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<title>SDGtalks.ai | News, Content &amp;amp; Communication &#45; : 1. No Poverty</title>
<link>https://sdgtalks.ai/rss/category/1-no-poverty</link>
<description>SDGtalks.ai | News, Content &amp;amp; Communication &#45; : 1. No Poverty</description>
<dc:language>en</dc:language>
<dc:rights>Copyright 2021 sdgtalks.ai &#45; All Rights Reserved.</dc:rights>

<item>
<title>Conditional Cash Transfers: Generating Buzz, But Let’s Think Outside the Box – New America</title>
<link>https://sdgtalks.ai/conditional-cash-transfers-generating-buzz-but-lets-think-outside-the-box-new-america</link>
<guid>https://sdgtalks.ai/conditional-cash-transfers-generating-buzz-but-lets-think-outside-the-box-new-america</guid>
<description><![CDATA[ Conditional Cash Transfers: Generating Buzz, But Let’s Think Outside the Box  New America ]]></description>
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<pubDate>Thu, 12 Mar 2026 11:00:12 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Conditional, Cash, Transfers:, Generating, Buzz, But, Let’s, Think, Outside, the, Box, –, New, America</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Conditional Cash Transfers and Their Role in Achieving Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>At the recent launch of the World Bank Policy Research Report titled <a href="http://extop-workflow.worldbank.org/extop/ecommerce/catalog/product?item_id=7971784">Conditional Cash Transfers: Reducing Present and Future Poverty</a>, significant attention was given to the impact of Conditional Cash Transfer (CCT) programs globally. These programs, which began with Mexico’s <a href="http://www.oportunidades.gob.mx/">Oportunidades</a> initiative, have demonstrated effectiveness as social policy tools that contribute to poverty reduction and align with multiple Sustainable Development Goals (SDGs).</p>
<h3>Global Expansion and Recognition of CCT Programs</h3>
<ul>
<li>CCT programs have expanded from Latin America to Africa and the United States, reflecting their growing importance in social protection strategies.</li>
<li>The World Bank announced plans to extend CCT projects to six additional countries within the year, underscoring international commitment to poverty alleviation.</li>
<li>These programs directly contribute to SDG 1 (No Poverty), SDG 3 (Good Health and Well-being), and SDG 4 (Quality Education) by providing conditional support to vulnerable populations.</li>
</ul>
<h3>Limitations and Opportunities for Innovation</h3>
<p>Experts, including Santiago Levy, the architect of Oportunidades, emphasized that CCTs are not universally effective and must be integrated within broader social safety nets to maximize impact.</p>
<p>However, there is growing interest in leveraging CCTs to promote financial inclusion and asset-building among the poor, which aligns with SDG 8 (Decent Work and Economic Growth) and SDG 10 (Reduced Inequalities).</p>
<h3>Evidence of Asset Building and Financial Inclusion</h3>
<ol>
<li>Research by Tina Rosenberg highlighted that many women beneficiaries of Oportunidades invested part of their cash transfers into sustainable small businesses, enhancing family income and economic stability.</li>
<li>Programs such as <a href="http://proyectocapital.facipub.com/">Proyecto Capital</a> in Peru integrate CCTs with initiatives encouraging savings, asset accumulation, and financial literacy.</li>
<li>New York City’s <a href="http://www.opportunitynyc.info/">Opportunity NYC</a> program links cash transfers to bank accounts, promoting savings and reducing transaction costs.</li>
<li>Empirical data from Latin America shows positive outcomes:
<ul>
<li>Participants in Paraguay’s <a href="http://www.undp-povertycentre.org/pub/IPCEvaluationNote3.pdf"><i>Tekporã</i> program</a> increased savings by 20%.</li>
<li>Mexican families invested 12% of their transfers in income-generating activities and saved more when payments were bank-mediated (<a href="http://siteresources.worldbank.org/SAFETYNETSANDTRANSFERS/Resources/281945-1131468287118/Urban_CCTs_10-08.pdf">source</a>).</li>
</ul>
</li>
</ol>
<h3>Implications for Sustainable Development Goals</h3>
<ul>
<li><strong>SDG 1: No Poverty</strong> – CCTs provide immediate financial support to poor households, reducing poverty levels.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – By encouraging investment in small businesses and productive assets, CCTs foster economic empowerment.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Financial inclusion initiatives linked to CCTs help bridge gaps between the unbanked and formal financial systems.</li>
<li><strong>SDG 5: Gender Equality</strong> – Many CCT programs target women, promoting their economic participation and empowerment.</li>
</ul>
<h3>Future Directions and Research</h3>
<p>The <a href="http://www.globalassetsproject.org/">Global Assets Project</a> is currently exploring the potential of CCTs to enhance savings and asset-building among poor populations. A forthcoming report will provide further insights into how these programs can be innovatively designed to support financial inclusion and sustainable development.</p>
<p>Continued dialogue and research are essential to reimagine CCTs beyond traditional frameworks, ensuring they contribute effectively to the achievement of the SDGs.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The article discusses Conditional Cash Transfer (CCT) programs aimed at reducing poverty by providing financial support to poor households.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>It highlights how CCTs help beneficiaries invest in small businesses and income-generating activities, promoting economic growth and entrepreneurship.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The focus on financial inclusion and helping the unbanked poor access formal financial services addresses inequality issues.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>The article mentions women investing parts of their transfers in small businesses, indicating empowerment of women through economic means.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions.</li>
<li>Target 1.3: Implement nationally appropriate social protection systems and measures for all, including floors, and achieve substantial coverage of the poor and vulnerable.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.3: Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, creativity and innovation.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
<li>Target 10.c: Reduce to less than 3% the transaction costs of migrant remittances and eliminate remittance corridors with costs higher than 5%.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Target 5.a: Undertake reforms to give women equal rights to economic resources, as well as access to ownership and control over land and other forms of property, financial services, inheritance and natural resources.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ol>
<li><strong>Indicator for SDG 1 (No Poverty)</strong>
<ul>
<li>Proportion of population living below the national poverty line before and after receiving CCTs.</li>
<li>Coverage rate of social protection programs among the poor and vulnerable.</li>
</ul>
</li>
<li><strong>Indicator for SDG 8 (Decent Work and Economic Growth)</strong>
<ul>
<li>Percentage of households investing in income-generating activities or small businesses as a result of CCT participation.</li>
<li>Increase in household income attributable to CCT programs.</li>
</ul>
</li>
<li><strong>Indicator for SDG 10 (Reduced Inequalities)</strong>
<ul>
<li>Increase in savings rates among poor households participating in CCT programs.</li>
<li>Proportion of CCT payments made through formal financial institutions (e.g., banks).</li>
<li>Reduction in transaction costs related to financial services for the poor.</li>
</ul>
</li>
<li><strong>Indicator for SDG 5 (Gender Equality)</strong>
<ul>
<li>Proportion of women beneficiaries investing in small businesses or productive assets.</li>
<li>Access to financial services by women participating in CCT programs.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>
<ul>
<li>1.2: Reduce poverty by half</li>
<li>1.3: Implement social protection systems</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of population below poverty line before and after CCTs</li>
<li>Coverage rate of social protection programs</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td>
<ul>
<li>8.3: Promote policies supporting entrepreneurship and job creation</li>
</ul>
</td>
<td>
<ul>
<li>Percentage of households investing in income-generating activities</li>
<li>Increase in household income from CCT participation</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>
<ul>
<li>10.2: Promote social and economic inclusion</li>
<li>10.c: Reduce transaction costs of financial services</li>
</ul>
</td>
<td>
<ul>
<li>Increase in savings rates among CCT participants</li>
<li>Proportion of payments made through banks</li>
<li>Reduction in transaction costs</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 5: Gender Equality</strong></td>
<td>
<ul>
<li>5.a: Equal rights to economic resources and financial services for women</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of women investing in small businesses</li>
<li>Access to financial services by women beneficiaries</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.newamerica.org/insights/conditional-cash-transfers-generating-buzz-but-lets-think-outside-the-box/">newamerica.org</a></strong></p>
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<item>
<title>Louisiana facing higher SNAP costs as low&#45;income families feel more strain – KNOE</title>
<link>https://sdgtalks.ai/louisiana-facing-higher-snap-costs-as-low-income-families-feel-more-strain-knoe</link>
<guid>https://sdgtalks.ai/louisiana-facing-higher-snap-costs-as-low-income-families-feel-more-strain-knoe</guid>
<description><![CDATA[ Louisiana facing higher SNAP costs as low-income families feel more strain  KNOE ]]></description>
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<pubDate>Tue, 10 Mar 2026 17:00:06 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Louisiana, facing, higher, SNAP, costs, low-income, families, feel, more, strain, –, KNOE</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Changes to Louisiana’s SNAP Program and Implications for Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>In response to recent federal legislation, Louisiana is set to increase its financial commitment to the Supplemental Nutrition Assistance Program (SNAP) by $42.3 million in the upcoming fiscal year starting July 1, 2026. This report outlines the fiscal changes, policy adjustments, and their alignment with the United Nations Sustainable Development Goals (SDGs), particularly focusing on SDG 1 (No Poverty), SDG 2 (Zero Hunger), and SDG 3 (Good Health and Well-being).</p>
<h3>Financial Impact of Federal Legislation on Louisiana’s SNAP Program</h3>
<ol>
<li>Following the passage of the federal spending bill in July 2025, Louisiana will assume a larger share of SNAP administrative and benefit costs due to decreased federal contributions.</li>
<li>The state’s additional expenditure is projected to be $42.3 million beginning July 1, 2026.</li>
<li>The Louisiana Division of Administration warns that if the state fails to reduce its error rate to meet new federal standards, additional costs could escalate to $151 million in the subsequent year.</li>
</ol>
<h3>Policy Changes Affecting SNAP Eligibility</h3>
<ul>
<li>The new federal law removes exemptions from work requirements for individuals aged 55 to 64 without dependents under 14 years old.</li>
<li>Exemptions for veterans and homeless individuals have also been eliminated.</li>
<li>These changes may result in loss of eligibility for beneficiaries unable to fulfill 80 hours per month of work, volunteer, or training activities.</li>
</ul>
<h3>Impact on Louisiana’s Population and Food Security</h3>
<p>More than 756,000 residents of Louisiana, representing 16% of the state’s population, currently depend on SNAP benefits for nutritional support.</p>
<figure>
  <img loading="lazy" decoding="async" src="https://gray-knoe-prod.gtv-cdn.com/resizer/v2/JI6HTXGPLVCZVBAPKJSQDVPEAY.png?auth=e710103b30ca6691e35df39c41bbf6dae77c945b264769c0ac23dbf10405bcf1&width=980&height=550&smart=true" alt="The Greater Baton Rouge Food Bank distributed 14.4 million pounds of food in 2025." width="980" height="550"><figcaption>The Greater Baton Rouge Food Bank distributed 14.4 million pounds of food in 2025. (LSU Manship School)</figcaption></figure>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<ul>
<li><strong>SDG 1: No Poverty</strong> – The increased state investment in SNAP aims to support vulnerable populations, reducing poverty levels by ensuring access to essential food resources.</li>
<li><strong>SDG 2: Zero Hunger</strong> – By maintaining and potentially expanding SNAP benefits, Louisiana addresses food insecurity, contributing to the goal of ending hunger and promoting sustainable agriculture.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – Ensuring adequate nutrition through SNAP supports the health and well-being of low-income individuals and families.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Adjusting work requirements and eligibility criteria impacts social equity; careful management is required to avoid exacerbating inequalities among vulnerable groups such as veterans and the homeless.</li>
</ul>
<h3>Conclusion</h3>
<p>The legislative changes to SNAP funding and eligibility in Louisiana present both fiscal challenges and opportunities to advance key Sustainable Development Goals. Strategic efforts to manage error rates and support affected populations will be critical to sustaining progress toward poverty alleviation, food security, and health equity within the state.</p>
<p><em>Copyright 2026 KNOE. All rights reserved.</em></p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article discusses the Supplemental Nutrition Assistance Program (SNAP), which supports low-income individuals and families, directly addressing poverty reduction.</li>
<li><strong>SDG 2: Zero Hunger</strong> – SNAP benefits and food distribution by the Greater Baton Rouge Food Bank relate to ensuring access to sufficient and nutritious food.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – Access to adequate nutrition through SNAP supports health and well-being.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – The article mentions expanded work requirements for SNAP recipients, linking to employment and economic participation.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The focus on vulnerable populations such as veterans, homeless people, and older adults highlights efforts to reduce inequalities.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 1 – Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women and children living in poverty in all its dimensions.</li>
<li><strong>SDG 2 – Target 2.1:</strong> By 2030, end hunger and ensure access by all people to safe, nutritious and sufficient food all year round.</li>
<li><strong>SDG 3 – Target 3.4:</strong> Reduce premature mortality from non-communicable diseases through prevention and treatment, which is supported by adequate nutrition.</li>
<li><strong>SDG 8 – Target 8.5:</strong> Achieve full and productive employment and decent work for all, including young people and persons with disabilities.</li>
<li><strong>SDG 10 – Target 10.2:</strong> Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ul>
<li><strong>Indicator related to SDG 1:</strong> Proportion of population living below the national poverty line (implied by the number of SNAP recipients and the state’s spending on SNAP).</li>
<li><strong>Indicator related to SDG 2:</strong> Number of people receiving food assistance (e.g., 756,000 people relying on SNAP benefits; 14.4 million pounds of food distributed by the food bank).</li>
<li><strong>Indicator related to SDG 8:</strong> Employment or participation rates among SNAP recipients, especially regarding compliance with new work requirements (80 hours per month participation).</li>
<li><strong>Indicator related to SDG 10:</strong> Inclusion of vulnerable groups (veterans, homeless, older adults) in social protection programs and their eligibility status.</li>
<li><strong>Administrative Efficiency Indicator:</strong> Error rate in SNAP administration affecting state costs, which impacts program effectiveness and resource allocation.</li>
</ul>
<h2>4. Table of SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>Target 1.2: Reduce poverty by at least half by 2030</td>
<td>Proportion of population living below the national poverty line; Number of SNAP recipients</td>
</tr>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>Target 2.1: End hunger and ensure access to safe, nutritious food</td>
<td>Number of people receiving food assistance; Pounds of food distributed by food banks</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>Target 3.4: Reduce premature mortality through prevention and treatment</td>
