="g-artboard" style="width:720px; height:511.604138515695px;" data-aspect-ratio="1.407" data-min-width="720"> <div style=""></div> <img id="g-charts-overall-720-img" class="g-charts-overall-img g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/charts-overall-720.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai3-1" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:4.5293%;margin-top:-10.2px;left:8.7226%;width:65px;"> <p class="g-pstyle0">28%</p> </div> <div id="g-ai3-2" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:10.9975%;margin-top:-19.3px;left:11.4034%;margin-left:-52.5px;width:105px;"> <p class="g-pstyle1">19.4 million</p> <p class="g-pstyle1">children</p> </div> <div id="g-ai3-3" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:11.3926%;margin-top:-10.3px;right:95.692%;width:52px;"> <p class="g-pstyle2">30%</p> </div> <div id="g-ai3-4" class="g-Layer_1 g-aiAbs" style="top:13.0961%;left:19.4444%;width:23.3333%;"> <p><span class="g-cstyle0">1996:</span> President Clinton signs a law restricting cash welfare</p> </div> <div id="g-ai3-5" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:25.2705%;margin-top:-10.3px;right:95.692%;width:52px;"> <p class="g-pstyle2">25%</p> </div> <div id="g-ai3-6" class="g-Layer_1 g-aiAbs" style="top:26.5831%;left:77.3135%;width:22.5%;"> <p><span class="g-cstyle0">2017:</span> Expansion of child tax credit for low-income families</p> </div> <div id="g-ai3-7" class="g-Layer_1 g-aiAbs" style="top:26.5831%;left:42.5692%;width:31.6667%;"> <p><span class="g-cstyle0">2008 to 2012:</span> Despite the Great Recession, the safety net prevents a major rise in child poverty</p> </div> <div id="g-ai3-8" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:38.7575%;margin-top:-10.3px;right:95.692%;width:52px;"> <p class="g-pstyle2">20%</p> </div> <div id="g-ai3-9" class="g-Layer_1 g-aiAbs" style="top:39.8746%;left:8.8111%;width:17.0833%;"> <p><span class="g-cstyle0">1993:</span> Large expansion of earned-income tax credit for low-wage workers</p> </div> <div id="g-ai3-10" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:52.44%;margin-top:-10.3px;right:95.692%;width:52px;"> <p class="g-pstyle2">15%</p> </div> <div id="g-ai3-11" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:66.4912%;margin-top:-10.2px;left:89.2582%;width:65px;"> <p class="g-pstyle0">11%</p> </div> <div id="g-ai3-12" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:65.927%;margin-top:-10.3px;right:95.692%;width:52px;"> <p class="g-pstyle2">10%</p> </div> <div id="g-ai3-13" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:73.1549%;margin-top:-19.3px;left:91.8932%;margin-left:-48px;width:96px;"> <p class="g-pstyle1">8.4 million</p> <p class="g-pstyle1">children</p> </div> <div id="g-ai3-14" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:79.8049%;margin-top:-10.3px;right:95.7545%;width:43px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai3-15" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:88.0102%;margin-top:-10.3px;left:30.9054%;width:90px;"> <p class="g-pstyle3">Recession</p> </div> <div id="g-ai3-16" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:96.6148%;margin-top:-10.3px;left:10.6967%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">1993</p> </div> <div id="g-ai3-17" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:96.6148%;margin-top:-10.3px;left:41.9805%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2003</p> </div> <div id="g-ai3-18" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:96.6148%;margin-top:-10.3px;left:73.2641%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2013</p> </div> <div id="g-ai3-19" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:96.6148%;margin-top:-10.3px;left:91.7746%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2019</p> </div> </div>  <div id="g-charts-overall-335" class="g-artboard" style="max-width: 335px;max-height: 447px" data-aspect-ratio="0.75" data-min-width="0" data-max-width="599"> <div style="padding: 0 0 133.3277% 0;"></div> <img id="g-charts-overall-335-img" class="g-charts-overall-img g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/charts-overall-335.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai5-1" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:3.757%;margin-top:-8.8px;left:9.9408%;width:56px;"> <p class="g-pstyle0">28%</p> </div> <div id="g-ai5-2" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:10.1266%;margin-top:-17.2px;left:9.9407%;width:95px;"> <p class="g-pstyle1">19.4 million</p> <p class="g-pstyle1">children</p> </div> <div id="g-ai5-3" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:10.4704%;margin-top:-8.8px;right:91.909%;width:50px;"> <p class="g-pstyle2">30%</p> </div> <div id="g-ai5-4" class="g-Layer_1 g-aiAbs" style="top:16.344%;left:22.8293%;width:38.209%;"> <p><span class="g-cstyle0">1996:</span> Law restricting cash welfare</p> </div> <div id="g-ai5-5" class="g-Layer_1 g-aiAbs" style="top:22.389%;left:81.0636%;width:18.806%;"> <p><span class="g-cstyle0">2017:</span> Expansion of child tax credit</p> </div> <div id="g-ai5-6" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:24.3515%;margin-top:-8.8px;right:91.909%;width:50px;"> <p class="g-pstyle2">25%</p> </div> <div id="g-ai5-7" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:37.7849%;margin-top:-8.8px;right:91.909%;width:50px;"> <p class="g-pstyle2">20%</p> </div> <div id="g-ai5-8" class="g-Layer_1 g-aiAbs" style="top:39.1808%;left:12.5899%;width:16.4179%;"> <p class="g-pstyle3">-</p> </div> <div id="g-ai5-9" class="g-Layer_1 g-aiAbs" style="top:40.9719%;left:10.7152%;width:21.791%;"> <p><span class="g-cstyle0">1993:</span> Expansion of earned-</p> <p>income tax credit</p> </div> <div id="g-ai5-10" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:51.6661%;margin-top:-8.8px;right:91.909%;width:50px;"> <p class="g-pstyle2">15%</p> </div> <div id="g-ai5-11" class="g-Layer_1 g-aiAbs" style="top:56.8681%;left:40.1102%;width:35.8209%;"> <p><span class="g-cstyle0">2008 to 2012:</span> Despite the Great Recession, the safety net prevents a major rise in child poverty</p> </div> <div id="g-ai5-12" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:65.1029%;margin-top:-8.8px;right:0.2966%;width:56px;"> <p class="g-pstyle4">11%</p> </div> <div id="g-ai5-13" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:65.3234%;margin-top:-8.8px;right:91.909%;width:50px;"> <p class="g-pstyle2">10%</p> </div> <div id="g-ai5-14" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:71.4725%;margin-top:-17.2px;right:0.3347%;width:87px;"> <p class="g-pstyle5">8.4 million</p> <p class="g-pstyle5">children</p> </div> <div id="g-ai5-15" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:79.2046%;margin-top:-8.8px;right:91.9149%;width:42px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai5-16" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:87.4806%;margin-top:-8.7px;left:30.9806%;width:82px;"> <p class="g-pstyle6">Recession</p> </div> <div id="g-ai5-17" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:96.668%;margin-top:-8.8px;left:14.8159%;margin-left:-27px;width:54px;"> <p class="g-pstyle7">1993</p> </div> <div id="g-ai5-18" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:96.668%;margin-top:-8.8px;left:44.7509%;margin-left:-27px;width:54px;"> <p class="g-pstyle7">2003</p> </div> <div id="g-ai5-19" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:96.668%;margin-top:-8.8px;left:74.6859%;margin-left:-27px;width:54px;"> <p class="g-pstyle7">2013</p> </div> <div id="g-ai5-20" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:96.668%;margin-top:-8.8px;left:92.398%;margin-left:-27px;width:54px;"> <p class="g-pstyle7">2019</p> </div> </div> </div> <script type="text/javascript"> (function (containerId, opts) { var nameSpace = opts.namespace || ''; var containers = findContainers(containerId); containers.forEach(resize); function resize(container) { var onResize = throttle(update, 200); var waiting = !!window.IntersectionObserver; var observer; update(); 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With <a class="css-yywogo" href="https://www2.census.gov/programs-surveys/demo/tables/p60/275/pov-threshold-2020.xlsx" title="" rel="noopener noreferrer" target="_blank">the poverty line low</a> (about $29,000 for a family of four in a place with typical living costs), many families who escape poverty in the statistical sense still experience hardship.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="InteractiveBlock-5"><section data-testid="inline-interactive" id="child-poverty-programs" data-id="100000008522742" data-source-id="100000008522742" class="interactive-content interactive-size-scoop css-kqcwdy"><header id="interactive-header" class="css-obecq5 interactive-header"><h2 id="interactive-headline" class="css-4hk76s interactive-headline">The Social Programs Contributing to Lower Child Poverty</h2><p data-testid="leadin" id="interactive-leadin" class="css-1qa9noj interactive-leadin">In 1993, safety net programs cut child poverty by 9 percent from what it would have been absent the aid. By 2019, those programs had cut child poverty by 44 percent. This chart shows the estimated reduction in child poverty resulting from each policy.</p></header><div class="css-17ih8de interactive-body" slug="child-poverty-programs" data-sourceid="100000008522742" id="embed-id-100000008522742"> <script>window.registerInteractive && window.registerInteractive("100000008522742");</script>   <link id="nytg-rendered-css" href="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/embed.css" rel="stylesheet">  <script> if (!window.Promise || !window.fetch || !window.URL) { document.write('<script src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/polyfills.js"><\/script>'); } </script> <script> (function() { window.NYTG = window.NYTG || {}; window.NYTG.ASSETS = "https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/".slice(0, -1); window.NYTG.BIG_ASSETS = 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(!window.NYTG.subscribers[url]) window.NYTG.subscribers[url] = []; window.NYTG.subscribers[url].push(cb); window.NYTG.load(url).then(cb); }; }()); </script> <div class="g-story g-embed g-freebird" data-preview-slug="2022-09-27-child-poverty"> <div class="g-container " id="">    <div role="figure" aria-label="graphic" class="g-asset g-graphic g-asset-margin" style="max-width: 600px">  <div>      <style media="screen,print"> #g-charts-programs-box , #g-charts-programs-box .g-artboard { margin:0 auto; } #g-charts-programs-box p { margin:0; } #g-charts-programs-box .g-aiAbs { position:absolute; } #g-charts-programs-box .g-aiImg { position:absolute; top:0; display:block; width:100% !important; } #g-charts-programs-box .g-aiSymbol { position: absolute; box-sizing: border-box; } #g-charts-programs-box .g-aiPointText p { white-space: nowrap; } #g-charts-programs-600 { position:relative; overflow:hidden; } #g-charts-programs-600 p { font-family:nyt-franklin,arial,helvetica,sans-serif; font-weight:300; line-height:18px; height:auto; opacity:1; letter-spacing:0em; font-size:15px; text-align:left; color:rgb(0,0,0); top:1.2px; position:static; text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; } #g-charts-programs-600 .g-pstyle0 { font-weight:700; line-height:19px; height:19px; font-size:16px; top:1.3px; position:relative; } #g-charts-programs-600 .g-pstyle1 { height:18px; position:relative; } #g-charts-programs-600 .g-pstyle2 { font-weight:500; height:18px; color:rgb(51,51,51); position:relative; } #g-charts-programs-600 .g-pstyle3 { font-weight:500; height:18px; color:rgb(255,255,255); position:relative; } #g-charts-programs-600 .g-cstyle0 { letter-spacing:-0.007em; } #g-charts-programs-600 .g-cstyle1 { letter-spacing:-0.019em; } #g-charts-programs-335 { position:relative; overflow:hidden; } #g-charts-programs-335 p { font-family:nyt-franklin,arial,helvetica,sans-serif; font-weight:300; line-height:17px; height:auto; opacity:1; letter-spacing:0em; font-size:14px; text-align:left; color:rgb(0,0,0); top:1.1px; position:static; text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; } #g-charts-programs-335 .g-pstyle0 { font-weight:700; height:17px; font-size:16px; top:1.3px; position:relative; } #g-charts-programs-335 .g-pstyle1 { height:17px; position:relative; } #g-charts-programs-335 .g-pstyle2 { font-weight:500; height:17px; color:rgb(51,51,51); position:relative; } #g-charts-programs-335 .g-pstyle3 { font-weight:500; height:17px; color:rgb(255,255,255); position:relative; } #g-charts-programs-335 .g-cstyle0 { letter-spacing:-0.007em; } #g-charts-programs-335 .g-cstyle1 { letter-spacing:-0.019em; } </style> <div id="g-charts-programs-box" class="ai2html ai2html-responsive">  <div id="g-charts-programs-600" class="g-artboard" style="width:600px; height:364.945826113741px;" data-aspect-ratio="1.644" data-min-width="600" data-max-width="719"> <div style=""></div> <img id="g-charts-programs-600-img" class="g-charts-programs-img g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/charts-programs-600.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai0-1" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:3.4974%;margin-top:-9.8px;left:41.0812%;width:58px;"> <p class="g-pstyle0">1993</p> </div> <div id="g-ai0-2" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:3.4974%;margin-top:-9.8px;left:71.541%;width:58px;"> <p class="g-pstyle0">2019</p> </div> <div id="g-ai0-3" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:8.8465%;margin-top:-9.3px;left:41.0812%;width:152px;"> <p class="g-pstyle1">9% overall reduction</p> </div> <div id="g-ai0-4" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:8.8465%;margin-top:-9.3px;left:71.541%;width:161px;"> <p class="g-pstyle1">44% overall reduction</p> </div> <div id="g-ai0-5" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:18.985%;margin-top:-9.3px;left:0.2578%;width:181px;"> <p class="g-pstyle1">Earned-income tax credit</p> </div> <div id="g-ai0-6" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:18.985%;margin-top:-9.3px;left:48.1123%;width:43px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai0-7" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:18.985%;margin-top:-9.3px;left:94.6134%;width:52px;"> <p class="g-pstyle3">22%</p> </div> <div id="g-ai0-8" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:27.2054%;margin-top:-9.3px;left:0.2578%;width:115px;"> <p class="g-pstyle1">Social Security</p> </div> <div id="g-ai0-9" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:27.4794%;margin-top:-9.3px;left:49.279%;width:43px;"> <p class="g-pstyle2">6%</p> </div> <div id="g-ai0-10" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:27.4794%;margin-top:-9.3px;left:84.6412%;width:52px;"> <p class="g-pstyle3">14%</p> </div> <div id="g-ai0-11" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:35.6998%;margin-top:-9.3px;left:0.1303%;width:149px;"> <p class="g-pstyle1">SNAP (food stamps)</p> </div> <div id="g-ai0-12" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:35.9738%;margin-top:-9.3px;left:48.279%;width:43px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai0-13" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:35.9738%;margin-top:-9.3px;left:79.9239%;width:52px;"> <p class="g-pstyle3">11%</p> </div> <div id="g-ai0-14" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:44.1942%;margin-top:-9.3px;left:0.2578%;width:144px;"> <p class="g-pstyle1">Housing assistance</p> </div> <div id="g-ai0-15" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:44.1942%;margin-top:-9.3px;left:43.3671%;width:43px;"> <p class="g-pstyle2">1%</p> </div> <div id="g-ai0-16" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:44.1942%;margin-top:-9.3px;left:78.1891%;width:43px;"> <p class="g-pstyle3">9%</p> </div> <div id="g-ai0-17" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:52.4147%;margin-top:-9.3px;left:0.2578%;width:234px;"> <p class="g-pstyle1">Free and discounted school lunch</p> </div> <div id="g-ai0-18" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:52.6887%;margin-top:-9.3px;left:45.6901%;width:43px;"> <p class="g-pstyle2">3%</p> </div> <div id="g-ai0-19" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:52.6887%;margin-top:-9.3px;left:76.705%;width:43px;"> <p class="g-pstyle3">7%</p> </div> <div id="g-ai0-20" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:60.9091%;margin-top:-9.3px;left:0.2578%;width:215px;"> <p class="g-pstyle1">Supplemental Security Income</p> </div> <div