<td>Access to adequate nutrition via SNAP benefits (implied)</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>Target 8.5: Achieve full and productive employment for all</td>
<td>Participation rates in work/training activities among SNAP recipients; Compliance with 80-hour monthly work requirement</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>Target 10.2: Promote inclusion of all, irrespective of status</td>
<td>Eligibility and inclusion rates of vulnerable groups (veterans, homeless, older adults) in SNAP</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.knoe.com/2026/03/10/louisiana-facing-higher-snap-costs-low-income-families-feel-more-strain/">knoe.com</a></strong></p>
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<item>
<title>Iowa lawmaker walks off Senate floor after being questioned about Iowa’s child welfare system – KCCI</title>
<link>https://sdgtalks.ai/iowa-lawmaker-walks-off-senate-floor-after-being-questioned-about-iowas-child-welfare-system-kcci</link>
<guid>https://sdgtalks.ai/iowa-lawmaker-walks-off-senate-floor-after-being-questioned-about-iowas-child-welfare-system-kcci</guid>
<description><![CDATA[ Iowa lawmaker walks off Senate floor after being questioned about Iowa&#039;s child welfare system  KCCI ]]></description>
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<pubDate>Sun, 08 Mar 2026 05:30:05 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Iowa, lawmaker, walks, off, Senate, floor, after, being, questioned, about, Iowa’s, child, welfare, system, –, KCCI</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Iowa Senate Proceedings Regarding Child Welfare System Oversight</h2>
<h3>Background and Context</h3>
<p>On Wednesday, a significant incident occurred on the Iowa Senate floor involving two state senators concerning the oversight of Iowa’s child welfare system. Senator Tony Bisignano, a Democrat from Des Moines and ranking member of the Senate Oversight Committee, questioned Senator Kerry Gruenhagen, a Republican from Scott County and chair of the Senate Oversight Committee, about the lack of response to his formal request for an oversight hearing. This hearing was intended to investigate why the child welfare task force has not convened in two years.</p>
<h3>Child Welfare Task Force and Court-Ordered Settlement</h3>
<p>The child welfare task force was established as part of a court-ordered $10 million settlement in 2023 between the State of Iowa and the siblings of Sabrina Ray, a 16-year-old girl from Perry who tragically died from starvation at the hands of her adoptive parents. Her younger sisters also suffered severe abuse and have sued the state for failing to protect them.</p>
<ul>
<li>The task force has not met for nearly two years, raising concerns about the effectiveness and commitment to child welfare reforms.</li>
<li>The oversight hearing was requested on December 4, 2025, by Senator Bisignano to address these concerns.</li>
</ul>
<h3>Reports Highlighting Systemic Failures</h3>
<p>Two critical reports have revealed significant failures within the Iowa Department of Health and Human Services (DHS):</p>
<ol>
<li>A report from the Iowa Office of Ombudsman following Sabrina Ray’s death detailed systemic failures in child protection services.</li>
<li>A separate report on Natalie Finn, another 16-year-old who died from starvation in West Des Moines, exposed issues with record retention and the identification of abuse patterns.</li>
</ol>
<h3>Senate Floor Incident</h3>
<p>During the Senate session, Senator Bisignano attempted to ask Senator Gruenhagen to yield to a question regarding the oversight hearing request. Senator Gruenhagen responded by abruptly leaving the Senate floor, stating, “I’m out.”</p>
<p>Senator Bisignano expressed frustration over the lack of communication and respect, emphasizing that the issue transcends political disputes and concerns the lives of children who died due to neglect by the Department of Human Services.</p>
<h3>Implications for Sustainable Development Goals (SDGs)</h3>
<p>This situation directly relates to several United Nations Sustainable Development Goals:</p>
<ul>
<li><strong>SDG 3: Good Health and Well-being</strong> – Ensuring the protection and well-being of children in foster care is essential to promoting healthy lives and well-being for all ages.</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong> – The failure to hold the task force accountable and the lack of oversight hinder the development of effective, transparent, and accountable institutions.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Protecting vulnerable children from abuse and neglect addresses social inequalities and promotes inclusive societies.</li>
</ul>
<h3>Calls to Action</h3>
<p>Senator Bisignano urges lawmakers to prioritize the safety and protection of children in Iowa’s foster care system by:</p>
<ul>
<li>Responding promptly to oversight requests and holding hearings to evaluate child welfare policies.</li>
<li>Ensuring the child welfare task force meets regularly to implement reforms and monitor progress.</li>
<li>Addressing systemic failures within the Department of Human Services to prevent further tragedies.</li>
</ul>
<h3>Current Status and Next Steps</h3>
<ul>
<li>Multiple requests for comments from Senate Republicans have not yet been answered.</li>
<li>Public awareness and media investigations continue to highlight the urgency of reforming Iowa’s child welfare system.</li>
<li>Further legislative action and community engagement are necessary to align Iowa’s child welfare practices with the SDGs and protect vulnerable children.</li>
</ul>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Focus on ensuring healthy lives and promoting well-being for all at all ages, including child health and protection.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Emphasizes access to justice for all and building effective, accountable institutions, including child protection systems.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Addresses the protection of vulnerable populations, including children in foster care who may be at risk due to poverty-related neglect.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</li>
<li>Target 3.4: Promote mental health and well-being, including protection from abuse and neglect.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
<li>Target 16.7: Ensure responsive, inclusive, participatory and representative decision-making.</li>
<li>Target 16.9: Provide legal identity for all, including birth registration.</li>
<li>Target 16.10: Ensure public access to information and protect fundamental freedoms.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.3: Implement social protection systems and measures for all, including vulnerable children.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Indicators Related to Child Welfare and Protection</strong>
<ul>
<li>Number of child deaths due to neglect or abuse (implied by the deaths of Sabrina Ray and Natalie Finn).</li>
<li>Frequency and effectiveness of child welfare task force meetings (implied by the task force not meeting for two years).</li>
<li>Response time and accountability of government institutions in child protection cases (implied by the lack of response from Senate Oversight Committee).</li>
<li>Reports and investigations into child welfare system failures (as referenced by Iowa Office of Ombudsman reports).</li>
</ul>
</li>
<li><strong>Indicators Related to Institutional Accountability</strong>
<ul>
<li>Number of oversight hearings held on child welfare issues.</li>
<li>Level of engagement and responsiveness of government officials to child welfare concerns.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.2: End preventable deaths of children under 5</li>
<li>3.4: Promote mental health and well-being, protect from abuse</li>
</ul>
</td>
<td>
<ul>
<li>Number of child deaths due to neglect or abuse (Sabrina Ray and Natalie Finn cases)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.6: Develop accountable institutions</li>
<li>16.7: Inclusive decision-making</li>
<li>16.9: Legal identity for all</li>
<li>16.10: Public access to information and protection of freedoms</li>
</ul>
</td>
<td>
<ul>
<li>Frequency and effectiveness of child welfare task force meetings</li>
<li>Number of oversight hearings held</li>
<li>Responsiveness of government officials to child welfare issues</li>
<li>Reports on child welfare system failures (Ombudsman reports)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.3: Implement social protection systems for vulnerable groups</li>
</ul>
</td>
<td>
<ul>
<li>Effectiveness of social protection measures for children in foster care (implied)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.kcci.com/article/iowa-lawmaker-walks-off-senate-floor-after-being-questioned-about-iowas-child-welfare-system/70627690">kcci.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Kevin Franke and Shari Franke: Child abuse is a serious problem in Utah. We cannot solve it with the status quo. – The Salt Lake Tribune</title>
<link>https://sdgtalks.ai/kevin-franke-and-shari-franke-child-abuse-is-a-serious-problem-in-utah-we-cannot-solve-it-with-the-status-quo-the-salt-lake-tribune</link>
<guid>https://sdgtalks.ai/kevin-franke-and-shari-franke-child-abuse-is-a-serious-problem-in-utah-we-cannot-solve-it-with-the-status-quo-the-salt-lake-tribune</guid>
<description><![CDATA[ Kevin Franke and Shari Franke: Child abuse is a serious problem in Utah. We cannot solve it with the status quo.  The Salt Lake Tribune ]]></description>
<enclosure url="https://www.sltrib.com/resizer/v2/https://cloudfront-us-east-1.images.arcpublishing.com/sltrib/X4EFPUMW7JBSJBZP7OKN3NKKQA.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 02 Mar 2026 17:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Kevin, Franke, and, Shari, Franke:, Child, abuse, serious, problem, Utah., cannot, solve, with, the, status, quo., –, The, Salt, Lake, Tribune</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Child Welfare Reform Advocacy in Utah</h2>
<h3>Background and Context</h3>
<p>Kevin Franke and his eldest daughter, Shari Franke, have emerged as advocates for child welfare reform in Utah following the tragic abuse of Kevin’s two youngest children. The children were subjected to prolonged and severe abuse by their mother, Ruby Franke, and licensed counselor Jodi Hildebrandt, both of whom have pleaded guilty to multiple counts of felony child abuse and are currently incarcerated.</p>
<h3>Case Details and Challenges in Child Protection</h3>
<ol>
<li>Ruby Franke withdrew the children from public school under the pretext of homeschooling.</li>
<li>The children were isolated and hidden from public view, including relocation to a remote desert home in southern Utah.</li>
<li>Repeated attempts by state social workers from the Department of Child and Family Services (DCFS) to communicate were ignored.</li>
<li>Police and DCFS caseworkers were denied access when attempting to intervene.</li>
</ol>
<p>These actions created significant barriers for authorities to verify the children’s safety, resulting in months of unchecked abuse. The situation was only resolved when the children were rescued in August 2023, following a courageous escape by one of the children.</p>
<h3>Advocacy for Child Welfare Reform and SDG Alignment</h3>
<p>Kevin and Shari Franke have since become vocal proponents for reforming child welfare laws in Utah, emphasizing the need to protect children’s rights and wellbeing while balancing parental rights. Their advocacy aligns closely with the United Nations Sustainable Development Goals (SDGs), particularly:</p>
<ul>
<li><strong>SDG 3: Good Health and Well-being</strong> – Ensuring children’s physical and mental health through protection from abuse.</li>
<li><strong>SDG 4: Quality Education</strong> – Highlighting the risks of unregulated homeschooling in cases of abuse.</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong> – Promoting effective, accountable, and inclusive institutions to safeguard children’s rights.</li>
<li><strong>SDG 5: Gender Equality</strong> – Addressing systemic issues that may contribute to child abuse and neglect.</li>
</ul>
<h3>Proposed Legislative Solutions: SB0124</h3>
<p>The Frankes support Utah Senate Bill 0124 (SB0124), a bipartisan legislative proposal designed to:</p>
<ul>
<li>Establish a legal framework allowing courts to authorize safety checks on children when credible concerns arise and access is denied.</li>
<li>Enhance judicial oversight to ensure interventions are proportional, transparent, and focused on prevention.</li>
<li>Address root causes such as housing instability and behavioral health needs through early engagement with support services.</li>
<li>Clarify procedures around investigative and search warrants to enable timely assessments and reduce trauma from unnecessary family separations.</li>
</ul>
<p>This bill aims to balance the protection of children’s wellbeing with respect for parental rights, thereby advancing SDG 16 by strengthening justice and institutional responses to child abuse.</p>
<h3>Urgency and Call to Action</h3>
<p>The Frankes emphasize the increasing prevalence of child abuse in Utah, citing recent cases such as the death of Gavin Peterson. They stress that current laws often delay intervention until it is too late, underscoring the need for immediate legislative action.</p>
<p>They call on Utah residents to support SB0124 by contacting their state representatives, advocating for a system that prioritizes child safety while respecting family integrity.</p>
<h3>Conclusion</h3>
<p>The advocacy efforts by Kevin and Shari Franke highlight critical gaps in child welfare protections in Utah and propose actionable reforms aligned with the Sustainable Development Goals. Implementing SB0124 represents a significant step toward ensuring the safety, health, and rights of children, contributing to a more just and equitable society.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Focus on child welfare, prevention of abuse, and mental and physical health of children.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Issues related to homeschooling and access to education as children were pulled out of public school.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Child protection laws, judicial oversight, and legal reforms to prevent abuse and ensure justice.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Implicitly connected through the focus on protecting children and addressing abuse within families.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</li>
<li>Target 3.4: Promote mental health and well-being.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.1: Ensure that all girls and boys complete free, equitable and quality primary and secondary education.</li>
<li>Target 4.5: Eliminate gender disparities and ensure equal access to all levels of education and vocational training.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.2: End abuse, exploitation, trafficking and all forms of violence against and torture of children.</li>
<li>Target 16.3: Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Child Abuse Incidence and Mortality Rates</strong>
<ul>
<li>Statistics on child abuse cases in Utah and deaths such as that of Gavin Peterson indicate measurement of abuse prevalence and mortality.</li>
</ul>
</li>
<li><strong>Access to Child Welfare Services</strong>
<ul>
<li>Indicators related to the responsiveness of child welfare authorities (e.g., DCFS outreach attempts, cooperation rates from parents).</li>
</ul>
</li>
<li><strong>Legal and Judicial Actions</strong>
<ul>
<li>Number of cases where courts authorize safety checks or interventions under laws like SB0124.</li>
<li>Effectiveness of red flag laws in preventing abuse and enabling timely intervention.</li>
</ul>
</li>
<li><strong>Educational Enrollment and Attendance</strong>
<ul>
<li>Monitoring children’s enrollment status, especially those withdrawn from public schooling for homeschooling without oversight.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.2: End preventable deaths of children under 5 years.</li>
<li>3.4: Promote mental health and well-being.</li>
</ul>
</td>
<td>
<ul>
<li>Child abuse incidence and mortality rates (e.g., deaths like Gavin Peterson).</li>
<li>Mental health status of children affected by abuse.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1: Ensure completion of free, equitable, quality primary and secondary education.</li>
<li>4.5: Eliminate disparities and ensure equal access to education.</li>
</ul>
</td>
<td>
<ul>
<li>Enrollment and attendance rates, especially monitoring homeschooling withdrawals.</li>
<li>Access to educational oversight and support.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.2: End abuse, exploitation, trafficking and violence against children.</li>
<li>16.3: Promote rule of law and equal access to justice.</li>
<li>16.6: Develop effective, accountable, transparent institutions.</li>
</ul>
</td>
<td>
<ul>
<li>Number of child welfare interventions authorized by courts (e.g., under SB0124).</li>
<li>Rates of cooperation with child welfare authorities.</li>