id="g-ai0-21" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:61.1831%;margin-top:-9.3px;left:45.6346%;width:43px;"> <p class="g-pstyle2">3%</p> </div> <div id="g-ai0-22" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:61.1831%;margin-top:-9.3px;left:76.5799%;width:43px;"> <p class="g-pstyle3">7%</p> </div> <div id="g-ai0-23" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:69.4035%;margin-top:-9.3px;left:0.2428%;width:124px;"> <p class="g-pstyle1">Cash assistance</p> </div> <div id="g-ai0-24" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:69.4035%;margin-top:-9.3px;left:48.279%;width:43px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai0-25" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:69.4035%;margin-top:-9.3px;left:74.927%;width:43px;"> <p class="g-pstyle2">2%</p> </div> <div id="g-ai0-26" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:77.8979%;margin-top:-9.3px;left:0.2578%;width:225px;"> <p class="g-pstyle1">Women/children nutrition (WIC)</p> </div> <div id="g-ai0-27" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:77.8979%;margin-top:-9.3px;left:43.3671%;width:43px;"> <p class="g-pstyle2">1%</p> </div> <div id="g-ai0-28" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:77.8979%;margin-top:-9.3px;left:74.927%;width:43px;"> <p class="g-pstyle2">2%</p> </div> <div id="g-ai0-29" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:86.1183%;margin-top:-9.3px;left:0.2578%;width:184px;"> <p class="g-pstyle1">Unempl<span class="g-cstyle0">o</span>yment insu<span class="g-cstyle1">r</span>ance</p> </div> <div id="g-ai0-30" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:86.3923%;margin-top:-9.3px;left:48.2792%;width:43px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai0-31" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:86.3923%;margin-top:-9.3px;left:74.927%;width:43px;"> <p class="g-pstyle2">2%</p> </div> <div id="g-ai0-32" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:94.6127%;margin-top:-9.3px;left:0.2578%;width:177px;"> <p class="g-pstyle1">Home energy assistance</p> </div> <div id="g-ai0-33" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:94.8867%;margin-top:-9.3px;left:42.4232%;width:56px;"> <p class="g-pstyle2">0.4%</p> </div> <div id="g-ai0-34" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:94.8867%;margin-top:-9.3px;left:73.3434%;width:43px;"> <p class="g-pstyle2">1%</p> </div> </div>  <div id="g-charts-programs-335" class="g-artboard" style="max-width: 335px;max-height: 531px" data-aspect-ratio="0.631" data-min-width="0" data-max-width="599"> <div style="padding: 0 0 158.5917% 0;"></div> <img id="g-charts-programs-335-img" class="g-charts-programs-img g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/charts-programs-335.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai4-1" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:2.5907%;margin-top:-8.8px;left:37.2674%;width:58px;"> <p class="g-pstyle0">1993</p> </div> <div id="g-ai4-2" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:2.5907%;margin-top:-8.8px;left:58.3696%;width:58px;"> <p class="g-pstyle0">2019</p> </div> <div id="g-ai4-3" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:8.3319%;margin-top:-17.3px;left:37.2674%;width:84px;"> <p class="g-pstyle1">9% overall</p> <p class="g-pstyle1">reduction</p> </div> <div id="g-ai4-4" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:8.3319%;margin-top:-17.3px;left:58.3696%;width:92px;"> <p class="g-pstyle1">44% overall</p> <p class="g-pstyle1">reduction</p> </div> <div id="g-ai4-5" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:16.6137%;margin-top:-17.3px;left:0.0035%;width:112px;"> <p class="g-pstyle1">Earned-income</p> <p class="g-pstyle1">tax credit</p> </div> <div id="g-ai4-6" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:16.8961%;margin-top:-8.8px;left:48.011%;width:42px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai4-7" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:16.8961%;margin-top:-8.8px;left:91.1611%;width:50px;"> <p class="g-pstyle3">22%</p> </div> <div id="g-ai4-8" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:25.272%;margin-top:-17.3px;left:0.0035%;width:70px;"> <p class="g-pstyle1">Social</p> <p class="g-pstyle1">Security</p> </div> <div id="g-ai4-9" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:25.5544%;margin-top:-8.8px;left:49.7209%;width:42px;"> <p class="g-pstyle2">6%</p> </div> <div id="g-ai4-10" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:25.5544%;margin-top:-8.8px;left:76.5427%;width:50px;"> <p class="g-pstyle3">14%</p> </div> <div id="g-ai4-11" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:33.7421%;margin-top:-17.3px;left:-0.1552%;width:104px;"> <p class="g-pstyle1">SNAP</p> <p class="g-pstyle1">(food stamps)</p> </div> <div id="g-ai4-12" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:34.0245%;margin-top:-8.8px;left:48.2553%;width:42px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai4-13" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:34.0245%;margin-top:-8.8px;left:69.9708%;width:50px;"> <p class="g-pstyle3">11%</p> </div> <div id="g-ai4-14" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:42.4004%;margin-top:-17.3px;left:0.0035%;width:84px;"> <p class="g-pstyle1">Housing</p> <p class="g-pstyle1">assistance</p> </div> <div id="g-ai4-15" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:42.6828%;margin-top:-8.8px;left:41.0547%;width:42px;"> <p class="g-pstyle2">1%</p> </div> <div id="g-ai4-16" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:42.6828%;margin-top:-8.8px;left:67.6388%;width:42px;"> <p class="g-pstyle3">9%</p> </div> <div id="g-ai4-17" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:51.0587%;margin-top:-17.3px;left:0.0035%;width:143px;"> <p class="g-pstyle1">Free and discounted</p> <p class="g-pstyle1">school lunch</p> </div> <div id="g-ai4-18" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:51.1528%;margin-top:-8.8px;left:44.4603%;width:42px;"> <p class="g-pstyle2">3%</p> </div> <div id="g-ai4-19" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:51.1528%;margin-top:-8.8px;left:64.9088%;width:42px;"> <p class="g-pstyle3">7%</p> </div> <div id="g-ai4-20" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:59.5288%;margin-top:-17.3px;left:0.0035%;width:117px;"> <p class="g-pstyle1">Supplemental</p> <p class="g-pstyle1">Security Income</p> </div> <div id="g-ai4-21" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:59.8111%;margin-top:-8.8px;left:44.3786%;width:42px;"> <p class="g-pstyle2">3%</p> </div> <div id="g-ai4-22" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:59.8111%;margin-top:-8.8px;left:64.7254%;width:42px;"> <p class="g-pstyle3">7%</p> </div> <div id="g-ai4-23" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:68.1871%;margin-top:-17.3px;left:-0.0152%;width:84px;"> <p class="g-pstyle1">Cash</p> <p class="g-pstyle1">assistance</p> </div> <div id="g-ai4-24" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:68.2812%;margin-top:-8.8px;left:48.2553%;width:42px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai4-25" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:68.2812%;margin-top:-8.8px;left:62.5799%;width:42px;"> <p class="g-pstyle2">2%</p> </div> <div id="g-ai4-26" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:76.6572%;margin-top:-17.3px;left:0.0035%;width:122px;"> <p class="g-pstyle1">Women/children</p> <p class="g-pstyle1">nutrition (WIC)</p> </div> <div id="g-ai4-27" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:76.9395%;margin-top:-8.8px;left:41.0547%;width:42px;"> <p class="g-pstyle2">1%</p> </div> <div id="g-ai4-28" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:76.9395%;margin-top:-8.8px;left:62.5799%;width:42px;"> <p class="g-pstyle2">2%</p> </div> <div id="g-ai4-29" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:85.3155%;margin-top:-17.3px;left:0.0035%;width:112px;"> <p class="g-pstyle1">Unempl<span class="g-cstyle0">o</span>yment</p> <p class="g-pstyle1">insu<span class="g-cstyle1">r</span>ance</p> </div> <div id="g-ai4-30" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:85.5978%;margin-top:-8.8px;left:48.2553%;width:42px;"> <p class="g-pstyle2">5%</p> </div> <div id="g-ai4-31" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:85.5978%;margin-top:-8.8px;left:62.5799%;width:42px;"> <p class="g-pstyle2">2%</p> </div> <div id="g-ai4-32" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:93.7856%;margin-top:-17.3px;left:0.0035%;width:101px;"> <p class="g-pstyle1">Home energy</p> <p class="g-pstyle1">assistance</p> </div> <div id="g-ai4-33" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:94.0679%;margin-top:-8.8px;left:39.671%;width:54px;"> <p class="g-pstyle2">0.4%</p> </div> <div id="g-ai4-34" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:94.0679%;margin-top:-8.8px;left:60.8136%;width:42px;"> <p class="g-pstyle2">1%</p> </div> </div> </div> <script type="text/javascript"> (function (containerId, opts) { var nameSpace = opts.namespace || ''; var containers = findContainers(containerId); containers.forEach(resize); 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class="css-cudxsp interactive-notes">Note: Percentages don’t add to total because of the programs’ overlapping effects on child poverty.</p><p data-testid="source" id="interactive-source" class="css-cudxsp interactive-source">Source: Child Trends analysis of data from the Census Bureau and the Center on Poverty and Social Policy at Columbia University</p><p data-testid="credit" id="interactive-credit" class="css-cudxsp interactive-credit">By Alicia Parlapiano</p></footer></section></div><div data-testid="InteractiveBlock-6"><section data-testid="inline-interactive" id="child-poverty-demographics" data-id="100000008522754" data-source-id="100000008522754" class="interactive-content interactive-size-scoop css-kqcwdy"><header id="interactive-header" class="css-obecq5 interactive-header"><h2 id="interactive-headline" class="css-4hk76s interactive-headline">Gaps Remain as Child Poverty Has Fallen</h2><p data-testid="leadin" id="interactive-leadin" class="css-1qa9noj interactive-leadin">Poverty rates remain about three times as high for Black and Latino children as for white children, according to the Census Bureau’s Supplemental Poverty Measure, which best takes government aid into account.</p></header><div class="css-17ih8de interactive-body" slug="child-poverty-demographics" data-sourceid="100000008522754" id="embed-id-100000008522754"> <script>window.registerInteractive && window.registerInteractive("100000008522754");</script>   <link id="nytg-rendered-css" href="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/embed.css" rel="stylesheet">  <script> if (!window.Promise || !window.fetch || !window.URL) { document.write('<script src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/polyfills.js"><\/script>'); } </script> <script> (function() { window.NYTG = window.NYTG || {}; window.NYTG.ASSETS = 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#g-charts-demographics-600 { position:relative; overflow:hidden; } #g-charts-demographics-600 p { font-family:nyt-franklin,arial,helvetica,sans-serif; font-weight:300; line-height:19px; height:auto; opacity:1; letter-spacing:0em; font-size:16px; text-align:left; color:rgb(0,0,0); top:1.3px; position:static; text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; } #g-charts-demographics-600 .g-pstyle0 { line-height:18px; height:18px; font-size:15px; text-align:right; color:rgb(104,104,104); top:1.2px; position:relative; } #g-charts-demographics-600 .g-pstyle1 { line-height:18px; height:18px; text-align:center; position:relative; } #g-charts-demographics-600 .g-pstyle2 { height:19px; text-align:center; position:relative; } #g-charts-demographics-600 .g-pstyle3 { font-weight:700; line-height:18px; height:18px; text-align:center; position:relative; } #g-charts-demographics-600 .g-pstyle4 { line-height:18px; height:18px; font-size:15px; text-align:center; color:rgb(104,104,104); top:1.2px; position:relative; } #g-charts-demographics-335 { position:relative; overflow:hidden; } #g-charts-demographics-335 p { font-family:nyt-franklin,arial,helvetica,sans-serif; font-weight:700; line-height:18px; height:auto; opacity:1; letter-spacing:0em; font-size:16px; text-align:left; color:rgb(0,0,0); top:1.3px; position:static; text-transform:none; padding-bottom:0; padding-top:0; mix-blend-mode:normal; font-style:normal; } #g-charts-demographics-335 .g-pstyle0 { height:18px; position:relative; } #g-charts-demographics-335 .g-pstyle1 { font-weight:300; line-height:15px; height:15px; font-size:14px; text-align:right; color:rgb(104,104,104); top:1.1px; position:relative; } #g-charts-demographics-335 .g-pstyle2 { font-weight:300; line-height:15px; height:15px; font-size:15px; text-align:center; top:1.2px; position:relative; } #g-charts-demographics-335 .g-pstyle3 { line-height:15px; height:15px; font-size:15px; text-align:center; top:1.2px; position:relative; } #g-charts-demographics-335 .g-pstyle4 { font-weight:300; line-height:15px; height:15px; font-size:14px; text-align:center; color:rgb(104,104,104); top:1.1px; position:relative; } #g-charts-demographics-335 .g-pstyle5 { font-weight:300; height:18px; font-size:15px; text-align:center; top:1.2px; position:relative; } </style> <div id="g-charts-demographics-box" class="ai2html ai2html-responsive">  <div id="g-charts-demographics-600" class="g-artboard" style="width:600px; height:452.893205057051px;" data-aspect-ratio="1.325" data-min-width="600" data-max-width="719"> <div style=""></div> <img id="g-charts-demographics-600-img" class="g-charts-demographics-img g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/charts-demographics-600.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai2-1" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:5.8038%;margin-top:-9.3px;right:94.8082%;width:52px;"> <p class="g-pstyle0">50%</p> </div> <div id="g-ai2-2" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:23.0264%;margin-top:-9.3px;right:94.8082%;width:52px;"> <p class="g-pstyle0">40%</p> </div> <div id="g-ai2-3" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:32.9666%;margin-top:-9.3px;left:28.7205%;margin-left:-40px;width:80px;"> <p class="g-pstyle1">Hispanic</p> </div> <div id="g-ai2-4" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:36.4995%;margin-top:-19.3px;left:77.2506%;margin-left:-73px;width:146px;"> <p class="g-pstyle2">Children in</p> <p class="g-pstyle2">immigrant families</p> </div> <div id="g-ai2-5" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:40.4698%;margin-top:-9.3px;right:94.8082%;width:52px;"> <p class="g-pstyle0">30%</p> </div> <div id="g-ai2-6" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:47.5396%;margin-top:-9.3px;left:26.4034%;margin-left:-29.5px;width:59px;"> <p class="g-pstyle1">Black</p> </div> <div id="g-ai2-7" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:57.6924%;margin-top:-9.3px;right:94.8082%;width:52px;"> <p class="g-pstyle0">20%</p> </div> <div id="g-ai2-8" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:58.1293%;margin-top:-9.3px;left:27.6873%;margin-left:-51px;width:102px;"> <p class="g-pstyle3">All children</p> </div> <div id="g-ai2-9" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:58.1293%;margin-top:-9.3px;left:77.1189%;margin-left:-51px;width:102px;"> <p class="g-pstyle3">All children</p> </div> <div id="g-ai2-10" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:74.6983%;margin-top:-19.3px;left:77.2877%;margin-left:-86px;width:172px;"> <p class="g-pstyle2">Children in</p> <p class="g-pstyle2">nonimmigrant families</p> </div> <div id="g-ai2-11" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:75.1358%;margin-top:-9.3px;right:94.8082%;width:52px;"> <p class="g-pstyle0">10%</p> </div> <div id="g-ai2-12" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:79.3352%;margin-top:-9.3px;left:27.6575%;margin-left:-30.5px;width:61px;"> <p class="g-pstyle1">White</p> </div> <div id="g-ai2-13" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2289%;margin-top:-9.3px;left:6.0312%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">1993</p> </div> <div id="g-ai2-14" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2289%;margin-top:-9.3px;left:21.9129%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2003</p> </div> <div id="g-ai2-15" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2289%;margin-top:-9.3px;left:37.228%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2013</p> </div> <div