<li>Effectiveness and enforcement of red flag laws.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.sltrib.com/opinion/commentary/2026/03/02/kevin-franke-shari-franke-how-we/">sltrib.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>WEAU investigates Burger King franchise operator over allegations of multi&#45;state labor violations – WEAU</title>
<link>https://sdgtalks.ai/weau-investigates-burger-king-franchise-operator-over-allegations-of-multi-state-labor-violations-weau</link>
<guid>https://sdgtalks.ai/weau-investigates-burger-king-franchise-operator-over-allegations-of-multi-state-labor-violations-weau</guid>
<description><![CDATA[ WEAU investigates Burger King franchise operator over allegations of multi-state labor violations  WEAU ]]></description>
<enclosure url="https://gray-weau-prod.gtv-cdn.com/resizer/v2/S2Z5KZGHWVAKLNTTWOHKHCMMKE.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 26 Feb 2026 23:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>WEAU, investigates, Burger, King, franchise, operator, over, allegations, multi-state, labor, violations, –, WEAU</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Investigation Report: Child Labor and Wage Violations by Cave Enterprises</h2>
<h3>Overview</h3>
<p>WEAU has uncovered significant allegations of child labor and wage violations against Cave Enterprises, a Burger King franchise operator active in multiple states. This investigation highlights critical concerns related to labor rights and the protection of young workers, directly impacting several Sustainable Development Goals (SDGs), including SDG 8 (Decent Work and Economic Growth), SDG 10 (Reduced Inequalities), and SDG 16 (Peace, Justice, and Strong Institutions).</p>
<h2>Findings from Wisconsin Department of Workforce Development</h2>
<h3>Scope of Violations</h3>
<p>The Wisconsin Department of Workforce Development identified 1,656 violations affecting nearly 1,400 young workers across 104 Burger King locations. This case is recognized as the largest child labor violation in modern Wisconsin history.</p>
<h3>Types of Violations</h3>
<ul>
<li>Minors employed without work permits</li>
<li>Failure to provide legally mandated meal breaks</li>
<li>Non-payment of overtime wages</li>
<li>Employment of a 13-year-old at a Green Bay location, violating age restrictions</li>
</ul>
<h3>Legal and Financial Consequences</h3>
<ol>
<li>Cave Enterprises owes over $237,000 in penalties.</li>
<li>Deadline for payment set for February 25.</li>
<li>Potential for court action and additional penalties if payment is not made.</li>
</ol>
<h3>Investigation Background</h3>
<p>The investigation was initiated following 33 complaints filed between 2020 and 2023, revealing a systematic pattern of labor law violations. Wisconsin Department of Workforce Development Secretary Amy Pechacek emphasized the company’s awareness of employment laws and the seriousness of the infractions.</p>
<h2>Multi-State Investigation and Legal Actions</h2>
<h3>Expansion Beyond Wisconsin</h3>
<ul>
<li>Cave Enterprises operates Burger King franchises in eight states, including Illinois and Minnesota.</li>
<li>WEAU has filed Freedom of Information requests with the Illinois Department of Labor to obtain records of complaints or enforcement actions.</li>
<li>Illinois authorities have engaged with Wisconsin counterparts to gather additional information.</li>
</ul>
<h3>Legal Proceedings in Minnesota</h3>
<ul>
<li>The city of Duluth has filed a lawsuit against Cave Enterprises for alleged violations of the city’s paid sick leave ordinance.</li>
<li>A hearing is scheduled for March 16, with a trial set for June 9, 2026.</li>
<li>The same legal representation is involved in both Wisconsin and Minnesota cases.</li>
</ul>
<h3>Prior Litigation in Wisconsin</h3>
<p>In 2023, six Burger King managers and assistant managers in Milwaukee filed a lawsuit alleging unpaid overtime despite working over 40 hours per week. The case was settled for $2 million in Milwaukee County Court.</p>
<h2>Implications for Sustainable Development Goals (SDGs)</h2>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>Ensuring fair wages and legal working conditions for all employees, including minors.</li>
<li>Promoting safe and equitable labor practices within franchise operations.</li>
</ul>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li>Protecting vulnerable youth workers from exploitation and illegal labor practices.</li>
<li>Addressing systemic inequalities in workplace treatment and compensation.</li>
</ul>
<h3>SDG 16: Peace, Justice, and Strong Institutions</h3>
<ul>
<li>Enforcing labor laws and holding corporations accountable.</li>
<li>Strengthening legal frameworks and cooperation between states for labor rights enforcement.</li>
</ul>
<h2>Next Steps and Ongoing Monitoring</h2>
<ol>
<li>Monitoring Cave Enterprises’ compliance with the payment deadline and potential court actions.</li>
<li>Tracking the Minnesota trial and further legal developments.</li>
<li>Continuing multi-state investigations to ensure comprehensive enforcement of labor laws.</li>
<li>Engaging with labor agencies to promote transparency and accountability.</li>
</ol>
<p>WEAU remains committed to reporting on this case and its implications for labor rights and sustainable development.</p>
<p><i>Copyright 2026 WEAU. All rights reserved.</i></p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article highlights issues related to child labor, wage violations, unpaid overtime, and lack of compliance with labor laws, all of which directly relate to promoting sustained, inclusive, and sustainable economic growth, full and productive employment, and decent work for all.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>The enforcement of labor laws, legal actions, and multi-state investigations reflect the role of effective, accountable, and transparent institutions in upholding justice and protecting workers’ rights.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>Under SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li><strong>Target 8.7:</strong> Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking, and secure the prohibition and elimination of the worst forms of child labor, including recruitment and use of child soldiers.</li>
<li><strong>Target 8.5:</strong> Achieve full and productive employment and decent work for all women and men, including young people and persons with disabilities, and equal pay for work of equal value.</li>
</ul>
</li>
<li><strong>Under SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li><strong>Target 16.3:</strong> Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li><strong>Target 16.6:</strong> Develop effective, accountable, and transparent institutions at all levels.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>For SDG 8 Targets</strong>
<ul>
<li><em>Indicator 8.7.1:</em> Proportion and number of children aged 5–17 years engaged in child labor, by sex and age.</li>
<li><em>Indicator 8.5.1:</em> Employment rate, by sex, age, and persons with disabilities.</li>
<li><em>Indicator related to wage violations:</em> Number of labor law violations related to wage and hour laws (implied through reported wage violations and unpaid overtime).</li>
</ul>
</li>
<li><strong>For SDG 16 Targets</strong>
<ul>
<li><em>Indicator 16.3.2:</em> Unsentenced detainees as a proportion of overall prison population (implied through legal enforcement actions).</li>
<li><em>Indicator 16.6.2:</em> Proportion of the population satisfied with their last experience of public services (implied through effectiveness of labor enforcement agencies and transparency in handling complaints).</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.7: Eradicate forced labor and eliminate worst forms of child labor</li>
<li>8.5: Achieve full and productive employment and decent work for all</li>
</ul>
</td>
<td>
<ul>
<li>8.7.1: Proportion and number of children aged 5–17 engaged in child labor</li>
<li>8.5.1: Employment rate by sex, age, and disability status</li>
<li>Number of labor law violations related to wage and hour laws (implied)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.3: Promote rule of law and ensure equal access to justice</li>
<li>16.6: Develop effective, accountable, and transparent institutions</li>
</ul>
</td>
<td>
<ul>
<li>16.3.2: Unsentenced detainees as proportion of prison population (implied)</li>
<li>16.6.2: Population satisfaction with public services (implied)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.weau.com/2026/02/24/weau-investigates-allegations-child-labor-violations-burger-king-franchise-operator/">weau.com</a></strong></p>
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<title>finds Denver&#45;area restaurant employed minors to load hazardous equipment, work outside of legally allowed hours | U.S. Department of Labor – U.S. Department of Labor (.gov)</title>
<link>https://sdgtalks.ai/finds-denver-area-restaurant-employed-minors-to-load-hazardous-equipment-work-outside-of-legally-allowed-hours-us-department-of-labor-us-department-of-labor-gov</link>
<guid>https://sdgtalks.ai/finds-denver-area-restaurant-employed-minors-to-load-hazardous-equipment-work-outside-of-legally-allowed-hours-us-department-of-labor-us-department-of-labor-gov</guid>
<description><![CDATA[ finds Denver-area restaurant employed minors to load hazardous equipment, work outside of legally allowed hours | U.S. Department of Labor  U.S. Department of Labor (.gov) ]]></description>
<enclosure url="https://www.dol.gov/sites/dolgov/files/OPA/twitter-cards/DOLnews.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 25 Feb 2026 23:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>finds, Denver-area, restaurant, employed, minors, load, hazardous, equipment, work, outside, legally, allowed, hours, U.S., Department, Labor, –, U.S., Department, Labor, .gov</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>U.S. Department of Labor Investigation Uncovers Child Labor and Overtime Violations at Mt. Fuji Sushi & Hibachi</h2>
<h3>Overview of Findings</h3>
<p>The U.S. Department of Labor (DOL) conducted an investigation into Mt. Fuji Hibachi Inc., operating as Mt. Fuji Sushi & Hibachi, a full-service restaurant located in Aurora. The investigation revealed multiple violations of federal labor laws, including child labor infractions and failure to compensate employees for earned overtime pay.</p>
<h3>Child Labor Violations</h3>
<ol>
<li>A 17-year-old employee was assigned to operate a trash compactor, a hazardous task prohibited for workers under 18, violating the Fair Labor Standards Act (FLSA) child labor provisions.</li>
<li>Fourteen workers aged 14 and 15 were permitted to work beyond legally allowed hours, including later and longer shifts than federal law permits.</li>
</ol>
<p>According to federal regulations:</p>
<ul>
<li>Children aged 14 and 15 may not work later than 7 p.m. between the day after Labor Day and May 31.</li>
<li>They may not work later than 9 p.m. from June 1 through Labor Day.</li>
<li>They cannot work more than eight hours per day on non-school days.</li>
</ul>
<h3>Overtime Pay Violations</h3>
<ul>
<li>Some employees were not paid the required time-and-one-half overtime rate for hours worked over 40 in a workweek; instead, they received straight time pay.</li>
<li>Other employees were not compensated at all for overtime hours worked.</li>
<li>The total amount recovered in back wages due to overtime violations was $20,213.</li>
</ul>
<h3>Enforcement Actions and Penalties</h3>
<ul>
<li>The employer has paid a civil money penalty of $22,249 for child labor violations in addition to back wages.</li>
<li>The Wage and Hour Division remains committed to enforcing labor laws that protect minors and ensure fair compensation for all workers.</li>
</ul>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<p>This enforcement action supports several United Nations Sustainable Development Goals, including:</p>
<ul>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – by promoting safe working conditions and fair wages, the DOL ensures inclusive and sustainable economic growth.</li>
<li><strong>SDG 4: Quality Education</strong> – by enforcing child labor laws, the department helps keep children in school and out of hazardous work environments.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – by protecting vulnerable youth workers, the DOL contributes to reducing inequalities in the workplace.</li>
</ul>
<h3>Resources and Initiatives</h3>
<p>The Department of Labor offers several programs and resources to support compliance and promote safe work environments for youth:</p>
<ul>
<li><a href="https://www.dol.gov/agencies/whd/youthrules">YouthRules Initiative</a>: Provides information on protections for young workers targeting youth, parents, employers, and educators to foster safe and educational work experiences.</li>
<li><a href="https://www.dol.gov/agencies/whd/child-labor/seven-child-labor-best-practices-for-employers">Seven Child Labor Best Practices for Employers</a>: Guidelines to help employers comply with child labor laws.</li>
<li><a href="https://www.dol.gov/agencies/whd/paid">PAID Program</a>: Allows employers to self-report and resolve potential violations related to minimum wage, overtime, and Family and Medical Leave Act.</li>
<li><a href="https://www.dol.gov/agencies/whd/wow">Back Wage Search Tool</a>: Enables workers to check if they are owed back wages collected by the Wage and Hour Division.</li>
<li><a href="https://www.dol.gov/agencies/whd/timesheet-app">Free Timesheet App</a>: Available for iOS and Android devices to help workers track hours and pay.</li>
</ul>
<h3>Conclusion</h3>
<p>The DOL’s investigation and enforcement actions at Mt. Fuji Sushi & Hibachi underscore the importance of adherence to labor laws that protect young workers and ensure fair compensation. These efforts contribute directly to advancing Sustainable Development Goals by promoting decent work, protecting youth, and fostering equitable economic opportunities.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article focuses on labor law violations, including child labor and unpaid overtime, which directly relate to promoting decent work conditions and economic growth.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>By enforcing child labor laws that restrict hazardous work and excessive hours for minors, the article indirectly supports ensuring children remain in school and receive quality education.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>The enforcement actions by the Department of Labor exemplify strong institutions upholding labor laws and justice.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li><strong>Target 8.5:</strong> Achieve full and productive employment and decent work for all women and men, including young people and persons with disabilities, and equal pay for work of equal value.</li>
<li><strong>Target 8.7:</strong> Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking, and secure the prohibition and elimination of the worst forms of child labor.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li><strong>Target 4.1:</strong> Ensure that all girls and boys complete free, equitable, and quality primary and secondary education.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li><strong>Target 16.3:</strong> Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>SDG 8 Indicators</strong>
<ul>
<li><strong>Indicator 8.5.1:</strong> Employment rate by sex, age, and persons with disabilities.</li>
<li><strong>Indicator 8.7.1:</strong> Proportion and number of children aged 5–17 years engaged in child labor, by sex and age.</li>
<li>Number of workers receiving back wages and penalties recovered as a measure of enforcement effectiveness.</li>
</ul>
</li>
<li><strong>SDG 4 Indicators</strong>
<ul>
<li><strong>Indicator 4.1.2:</strong> Completion rate (primary education, lower secondary education, upper secondary education).</li>
<li>Implied reduction in child labor allowing children to attend school.</li>
</ul>
</li>
<li><strong>SDG 16 Indicators</strong>
<ul>
<li><strong>Indicator 16.3.1:</strong> Proportion of victims of violence in the previous 12 months who reported their victimization to competent authorities or other officially recognized conflict resolution mechanisms.</li>
<li>Number of labor law violations identified and penalties imposed as a measure of rule of law enforcement.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.5: Achieve full and productive employment and decent work for all, including young people.</li>
<li>8.7: Eradicate forced labor, end modern slavery, and eliminate worst forms of child labor.</li>
</ul>
</td>
<td>
<ul>
<li>8.5.1: Employment rate by sex, age, and disability status.</li>
<li>8.7.1: Proportion and number of children aged 5–17 engaged in child labor.</li>
<li>Number of workers receiving back wages and penalties recovered.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1: Ensure all girls and boys complete free, equitable, and quality primary and secondary education.</li>
</ul>
</td>
<td>
<ul>
<li>4.1.2: Completion rate of primary and secondary education.</li>
<li>Implied reduction in child labor enabling school attendance.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.3: Promote rule of law and ensure equal access to justice.</li>