id="g-ai2-16" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2289%;margin-top:-9.3px;left:46.8735%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2019</p> </div> <div id="g-ai2-17" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2289%;margin-top:-9.3px;left:56.1684%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">1993</p> </div> <div id="g-ai2-18" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2289%;margin-top:-9.3px;left:71.4835%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2003</p> </div> <div id="g-ai2-19" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2289%;margin-top:-9.3px;left:86.7985%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2013</p> </div> <div id="g-ai2-20" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:95.2289%;margin-top:-9.3px;left:96.1105%;margin-left:-28px;width:56px;"> <p class="g-pstyle4">2019</p> </div> </div>  <div id="g-charts-demographics-335" class="g-artboard" style="max-width: 335px;max-height: 830px" data-aspect-ratio="0.404" data-min-width="0" data-max-width="599"> <div style="padding: 0 0 247.6607% 0;"></div> <img id="g-charts-demographics-335-img" class="g-charts-demographics-img g-aiImg" alt="" data-src="https://static01.nyt.com/newsgraphics/2022/09/27/child-poverty/292a64a15891f638104dc8eea4ac093350b1803c/charts-demographics-335.png" src="data:image/gif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw=="/> <div id="g-ai6-1" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:2.4424%;margin-top:-9.3px;left:0.3084%;width:310px;"> <p class="g-pstyle0">Child poverty rates, by race and ethnicity</p> </div> <div id="g-ai6-2" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:7.2036%;margin-top:-7.8px;right:91.8266%;width:50px;"> <p class="g-pstyle1">50%</p> </div> <div id="g-ai6-3" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:15.0381%;margin-top:-7.8px;right:91.8266%;width:50px;"> <p class="g-pstyle1">40%</p> </div> <div id="g-ai6-4" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:19.6206%;margin-top:-7.8px;left:58.2941%;margin-left:-38px;width:76px;"> <p class="g-pstyle2">Hispanic</p> </div> <div id="g-ai6-5" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:22.9931%;margin-top:-7.8px;right:91.8266%;width:50px;"> <p class="g-pstyle1">30%</p> </div> <div id="g-ai6-6" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:26.2498%;margin-top:-7.8px;left:53.3781%;margin-left:-28.5px;width:57px;"> <p class="g-pstyle2">Black</p> </div> <div id="g-ai6-7" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:30.9482%;margin-top:-7.8px;right:91.8266%;width:50px;"> <p class="g-pstyle1">20%</p> </div> <div id="g-ai6-8" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:31.187%;margin-top:-7.7px;left:56.0917%;margin-left:-48.5px;width:97px;"> <p class="g-pstyle3">All children</p> </div> <div id="g-ai6-9" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:38.9032%;margin-top:-7.8px;right:91.8266%;width:50px;"> <p class="g-pstyle1">10%</p> </div> <div id="g-ai6-10" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:40.834%;margin-top:-7.8px;left:55.955%;margin-left:-29px;width:58px;"> <p class="g-pstyle2">White</p> </div> <div id="g-ai6-11" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:48.0635%;margin-top:-7.8px;left:9.1532%;margin-left:-27px;width:54px;"> <p class="g-pstyle4">1993</p> </div> <div id="g-ai6-12" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:48.0635%;margin-top:-7.8px;left:43.6238%;margin-left:-27px;width:54px;"> <p class="g-pstyle4">2003</p> </div> <div id="g-ai6-13" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:48.0635%;margin-top:-7.8px;left:76.864%;margin-left:-27px;width:54px;"> <p class="g-pstyle4">2013</p> </div> <div id="g-ai6-14" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:48.0635%;margin-top:-7.8px;left:95.286%;margin-left:-27px;width:54px;"> <p class="g-pstyle4">2019</p> </div> <div id="g-ai6-15" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:53.909%;margin-top:-9.3px;left:0.3084%;width:237px;"> <p class="g-pstyle0">Child poverty rates, by nativity</p> </div> <div id="g-ai6-16" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:57.4649%;margin-top:-7.8px;right:91.6406%;width:50px;"> <p class="g-pstyle1">50%</p> </div> <div id="g-ai6-17" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:65.2994%;margin-top:-7.8px;right:91.6406%;width:50px;"> <p class="g-pstyle1">40%</p> </div> <div id="g-ai6-18" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:70.9065%;margin-top:-18.3px;left:56.4934%;margin-left:-69px;width:138px;"> <p class="g-pstyle5">Children in</p> <p class="g-pstyle5">immigrant families</p> </div> <div id="g-ai6-19" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:73.375%;margin-top:-7.8px;right:91.6406%;width:50px;"> <p class="g-pstyle1">30%</p> </div> <div id="g-ai6-20" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:81.2095%;margin-top:-7.8px;right:91.6406%;width:50px;"> <p class="g-pstyle1">20%</p> </div> <div id="g-ai6-21" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:81.4484%;margin-top:-7.7px;left:56.2302%;margin-left:-48.5px;width:97px;"> <p class="g-pstyle3">All children</p> </div> <div id="g-ai6-22" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:89.1066%;margin-top:-18.3px;left:56.5001%;margin-left:-81px;width:162px;"> <p class="g-pstyle5">Children in</p> <p class="g-pstyle5">nonimmigrant families</p> </div> <div id="g-ai6-23" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:89.1645%;margin-top:-7.8px;right:91.6406%;width:50px;"> <p class="g-pstyle1">10%</p> </div> <div id="g-ai6-24" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:98.5659%;margin-top:-7.8px;left:9.3298%;margin-left:-27px;width:54px;"> <p class="g-pstyle4">1993</p> </div> <div id="g-ai6-25" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:98.5659%;margin-top:-7.8px;left:44.064%;margin-left:-27px;width:54px;"> <p class="g-pstyle4">2003</p> </div> <div id="g-ai6-26" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:98.5659%;margin-top:-7.8px;left:77.3044%;margin-left:-27px;width:54px;"> <p class="g-pstyle4">2013</p> </div> <div id="g-ai6-27" class="g-Layer_1 g-aiAbs g-aiPointText" style="top:98.5659%;margin-top:-7.8px;left:95.4242%;margin-left:-27px;width:54px;"> <p class="g-pstyle4">2019</p> </div> </div> </div> <script type="text/javascript"> (function (containerId, opts) { var nameSpace = opts.namespace || ''; var containers = findContainers(containerId); containers.forEach(resize); function resize(container) { var onResize = throttle(update, 200); var waiting = !!window.IntersectionObserver; var observer; update(); document.addEventListener('DOMContentLoaded', update); window.addEventListener('resize', onResize); // NYT Scoop-specific code if (opts.setup) { opts.setup(container).on('cleanup', cleanup); } function cleanup() { document.removeEventListener('DOMContentLoaded', update); window.removeEventListener('resize', onResize); if (observer) observer.disconnect(); } function update() { var artboards = selectChildren('.' + nameSpace + 'artboard[data-min-width]', container), width = Math.round(container.getBoundingClientRect().width); // Set 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set it apart from other rich nations, leaving millions of young people lacking support as basic as food and shelter amid mounting evidence that early hardship leaves children poorer, sicker and less educated as adults."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":0},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"But with little public notice and accelerating speed, America’s children have become much less 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{\n\t\tfont-style:italic;\n\t\theight:18px;\n\t\tfont-size:15px;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.2px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-600 .g-pstyle4 {\n\t\theight:18px;\n\t\tfont-size:15px;\n\t\ttext-align:center;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.2px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-600 .g-cstyle0 {\n\t\tfont-weight:500;\n\t}\n\t#g-charts-overall-720 {\n\t\tposition:relative;\n\t\toverflow:hidden;\n\t}\n\t#g-charts-overall-720 p {\n\t\tfont-family:nyt-franklin,arial,helvetica,sans-serif;\n\t\tfont-weight:300;\n\t\tline-height:19px;\n\t\topacity:1;\n\t\tletter-spacing:0em;\n\t\tfont-size:15px;\n\t\ttext-align:left;\n\t\tcolor:rgb(0,0,0);\n\t\ttext-transform:none;\n\t\tpadding-bottom:0;\n\t\tpadding-top:0;\n\t\tmix-blend-mode:normal;\n\t\tfont-style:normal;\n\t\theight:auto;\n\t\tposition:static;\n\t}\n\t#g-charts-overall-720 .g-pstyle0 {\n\t\tfont-weight:700;\n\t\tline-height:20px;\n\t\theight:20px;\n\t\tfont-size:22px;\n\t\tcolor:rgb(41,119,112);\n\t\ttop:1.8px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-720 .g-pstyle1 {\n\t\tfont-weight:700;\n\t\theight:19px;\n\t\tfont-size:16px;\n\t\ttext-align:center;\n\t\ttop:1.3px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-720 .g-pstyle2 {\n\t\tline-height:20px;\n\t\theight:20px;\n\t\ttext-align:right;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.2px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-720 .g-pstyle3 {\n\t\tfont-style:italic;\n\t\tline-height:20px;\n\t\theight:20px;\n\t\tfont-size:16px;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.3px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-720 .g-pstyle4 {\n\t\tline-height:20px;\n\t\theight:20px;\n\t\ttext-align:center;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.2px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-720 .g-cstyle0 {\n\t\tfont-weight:500;\n\t}\n\t#g-charts-overall-335 {\n\t\tposition:relative;\n\t\toverflow:hidden;\n\t}\n\t#g-charts-overall-335 p {\n\t\tfont-family:nyt-franklin,arial,helvetica,sans-serif;\n\t\tfont-weight:300;\n\t\tline-height:17px;\n\t\topacity:1;\n\t\tletter-spacing:0em;\n\t\tfont-size:14px;\n\t\ttext-align:left;\n\t\tcolor:rgb(0,0,0);\n\t\ttext-transform:none;\n\t\tpadding-bottom:0;\n\t\tpadding-top:0;\n\t\tmix-blend-mode:normal;\n\t\tfont-style:normal;\n\t\theight:auto;\n\t\tposition:static;\n\t}\n\t#g-charts-overall-335 .g-pstyle0 {\n\t\tfont-weight:700;\n\t\theight:17px;\n\t\tfont-size:17px;\n\t\tcolor:rgb(41,119,112);\n\t\ttop:1.4px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-335 .g-pstyle1 {\n\t\tfont-weight:700;\n\t\theight:17px;\n\t\ttop:1.1px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-335 .g-pstyle2 {\n\t\theight:17px;\n\t\ttext-align:right;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.1px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-335 .g-pstyle3 {\n\t\tline-height:18px;\n\t}\n\t#g-charts-overall-335 .g-pstyle4 {\n\t\tfont-weight:700;\n\t\theight:17px;\n\t\tfont-size:17px;\n\t\ttext-align:right;\n\t\tcolor:rgb(41,119,112);\n\t\ttop:1.4px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-335 .g-pstyle5 {\n\t\tfont-weight:700;\n\t\theight:17px;\n\t\ttext-align:right;\n\t\ttop:1.1px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-335 .g-pstyle6 {\n\t\tfont-style:italic;\n\t\theight:17px;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.1px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-335 .g-pstyle7 {\n\t\theight:17px;\n\t\ttext-align:center;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.1px;\n\t\tposition:relative;\n\t}\n\t#g-charts-overall-335 .g-cstyle0 {\n\t\tfont-weight:500;\n\t}\n\n\u003C\u002Fstyle\u003E\n\n\u003Cdiv id=\"g-charts-overall-box\" class=\"ai2html ai2html-responsive\"\u003E\n\n\t\u003C!-- Artboard: overall --\u003E\n\t\u003Cdiv id=\"g-charts-overall-600\" class=\"g-artboard\" style=\"width:600px; height:466.608261870524px;\" data-aspect-ratio=\"1.286\" data-min-width=\"600\" data-max-width=\"719\"\u003E\n\u003Cdiv style=\"\"\u003E\u003C\u002Fdiv\u003E\n\t\t\u003Cimg id=\"g-charts-overall-600-img\" class=\"g-charts-overall-img g-aiImg\" alt=\"\" data-src=\"https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2022\u002F09\u002F27\u002Fchild-poverty\u002F292a64a15891f638104dc8eea4ac093350b1803c\u002Fcharts-overall-600.png\" src=\"data:image\u002Fgif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw==\"\u002F\u003E\n\t\t\u003Cdiv id=\"g-ai1-1\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:4.9963%;margin-top:-9.3px;left:10.1582%;width:60px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E28%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-2\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:11.1973%;margin-top:-17.2px;left:12.8293%;margin-left:-50px;width:100px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E19.4 million\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Echildren\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-3\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:12.7056%;margin-top:-9.3px;right:94.909%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E30%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-4\" class=\"g-Layer_1 g-aiAbs\" style=\"top:13.9303%;left:20.6204%;width:17.8333%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E1996:\u003C\u002Fspan\u003E President Clinton signs a law restricting cash welfare\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-5\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:25.9929%;margin-top:-9.3px;right:94.909%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E25%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-6\" class=\"g-Layer_1 g-aiAbs\" style=\"top:26.7891%;left:77.5198%;width:22.3333%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E2017:\u003C\u002Fspan\u003E Expansion of child tax credit for low-income families\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-7\" class=\"g-Layer_1 g-aiAbs\" style=\"top:26.7891%;left:39.6328%;width:34%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E2008 to 2012:\u003C\u002Fspan\u003E Despite the Great Recession, the safety net prevents a major rise in child poverty\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-8\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:38.8517%;margin-top:-9.3px;right:94.909%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E20%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-9\" class=\"g-Layer_1 g-aiAbs\" style=\"top:40.0764%;left:9.5565%;width:18.8333%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E1993:\u003C\u002Fspan\u003E Large expansion of earned-income tax credit for low-wage workers\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-10\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:52.1391%;margin-top:-9.3px;right:94.909%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E15%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-11\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:65.2121%;margin-top:-9.3px;right:94.909%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E10%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-12\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:65.6467%;margin-top:-9.3px;left:89.3704%;width:60px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E11%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-13\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:72.0621%;margin-top:-17.2px;left:92.0333%;margin-left:-46px;width:92px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E8.4 million\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Echildren\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-14\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:78.4995%;margin-top:-9.3px;right:94.9841%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-15\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:86.421%;margin-top:-9.2px;left:30.9252%;width:86px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003ERecession\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-16\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2159%;margin-top:-9.3px;left:11.4244%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E1993\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-17\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2159%;margin-top:-9.3px;left:42.462%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2003\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-18\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2159%;margin-top:-9.3px;left:73.4995%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2013\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai1-19\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2159%;margin-top:-9.3px;left:91.8641%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2019\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\t\u003C!