</ul>
</td>
<td>
<ul>
<li>16.3.1: Proportion of victims reporting victimization to authorities.</li>
<li>Number of labor law violations identified and penalties imposed.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.dol.gov/newsroom/releases/whd/whd20260225">dol.gov</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>What a Moonshot to End Extreme Poverty Would Cost – Stanford Graduate School of Business</title>
<link>https://sdgtalks.ai/what-a-moonshot-to-end-extreme-poverty-would-cost-stanford-graduate-school-of-business</link>
<guid>https://sdgtalks.ai/what-a-moonshot-to-end-extreme-poverty-would-cost-stanford-graduate-school-of-business</guid>
<description><![CDATA[ What a Moonshot to End Extreme Poverty Would Cost  Stanford Graduate School of Business ]]></description>
<enclosure url="https://www.gsb.stanford.edu/sites/default/files/styles/1630x_variable/public/2026-02/Stefan Wager-Cost to End Extreme Poverty-Key.png.webp" length="49398" type="image/jpeg"/>
<pubDate>Sat, 21 Feb 2026 14:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>What, Moonshot, End, Extreme, Poverty, Would, Cost, –, Stanford, Graduate, School, Business</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Cost to End Extreme Poverty and Its Alignment with Sustainable Development Goals (SDGs)</h2>
<h3>Introduction</h3>
<p>One of the most enduring challenges in global development is determining the cost required to end extreme poverty, defined as living on less than $2.15 per person per day. This report highlights recent research efforts that leverage data science and policy learning to estimate the financial resources needed to eradicate extreme poverty worldwide, emphasizing the alignment with the United Nations Sustainable Development Goals (SDGs), particularly SDG 1: No Poverty.</p>
<h3>Background and Approach</h3>
<p>Paul Niehaus, an economist at the University of California, San Diego, and co-founder of the nonprofit GiveDirectly, proposed a direct cash transfer approach to alleviate extreme poverty. GiveDirectly has distributed $1 billion to 2 million people across seven African countries and the U.S., based on the principle that individuals are best positioned to decide how to improve their lives.</p>
<p>The challenge was to calculate the total cost to raise incomes of all individuals below the poverty line to at least $2.15 per day. However, accurate income data for approximately 700 million people living in extreme poverty is unavailable due to limitations in household surveys and unreliable self-reported income.</p>
<h3>Innovative Data Science Collaboration</h3>
<ol>
<li>Collaboration between experts from University of California, Berkeley, and Stanford Graduate School of Business led to the development of advanced statistical and optimization methods.</li>
<li>Graduate student Roshni Sahoo developed a policy learning model that uses household survey data from 23 countries, representing half of the world’s poorest population, to estimate the cost of targeted cash transfer programs without perfect income information.</li>
<li>The model incorporates multiple indicators of living standards, such as housing quality and access to infrastructure, to prioritize aid effectively.</li>
</ol>
<h3>Key Findings</h3>
<ul>
<li>Reducing the global extreme poverty rate to 1% would cost approximately 0.3% of the global GDP, equivalent to $318 billion annually.</li>
<li>This cost is significantly lower than alternative proposals such as universal basic income at the poverty line, estimated at $895 billion per year.</li>
<li>The research demonstrates that targeted cash transfers informed by high-quality data and policy learning can efficiently allocate resources to those most in need.</li>
</ul>
<h3>Implications for Sustainable Development Goals (SDGs)</h3>
<p>The research directly supports the achievement of several SDGs:</p>
<ul>
<li><strong>SDG 1: No Poverty</strong> – By providing a data-driven estimate of the resources needed to eradicate extreme poverty, the study informs policies aimed at ending poverty in all its forms.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Targeted cash transfers can reduce income disparities by prioritizing the most vulnerable populations.</li>
<li><strong>SDG 17: Partnerships for the Goals</strong> – The interdisciplinary collaboration across universities and nonprofit organizations exemplifies the partnerships necessary to achieve sustainable development.</li>
</ul>
<h3>Moral and Policy Perspectives</h3>
<p>Niehaus emphasizes the integration of ethical considerations with cutting-edge data science, highlighting the moral imperative to act on the findings. Stefan Wager notes that policy learning methods, often used in commercial settings, have significant potential to impact public-interest challenges such as poverty alleviation.</p>
<h3>Future Directions</h3>
<ul>
<li>Expanding the study to include more countries to refine cost estimates globally.</li>
<li>Analyzing macroeconomic effects of implementing large-scale cash transfer programs.</li>
<li>Engaging policymakers to translate research findings into actionable international development strategies.</li>
</ul>
<h3>Conclusion</h3>
<p>The research provides a clear, evidence-based estimate that ending extreme poverty globally requires an investment of approximately 0.3% of global GDP annually. This figure translates to about 0.3% of an individual’s income, e.g., $135 for a typical American earning $45,000 per year. The findings underscore the feasibility of achieving SDG 1 through targeted, data-informed cash transfers and call for renewed global commitment to poverty eradication.</p>
<blockquote>
<p>“Our results here highlight how, given access to high enough quality data, policy learning methods can also help make a difference in public-interest settings.”</p>
<footer>— Stefan Wager</footer>
</blockquote>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The article focuses on ending extreme poverty, defined as living on less than $2.15 per day.</li>
<li>It discusses strategies to lift people above the poverty line through direct cash transfers.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article addresses income disparities and the allocation of resources to the poorest individuals.</li>
<li>It emphasizes targeted cash transfers to reduce inequality within and among countries.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The research involves collaboration among universities, economists, and nonprofits to develop data-driven solutions.</li>
<li>It highlights the use of data science and policy learning methods to support development goals.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>Under SDG 1: No Poverty</strong>
<ul>
<li><strong>Target 1.1:</strong> Eradicate extreme poverty for all people everywhere, currently measured as people living on less than $1.90 a day (updated to $2.15 in the article).</li>
<li><strong>Target 1.2:</strong> Reduce at least by half the proportion of men, women, and children living in poverty in all its dimensions according to national definitions.</li>
</ul>
</li>
<li><strong>Under SDG 10: Reduced Inequalities</strong>
<ul>
<li><strong>Target 10.1:</strong> Achieve and sustain income growth of the bottom 40% of the population at a rate higher than the national average.</li>
</ul>
</li>
<li><strong>Under SDG 17: Partnerships for the Goals</strong>
<ul>
<li><strong>Target 17.18:</strong> Enhance capacity-building support to developing countries to increase significantly the availability of high-quality, timely and reliable data.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Proportion of population living below the international poverty line</strong>
<ul>
<li>The article uses the threshold of $2.15 per person per day to define extreme poverty, which aligns with the international poverty line indicator.</li>
</ul>
</li>
<li><strong>Poverty gap index</strong>
<ul>
<li>The article discusses calculating the poverty gap—the amount of cash needed to lift people above the poverty line.</li>
<li>This indicator measures the intensity of poverty by quantifying how far below the poverty line people are.</li>
</ul>
</li>
<li><strong>Income data and standards of living metrics</strong>
<ul>
<li>The article implies the use of household income data, housing quality (e.g., roof material), and access to infrastructure as indicators to assess living standards and target aid effectively.</li>
</ul>
</li>
<li><strong>Cost of poverty eradication as a percentage of global GDP</strong>
<ul>
<li>The article estimates the cost to reduce extreme poverty to 1% at 0.3% of global GDP, which can be used as a macroeconomic indicator of resource allocation efficiency.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>Target 1.1: Eradicate extreme poverty for all people everywhere.</li>
<li>Target 1.2: Reduce by half the proportion of people living in poverty.</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of population living below $2.15/day.</li>
<li>Poverty gap index (amount needed to lift people above poverty line).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>Target 10.1: Achieve income growth of the bottom 40% higher than national average.</li>
</ul>
</td>
<td>
<ul>
<li>Income distribution data.</li>
<li>Standards of living indicators (e.g., housing quality, infrastructure access).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>
<ul>
<li>Target 17.18: Enhance capacity-building for high-quality, timely, and reliable data.</li>
</ul>
</td>
<td>
<ul>
<li>Availability and quality of household survey data.</li>
<li>Use of data science and policy learning methodologies.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.gsb.stanford.edu/insights/what-moonshot-end-extreme-poverty-would-cost">gsb.stanford.edu</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>One Year After USAID: How to Actually Fix Foreign Aid – Foreign Policy</title>
<link>https://sdgtalks.ai/one-year-after-usaid-how-to-actually-fix-foreign-aid-foreign-policy</link>
<guid>https://sdgtalks.ai/one-year-after-usaid-how-to-actually-fix-foreign-aid-foreign-policy</guid>
<description><![CDATA[ One Year After USAID: How to Actually Fix Foreign Aid  Foreign Policy ]]></description>
<enclosure url="https://foreignpolicy.com/wp-content/uploads/2026/02/Foreign-aid-GettyImages-2261696192.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 20 Feb 2026 08:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>One, Year, After, USAID:, How, Actually, Fix, Foreign, Aid, –, Foreign, Policy</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Reforming Foreign Aid with Emphasis on Sustainable Development Goals (SDGs)</h2>
<h3>Introduction</h3>
<p>In the past year, significant reductions in U.S. foreign aid have occurred, notably with the closure of the U.S. Agency for International Development (USAID) and termination of over 80% of U.S. foreign aid grants and contracts. Other major donors such as the United Kingdom and Germany have also reduced their contributions. The United Nations’ humanitarian funding decreased by nearly 40% compared to 2024, amounting to $15 billion in 2025. This reduction in aid funding coincides with increased global humanitarian needs, posing challenges to achieving the Sustainable Development Goals (SDGs), particularly SDG 1 (No Poverty), SDG 2 (Zero Hunger), SDG 3 (Good Health and Well-being), and SDG 16 (Peace, Justice and Strong Institutions).</p>
<h3>Current Humanitarian and Development Challenges</h3>
<ul>
<li>Up to 1.6 million lives could have been saved if U.S. funding had not been cut, highlighting the critical role of aid in SDG 3 (Good Health and Well-being).</li>
<li>Global child mortality is rising for the first time this century, threatening progress towards SDG 3.</li>
<li>Approximately 23 million lives may be lost by 2030 in low- and middle-income countries due to defunding trends.</li>
<li>The International Rescue Committee (IRC) reports 2 million clients lost services completely, and 6 million suffered service reductions, impacting SDG 3 and SDG 10 (Reduced Inequalities).</li>
<li>More than half of health facilities run by IRC in crisis zones have closed or lost critical services.</li>
<li>There are currently around 60 wars worldwide, with over 122 million forcibly displaced people, nearly 40 million facing severe hunger, and 239 million in humanitarian need, severely affecting SDG 16 (Peace, Justice and Strong Institutions) and SDG 2 (Zero Hunger).</li>
</ul>
<h3>Perception and Misconceptions about Foreign Aid</h3>
<p>Public perception often overestimates the amount spent on foreign aid, with many Americans believing that a quarter of the federal budget is allocated overseas, whereas the actual figure is about 1%. This misperception affects political support for aid, which is crucial for advancing SDG 17 (Partnerships for the Goals).</p>
<p>Common misconceptions include beliefs that aid is wasteful or ineffective. However, evidence shows:</p>
<ol>
<li>Global immunization efforts have saved an estimated 154 million lives over the past 50 years (SDG 3).</li>
<li>The President’s Emergency Plan for AIDS Relief has saved over 25 million lives (SDG 3).</li>
<li>Cost-effective interventions, such as delivering vaccines for approximately $2 per shot, demonstrate aid efficiency compared to much higher costs in developed countries.</li>
</ol>
<h3>Need for Aid System Reform</h3>
<p>The geography of poverty has shifted, with more than half of the world’s extreme poor now residing in fragile and conflict-affected states. However, only about 25% of global aid flows to these countries, which account for nearly 90% of humanitarian need. This misalignment hinders progress towards SDG 1 (No Poverty), SDG 2 (Zero Hunger), and SDG 16 (Peace, Justice and Strong Institutions).</p>
<p>Key reform considerations include:</p>
<ul>
<li>Focusing aid on crisis-affected and fragile states rather than spreading resources thinly across countries with improving economies.</li>
<li>Implementing simpler, more targeted interventions to increase cost-effectiveness and impact.</li>
<li>Increasing investment in health and humanitarian interventions, which currently receive only 24% of total aid spending despite strong public support and high impact.</li>
<li>Enhancing innovation in aid delivery, including predictive forecasting, artificial intelligence for disease diagnosis, and improved vaccine cold-chain technologies to support SDG 3 and SDG 9 (Industry, Innovation and Infrastructure).</li>
<li>Mobilizing new financial mechanisms such as humanitarian debt swaps and parametric insurance to support vulnerable countries facing debt distress and climate disasters, aligning with SDG 13 (Climate Action) and SDG 17.</li>
</ul>
<h3>Recommendations for a Sustainable Foreign Aid Framework</h3>
<ol>
<li>Center aid systems on accountability for outcomes rather than inputs, ensuring measurable progress towards SDGs.</li>
<li>Prioritize aid allocation to fragile and conflict-affected states to address the highest humanitarian needs and support SDG 16.</li>
<li>Promote innovation and financial instruments to enhance the efficiency and responsiveness of aid programs, supporting SDG 9 and SDG 13.</li>
<li>Increase public awareness and correct misconceptions about foreign aid to build political and social support for sustainable development efforts (SDG 17).</li>
<li>Encourage international cooperation and partnerships to mobilize resources and share best practices in aid delivery.</li>
</ol>
<h3>Conclusion</h3>
<p>The abolition of USAID marks a significant shift in U.S. foreign aid policy; however, the global community faces a critical choice between continued retreat or purposeful reform. Strengthening foreign aid systems aligned with the Sustainable Development Goals is essential to address escalating humanitarian crises, reduce poverty and inequality, improve health outcomes, and promote peace and stability worldwide.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The article discusses the impact of cuts in foreign aid on vulnerable populations in crisis and conflict zones, highlighting increased poverty and humanitarian need.</li>
</ul>
</li>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Severe hunger affecting close to 40 million people is mentioned, along with malnutrition treatment gaps in conflict zones.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Focus on health services reductions, vaccine delivery, child mortality rise, and treatment of diseases such as AIDS.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Disparities in aid distribution, with fragile and conflict-affected states receiving disproportionately less aid.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>References to ongoing conflicts, wars, and displacement affecting millions.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>Emphasis on international aid, reform of aid systems, donor commitments, and global cooperation.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 1 – Target 1.5:</strong> Build resilience of the poor and reduce their exposure to climate-related extreme events and other economic, social and environmental shocks and disasters.
<ul>
<li>Implied by the need for humanitarian aid in conflict and crisis zones.</li>
</ul>
</li>
<li><strong>SDG 2 – Target 2.1 and 2.2:</strong> End hunger and ensure access to safe, nutritious food; end all forms of malnutrition.
<ul>
<li>Article mentions malnutrition treatment gaps and interventions to improve cost-effectiveness.</li>
</ul>
</li>
<li><strong>SDG 3 – Target 3.2 and 3.3:</strong> End preventable deaths of newborns and children under 5; end epidemics of AIDS and other communicable diseases.
<ul>
<li>Child mortality rise and AIDS relief programs are discussed.</li>
</ul>
</li>
<li><strong>SDG 10 – Target 10.2:</strong> Empower and promote social, economic and political inclusion of all.
<ul>
<li>Unequal aid distribution to fragile states versus middle-income countries.</li>
</ul>
</li>
<li><strong>SDG 16 – Target 16.1:</strong> Significantly reduce all forms of violence and related death rates everywhere.
<ul>
<li>Reference to 60 wars and millions displaced.</li>
</ul>
</li>
<li><strong>SDG 17 – Target 17.2 and 17.9:</strong> Developed countries to implement fully their official development assistance commitments; enhance international support for capacity-building in developing countries.
<ul>
<li>Discussion on donor aid cuts and calls for reform and innovation in aid delivery.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Lives Saved / Mortality Rates</strong>
<ul>
<li>Estimates such as 1.6 million lives potentially saved with restored funding, 154 million lives saved by immunization, and 23 million lives lost due to defunding trends.</li>
</ul>
</li>
<li><strong>Humanitarian Funding Amounts</strong>
<ul>
<li>UN humanitarian funding cut by 40%, totaling $15 billion in 2025.</li>
</ul>
</li>
<li><strong>Service Coverage and Access</strong>
<ul>
<li>Number of clients losing services (2 million lost completely, 6 million reduced), percentage of health facilities closed or reduced services.</li>
<li>Percentage of children in conflict zones without access to malnutrition treatment (nearly 80%).</li>
</ul>
</li>
<li><strong>Cost-effectiveness Metrics</strong>
<ul>
<li>Cost per vaccine shot ($2 in conflict zones vs. $75 in New York), improvements in malnutrition treatment cost-effectiveness by up to 30%.</li>
</ul>
</li>
<li><strong>Conflict and Displacement Statistics</strong>
<ul>
<li>Number of wars ongoing (around 60), forcibly displaced people (122 million), people in humanitarian need (239 million).</li>
</ul>
</li>
<li><strong>Aid Distribution Percentages</strong>
<ul>
<li>Proportion of aid going to fragile states (14% to Emergency Watchlist countries), middle-income countries (44%), and rich countries (13%).</li>
<li>Health and humanitarian interventions receiving 24% of total spending.</li>
</ul>
</li>
<li><strong>Innovation and Anticipatory Action Funding</strong>
<ul>
<li>Less than 1% of global aid budget spent on anticipatory action.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>Target 1.5: Build resilience of the poor and reduce exposure to shocks</td>
<td>Number of people affected by poverty due to aid cuts; humanitarian need statistics</td>
</tr>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>Target 2.1 & 2.2: End hunger and malnutrition</td>
<td>Percentage of children without access to malnutrition treatment; hunger statistics</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>Target 3.2 & 3.3: End preventable child deaths; end epidemics of AIDS</td>
<td>Child mortality rates; lives saved by immunization and AIDS relief; vaccine delivery numbers</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>Target 10.2: Promote inclusion of all</td>
<td>Distribution of aid by country income and fragility status</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>Target 16.1: Reduce violence and related death rates</td>
<td>Number of ongoing wars; forcibly displaced people; humanitarian need figures</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>Target 17.2 & 17.9: Fulfill ODA commitments; enhance capacity-building support</td>
<td>Humanitarian funding amounts; percentage of aid spent on health and humanitarian interventions; funding for innovation and anticipatory action</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://foreignpolicy.com/2026/02/19/foreign-aid-usaid-trump-humanitarian-funding/">foreignpolicy.com</a></strong></p>
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<item>
<title>Rural Poverty &amp;amp; Well&#45;Being – Economic Research Service (.gov)</title>
<link>https://sdgtalks.ai/rural-poverty-well-being-economic-research-service-gov</link>
<guid>https://sdgtalks.ai/rural-poverty-well-being-economic-research-service-gov</guid>
<description><![CDATA[ Rural Poverty &amp; Well-Being  Economic Research Service (.gov) ]]></description>
<enclosure url="https://www.ers.usda.gov/themes/custom/uswds_ers/package/dist/img//icon-dot-gov.svg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 19 Feb 2026 14:30:05 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Rural, Poverty, Well-Being, –, Economic, Research, Service, .gov</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Rural Poverty and Well-Being: An Analytical Report</h2>
<p>This report examines the economic, social, spatial, temporal, and demographic factors influencing poverty among rural residents in the United States, with a focus on aligning findings to the Sustainable Development Goals (SDGs), particularly SDG 1 (No Poverty), SDG 10 (Reduced Inequalities), and SDG 3 (Good Health and Well-being).</p>
<h3>1. Overview of Research Focus</h3>
<p>The Economic Research Service (ERS) investigates rural poverty by analyzing various determinants affecting poverty status. While food and nutrition assistance are addressed separately, this report emphasizes broader poverty dynamics and well-being in rural areas.</p>
<h3>2. Key Subtopics and Data Sources</h3>
<ul>
<li>Annual statistics from County-level Datasets on Poverty</li>
<li>State-level rural and urban summaries via State Fact Sheets</li>
<li>Rural America at a Glance series providing annual updates on rural issues</li>
</ul>
<h3>3. Poverty Trends Over Time</h3>
<p>According to U.S. Census Bureau data, nonmetropolitan (nonmetro) areas have consistently exhibited higher poverty rates than metropolitan (metro) areas since the 1960s. Although the gap has narrowed from 4.5 percentage points in the 1980s to approximately 3.1 percentage points in recent years, disparities remain significant.</p>
<ol>
<li>In 2019, the nonmetro poverty rate was 15.4%, compared to 11.9% in metro areas.</li>
<li>Nonmetro poverty decreased by 3.0 percentage points from 2013, while metro poverty declined at a faster rate, increasing the poverty gap to 3.5 percentage points in 2019.</li>
</ol>
<p>Note: The COVID-19 pandemic impacted data collection, delaying official 2020 poverty estimates. Alternative data sources such as the Current Population Survey (CPS) indicate a 2020 poverty rate of 14.1% in nonmetro areas and 11.0% in metro areas.</p>
<h3>4. Geographic Distribution of Poverty</h3>
<p>Poverty in the U.S. is geographically concentrated, with significant clustering in specific regions, counties, and neighborhoods, which exacerbates challenges related to housing, health, education, and employment, thereby perpetuating poverty cycles.</p>
<h4>Regional Variations</h4>
<ul>
<li>The South exhibits the highest nonmetro poverty rate at 19.7%, nearly 6 percentage points above metro areas.</li>
<li>The Midwest and Northeast show smaller metro-nonmetro poverty rate differences.</li>
<li>High poverty concentrations exist in the Southeast (Mississippi Delta, Appalachia), Native American lands, and parts of the Southwest and northern Midwest.</li>
</ul>
<h4>Child Poverty</h4>
<ul>
<li>In 2019, 21.1% of nonmetro children lived in poverty, compared to 16.1% in metro areas.</li>
<li>Counties with child poverty rates above 40% are predominantly nonmetro and located mainly in the South and Midwest.</li>
<li>Persistent child poverty is linked to adverse long-term outcomes, emphasizing the need for targeted interventions aligned with SDG 1 and SDG 4 (Quality Education).</li>
</ul>
<h3>5. Persistent Poverty</h3>
<p>ERS defines persistent poverty counties as those with 20% or more of the population living in poverty across multiple decades. There are 353 such counties in the U.S., with 85.3% located in nonmetro areas, predominantly in the South.</p>
<ul>
<li>Persistent poverty correlates with limited economic opportunities and social challenges.</li>
<li>Addressing persistent poverty supports SDG 8 (Decent Work and Economic Growth) and SDG 10 (Reduced Inequalities).</li>
</ul>
<h3>6. Demographic Characteristics of Poverty</h3>
<h4>Race and Ethnicity</h4>
<ul>
<li>Nonmetro Black/African American populations had the highest poverty rate in 2019 at 30.7%.</li>
<li>American Indians/Alaska Natives followed at 29.6%, with Hispanics at 21.7%.</li>
<li>Nonmetro Whites had a significantly lower poverty rate of 13.3%.</li>
</ul>
<h4>Family Type</h4>
<ul>
<li>Female-headed nonmetro families without a spouse had a poverty rate of 32.0% in 2019.</li>
<li>Among these, families with related children experienced a higher rate of 42.6%.</li>
<li>Married couple families had a much lower poverty rate of 5.4%.</li>
</ul>
<h4>Age Groups</h4>
<ul>
<li>Children under 5 in nonmetro areas had the highest poverty rate at 24.0%.</li>
<li>Overall child poverty was 21.1% in nonmetro versus 16.1% in metro areas.</li>
<li>Senior adults (65+) had similar poverty rates in both areas (~10%).</li>
</ul>
<p>These disparities highlight the importance of inclusive policies to reduce inequalities and promote well-being, in line with SDG 1, SDG 3, and SDG 10.</p>
<h3>7. Data Sources and Definitions</h3>
<p>Poverty statistics primarily derive from the U.S. Census Bureau’s Annual Social and Economic Supplement (ASEC) to the Current Population Survey (CPS) and the American Community Survey (ACS). Poverty is defined by income thresholds set federally, which do not vary by geographic location, potentially affecting metro-nonmetro comparisons.</p>
<ul>
<li>The Supplemental Poverty Measure (SPM) offers an alternative metric accounting for additional factors such as tax payments and geographic housing costs.</li>
<li>ACS 5-year averages provide detailed regional and county-level data.</li>
</ul>
<h3>8. Regional Definitions</h3>
<p>Regions are defined according to U.S. Census Bureau classifications and other federal entities, including the Southeast (Bureau of Economic Analysis), Mississippi Delta (Delta Regional Authority), Appalachia (Appalachian Regional Commission), and Native American lands (Bureau of Indian Affairs).</p>
<h2>Conclusion</h2>
<p>Rural poverty in the United States remains a significant challenge with complex geographic and demographic dimensions. Persistent poverty, especially among children and minority populations, underscores the need for targeted strategies to achieve the Sustainable Development Goals, particularly SDG 1 (No Poverty), SDG 3 (Good Health and Well-being), SDG 4 (Quality Education), SDG 8 (Decent Work and Economic Growth), and SDG 10 (Reduced Inequalities). Continued research and data analysis are essential to inform effective policy interventions and promote sustainable rural development.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article focuses extensively on poverty rates, poverty demographics, and persistent poverty in rural and nonmetro areas of the United States.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – The article mentions poor health conditions linked to concentrated poverty.</li>
<li><strong>SDG 4: Quality Education</strong> – References to higher school dropout rates in areas of concentrated poverty connect to education issues.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The article discusses income disparities by geography, race/ethnicity, and family type, highlighting inequalities.</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong> – Issues of housing quality and spatial poverty distribution relate to sustainable community development.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ul>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.1: Eradicate extreme poverty for all people everywhere.</li>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions according to national definitions.</li>
<li>Target 1.4: Ensure that all men and women have equal rights to economic resources, basic services, and ownership.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.8: Achieve universal health coverage, including access to quality essential health-care services.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.1: Ensure that all girls and boys complete free, equitable and quality primary and secondary education.</li>
<li>Target 4.5: Eliminate gender disparities and ensure equal access to all levels of education and vocational training.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all.</li>
</ul>
</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>Target 11.1: Ensure access for all to adequate, safe and affordable housing and basic services.</li>
</ul>
</li>
</ul>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Poverty Rate Indicators:</strong>
<ul>
<li>Percentage of population living below the poverty threshold (e.g., 15.4% nonmetro poverty rate in 2019).</li>
<li>Child poverty rates (e.g., 21.1% of nonmetro children were poor in 2019).</li>
<li>Persistent poverty counties defined by percentage of population in poverty over multiple census periods (20% or more).</li>
</ul>
</li>
<li><strong>Demographic Disaggregation:</strong>
<ul>
<li>Poverty rates by race/ethnicity (e.g., 30.7% for nonmetro Blacks/African Americans).</li>
<li>Poverty rates by family type (e.g., 42.6% poverty rate for nonmetro female-headed families with children).</li>
<li>Poverty rates by age group (e.g., 24.0% for children under 5 in nonmetro areas).</li>
</ul>
</li>
<li><strong>Geographic Indicators:</strong>
<ul>
<li>Metro vs. nonmetro poverty rates.</li>
<li>Regional poverty rates and gaps (e.g., South region nonmetro poverty rate of 19.7%).</li>
<li>County-level poverty rates and identification of persistent poverty counties.</li>
</ul>
</li>