-- Artboard: overall --\u003E\n\t\u003Cdiv id=\"g-charts-overall-720\" class=\"g-artboard\" style=\"width:720px; height:511.604138515695px;\" data-aspect-ratio=\"1.407\" data-min-width=\"720\"\u003E\n\u003Cdiv style=\"\"\u003E\u003C\u002Fdiv\u003E\n\t\t\u003Cimg id=\"g-charts-overall-720-img\" class=\"g-charts-overall-img g-aiImg\" alt=\"\" data-src=\"https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2022\u002F09\u002F27\u002Fchild-poverty\u002F292a64a15891f638104dc8eea4ac093350b1803c\u002Fcharts-overall-720.png\" src=\"data:image\u002Fgif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw==\"\u002F\u003E\n\t\t\u003Cdiv id=\"g-ai3-1\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:4.5293%;margin-top:-10.2px;left:8.7226%;width:65px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E28%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-2\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:10.9975%;margin-top:-19.3px;left:11.4034%;margin-left:-52.5px;width:105px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E19.4 million\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Echildren\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-3\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:11.3926%;margin-top:-10.3px;right:95.692%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E30%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-4\" class=\"g-Layer_1 g-aiAbs\" style=\"top:13.0961%;left:19.4444%;width:23.3333%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E1996:\u003C\u002Fspan\u003E President Clinton signs a law restricting cash welfare\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-5\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:25.2705%;margin-top:-10.3px;right:95.692%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E25%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-6\" class=\"g-Layer_1 g-aiAbs\" style=\"top:26.5831%;left:77.3135%;width:22.5%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E2017:\u003C\u002Fspan\u003E Expansion of child tax credit for low-income families\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-7\" class=\"g-Layer_1 g-aiAbs\" style=\"top:26.5831%;left:42.5692%;width:31.6667%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E2008 to 2012:\u003C\u002Fspan\u003E Despite the Great Recession, the safety net prevents a major rise in child poverty\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-8\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:38.7575%;margin-top:-10.3px;right:95.692%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E20%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-9\" class=\"g-Layer_1 g-aiAbs\" style=\"top:39.8746%;left:8.8111%;width:17.0833%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E1993:\u003C\u002Fspan\u003E Large expansion of earned-income tax credit for low-wage workers\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-10\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:52.44%;margin-top:-10.3px;right:95.692%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E15%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-11\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:66.4912%;margin-top:-10.2px;left:89.2582%;width:65px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E11%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-12\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:65.927%;margin-top:-10.3px;right:95.692%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E10%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-13\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:73.1549%;margin-top:-19.3px;left:91.8932%;margin-left:-48px;width:96px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E8.4 million\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Echildren\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-14\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:79.8049%;margin-top:-10.3px;right:95.7545%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-15\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:88.0102%;margin-top:-10.3px;left:30.9054%;width:90px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003ERecession\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-16\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:96.6148%;margin-top:-10.3px;left:10.6967%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E1993\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-17\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:96.6148%;margin-top:-10.3px;left:41.9805%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2003\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-18\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:96.6148%;margin-top:-10.3px;left:73.2641%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2013\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai3-19\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:96.6148%;margin-top:-10.3px;left:91.7746%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2019\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\t\u003C!-- Artboard: overall --\u003E\n\t\u003Cdiv id=\"g-charts-overall-335\" class=\"g-artboard\" style=\"max-width: 335px;max-height: 447px\" data-aspect-ratio=\"0.75\" data-min-width=\"0\" data-max-width=\"599\"\u003E\n\u003Cdiv style=\"padding: 0 0 133.3277% 0;\"\u003E\u003C\u002Fdiv\u003E\n\t\t\u003Cimg id=\"g-charts-overall-335-img\" class=\"g-charts-overall-img g-aiImg\" alt=\"\" data-src=\"https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2022\u002F09\u002F27\u002Fchild-poverty\u002F292a64a15891f638104dc8eea4ac093350b1803c\u002Fcharts-overall-335.png\" src=\"data:image\u002Fgif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw==\"\u002F\u003E\n\t\t\u003Cdiv id=\"g-ai5-1\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:3.757%;margin-top:-8.8px;left:9.9408%;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E28%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-2\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:10.1266%;margin-top:-17.2px;left:9.9407%;width:95px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E19.4 million\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Echildren\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-3\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:10.4704%;margin-top:-8.8px;right:91.909%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E30%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-4\" class=\"g-Layer_1 g-aiAbs\" style=\"top:16.344%;left:22.8293%;width:38.209%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E1996:\u003C\u002Fspan\u003E Law restricting cash welfare\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-5\" class=\"g-Layer_1 g-aiAbs\" style=\"top:22.389%;left:81.0636%;width:18.806%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E2017:\u003C\u002Fspan\u003E Expansion of child tax credit\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-6\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:24.3515%;margin-top:-8.8px;right:91.909%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E25%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-7\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:37.7849%;margin-top:-8.8px;right:91.909%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E20%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-8\" class=\"g-Layer_1 g-aiAbs\" style=\"top:39.1808%;left:12.5899%;width:16.4179%;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E-\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-9\" class=\"g-Layer_1 g-aiAbs\" style=\"top:40.9719%;left:10.7152%;width:21.791%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E1993:\u003C\u002Fspan\u003E Expansion of earned-\u003C\u002Fp\u003E\n\t\t\t\u003Cp\u003Eincome tax credit\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-10\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:51.6661%;margin-top:-8.8px;right:91.909%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E15%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-11\" class=\"g-Layer_1 g-aiAbs\" style=\"top:56.8681%;left:40.1102%;width:35.8209%;\"\u003E\n\t\t\t\u003Cp\u003E\u003Cspan class=\"g-cstyle0\"\u003E2008 to 2012:\u003C\u002Fspan\u003E Despite the Great Recession, the safety net prevents a major rise in child poverty\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-12\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:65.1029%;margin-top:-8.8px;right:0.2966%;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E11%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-13\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:65.3234%;margin-top:-8.8px;right:91.909%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E10%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-14\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:71.4725%;margin-top:-17.2px;right:0.3347%;width:87px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003E8.4 million\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003Echildren\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-15\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:79.2046%;margin-top:-8.8px;right:91.9149%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-16\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:87.4806%;margin-top:-8.7px;left:30.9806%;width:82px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle6\"\u003ERecession\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-17\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:96.668%;margin-top:-8.8px;left:14.8159%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle7\"\u003E1993\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-18\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:96.668%;margin-top:-8.8px;left:44.7509%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle7\"\u003E2003\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-19\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:96.668%;margin-top:-8.8px;left:74.6859%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle7\"\u003E2013\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai5-20\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:96.668%;margin-top:-8.8px;left:92.398%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle7\"\u003E2019\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\u003C\u002Fdiv\u003E\n\n\u003Cscript type=\"text\u002Fjavascript\"\u003E\n\t(function (containerId, opts) {\n\t\tvar nameSpace = opts.namespace || '';\n\t\tvar containers = findContainers(containerId);\n\t\tcontainers.forEach(resize);\n\n\t\tfunction resize(container) {\n\t\t\tvar onResize = throttle(update, 200);\n\t\t\tvar waiting = !!window.IntersectionObserver;\n\t\t\tvar observer;\n\t\t\tupdate();\n\n\t\t\tdocument.addEventListener('DOMContentLoaded', update);\n\t\t\twindow.addEventListener('resize', onResize);\n\n\t\t\t\u002F\u002F NYT Scoop-specific code\n\t\t\tif (opts.setup) {\n\t\t\t\topts.setup(container).on('cleanup', cleanup);\n\t\t\t}\n\n\t\t\tfunction cleanup() {\n\t\t\t\tdocument.removeEventListener('DOMContentLoaded', update);\n\t\t\t\twindow.removeEventListener('resize', onResize);\n\t\t\t\tif (observer) observer.disconnect();\n\t\t\t}\n\n\t\t\tfunction update() {\n\t\t\t\tvar artboards = selectChildren('.' + nameSpace + 'artboard[data-min-width]', container),\n\t\t\t\t\t\twidth = Math.round(container.getBoundingClientRect().width);\n\n\t\t\t\t\u002F\u002F Set artboard visibility based on container width\n\t\t\t\tartboards.forEach(function(el) {\n\t\t\t\t\tvar minwidth = el.getAttribute('data-min-width'),\n\t\t\t\t\t\t\tmaxwidth = el.getAttribute('data-max-width');\n\t\t\t\t\tif (+minwidth \u003C= width && (+maxwidth \u003E= width || maxwidth === null)) {\n\t\t\t\t\t\tif (!waiting) {\n\t\t\t\t\t\t\tselectChildren('.' + nameSpace + 'aiImg', el).forEach(updateImgSrc);\n\t\t\t\t\t\t}\n\t\t\t\t\t\tel.style.display = 'block';\n\t\t\t\t\t} else {\n\t\t\t\t\t\tel.style.display = 'none';\n\t\t\t\t\t}\n\t\t\t\t});\n\n\t\t\t\t\u002F\u002F Initialize lazy loading on first call\n\t\t\t\tif (waiting && !observer) {\n\t\t\t\t\tif (elementInView(container)) {\n\t\t\t\t\t\twaiting = false;\n\t\t\t\t\t\tupdate();\n\t\t\t\t\t} else {\n\t\t\t\t\t\tobserver = new IntersectionObserver(onIntersectionChange, {});\n\t\t\t\t\t\tobserver.observe(container);\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t}\n\n\t\t\tfunction onIntersectionChange(entries) {\n\t\t\t\t\u002F\u002F There may be multiple entries relating to the same container\n\t\t\t\t\u002F\u002F (captured at different times)\n\t\t\t\tvar isIntersecting = entries.reduce(function(memo, entry) {\n\t\t\t\t\treturn memo || entry.isIntersecting;\n\t\t\t\t}, false);\n\t\t\t\tif (isIntersecting) {\n\t\t\t\t\twaiting = false;\n\t\t\t\t\t\u002F\u002F update: don't remove -- we need the observer to trigger an update\n\t\t\t\t\t\u002F\u002F when a hidden map becomes visible after user interaction\n\t\t\t\t\t\u002F\u002F (e.g. when an accordion menu or tab opens)\n\t\t\t\t\t\u002F\u002F observer.disconnect();\n\t\t\t\t\t\u002F\u002F observer = null;\n\t\t\t\t\tupdate();\n\t\t\t\t}\n\t\t\t}\n\t\t}\n\n\t\tfunction findContainers(id) {\n\t\t\t\u002F\u002F support duplicate ids on the page\n\t\t\treturn selectChildren('.ai2html-responsive', document).filter(function(el) {\n\t\t\t\tif (el.getAttribute('id') != id) return false;\n\t\t\t\tif (el.classList.contains('ai2html-resizer')) return false;\n\t\t\t\tel.classList.add('ai2html-resizer');\n\t\t\t\treturn true;\n\t\t\t});\n\t\t}\n\n\t\t\u002F\u002F Replace blank placeholder image with actual image\n\t\tfunction updateImgSrc(img) {\n\t\t\tvar src = img.getAttribute('data-src');\n\t\t\tif (src && img.getAttribute('src') != src) {\n\t\t\t\timg.setAttribute('src', src);\n\t\t\t}\n\t\t}\n\n\t\tfunction elementInView(el) {\n\t\t\tvar bounds = el.getBoundingClientRect();\n\t\t\treturn bounds.top \u003C window.innerHeight && bounds.bottom \u003E 0;\n\t\t}\n\n\t\tfunction selectChildren(selector, parent) {\n\t\t\treturn parent ? Array.prototype.slice.call(parent.querySelectorAll(selector)) : [];\n\t\t}\n\n\t\t\u002F\u002F based on underscore.js\n\t\tfunction throttle(func, wait) {\n\t\t\tvar timeout = null, previous = 0;\n\t\t\tfunction run() {\n\t\t\t\t\tprevious = Date.now();\n\t\t\t\t\ttimeout = null;\n\t\t\t\t\tfunc();\n\t\t\t}\n\t\t\treturn function() {\n\t\t\t\tvar remaining = wait - (Date.now() - previous);\n\t\t\t\tif (remaining \u003C= 0 || remaining \u003E wait) {\n\t\t\t\t\tclearTimeout(timeout);\n\t\t\t\t\trun();\n\t\t\t\t} else if (!timeout) {\n\t\t\t\t\ttimeout = setTimeout(run, remaining);\n\t\t\t\t}\n\t\t\t};\n\t\t}\n\t})(\"g-charts-overall-box\", {namespace: \"g-\", setup: window.setupInteractive || window.getComponent});\n\u003C\u002Fscript\u003E\n\u003C!-- End ai2html - 2022-09-11 12:22 --\u003E\n\n\n\n\u003C!-- or print custom, pre-generated div with ID and classes --\u003E\n\n\n\u003C!-- or print missing file warning --\u003E\n\n\n\n\n\u003C!-- asset wrapper : end --\u003E\n\u003C!-- ASSET : END --\u003E\n\n\u003C\u002Fdiv\u003E\n\n\n\u003C\u002Fdiv\u003E\n\u003C\u002Fdiv\u003E\n\n\n\u003C\u002Fdiv\u003E\n\u003C!-- \u002Fend story-body --\u003E\n\n\n\n\u003C!-- special includes for video features, opinion section --\u003E\n\n\n\n\u003Cscript\u003E\n NYTG.watch('https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2022\u002F09\u002F27\u002Fchild-poverty\u002F292a64a15891f638104dc8eea4ac093350b1803c\u002Fbuild\u002Fjs\u002Fmain.js');\n NYTG.load('https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2022\u002F09\u002F27\u002Fchild-poverty\u002F292a64a15891f638104dc8eea4ac093350b1803c\u002Fbuild\u002Fjs\u002Ffreebird.js');\n\u003C\u002Fscript\u003E\n\u003C!-- Pipeline: 2022-09-27-child-poverty | September 12, 2022, 07:12PM | 292a64a15891f638104dc8eea4ac093350b1803c --\u003E\n","id":"RW1iZWRkZWRJbnRlcmFjdGl2ZTpueXQ6Ly9lbWJlZGRlZGludGVyYWN0aXZlLzIzN2M4ZWFiLTA4MDYtNTFjYi04YWRmLWE3NTY4YWI0ZDE3Ng==","leadin":"Millions fewer children are considered poor today than were a quarter-century ago, according to the Supplemental Poverty Measure, a rate calculated by the Census Bureau that best takes government aid into account.","note":"","promotionalMedia":null,"slug":"child-poverty-overall","sourceId":"100000008522751","storyFormat":null,"uri":"nyt:\u002F\u002Fembeddedinteractive\u002F237c8eab-0806-51cb-8adf-a7568ab4d176"}},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":4},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"More than eight million children remained in poverty, and despite shared progress, Black and Latino children are about three times as likely as white children to be poor. With "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww2.census.gov\u002Fprograms-surveys\u002Fdemo\u002Ftables\u002Fp60\u002F275\u002Fpov-threshold-2020.xlsx"}],"text":"the poverty line low"},{"__typename":"TextInline","formats":[],"text":" (about $29,000 for a family of four in a place with typical living costs), many families who escape poverty in the statistical sense still experience hardship."