<li><strong>Supplemental Poverty Measure (SPM):</strong> An alternative poverty measure that accounts for additional factors such as tax payments and work expenses, adjusted for geographic differences in housing costs.</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.1 Eradicate extreme poverty</li>
<li>1.2 Reduce poverty by half</li>
<li>1.4 Equal rights to economic resources and services</li>
</ul>
</td>
<td>
<ul>
<li>Population below poverty threshold (%)</li>
<li>Child poverty rate (%)</li>
<li>Number and percentage of persistently poor counties</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.8 Universal health coverage</li>
</ul>
</td>
<td>
<ul>
<li>Health conditions linked to poverty (implied)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1 Completion of quality education</li>
<li>4.5 Eliminate gender disparities in education</li>
</ul>
</td>
<td>
<ul>
<li>School dropout rates in high poverty areas (implied)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2 Promote social, economic, and political inclusion</li>
</ul>
</td>
<td>
<ul>
<li>Poverty rates by race/ethnicity and family type</li>
<li>Income disparities between metro and nonmetro areas</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>
<ul>
<li>11.1 Access to adequate, safe, and affordable housing</li>
</ul>
</td>
<td>
<ul>
<li>Housing quality and conditions in high poverty areas (implied)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="http://www.ers.usda.gov/topics/rural-economy-population/rural-poverty-well-being">ers.usda.gov</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>PAHO Belize wins Resilience &amp;amp; Disaster Risk Reduction Award at the UK&#45;Belize Climate and Nature Legacy Awards 2026 – Pan American Health Organization (PAHO)</title>
<link>https://sdgtalks.ai/paho-belize-wins-resilience-disaster-risk-reduction-award-at-the-uk-belize-climate-and-nature-legacy-awards-2026-pan-american-health-organization-paho</link>
<guid>https://sdgtalks.ai/paho-belize-wins-resilience-disaster-risk-reduction-award-at-the-uk-belize-climate-and-nature-legacy-awards-2026-pan-american-health-organization-paho</guid>
<description><![CDATA[ PAHO Belize wins Resilience &amp; Disaster Risk Reduction Award at the UK-Belize Climate and Nature Legacy Awards 2026  Pan American Health Organization (PAHO) ]]></description>
<enclosure url="https://www.paho.org/sites/default/files/body-data/2026/02/blz-legacy-awards-collage.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 19 Feb 2026 14:30:05 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>PAHO, Belize, wins, Resilience, Disaster, Risk, Reduction, Award, the, UK-Belize, Climate, and, Nature, Legacy, Awards, 2026, –, Pan, American, Health, Organization, PAHO</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on PAHO Belize’s Recognition for Climate Resilience in Health Sector</h2>
<h3>Introduction</h3>
<p><strong>City of Belmopan, Belize, February 18, 2026</strong> – The Pan American Health Organization (PAHO) Belize was honored with the Resilience and Disaster Risk Reduction Award at the UK-Belize Climate and Nature Legacy Awards 2026. This event, funded by the UK’s Climate & Nature Diplomacy Fund (CNDF), took place on February 3 at the residence of the British High Commissioner in Belmopan, Belize.</p>
<h3>Award Overview and Selection Process</h3>
<p>The awards ceremony featured ten categories recognizing companies, entities, and associations operating in Belize. Nominees were selected by the Caribbean Development Group of the British High Commission. PAHO Belize was selected as the winner from five nominees in the Resilience and Disaster Risk Reduction category, highlighting its leadership in climate resilience within the health sector.</p>
<h3>PAHO Belize’s Contribution to Sustainable Development Goals (SDGs)</h3>
<p>PAHO Belize’s efforts align closely with several Sustainable Development Goals, particularly:</p>
<ol>
<li><strong>SDG 3:</strong> Good Health and Well-being – by ensuring health facilities remain operational during disasters.</li>
<li><strong>SDG 7:</strong> Affordable and Clean Energy – through the integration of renewable energy solutions.</li>
<li><strong>SDG 11:</strong> Sustainable Cities and Communities – by making health infrastructure safer and more resilient.</li>
<li><strong>SDG 13:</strong> Climate Action – by enhancing disaster risk reduction and climate resilience.</li>
</ol>
<h3>The SMART Hospital Initiative</h3>
<p>PAHO Belize’s leadership was particularly recognized for the SMART Hospital Initiative, first implemented in Belize and other Caribbean countries with funding from the UK Department for International Development (DFID). This initiative has demonstrated effectiveness in maintaining health facility operations during and after hurricanes and natural disasters.</p>
<h4>Key Features of the Initiative</h4>
<ul>
<li>Upgrading five health facilities across Belize with safety, green, and functional improvements.</li>
<li>Enhancements included hurricane and earthquake structural resilience, improved fire safety, water and electrical systems, infection control, and structural repairs.</li>
<li>Climate-smart upgrades such as rainwater harvesting, energy-efficient lighting, solar water heating, photovoltaic power systems, improved ventilation, and waste management.</li>
<li>Functional improvements including accessibility ramps and handrails, expanded storage, and renovated laboratories and pharmacies.</li>
</ul>
<h3>Expansion and Capacity Building</h3>
<p>Building on initial successes, PAHO Belize has expanded the SMART Hospital Initiative to upgrade additional health facilities with sustainable energy solutions, further ensuring climate resilience. Capacity building remains a priority, with training provided to stakeholders including the civil works department.</p>
<p>Currently, Belize uses the Green Checklist and Hospital Safety Index as national standards for constructing new health facilities and retrofitting existing ones, reflecting the institutionalization of sustainable practices aligned with SDG 9 (Industry, Innovation, and Infrastructure).</p>
<h3>Leadership and Regional Impact</h3>
<p>Dr. Karen Lewis-Bell, PAHO/WHO Representative in Belize, emphasized the importance of PAHO’s technical leadership in health emergencies, especially in the Caribbean, a region highly vulnerable to climate-related disasters. PAHO’s role in strengthening health systems ensures continuity of essential services during disasters and health emergencies.</p>
<h3>Key Achievements</h3>
<ul>
<li>26 health facilities audited for vulnerability and resilience needs in Belize.</li>
<li>Five facilities upgraded to GOLD SMART standards: Cleopatra White, San Ignacio Community Hospital, Palm Centre Nursing Home, Independence Primary Care, and Isabel Palma Primary Care.</li>
<li>184 personnel trained (including 64 women) in assessment, renewable energy, contingency planning, and maintenance.</li>
<li>Installation of 45 kW solar power systems generating approximately USD 125,000 in annual savings.</li>
<li>Regional program strengthened access to reliable healthcare for over 858,000 people during disasters.</li>
</ul>
<h3>Visual Documentation</h3>
<figure role="group" class="align-center">
  <img loading="lazy" decoding="async" src="https://www.paho.org/sites/default/files/body-data/2026/02/blz-legacy-awards-collage.jpg" alt="Collage of photos from the UK-Belize Climate and Nature Legacy Awards." width="940" height="788" class="img-responsive"><figcaption>Credit: British High Commission</figcaption></figure>
<figure role="group" class="align-center">
  <img loading="lazy" decoding="async" src="https://www.paho.org/sites/default/files/body-data/2026/02/blz-legacy-awards-collage2.jpg" alt="Collage of photos from the UK-DFID Smart Hospital Initiative Project." width="940" height="788" class="img-responsive"><figcaption>Project Photos<br>Credit – PAHO Belize</figcaption></figure>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong> – The article focuses on strengthening health facilities to ensure continuity of essential health services during disasters and emergencies.</li>
<li><strong>SDG 7: Affordable and Clean Energy</strong> – Implementation of renewable energy solutions such as solar power and energy-efficient lighting in health facilities.</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong> – Enhancing resilience of health infrastructure to natural disasters like hurricanes and earthquakes.</li>
<li><strong>SDG 13: Climate Action</strong> – Building climate resilience in health facilities and promoting disaster risk reduction.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3 Targets:</strong>
<ul>
<li>3.d: Strengthen the capacity of all countries for early warning, risk reduction, and management of national and global health risks.</li>
</ul>
</li>
<li><strong>SDG 7 Targets:</strong>
<ul>
<li>7.2: Increase substantially the share of renewable energy in the global energy mix.</li>
<li>7.3: Double the global rate of improvement in energy efficiency.</li>
</ul>
</li>
<li><strong>SDG 11 Targets:</strong>
<ul>
<li>11.5: Reduce the number of deaths and the number of people affected by disasters, including water-related disasters.</li>
<li>11.b: Increase the number of cities and human settlements adopting and implementing integrated policies and plans towards inclusion, resource efficiency, mitigation and adaptation to climate change.</li>
</ul>
</li>
<li><strong>SDG 13 Targets:</strong>
<ul>
<li>13.1: Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters in all countries.</li>
<li>13.3: Improve education, awareness-raising and human and institutional capacity on climate change mitigation, adaptation, impact reduction, and early warning.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Health Facility Audits and Upgrades:</strong> Number of health facilities audited for vulnerability and resilience (26 audited, 5 upgraded to GOLD SMART standards).</li>
<li><strong>Training and Capacity Building:</strong> Number of personnel trained in assessment, renewable energy, contingency planning, and maintenance (184 personnel trained, including 64 women).</li>
<li><strong>Renewable Energy Installation:</strong> Installed solar capacity (45 kW solar installed) and estimated annual savings (~USD 125,000).</li>
<li><strong>Access to Healthcare During Disasters:</strong> Number of people with strengthened access to reliable healthcare during disasters (over 858,000 people).</li>
<li><strong>Use of Standards:</strong> Adoption of Green Checklist and Hospital Safety Index as national standards for building and retrofitting health facilities.</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>3.d: Strengthen capacity for early warning, risk reduction, and management of health risks</td>
<td>
<ul>
<li>Number of health facilities audited for vulnerability (26)</li>
<li>Number of health facilities upgraded to GOLD SMART standards (5)</li>
<li>Number of personnel trained in relevant skills (184)</li>
<li>Use of Hospital Safety Index as a national standard</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 7: Affordable and Clean Energy</td>
<td>
<ul>
<li>7.2: Increase share of renewable energy</li>
<li>7.3: Double rate of improvement in energy efficiency</li>
</ul>
</td>
<td>
<ul>
<li>Installed solar power capacity (45 kW)</li>
<li>Annual cost savings from renewable energy (~USD 125,000)</li>
<li>Implementation of energy-efficient lighting and solar water heating</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>
<ul>
<li>11.5: Reduce deaths and affected people from disasters</li>
<li>11.b: Increase cities adopting integrated policies for resilience</li>
</ul>
</td>
<td>
<ul>
<li>Number of health facilities strengthened for disaster resilience</li>
<li>Population with improved access to healthcare during disasters (858,000+)</li>
<li>Use of Green Checklist for building standards</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.1: Strengthen resilience and adaptive capacity to climate hazards</li>
<li>13.3: Improve education and capacity on climate change and early warning</li>
</ul>
</td>
<td>
<ul>
<li>Training of personnel in contingency planning and climate-smart upgrades</li>
<li>Implementation of climate-smart infrastructure improvements (rainwater harvesting, ventilation, waste management)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.paho.org/en/news/18-2-2026-paho-belize-wins-resilience-disaster-risk-reduction-award-uk-belize-climate-and">paho.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Welfare concerns after reported death prompt removal of 10 children from King County home – KOMO</title>
<link>https://sdgtalks.ai/welfare-concerns-after-reported-death-prompt-removal-of-10-children-from-king-county-home-komo</link>
<guid>https://sdgtalks.ai/welfare-concerns-after-reported-death-prompt-removal-of-10-children-from-king-county-home-komo</guid>
<description><![CDATA[ Welfare concerns after reported death prompt removal of 10 children from King County home  KOMO ]]></description>
<enclosure url="https://komonews.com/resources/media2/16x9/1350/1320/107x1/90/ae4ccc76-6869-4b5f-b1f9-67e28a8933b1-Screenshot20260213210001.png" length="49398" type="image/jpeg"/>
<pubDate>Sun, 15 Feb 2026 14:30:05 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Welfare, concerns, after, reported, death, prompt, removal, children, from, King, County, home, –, KOMO</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Child Welfare Intervention in King County, Washington</h2>
<h3>Incident Overview</h3>
<p>On Thursday night at 10:49 p.m., deputies from the King County Sheriff’s Office (KCSO) responded to a residence in King County, Washington, following a report of an adult female’s death. The deceased was identified as a woman in her late 40s. Details regarding the cause of death have not been disclosed.</p>
<h3>Child Welfare Concerns and Protective Actions</h3>
<p>During the initial investigation, deputies raised concerns about the welfare of children residing at the same location. In alignment with Sustainable Development Goal (SDG) 3: Good Health and Well-being, and SDG 16: Peace, Justice, and Strong Institutions, the authorities prioritized the protection of vulnerable children by involving Child Protective Services (CPS).</p>
<ol>
<li>On Friday morning at approximately 10:25 a.m., CPS workers, accompanied by deputies, returned to the residence to assess the children’s conditions.</li>