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":5},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Still, the sharp retreat of child poverty represents major progress and has drawn surprisingly little notice, even among policy experts."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":6},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"It has coincided with profound changes to the safety net, which at once became more stringent and more generous. Starting in the 1990s, tough welfare laws shrank cash aid to parents without jobs. But other subsidies grew, especially for working families, and total federal "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fdatacatalog.urban.org\u002Fdataset\u002Fstate-state-spending-kids-dataset"}],"text":"spending on low-income children roughly doubled"},{"__typename":"TextInline","formats":[],"text":"."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":7},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"To examine the drop in child poverty, The New York Times collaborated with "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.childtrends.org\u002F"}],"text":"Child Trends"},{"__typename":"TextInline","formats":[],"text":", a nonpartisan research group with an expertise in statistical analysis. The joint project relied on the data the Census Bureau uses to calculate poverty rates but examined it over more years and in greater demographic detail."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":8},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The analysis found that multiple forces reduced child poverty, including lower unemployment, increased labor force participation among single mothers and the growth of state-level minimum wages. But a dominant factor was the expansion of government aid."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":9},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"In 1993, safety net programs cut child poverty by 9 percent from what it would have been absent the aid. By 2019, those programs had cut child poverty by 44 percent, and the number of children they removed from poverty more than tripled to 6.5 million."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":10},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“This is an astounding decline in child poverty,” said Dana Thomson, a co-author of the Child Trends study. “Its magnitude is unequaled in the history of poverty measurement, and the single largest explanation is the growth of the safety net.”"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":11},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Renee Ryberg, another co-author, said the poverty reduction offered millions of children greater prospects of success. “A childhood free of poverty predicts better adult outcomes in just about every area you can imagine, including education, earnings and health,” she said."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":12},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The analysis excluded 2020, the most recent year for which data is available, because pandemic aid made it unrepresentative. Including it makes the decline since 1993 even greater, at 69 percent."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":13},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The plunge in child poverty is the opposite of what most liberal experts predicted a quarter-century ago when President Bill Clinton signed a law from a Republican Congress to “end welfare as we know it.”"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":14},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Conservatives say the landmark law pushed more parents to work and call it the main reason child poverty declined. Progressives say many working families would still be poor without the expanded safety net, which grew in part to compensate for stagnant wages amid decades of rising inequality."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":15},{"__typename":"UnstructuredBlock","data":"{\"type\":\"ExperimentalBlock_PhotoQuote\",\"content\":[],\"formats\":[],\"leadPhoto\":\"nyt:\u002F\u002Fimage\u002F7293d0ac-6726-5918-9dc2-824249da5815\",\"overText\":\"“I wouldn’t say poor but definitely not middle class — we’re below that. I don’t know what the definition of poor is. We have a roof over our head. But if my car breaks down, we’re not going to have a car for a while because we can’t pay for it. 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Most Republicans want less spending, more local control and more rules requiring beneficiaries to work. Most Democrats want higher benefits for more people, as seen in their unsuccessful push this year to permanently turn "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.nytimes.com\u002F2022\u002F01\u002F02\u002Fbusiness\u002Feconomy\u002Fchild-tax-credit.html"}],"text":"the child tax credit"},{"__typename":"TextInline","formats":[],"text":", a workers’ subsidy, into a broader income guarantee."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":17},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Critics of all sorts, including those getting aid, complain of red tape."}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Yet whatever its flaws, the safety net depicted in the Child Trends data lifts a record share of children from poverty. “The federal government declared war on poverty, and poverty won,” "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.c-span.org\u002Fvideo\u002F?c4642456\u002Fuser-clip-reagan-war-poverty-poverty-won"}],"text":"President Ronald Reagan said a generation ago"},{"__typename":"TextInline","formats":[],"text":". With child poverty at a record low, that narrative of defeat appears obsolete."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":18},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“This decline in child poverty is very significant. I cannot say it enough,” said Dolores Acevedo-Garcia, a poverty expert at Brandeis University who reviewed the data. “If we still had the rates as we had in the 1990s, there would be 12 million more children in poverty.”"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":true,"index":19},{"__typename":"ImageBlock","media":{"__typename":"Image","altText":"","caption":{"__typename":"TextOnlyDocumentBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The income earned by Ms. Tallman and her partner fell by a quarter when they had to cut back on work to care for her son Jakob after he was in a car accident. Jakob went on to become the first in his family to graduate from high school."}]}],"text":"The income earned by Ms. Tallman and her partner fell by a quarter when they had to cut back on work to care for her son Jakob after he was in a car accident. 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Jakob went on to become the first in his family to graduate from high school.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002Fca8c8b39-716a-5488-8e86-b691160f659f","url":"\u002Fimagepages\u002F2022\u002F09\u002F11\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3.html"},"size":"LARGE"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":20},{"__typename":"ImageBlock","media":{"__typename":"Image","altText":"","caption":{"__typename":"TextOnlyDocumentBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Jakob shows the scars from a car accident. Medicaid paid for Jakob’s care and saved the family from bankrupting medical bills."}]}],"text":"Jakob shows the scars from a car accident. Medicaid paid for Jakob’s care and saved the family from bankrupting medical bills."},"credit":"","crops":[{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":400,"name":"articleLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-5\u002Fmerlin_211234488_d522fb8c-f2bb-4d5e-a7f1-84473ea2daf0-articleLarge.jpg","width":600},{"__typename":"ImageRendition","height":433,"name":"popup","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-5\u002Fmerlin_211234488_d522fb8c-f2bb-4d5e-a7f1-84473ea2daf0-popup.jpg","width":650},{"__typename":"ImageRendition","height":683,"name":"jumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-5\u002Fmerlin_211234488_d522fb8c-f2bb-4d5e-a7f1-84473ea2daf0-jumbo.jpg","width":1024},{"__typename":"ImageRendition","height":1365,"name":"superJumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-5\u002Fmerlin_211234488_d522fb8c-f2bb-4d5e-a7f1-84473ea2daf0-superJumbo.jpg","width":2048}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":150,"name":"thumbLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-5\u002Fmerlin_211234488_d522fb8c-f2bb-4d5e-a7f1-84473ea2daf0-thumbLarge.jpg","width":150}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":127,"name":"articleInline","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-5\u002Fmerlin_211234488_d522fb8c-f2bb-4d5e-a7f1-84473ea2daf0-articleInline.jpg","width":190}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":1200,"name":"mobileMasterAt3x","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-5\u002Fmerlin_211234488_d522fb8c-f2bb-4d5e-a7f1-84473ea2daf0-mobileMasterAt3x.jpg","width":1800}]}],"id":"SW1hZ2U6bnl0Oi8vaW1hZ2UvMjJlMWVjOTAtZjc2Ny01NjIwLWFiZDYtMzA4NDUyMzBiM2Q3","imageType":"photo","legacyHtmlCaption":"Jakob shows the scars from a car accident. Medicaid paid for Jakob’s care and saved the family from bankrupting medical bills.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002F22e1ec90-f767-5620-abd6-30845230b3d7","url":"\u002Fimagepages\u002F2022\u002F09\u002F11\u002Fus\u002Fpolitics\u002F00dc-child-poverty-5.html"},"size":"LARGE"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":21},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"To see how the safety net protects children, consider the experience of Stacy Tallman, a mother of three in Marlinton, W.Va., who was working as a waitress last year when her teenage son, Jakob, suffered serious injuries in a car accident. Both Ms. Tallman and her partner, who has a maintenance job, missed work to care for him, and their income fell by about a quarter to $36,000."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":22},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"After payroll taxes and other expenses the government takes into account when measuring poverty, their income was just below the poverty line. But the safety net delivered more than $16,000, not counting pandemic assistance. That included $8,000 in refundable tax credits and $6,500 from the Supplemental Nutrition Assistance Program, or food stamps."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":true,"index":23},{"__typename":"ImageBlock","media":{"__typename":"Image","altText":"","caption":{"__typename":"TextOnlyDocumentBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"With the help of safety net programs, Ms. Tallman’s family was able to stay 50 percent above the poverty threshold. “I don’t know where I’d be right now if I didn’t have that help,” Ms. Tallman said."}]}],"text":"With the help of safety net programs, Ms. Tallman’s family was able to stay 50 percent above the poverty threshold. “I don’t know where I’d be right now if I didn’t have that help,” Ms. Tallman said."},"credit":"","crops":[{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":400,"name":"articleLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3\u002Fmerlin_211234491_6ab1eab5-2309-4630-9160-e86a67ee6dc2-articleLarge.jpg","width":600},{"__typename":"ImageRendition","height":433,"name":"popup","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3\u002Fmerlin_211234491_6ab1eab5-2309-4630-9160-e86a67ee6dc2-popup.jpg","width":650},{"__typename":"ImageRendition","height":683,"name":"jumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3\u002Fmerlin_211234491_6ab1eab5-2309-4630-9160-e86a67ee6dc2-jumbo.jpg","width":1024},{"__typename":"ImageRendition","height":1365,"name":"superJumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3\u002Fmerlin_211234491_6ab1eab5-2309-4630-9160-e86a67ee6dc2-superJumbo.jpg","width":2048}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":150,"name":"thumbLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3\u002Fmerlin_211234491_6ab1eab5-2309-4630-9160-e86a67ee6dc2-thumbLarge.jpg","width":150}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":127,"name":"articleInline","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3\u002Fmerlin_211234491_6ab1eab5-2309-4630-9160-e86a67ee6dc2-articleInline.jpg","width":190}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":1200,"name":"mobileMasterAt3x","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3\u002Fmerlin_211234491_6ab1eab5-2309-4630-9160-e86a67ee6dc2-mobileMasterAt3x.jpg","width":1800}]}],"id":"SW1hZ2U6bnl0Oi8vaW1hZ2UvNTM0ZTkyNTUtMTRmMC01ZGNkLWEwMTQtMzdmNjE0MjI5MDE5","imageType":"photo","legacyHtmlCaption":"With the help of safety net programs, Ms. Tallman’s family was able to stay 50 percent above the poverty threshold. “I don’t know where I’d be right now if I didn’t have that help,” Ms. Tallman said.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002F534e9255-14f0-5dcd-a014-37f614229019","url":"\u002Fimagepages\u002F2022\u002F09\u002F11\u002Fus\u002Fpolitics\u002F00dc-child-poverty-3.html"},"size":"LARGE"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":24},{"__typename":"ImageBlock","media":{"__typename":"Image","altText":"","caption":{"__typename":"TextOnlyDocumentBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Ms. Tallman’s partner, Justin Wilfong, and his daughter Emma. 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SNAP, the food subsidy program, and free school meals, eased Ms. Tallman’s anxiety about the children going hungry. Tax credits helped her complete a longstanding plan to buy the family’s first house.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002F23235fa9-be54-5800-9a2c-02a376a93854","url":"\u002Fimagepages\u002F2022\u002F09\u002F11\u002Fus\u002Fpolitics\u002F00dc-child-poverty-4.html"},"size":"LARGE"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":25},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Instead of falling into poverty, the family survived the crisis about 50 percent above the poverty threshold."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":26},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“I don’t know where I’d be right now if I didn’t have that help,” Ms. Tallman said."}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Medicaid paid for Jakob’s care and saved the family from bankrupting medical bills. SNAP, the food subsidy, eased Ms. Tallman’s anxiety about the children going hungry, as did free school meals. Tax credits helped her complete a longstanding plan to buy the family’s first house."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":27},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"A year after the accident, Jakob became the first in the family to earn a high school degree."}],"textAlign":"LEFT"},{"__typename":"ImageBlock","media":{"__typename":"Image","altText":"","caption":{"__typename":"TextOnlyDocumentBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The patchwork of programs that helps families like Ms. Tallman’s has been shaped by a century of political conflict and compromise. The resulting safety net bears the imprint of both parties and commands the satisfaction of neither."}]}],"text":"The patchwork of programs that helps families like Ms. Tallman’s has been shaped by a century of political conflict and compromise. The resulting safety net bears the imprint of both parties and commands the satisfaction of neither."},"credit":"","crops":[{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":400,"name":"articleLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-2\u002Fmerlin_211234161_10cc1a03-3bb3-4a8c-b35a-e60191d1fbce-articleLarge.jpg","width":600},{"__typename":"ImageRendition","height":433,"name":"popup","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-2\u002Fmerlin_211234161_10cc1a03-3bb3-4a8c-b35a-e60191d1fbce-popup.jpg","width":650},{"__typename":"ImageRendition","height":683,"name":"jumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-2\u002Fmerlin_211234161_10cc1a03-3bb3-4a8c-b35a-e60191d1fbce-jumbo.jpg","width":1024},{"__typename":"ImageRendition","height":1365,"name":"superJumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-2\u002Fmerlin_211234161_10cc1a03-3bb3-4a8c-b35a-e60191d1fbce-superJumbo.jpg","width":2048}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":150,"name":"thumbLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-2\u002Fmerlin_211234161_10cc1a03-3bb3-4a8c-b35a-e60191d1fbce-thumbLarge.jpg","width":150}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":127,"name":"articleInline","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-2\u002Fmerlin_211234161_10cc1a03-3bb3-4a8c-b35a-e60191d1fbce-articleInline.jpg","width":190}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":1200,"name":"mobileMasterAt3x","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F06\u002Fus\u002Fpolitics\u002F00dc-child-poverty-2\u002Fmerlin_211234161_10cc1a03-3bb3-4a8c-b35a-e60191d1fbce-mobileMasterAt3x.jpg","width":1800}]}],"id":"SW1hZ2U6bnl0Oi8vaW1hZ2UvYWQwMjQyNjQtYTY5My01OTU1LTliYjUtMTJjNGYxZGQ2ZGRm","imageType":"photo","legacyHtmlCaption":"The patchwork of programs that helps families like Ms. Tallman’s has been shaped by a century of political conflict and compromise. The resulting safety net bears the imprint of both parties and commands the satisfaction of neither.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002Fad024264-a693-5955-9bb5-12c4f1dd6ddf","url":"\u002Fimagepages\u002F2022\u002F09\u002F11\u002Fus\u002Fpolitics\u002F00dc-child-poverty-2.html"},"size":"FULL"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":28},{"__typename":"Heading2Block","content":[{"__typename":"TextInline","formats":[],"text":"More Work Rules, More Aid"}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"In measuring poverty, the analysis used the Census Bureau’s "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.census.gov\u002Flibrary\u002Fpublications\u002F2021\u002Fdemo\u002Fp60-275.html#:~:text=Beginning%20in%202011%2C%20the%20U.S.,in%20the%20official%20poverty%20measure."}],"text":"Supplemental Poverty Measure"},{"__typename":"TextInline","formats":[],"text":", the yardstick that best accounts for government aid. Unlike the outdated Official Poverty Measure, the supplemental measure counts billions in tax credits, SNAP and other benefits, and adjusts for local living costs, providing a more accurate tally of household resources. While 2009 is the earliest year for which the Census Bureau produced the supplemental measure, "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.povertycenter.columbia.edu\u002Fhistorical-poverty-trends-and-measurement"}],"text":"researchers at Columbia University calculated it"},{"__typename":"TextInline","formats":[],"text":" for earlier decades, and Child Trends drew on their data."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":29},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"While the official measure shows child poverty falling 37 percent from a 1993 peak, the supplemental measure shows a 59 percent decline."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":30},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Most of the decline occurred in two periods of strong labor demand — the late 1990s and late 2010s — with poverty largely flat in between, even though that period includes the Great Recession."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":31},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"In the two years before the pandemic, child poverty fell more than a quarter, a record pace."}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The analysis examined multiple factors beyond the safety net that collectively explain about a fifth of the poverty decline. They included lower unemployment and a 23 percent increase in the average minimum wage, driven by state-level growth. (Adjusted for inflation, the federal minimum wage eroded.)"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":32},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"At the same time, the growing proportion of children who are part of Hispanic families and immigrant families appeared to slow the poverty decline, perhaps because those families face job discrimination or barriers to aid."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":33},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The decline of child poverty coincides with progress on another measure of children’s well-being. The "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.healthaffairs.org\u002Fdoi\u002Ffull\u002F10.1377\u002Fhlthaff.2020.00785"}],"text":"share who lack health insurance fell by about two-thirds"},{"__typename":"TextInline","formats":[],"text":", mostly because of expansions of Medicaid and other government insurance. While those programs often improve children’s health, they do not directly reduce poverty because the government does not count insurance as income."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":34},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"In comparing 1993 and 2019, the study examined different points in the business cycle — unemployment in the latter year was about half the earlier rate. That highlights the economy’s role in reducing poverty, but the analysis still found the aid expansion more important."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":35},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Arguing that the welfare law reduced child poverty, conservatives note the subsequent "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.henrikkleven.com\u002Fuploads\u002F3\u002F7\u002F3\u002F1\u002F37310663\u002Fkleven_eitc_nov2021.pdf"}],"text":"surge of employment among single mothers"},{"__typename":"TextInline","formats":[],"text":", the group most affected by restrictions on cash aid. The share of single mothers in the work force leaped to 79 percent, from 69 percent in the early ’90s."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":36},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“The system sent a message: You can’t live on welfare anymore,” said Robert Rector, a poverty researcher at the Heritage Foundation."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":37},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Most researchers think multiple forces explained rising work levels, including a strong economy and expanded tax credits, which made work more rewarding. Still many parents moved into jobs that paid poverty-level wages absent government help. The analysis found that increased labor force participation alone explained about 9 percent of the decline in child poverty."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":38},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"While Mr. Rector agreed that tax credits magnified the poverty reduction, he argued that the era’s success shows that aid should be linked to work. “The lesson isn’t that ‘aid works’ — it’s that some aid is very harmful and some aid is helpful,” he said."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":39},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Whatever role the employment of single mothers played, it peaked by about 2000, while child poverty fell by another third. “Other factors had to be responsible,” Ms. Ryberg said, pointing to the continued safety net expansion."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":40},{"__typename":"ImageBlock","media":{"__typename":"Image","altText":"","caption":{"__typename":"TextOnlyDocumentBlock","content":[{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Mishala Southwick of Okmulgee, Okla., has used a portion of the tax credits she receives to open savings accounts for her two daughters, hoping they find the upward mobility that so far has eluded her."}]}],"text":"Mishala Southwick of Okmulgee, Okla., has used a portion of the tax credits she receives to open savings accounts for her two daughters, hoping they find the upward mobility that so far has eluded her."},"credit":"","crops":[{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":400,"name":"articleLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-6sub\u002Fmerlin_211254546_569d6a59-1f99-4eee-b617-65c2a4eaf470-articleLarge.jpg","width":600},{"__typename":"ImageRendition","height":433,"name":"popup","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-6sub\u002Fmerlin_211254546_569d6a59-1f99-4eee-b617-65c2a4eaf470-popup.jpg","width":650},{"__typename":"ImageRendition","height":683,"name":"jumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-6sub\u002Fmerlin_211254546_569d6a59-1f99-4eee-b617-65c2a4eaf470-jumbo.jpg","width":1024},{"__typename":"ImageRendition","height":1365,"name":"superJumbo","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-6sub\u002Fmerlin_211254546_569d6a59-1f99-4eee-b617-65c2a4eaf470-superJumbo.jpg","width":2048}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":150,"name":"thumbLarge","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-6sub\u002Fmerlin_211254546_569d6a59-1f99-4eee-b617-65c2a4eaf470-thumbLarge.jpg","width":150}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":127,"name":"articleInline","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-6sub\u002Fmerlin_211254546_569d6a59-1f99-4eee-b617-65c2a4eaf470-articleInline.jpg","width":190}]},{"__typename":"ImageCrop","renditions":[{"__typename":"ImageRendition","height":1200,"name":"mobileMasterAt3x","url":"https:\u002F\u002Fstatic01.nyt.com\u002Fimages\u002F2022\u002F09\u002F12\u002Fus\u002Fpolitics\u002F00dc-child-poverty-6sub\u002Fmerlin_211254546_569d6a59-1f99-4eee-b617-65c2a4eaf470-mobileMasterAt3x.jpg","width":1800}]}],"id":"SW1hZ2U6bnl0Oi8vaW1hZ2UvNDU0Y2M2ZTYtZTAzZi01OGZhLTk5YzMtODM1M2E0NzM5ZTMx","imageType":"photo","legacyHtmlCaption":"Mishala Southwick of Okmulgee, Okla., has used a portion of the tax credits she receives to open savings accounts for her two daughters, hoping they find the upward mobility that so far has eluded her.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002F454cc6e6-e03f-58fa-99c3-8353a4739e31","url":"\u002Fimagepages\u002F2022\u002F09\u002F11\u002Fus\u002Fpolitics\u002F00dc-child-poverty-6sub.html"},"size":"FULL"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":41},{"__typename":"Heading2Block","content":[{"__typename":"TextInline","formats":[],"text":"An Effective Patchwork"}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Almost every program that Child Trends examined does more to reduce child poverty than it did a quarter-century ago, either because it raised benefits, expanded eligibility or made it easier to enroll."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":42},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"But each program expanded in its own way — some by congressional intent (tax credits) and others by demographic change (Social Security) or "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fsupreme.justia.com\u002Fcases\u002Ffederal\u002Fus\u002F493\u002F521\u002F"}],"text":"court order"},{"__typename":"TextInline","formats":[],"text":" (Supplemental Security Income, which provides disability aid). A "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fwww.brookings.edu\u002Fbpea-articles\u002Fsafety-net-investments-in-children\u002F"}],"text":"primary goal was to help low-wage workers"},{"__typename":"TextInline","formats":[],"text":", but there were also major expansions of programs with few if any work rules (SNAP and school meals)."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":43},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The story of the safety net, in other words, is a story of safety nets — multiple programs with multiple aims, sometimes evolving in uncoordinated or accidental ways."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":44},{"__typename":"InteractiveBlock","media":{"__typename":"EmbeddedInteractive","advertisingProperties":{"__typename":"CreativeWorkAdvertisingProperties","sensitivity":"SHOW_ADS"},"appName":"","bylines":[],"compatibility":"INLINE","credit":"By Alicia Parlapiano","dataSource":"Source: Child Trends analysis of data from the Census Bureau and the Center on Poverty and Social Policy at Columbia University","displayProperties":{"__typename":"CreativeWorkDisplayProperties","displayForPromotionOnly":false,"displayOverrides":[],"maxWidth":600,"maximumWidth":600,"minWidth":200,"minimumWidth":200},"headline":{"__typename":"CreativeWorkHeadline","default":"The Social Programs Contributing to Lower Child Poverty"},"html":"\u003C!--\n\n======================================================\n\nTHIS IS A GENERATED TEMPLATE FILE. 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stamps)\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-12\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:35.9738%;margin-top:-9.3px;left:48.279%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-13\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:35.9738%;margin-top:-9.3px;left:79.9239%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E11%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-14\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:44.1942%;margin-top:-9.3px;left:0.2578%;width:144px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EHousing assistance\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-15\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:44.1942%;margin-top:-9.3px;left:43.3671%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E1%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-16\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:44.1942%;margin-top:-9.3px;left:78.1891%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E9%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-17\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:52.4147%;margin-top:-9.3px;left:0.2578%;width:234px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EFree and discounted school lunch\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-18\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:52.6887%;margin-top:-9.3px;left:45.6901%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E3%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-19\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:52.6887%;margin-top:-9.3px;left:76.705%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E7%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-20\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:60.9091%;margin-top:-9.3px;left:0.2578%;width:215px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ESupplemental Security Income\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-21\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:61.1831%;margin-top:-9.3px;left:45.6346%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E3%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-22\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:61.1831%;margin-top:-9.3px;left:76.5799%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E7%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-23\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:69.4035%;margin-top:-9.3px;left:0.2428%;width:124px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ECash assistance\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-24\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:69.4035%;margin-top:-9.3px;left:48.279%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-25\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:69.4035%;margin-top:-9.3px;left:74.927%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E2%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-26\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:77.8979%;margin-top:-9.3px;left:0.2578%;width:225px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EWomen\u002Fchildren nutrition (WIC)\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-27\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:77.8979%;margin-top:-9.3px;left:43.3671%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E1%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-28\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:77.8979%;margin-top:-9.3px;left:74.927%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E2%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-29\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:86.1183%;margin-top:-9.3px;left:0.2578%;width:184px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EUnempl\u003Cspan class=\"g-cstyle0\"\u003Eo\u003C\u002Fspan\u003Eyment insu\u003Cspan class=\"g-cstyle1\"\u003Er\u003C\u002Fspan\u003Eance\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-30\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:86.3923%;margin-top:-9.3px;left:48.2792%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-31\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:86.3923%;margin-top:-9.3px;left:74.927%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E2%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-32\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:94.6127%;margin-top:-9.3px;left:0.2578%;width:177px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EHome energy assistance\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-33\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:94.8867%;margin-top:-9.3px;left:42.4232%;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E0.4%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai0-34\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:94.8867%;margin-top:-9.3px;left:73.3434%;width:43px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E1%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\t\u003C!