<li>Entry was initially denied by adults present at the home, obstructing immediate welfare checks.</li>
<li>Subsequently, investigators obtained a search warrant around 4:30 p.m. to lawfully enter the premises.</li>
</ol>
<h3>Children Taken into Protective Custody</h3>
<ul>
<li>Four families were reported to be living within the residence.</li>
<li>Approximately 10 children, aged between 1 and 10 years, were removed from the home and placed into CPS custody.</li>
<li>All children were transported to a hospital for evaluation to identify any signs of neglect or illness, supporting SDG 3’s focus on ensuring healthy lives and promoting well-being for all ages.</li>
<li>Parents were informed that the children would remain under CPS care pending further investigation.</li>
</ul>
<h3>Ongoing Investigation and Collaboration</h3>
<p>The case is currently under criminal investigation conducted jointly by the King County Sheriff’s Office and Child Protective Services. This collaboration exemplifies SDG 16’s emphasis on effective, accountable, and inclusive institutions at all levels.</p>
<h3>Conclusion</h3>
<p>As of Friday evening, no arrests have been made. The intervention highlights the importance of safeguarding children’s rights and welfare, directly contributing to the achievement of the United Nations Sustainable Development Goals, particularly those related to health, well-being, and justice.</p>
<div>
  <img decoding="async" src="https://komonews.com/resources/media2/16x9/1350/1320/107x1/90/ae4ccc76-6869-4b5f-b1f9-67e28a8933b1-Screenshot20260213210001.png" alt="King County Sheriff’s Office Investigation">
</div>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article discusses the welfare and health evaluation of children who were potentially neglected, highlighting concerns about their physical and mental well-being.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>The involvement of law enforcement and Child Protective Services (CPS) in investigating a death and protecting children relates to justice, protection of vulnerable populations, and institutional response.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The fact that four families were living in one home and the children’s welfare concerns may imply socio-economic challenges linked to poverty.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The protection of children from neglect and ensuring their rights aligns with reducing inequalities and protecting vulnerable groups.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under the Identified SDGs</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</li>
<li>Target 3.4: Promote mental health and well-being.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.2: End abuse, exploitation, trafficking and all forms of violence against and torture of children.</li>
<li>Target 16.3: Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Health and Well-being Indicators (SDG 3)</strong>
<ul>
<li>Number of children evaluated for neglect or illness after removal from harmful environments.</li>
<li>Incidence of preventable child deaths or serious health issues related to neglect.</li>
</ul>
</li>
<li><strong>Child Protection and Justice Indicators (SDG 16)</strong>
<ul>
<li>Number of children taken into protective custody due to welfare concerns.</li>
<li>Number of investigations and legal actions taken against abuse or neglect cases.</li>
<li>Access and response time of Child Protective Services and law enforcement to child welfare cases.</li>
</ul>
</li>
<li><strong>Poverty and Inequality Indicators (SDG 1 and 10)</strong>
<ul>
<li>Household living conditions, such as multiple families living in a single home, indicating overcrowding and economic hardship.</li>
<li>Rates of child neglect or welfare concerns linked to socio-economic status.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.2: End preventable deaths of newborns and children under 5 years of age</li>
<li>3.4: Promote mental health and well-being</li>
</ul>
</td>
<td>
<ul>
<li>Number of children evaluated for neglect or illness</li>
<li>Incidence of preventable child deaths related to neglect</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.2: End abuse, exploitation, trafficking and all forms of violence against children</li>
<li>16.3: Promote rule of law and equal access to justice</li>
</ul>
</td>
<td>
<ul>
<li>Number of children taken into protective custody</li>
<li>Number of investigations/legal actions on abuse/neglect</li>
<li>Response time and access of CPS and law enforcement</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.2: Reduce proportion of people living in poverty</li>
</ul>
</td>
<td>
<ul>
<li>Household overcrowding (multiple families in one home)</li>
<li>Rates of child neglect linked to poverty</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social, economic, and political inclusion of all</li>
</ul>
</td>
<td>
<ul>
<li>Incidence of child neglect among vulnerable groups</li>
<li>Access to protective services irrespective of background</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://komonews.com/news/local/welfare-concerns-child-protective-custody-removal-11-children-king-county-sheriffs-office-kcso-cps-deputies-cause-of-death-1-10-years-old">komonews.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Ahead of Ramaphosa’s 2026 Sona: the facts on jobs, services and more – Africa Check</title>
<link>https://sdgtalks.ai/ahead-of-ramaphosas-2026-sona-the-facts-on-jobs-services-and-more-africa-check</link>
<guid>https://sdgtalks.ai/ahead-of-ramaphosas-2026-sona-the-facts-on-jobs-services-and-more-africa-check</guid>
<description><![CDATA[ Ahead of Ramaphosa’s 2026 Sona: the facts on jobs, services and more  Africa Check ]]></description>
<enclosure url="https://cdn.allafrica.com/static/images/advertising/imf/AR25_AllAfrica_300x250_animate_0126-0216_FRE.gif" length="49398" type="image/jpeg"/>
<pubDate>Sat, 14 Feb 2026 14:00:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ahead, Ramaphosa’s, 2026, Sona:, the, facts, jobs, services, and, more, –, Africa, Check</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on South Africa’s Socioeconomic Status Ahead of President Ramaphosa’s 2026 State of the Nation Address</h2>
<h3>Introduction</h3>
<p>On 12 February 2026, South African President Cyril Ramaphosa is scheduled to deliver the annual State of the Nation Address (SONA), outlining the country’s current status and future plans. This report presents key data on employment, basic services, education, housing, economic growth, social grants, and poverty, with a focus on the Sustainable Development Goals (SDGs).</p>
<h2>Access to Basic Services and SDG 6: Clean Water and Sanitation; SDG 7: Affordable and Clean Energy</h2>
<h3>Electricity Access</h3>
<ul>
<li>In 2024, over 90% of South African households had access to electricity, a slight increase from 89.6% in 2022.</li>
<li>Gauteng province recorded the lowest household electricity connection rate at 83.9%, down from 87.2% in 2002, attributed to high migration inflows.</li>
</ul>
<h3>Water Supply</h3>
<ul>
<li>Access to piped water was 87.7% in 2024, with four provinces experiencing declines since 2002.</li>
<li>Limpopo saw the sharpest drop in piped water access, from 73.8% in 2002 to 62.9% in 2024.</li>
<li>Approximately 34% of households reported water supply disruptions lasting at least two days, with the highest interruptions in Mpumalanga (66.2%) and Northern Cape (58%).</li>
</ul>
<h3>Sanitation</h3>
<ul>
<li>Access to improved sanitation slightly declined from 83.3% in 2023 to 83.1% in 2024.</li>
<li>Nearly 160,000 households still rely on bucket toilets, highlighting ongoing sanitation challenges.</li>
</ul>
<h2>Education and SDG 4: Quality Education</h2>
<ul>
<li>In 2025, 746,110 students sat for the national school leaving exams; 656,415 passed, achieving a record pass rate of 87.98%.</li>
<li>However, only 49% of students enrolled in grade 10 in 2023 progressed to grade 12 by 2025, indicating challenges in educational retention.</li>
</ul>
<h2>Employment and SDG 8: Decent Work and Economic Growth; SDG 10: Reduced Inequalities</h2>
<ul>
<li>The unemployment rate was 31.9% in the third quarter of 2025; using the expanded definition including discouraged job seekers, it rose to 42.4%.</li>
<li>Unemployment disparities persist along racial lines: 35.8% among Black South Africans, 22.1% among Coloured people, 13.9% among Indian/Asian people, and 8.1% among White people.</li>
<li>Black South Africans have consistently faced the highest unemployment rates over the past decade.</li>
</ul>
<h2>Housing and SDG 11: Sustainable Cities and Communities</h2>
<ul>
<li>In 2024/25, the government provided 45,788 serviced sites and 35,457 newly built houses, totaling 81,245 housing opportunities.</li>
<li>A serviced site is a land plot connected to water, sanitation, and electricity, where beneficiaries build their own homes.</li>
<li>As of September 2024, 3.3 million households or individuals were on the national housing needs register, indicating significant demand for government housing.</li>
</ul>
<h2>Economic Growth and Financial Health; SDG 8: Decent Work and Economic Growth</h2>
<ul>
<li>South Africa’s Gross Domestic Product (GDP) grew by 0.6% between 2023 and 2024, primarily driven by increased agricultural production.</li>
<li>The country’s debt-to-GDP ratio was 76.1% in 2024/25, expected to stabilize at 76.2% in 2025/26 before declining.</li>
<li>Financial health assessments consider factors beyond debt ratios, including creditworthiness and repayment capacity.</li>
</ul>
<h2>Social Grants and SDG 1: No Poverty; SDG 10: Reduced Inequalities</h2>
<ul>
<li>In December 2025, 19.1 million social grants were paid to 12.1 million beneficiaries; some individuals receive multiple grants.</li>
<li>Approximately 9 million individuals receive the Social Relief of Distress (SRD) grant monthly, bringing total social grant beneficiaries to 21.1 million.</li>
</ul>
<h2>Poverty and SDG 1: No Poverty</h2>
<ul>
<li>In 2023, 37.9% of the population (about 23.2 million people) lived below the lower-bound poverty line of R1,300 per person per month.</li>
<li>Sixty percent of those living in poverty reside in KwaZulu-Natal, Eastern Cape, North West, and Limpopo provinces.</li>
<li>Poverty disproportionately affects children and women.</li>
<li>Nearly 11 million people live in extreme poverty, surviving on less than R777 per month.</li>
</ul>
<h2>Conclusion</h2>
<p>The data ahead of President Ramaphosa’s 2026 State of the Nation Address reveal progress and persistent challenges in achieving the Sustainable Development Goals in South Africa. While improvements in electricity access, education pass rates, and housing provision are notable, significant disparities in unemployment, access to basic services, and poverty remain. Continued focus on inclusive growth, service delivery, and social protection is essential to advance the SDGs and improve the quality of life for all South Africans.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article discusses poverty levels, including the percentage of the population living below the poverty line and extreme poverty.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – Implied through social grants related to disability and child support, which affect health and well-being.</li>
<li><strong>SDG 4: Quality Education</strong> – The article highlights education statistics, including school leaving exam pass rates and progression rates.</li>
<li><strong>SDG 6: Clean Water and Sanitation</strong> – Access to piped water, water supply disruptions, and sanitation facilities are discussed.</li>
<li><strong>SDG 7: Affordable and Clean Energy</strong> – Access to electricity and disparities across provinces are covered.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – Unemployment rates and GDP growth figures are presented.</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong> – Housing development and serviced sites relate to infrastructure development.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The article mentions unemployment disparities along racial lines and unequal access to services.</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong> – Housing opportunities and urban migration issues are referenced.</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong> – While crime is mentioned briefly, the article mainly focuses on service delivery and governance data.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li><strong>SDG 1 – No Poverty</strong>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions.</li>
<li>Target 1.3: Implement nationally appropriate social protection systems and measures for all.</li>
</ul>
</li>
<li><strong>SDG 3 – Good Health and Well-being</strong>
<ul>
<li>Target 3.8: Achieve universal health coverage, including social protection.</li>
</ul>
</li>
<li><strong>SDG 4 – Quality Education</strong>
<ul>
<li>Target 4.1: Ensure that all girls and boys complete free, equitable and quality primary and secondary education.</li>
<li>Target 4.5: Eliminate gender disparities and ensure equal access to all levels of education.</li>
</ul>
</li>
<li><strong>SDG 6 – Clean Water and Sanitation</strong>
<ul>
<li>Target 6.1: Achieve universal and equitable access to safe and affordable drinking water.</li>
<li>Target 6.2: Achieve access to adequate and equitable sanitation and hygiene for all.</li>
</ul>
</li>
<li><strong>SDG 7 – Affordable and Clean Energy</strong>
<ul>
<li>Target 7.1: Ensure universal access to affordable, reliable and modern energy services.</li>
</ul>
</li>
<li><strong>SDG 8 – Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.5: Achieve full and productive employment and decent work for all.</li>
<li>Target 8.1: Sustain per capita economic growth in accordance with national circumstances.</li>
</ul>
</li>
<li><strong>SDG 9 – Industry, Innovation and Infrastructure</strong>
<ul>
<li>Target 9.1: Develop quality, reliable, sustainable and resilient infrastructure.</li>
</ul>
</li>
<li><strong>SDG 10 – Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote social, economic and political inclusion of all.</li>
</ul>
</li>
<li><strong>SDG 11 – Sustainable Cities and Communities</strong>
<ul>
<li>Target 11.1: Ensure access for all to adequate, safe and affordable housing and basic services.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ol>