-- Artboard: programs --\u003E\n\t\u003Cdiv id=\"g-charts-programs-335\" class=\"g-artboard\" style=\"max-width: 335px;max-height: 531px\" data-aspect-ratio=\"0.631\" data-min-width=\"0\" data-max-width=\"599\"\u003E\n\u003Cdiv style=\"padding: 0 0 158.5917% 0;\"\u003E\u003C\u002Fdiv\u003E\n\t\t\u003Cimg id=\"g-charts-programs-335-img\" class=\"g-charts-programs-img g-aiImg\" alt=\"\" data-src=\"https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2022\u002F09\u002F27\u002Fchild-poverty\u002F292a64a15891f638104dc8eea4ac093350b1803c\u002Fcharts-programs-335.png\" src=\"data:image\u002Fgif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw==\"\u002F\u003E\n\t\t\u003Cdiv id=\"g-ai4-1\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:2.5907%;margin-top:-8.8px;left:37.2674%;width:58px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E1993\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-2\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:2.5907%;margin-top:-8.8px;left:58.3696%;width:58px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E2019\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-3\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:8.3319%;margin-top:-17.3px;left:37.2674%;width:84px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E9% overall\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Ereduction\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-4\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:8.3319%;margin-top:-17.3px;left:58.3696%;width:92px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E44% overall\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Ereduction\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-5\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:16.6137%;margin-top:-17.3px;left:0.0035%;width:112px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EEarned-income\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Etax credit\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-6\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:16.8961%;margin-top:-8.8px;left:48.011%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-7\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:16.8961%;margin-top:-8.8px;left:91.1611%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E22%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-8\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:25.272%;margin-top:-17.3px;left:0.0035%;width:70px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ESocial\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ESecurity\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-9\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:25.5544%;margin-top:-8.8px;left:49.7209%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E6%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-10\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:25.5544%;margin-top:-8.8px;left:76.5427%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E14%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-11\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:33.7421%;margin-top:-17.3px;left:-0.1552%;width:104px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ESNAP\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E(food stamps)\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-12\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:34.0245%;margin-top:-8.8px;left:48.2553%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-13\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:34.0245%;margin-top:-8.8px;left:69.9708%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E11%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-14\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:42.4004%;margin-top:-17.3px;left:0.0035%;width:84px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EHousing\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Eassistance\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-15\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:42.6828%;margin-top:-8.8px;left:41.0547%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E1%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-16\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:42.6828%;margin-top:-8.8px;left:67.6388%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E9%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-17\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:51.0587%;margin-top:-17.3px;left:0.0035%;width:143px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EFree and discounted\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Eschool lunch\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-18\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:51.1528%;margin-top:-8.8px;left:44.4603%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E3%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-19\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:51.1528%;margin-top:-8.8px;left:64.9088%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E7%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-20\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:59.5288%;margin-top:-17.3px;left:0.0035%;width:117px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ESupplemental\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ESecurity Income\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-21\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:59.8111%;margin-top:-8.8px;left:44.3786%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E3%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-22\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:59.8111%;margin-top:-8.8px;left:64.7254%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003E7%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-23\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:68.1871%;margin-top:-17.3px;left:-0.0152%;width:84px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003ECash\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Eassistance\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-24\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:68.2812%;margin-top:-8.8px;left:48.2553%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-25\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:68.2812%;margin-top:-8.8px;left:62.5799%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E2%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-26\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:76.6572%;margin-top:-17.3px;left:0.0035%;width:122px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EWomen\u002Fchildren\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Enutrition (WIC)\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-27\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:76.9395%;margin-top:-8.8px;left:41.0547%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E1%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-28\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:76.9395%;margin-top:-8.8px;left:62.5799%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E2%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-29\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:85.3155%;margin-top:-17.3px;left:0.0035%;width:112px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EUnempl\u003Cspan class=\"g-cstyle0\"\u003Eo\u003C\u002Fspan\u003Eyment\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003Einsu\u003Cspan class=\"g-cstyle1\"\u003Er\u003C\u002Fspan\u003Eance\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-30\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:85.5978%;margin-top:-8.8px;left:48.2553%;width:42px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003E5%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai4-31\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" 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By 2019, those programs had cut child poverty by 44 percent. This chart shows the estimated reduction in child poverty resulting from each policy.","note":"Note: Percentages don’t add to total because of the programs’ overlapping effects on child poverty.","promotionalMedia":null,"slug":"child-poverty-programs","sourceId":"100000008522742","storyFormat":null,"uri":"nyt:\u002F\u002Fembeddedinteractive\u002Fd1b5e2af-858d-54a9-9a4f-0d08a35feaad"}},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":true,"index":45},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“The safety net is often criticized for being a patchwork of programs, but that’s also a strength,” Ms. Thomson said. “It reaches a variety of people in a variety of circumstances.”"}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":46},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The aid is often large. The average family lifted out of poverty received nearly $18,000 in benefits — more than 40 percent of its after-tax"},{"__typename":"TextInline","formats":[{"__typename":"BoldFormat","type":null}],"text":" "},{"__typename":"TextInline","formats":[],"text":"income."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":47},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Nothing better shows the aid expansion than the growth of two wage subsidies: the earned-income tax credit, which expanded greatly in the 1990s, and the child tax credit, which only recently extended significant help to low-income families."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":48},{"__typename":"UnstructuredBlock","data":"{\"type\":\"ExperimentalBlock_PhotoQuote\",\"content\":[],\"formats\":[],\"leadPhoto\":\"nyt:\u002F\u002Fimage\u002F375a5c8b-4dcf-5ff0-b734-d6b32f238867\",\"overText\":\"“I know that we live check to check. 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The earned-income credit alone reduced child poverty by 22 percent, the analysis found, compared with 5 percent a generation ago."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":50},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Mishala Southwick of Okmulgee, Okla., considers the tax credits essential to her children’s futures. A receptionist at an auto body shop, she expects to earn about $30,000 this year while her husband cares for their 2-year-old twin daughters. Absent aid, their net income would leave them poor. 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An expanded school lunch program, which allows more schools to provide all students free meals, has also become a growing anti-poverty force."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":56},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Among the programs that most affected children is one aimed at retirees. Social Security cut child poverty by 14 percent, more than twice as much as it did a quarter-century ago, both because benefits grew and because more children now live with elderly parents or grandparents."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":57},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Cash aid — now called Temporary Assistance for Needy Families — is the rare program whose anti-poverty effect seemingly declined. Benefits withered and enrollment plunged, as work rules made aid harder to get. But the analysis counts only the money the program provided, not whether it led more families to work and escape poverty on their own."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":58},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“It’s not just about the amount of dollars that flow into households from the program itself,” said Robert Doar, the president of the conservative American Enterprise Institute. “It’s about sending a message that going to work is the path out of poverty. 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Even during the Great Recession, the worst economic crisis in 80 years, child poverty rose by just 4 percent (in part because Congress approved temporary help). "}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":63},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Likewise, despite fears of a rise in deep poverty (living on less than half the poverty line) has fallen by 56 percent."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":64},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"While the Census Bureau’s methods tend to underestimate aid from some programs (SNAP) and overestimate others (tax credits), Robert Greenstein, a researcher at the Brookings Institution, said technical adjustments would not undercut the 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Raudales, a single mother who works part time and attends college, said food aid for her son has both economic and psychological benefits. “Now it’s like if something happens, we’ll be OK,” she said.","timesTags":[],"uri":"nyt:\u002F\u002Fimage\u002F1bfb1172-f557-57d6-80cc-bcb88c65e7cd","url":"\u002Fimagepages\u002F2022\u002F09\u002F11\u002Fus\u002Fpolitics\u002F00dc-child-poverty-raudales-sub2.html"},"size":"FULL"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":true,"adsMobileHoldout":false,"bad":true,"index":67},{"__typename":"Heading2Block","content":[{"__typename":"TextInline","formats":[],"text":"Racial and Ethnic Gaps Remain"}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"It may seem obvious that poverty hurts children. But researchers have long debated whether poverty itself harms children or if conditions that harm children, like parental addiction or depression, cause poverty. "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fnap.nationalacademies.org\u002Fcatalog\u002F25246\u002Fa-roadmap-to-reducing-child-poverty"}],"text":"A panel of scholars, reviewing the evidence in 2019"},{"__typename":"TextInline","formats":[],"text":", forged a consensus: “poverty itself causes negative child outcomes,” and safety net programs “improve child well-being.” Aid helps children, they found, both by increasing what families can buy and by reducing severe levels of parental stress."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":68},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Ruth Raudales, a single mother in Houston, appreciates aid for both its material and psychological rewards. Ms. Raudales, 23, works part time and attends college while living with her mother, brother, and 4-year-old son. After taxes and expenses, household earnings of $32,000 would leave them poor, but with tax credits and other help they are not."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":69},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"A legal immigrant from Honduras, Ms. Raudales arrived too recently to qualify for SNAP and hesitated to apply for her American-born son for fear it would harm her citizenship application. 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While poverty among both groups has plunged, gaps with white children remain."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":true,"index":74},{"__typename":"InteractiveBlock","media":{"__typename":"EmbeddedInteractive","advertisingProperties":{"__typename":"CreativeWorkAdvertisingProperties","sensitivity":"SHOW_ADS"},"appName":"","bylines":[],"compatibility":"INLINE","credit":"By Alicia Parlapiano","dataSource":"Source: Child Trends analysis of data from the Census Bureau and the Center on Poverty and Social Policy at Columbia University","displayProperties":{"__typename":"CreativeWorkDisplayProperties","displayForPromotionOnly":false,"displayOverrides":[],"maxWidth":600,"maximumWidth":600,"minWidth":200,"minimumWidth":200},"headline":{"__typename":"CreativeWorkHeadline","default":"Gaps Remain as Child Poverty Has Fallen"},"html":"\u003C!--\n\n======================================================\n\nTHIS IS A GENERATED TEMPLATE FILE. 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{\n\t\tfont-weight:300;\n\t\tline-height:15px;\n\t\theight:15px;\n\t\tfont-size:14px;\n\t\ttext-align:right;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.1px;\n\t\tposition:relative;\n\t}\n\t#g-charts-demographics-335 .g-pstyle2 {\n\t\tfont-weight:300;\n\t\tline-height:15px;\n\t\theight:15px;\n\t\tfont-size:15px;\n\t\ttext-align:center;\n\t\ttop:1.2px;\n\t\tposition:relative;\n\t}\n\t#g-charts-demographics-335 .g-pstyle3 {\n\t\tline-height:15px;\n\t\theight:15px;\n\t\tfont-size:15px;\n\t\ttext-align:center;\n\t\ttop:1.2px;\n\t\tposition:relative;\n\t}\n\t#g-charts-demographics-335 .g-pstyle4 {\n\t\tfont-weight:300;\n\t\tline-height:15px;\n\t\theight:15px;\n\t\tfont-size:14px;\n\t\ttext-align:center;\n\t\tcolor:rgb(104,104,104);\n\t\ttop:1.1px;\n\t\tposition:relative;\n\t}\n\t#g-charts-demographics-335 .g-pstyle5 {\n\t\tfont-weight:300;\n\t\theight:18px;\n\t\tfont-size:15px;\n\t\ttext-align:center;\n\t\ttop:1.2px;\n\t\tposition:relative;\n\t}\n\n\u003C\u002Fstyle\u003E\n\n\u003Cdiv id=\"g-charts-demographics-box\" class=\"ai2html ai2html-responsive\"\u003E\n\n\t\u003C!-- Artboard: demographics --\u003E\n\t\u003Cdiv id=\"g-charts-demographics-600\" class=\"g-artboard\" style=\"width:600px; height:452.893205057051px;\" data-aspect-ratio=\"1.325\" data-min-width=\"600\" data-max-width=\"719\"\u003E\n\u003Cdiv style=\"\"\u003E\u003C\u002Fdiv\u003E\n\t\t\u003Cimg id=\"g-charts-demographics-600-img\" class=\"g-charts-demographics-img g-aiImg\" alt=\"\" data-src=\"https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2022\u002F09\u002F27\u002Fchild-poverty\u002F292a64a15891f638104dc8eea4ac093350b1803c\u002Fcharts-demographics-600.png\" src=\"data:image\u002Fgif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw==\"\u002F\u003E\n\t\t\u003Cdiv id=\"g-ai2-1\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:5.8038%;margin-top:-9.3px;right:94.8082%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E50%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-2\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:23.0264%;margin-top:-9.3px;right:94.8082%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E40%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-3\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:32.9666%;margin-top:-9.3px;left:28.7205%;margin-left:-40px;width:80px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EHispanic\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-4\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:36.4995%;margin-top:-19.3px;left:77.2506%;margin-left:-73px;width:146px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EChildren in\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Eimmigrant families\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-5\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:40.4698%;margin-top:-9.3px;right:94.8082%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E30%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-6\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:47.5396%;margin-top:-9.3px;left:26.4034%;margin-left:-29.5px;width:59px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EBlack\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-7\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:57.6924%;margin-top:-9.3px;right:94.8082%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E20%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-8\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:58.1293%;margin-top:-9.3px;left:27.6873%;margin-left:-51px;width:102px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003EAll children\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-9\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:58.1293%;margin-top:-9.3px;left:77.1189%;margin-left:-51px;width:102px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003EAll children\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-10\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:74.6983%;margin-top:-19.3px;left:77.2877%;margin-left:-86px;width:172px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EChildren in\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003Enonimmigrant families\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-11\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:75.1358%;margin-top:-9.3px;right:94.8082%;width:52px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003E10%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-12\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:79.3352%;margin-top:-9.3px;left:27.6575%;margin-left:-30.5px;width:61px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003EWhite\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-13\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2289%;margin-top:-9.3px;left:6.0312%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E1993\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-14\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2289%;margin-top:-9.3px;left:21.9129%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2003\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-15\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2289%;margin-top:-9.3px;left:37.228%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2013\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-16\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2289%;margin-top:-9.3px;left:46.8735%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2019\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-17\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2289%;margin-top:-9.3px;left:56.1684%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E1993\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-18\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2289%;margin-top:-9.3px;left:71.4835%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2003\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-19\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2289%;margin-top:-9.3px;left:86.7985%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2013\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai2-20\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:95.2289%;margin-top:-9.3px;left:96.1105%;margin-left:-28px;width:56px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2019\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\t\u003C!-- Artboard: demographics --\u003E\n\t\u003Cdiv id=\"g-charts-demographics-335\" class=\"g-artboard\" style=\"max-width: 335px;max-height: 830px\" data-aspect-ratio=\"0.404\" data-min-width=\"0\" data-max-width=\"599\"\u003E\n\u003Cdiv style=\"padding: 0 0 247.6607% 0;\"\u003E\u003C\u002Fdiv\u003E\n\t\t\u003Cimg id=\"g-charts-demographics-335-img\" class=\"g-charts-demographics-img g-aiImg\" alt=\"\" data-src=\"https:\u002F\u002Fstatic01.nyt.com\u002Fnewsgraphics\u002F2022\u002F09\u002F27\u002Fchild-poverty\u002F292a64a15891f638104dc8eea4ac093350b1803c\u002Fcharts-demographics-335.png\" src=\"data:image\u002Fgif;base64,R0lGODlhCgAKAIAAAB8fHwAAACH5BAEAAAAALAAAAAAKAAoAAAIIhI+py+0PYysAOw==\"\u002F\u003E\n\t\t\u003Cdiv id=\"g-ai6-1\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:2.4424%;margin-top:-9.3px;left:0.3084%;width:310px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003EChild poverty rates, by race and ethnicity\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-2\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:7.2036%;margin-top:-7.8px;right:91.8266%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E50%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-3\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:15.0381%;margin-top:-7.8px;right:91.8266%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E40%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-4\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:19.6206%;margin-top:-7.8px;left:58.2941%;margin-left:-38px;width:76px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EHispanic\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-5\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:22.9931%;margin-top:-7.8px;right:91.8266%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E30%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-6\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:26.2498%;margin-top:-7.8px;left:53.3781%;margin-left:-28.5px;width:57px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EBlack\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-7\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:30.9482%;margin-top:-7.8px;right:91.8266%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E20%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-8\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:31.187%;margin-top:-7.7px;left:56.0917%;margin-left:-48.5px;width:97px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003EAll children\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-9\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:38.9032%;margin-top:-7.8px;right:91.8266%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E10%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-10\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:40.834%;margin-top:-7.8px;left:55.955%;margin-left:-29px;width:58px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle2\"\u003EWhite\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-11\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:48.0635%;margin-top:-7.8px;left:9.1532%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E1993\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-12\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:48.0635%;margin-top:-7.8px;left:43.6238%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2003\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-13\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:48.0635%;margin-top:-7.8px;left:76.864%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2013\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-14\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:48.0635%;margin-top:-7.8px;left:95.286%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2019\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-15\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:53.909%;margin-top:-9.3px;left:0.3084%;width:237px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle0\"\u003EChild poverty rates, by nativity\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-16\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:57.4649%;margin-top:-7.8px;right:91.6406%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E50%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-17\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:65.2994%;margin-top:-7.8px;right:91.6406%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E40%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-18\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:70.9065%;margin-top:-18.3px;left:56.4934%;margin-left:-69px;width:138px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003EChildren in\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003Eimmigrant families\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-19\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:73.375%;margin-top:-7.8px;right:91.6406%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E30%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-20\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:81.2095%;margin-top:-7.8px;right:91.6406%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E20%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-21\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:81.4484%;margin-top:-7.7px;left:56.2302%;margin-left:-48.5px;width:97px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle3\"\u003EAll children\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-22\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:89.1066%;margin-top:-18.3px;left:56.5001%;margin-left:-81px;width:162px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003EChildren in\u003C\u002Fp\u003E\n\t\t\t\u003Cp class=\"g-pstyle5\"\u003Enonimmigrant families\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-23\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:89.1645%;margin-top:-7.8px;right:91.6406%;width:50px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle1\"\u003E10%\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-24\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:98.5659%;margin-top:-7.8px;left:9.3298%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E1993\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-25\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:98.5659%;margin-top:-7.8px;left:44.064%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2003\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-26\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:98.5659%;margin-top:-7.8px;left:77.3044%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2013\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\t\u003Cdiv id=\"g-ai6-27\" class=\"g-Layer_1 g-aiAbs g-aiPointText\" style=\"top:98.5659%;margin-top:-7.8px;left:95.4242%;margin-left:-27px;width:54px;\"\u003E\n\t\t\t\u003Cp class=\"g-pstyle4\"\u003E2019\u003C\u002Fp\u003E\n\t\t\u003C\u002Fdiv\u003E\n\t\u003C\u002Fdiv\u003E\n\n\u003C\u002Fdiv\u003E\n\n\u003Cscript type=\"text\u002Fjavascript\"\u003E\n\t(function (containerId, opts) {\n\t\tvar nameSpace = opts.namespace || '';\n\t\tvar containers = findContainers(containerId);\n\t\tcontainers.forEach(resize);\n\n\t\tfunction resize(container) {\n\t\t\tvar onResize = throttle(update, 200);\n\t\t\tvar waiting = !!window.IntersectionObserver;\n\t\t\tvar observer;\n\t\t\tupdate();\n\n\t\t\tdocument.addEventListener('DOMContentLoaded', update);\n\t\t\twindow.addEventListener('resize', onResize);\n\n\t\t\t\u002F\u002F NYT Scoop-specific code\n\t\t\tif (opts.setup) {\n\t\t\t\topts.setup(container).on('cleanup', cleanup);\n\t\t\t}\n\n\t\t\tfunction cleanup() {\n\t\t\t\tdocument.removeEventListener('DOMContentLoaded', update);\n\t\t\t\twindow.removeEventListener('resize', onResize);\n\t\t\t\tif (observer) observer.disconnect();\n\t\t\t}\n\n\t\t\tfunction update() 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But many undocumented parents have American-born children affected by the limits on aid. Ms. Acevedo-Garcia, the Brandeis professor, found that 21 percent of poor children have an undocumented parent, and most of those children are citizens."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":80},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“They are here to stay,” she said"},{"__typename":"TextInline","formats":[{"__typename":"ItalicFormat","type":null}],"text":"."}],"textAlign":"LEFT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Despite its progress, the United States still has more child poverty than many peer nations, though its rank depends on how poverty is defined."}],"textAlign":"LEFT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":81},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The Organization for Economic Cooperation and Development, an intergovernmental group, "},{"__typename":"TextInline","formats":[{"__typename":"LinkFormat","title":"","uri":null,"url":"https:\u002F\u002Fdata.oecd.org\u002Finequality\u002Fpoverty-rate.htm"}],"text":"ranks the United States 36th out of 41 countries"},{"__typename":"TextInline","formats":[],"text":", defining poor children as those with less than half their country’s median income. 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