<li><strong>SDG 1 Indicators</strong>
<ul>
<li>Percentage of population living below the lower-bound poverty line (37.9% in 2023).</li>
<li>Number of people living in extreme poverty (nearly 11 million).</li>
<li>Number of social grant beneficiaries (12.1 million direct, 21.1 million including SRD grants).</li>
</ul>
</li>
<li><strong>SDG 4 Indicators</strong>
<ul>
<li>National senior certificate pass rate (87.98% in 2025).</li>
<li>Percentage of students progressing from grade 10 to grade 12 (49%).</li>
</ul>
</li>
<li><strong>SDG 6 Indicators</strong>
<ul>
<li>Percentage of households with access to piped water (87.7% in 2024).</li>
<li>Percentage of households experiencing water supply disruptions (34%).</li>
<li>Percentage of households with access to improved sanitation (83.1% in 2024).</li>
<li>Number of households using bucket toilets (almost 160,000).</li>
</ul>
</li>
<li><strong>SDG 7 Indicators</strong>
<ul>
<li>Percentage of households with access to electricity (just over 90% in 2024).</li>
<li>Provincial disparities in electricity access (e.g., Gauteng at 83.9%).</li>
</ul>
</li>
<li><strong>SDG 8 Indicators</strong>
<ul>
<li>Unemployment rate (31.9% in Q3 2025; 42.4% expanded definition).</li>
<li>Unemployment rates by race (e.g., 35.8% for black South Africans).</li>
<li>GDP growth rate (0.6% between 2023 and 2024).</li>
</ul>
</li>
<li><strong>SDG 9 and 11 Indicators</strong>
<ul>
<li>Number of housing opportunities created (81,245 in 2024/25).</li>
<li>Number of households on the national housing needs register (3.3 million).</li>
<li>Number of serviced sites and newly built houses provided.</li>
</ul>
</li>
<li><strong>SDG 10 Indicators</strong>
<ul>
<li>Unemployment disparities by racial groups.</li>
<li>Access disparities to services such as electricity and water among provinces and groups.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.2: Reduce poverty by half</li>
<li>1.3: Implement social protection systems</li>
</ul>
</td>
<td>
<ul>
<li>37.9% population below poverty line</li>
<li>Nearly 11 million in extreme poverty</li>
<li>12.1 million social grant beneficiaries</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.8: Universal health coverage and social protection</li>
</ul>
</td>
<td>
<ul>
<li>Number of disability and child support grant recipients (implied)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1: Complete quality primary and secondary education</li>
<li>4.5: Eliminate disparities in education</li>
</ul>
</td>
<td>
<ul>
<li>87.98% national senior certificate pass rate</li>
<li>49% progression from grade 10 to grade 12</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 6: Clean Water and Sanitation</td>
<td>
<ul>
<li>6.1: Universal access to safe drinking water</li>
<li>6.2: Access to adequate sanitation</li>
</ul>
</td>
<td>
<ul>
<li>87.7% households with piped water</li>
<li>34% households with water disruptions</li>
<li>83.1% access to improved sanitation</li>
<li>160,000 households using bucket toilets</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 7: Affordable and Clean Energy</td>
<td>
<ul>
<li>7.1: Universal access to modern energy</li>
</ul>
</td>
<td>
<ul>
<li>Just over 90% households with electricity</li>
<li>Provincial disparities (e.g., Gauteng 83.9%)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.1: Sustain economic growth</li>
<li>8.5: Full and productive employment</li>
</ul>
</td>
<td>
<ul>
<li>31.9% unemployment rate (Q3 2025)</li>
<li>42.4% expanded unemployment rate</li>
<li>GDP growth 0.6% (2023-2024)</li>
<li>Unemployment by race</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation and Infrastructure</td>
<td>
<ul>
<li>9.1: Develop sustainable infrastructure</li>
</ul>
</td>
<td>
<ul>
<li>81,245 housing opportunities created</li>
<li>3.3 million households on housing waiting list</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social, economic and political inclusion</li>
</ul>
</td>
<td>
<ul>
<li>Unemployment disparities by race</li>
<li>Service access disparities by province and group</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>
<ul>
<li>11.1: Access to adequate, safe and affordable housing</li>
</ul>
</td>
<td>
<ul>
<li>Housing opportunities and serviced sites data</li>
<li>Urban migration impact on service access</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://allafrica.com/stories/202602120431.html">allafrica.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Immigration detentions push dozens of children into foster care, including in Vermont – VTDigger</title>
<link>https://sdgtalks.ai/immigration-detentions-push-dozens-of-children-into-foster-care-including-in-vermont-vtdigger</link>
<guid>https://sdgtalks.ai/immigration-detentions-push-dozens-of-children-into-foster-care-including-in-vermont-vtdigger</guid>
<description><![CDATA[ Immigration detentions push dozens of children into foster care, including in Vermont  VTDigger ]]></description>
<enclosure url="https://vtdigger.org/wp-content/uploads/2025/08/Immigration-Customs-Enforcement-ICE-Officer-Badge-4-1200x800.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 14 Feb 2026 08:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Immigration, detentions, push, dozens, children, into, foster, care, including, Vermont, –, VTDigger</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Impact of Immigration Enforcement on Children Entering Foster Care in the United States</h2>
<h3>Introduction</h3>
<p>This report examines the consequences of immigration enforcement actions on children of immigrant parents, focusing on the increase in foster care placements due to parental detention or deportation. The analysis emphasizes the relevance of the United Nations Sustainable Development Goals (SDGs), particularly Goal 3 (Good Health and Well-being), Goal 10 (Reduced Inequalities), and Goal 16 (Peace, Justice, and Strong Institutions).</p>
<h3>Background and Context</h3>
<ul>
<li>Over the past year, at least 32 children of immigrants have entered foster care across seven U.S. states following the detention or deportation of their parents.</li>
<li>States reporting cases include Vermont (4 toddlers aged 1 to 3), Kansas (10 children), Maryland (at least 9 children), Idaho (4 children), and Virginia (4 children).</li>
<li>The Trump administration’s immigration policies have resulted in a record 71,000 immigrants in detention, reshaping family separation dynamics.</li>
<li>Comprehensive federal data on children entering state custody due to parental immigration enforcement is lacking, with state-level data being inconsistent or incomplete.</li>
</ul>
<h3>Challenges in Data Collection and Privacy Concerns</h3>
<ol>
<li>There is a significant tension between protecting minors’ privacy and the need to track their whereabouts to provide necessary services.</li>
<li>The federal government began requiring tracking of foster care entries related to immigration enforcement in 2022; however, only half of the states reported this data in fiscal year 2024.</li>
<li>Data reliability is currently limited due to the nascent nature of tracking systems and the need for social worker training.</li>
<li>Concerns exist about the potential misuse of data to target immigrant families for deportation or detention.</li>
</ol>
<h3>State-Level Findings</h3>
<ul>
<li>Eight states (Idaho, Kansas, Kentucky, Maryland, Minnesota, Oregon, Vermont, Virginia) confirmed at least one child entering foster care due to parental detention.</li>
<li>Five states withheld specific numbers citing privacy; eleven states do not track immigration enforcement as a factor in foster care placement.</li>
<li>In Minnesota, most children remain in the care of family or friends despite parental detention.</li>
<li>Oregon and Illinois have implemented internal monitoring systems to assess the impact of immigration enforcement on foster care.</li>
</ul>
<h3>Impact on Children and Families</h3>
<ul>
<li>Family separations negatively affect children’s mental and physical health, undermining trust in institutions designed to support families.</li>
<li>Federal directives require Immigration and Customs Enforcement (ICE) agents to facilitate arrangements for child care before parental detention and to involve child welfare agencies if necessary.</li>
<li>Approximately 170 children are detained daily with their parents by ICE, raising concerns about prolonged detention conditions.</li>
<li>More than 6 million children in the U.S. are at risk of separation from at least one parent living without legal status.</li>
</ul>
<h3>Policy and Legal Considerations</h3>
<ol>
<li>The Administration for Children and Families (ACF) mandates tracking of foster care entries related to immigration enforcement, aligning with SDG 16 to promote just, peaceful, and inclusive societies.</li>
<li>Legal settlements limit the detention of immigrant children in unlicensed facilities to no more than 20 days, supporting SDG 3 by safeguarding child health and well-being.</li>
<li>Advocates stress the importance of data privacy to prevent harm and ensure that child welfare agencies do not inadvertently contribute to family separations.</li>
</ol>
<h3>Recommendations for Sustainable Development Goals Alignment</h3>
<ul>
<li><strong>Goal 3 (Good Health and Well-being):</strong> Enhance mental health support and healthcare services for children affected by family separation.</li>
<li><strong>Goal 10 (Reduced Inequalities):</strong> Address disparities faced by immigrant families through inclusive policies and social protection measures.</li>
<li><strong>Goal 16 (Peace, Justice, and Strong Institutions):</strong> Improve data collection transparency and protect privacy to strengthen trust in child welfare and immigration systems.</li>
<li>Develop coordinated federal and state strategies to monitor and mitigate the impact of immigration enforcement on children and families.</li>
<li>Increase training for social workers and child welfare professionals to identify and assist children affected by immigration-related family separations.</li>
</ul>
<h3>Conclusion</h3>
<p>The intersection of immigration enforcement and child welfare presents complex challenges that require comprehensive data, privacy safeguards, and coordinated policy responses. Aligning efforts with the Sustainable Development Goals can promote the protection, well-being, and rights of children affected by these circumstances, fostering more equitable and just outcomes.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article highlights the vulnerability of immigrant families, particularly children entering foster care due to detention or deportation of parents, which relates to poverty and social protection issues.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – The mental and physical health impacts on children separated from their parents are discussed, emphasizing the need for health and well-being support.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The article addresses inequalities faced by immigrant families, including legal status issues and the impact of immigration enforcement on children.</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong> – Issues around legal protections, child welfare, privacy, and the role of institutions in managing immigration enforcement and child custody are central themes.</li>
<li><strong>SDG 17: Partnerships for the Goals</strong> – The article mentions partnerships between media, nonprofit organizations, and government agencies to address and report on these issues.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 1</strong>
<ul>
<li>Target 1.3: Implement social protection systems and measures for all, including vulnerable groups such as children of detained or deported immigrants.</li>
</ul>
</li>
<li><strong>SDG 3</strong>
<ul>
<li>Target 3.4: Promote mental health and well-being, addressing the detrimental effects of family separation on children’s mental and physical health.</li>
</ul>
</li>
<li><strong>SDG 10</strong>
<ul>
<li>Target 10.3: Ensure equal opportunity and reduce inequalities of outcome, including protection of immigrant children and families from discrimination and unjust separation.</li>
</ul>
</li>
<li><strong>SDG 16</strong>
<ul>
<li>Target 16.2: End abuse, exploitation, trafficking and all forms of violence against and torture of children, relevant to the protection of immigrant children in foster care and detention.</li>
<li>Target 16.7: Ensure responsive, inclusive, participatory and representative decision-making at all levels, including child welfare and immigration enforcement agencies.</li>
<li>Target 16.9: Provide legal identity for all, including birth registration and protection of children’s rights regardless of immigration status.</li>
</ul>
</li>
<li><strong>SDG 17</strong>
<ul>
<li>Target 17.17: Encourage effective partnerships between government, civil society, and media to improve data collection, transparency, and child protection.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Number of children entering foster care due to parental detention or deportation</strong> – The article provides data from several states and federal agencies tracking this number, which is a direct indicator of the issue’s scale.</li>
<li><strong>Percentage of states reporting data on children affected by immigration enforcement</strong> – The article notes that only half of the states report this data to federal agencies, indicating data coverage and transparency.</li>
<li><strong>Duration of children’s detention with parents</strong> – The article references the number of children held in detention and the length of detention, relevant to measuring compliance with legal limits.</li>
<li><strong>Incidence of family reunification after detention or deportation</strong> – Implied through discussion of efforts by organizations helping reunify families, this could be an indicator of social support effectiveness.</li>
<li><strong>Reports of child welfare agencies contacting immigration enforcement</strong> – Implied as a negative indicator showing potential risks to children’s privacy and safety.</li>
<li><strong>Number of immigrant children detained in unlicensed facilities beyond legal limits</strong> – The article cites over 1,300 children held longer than 20 days, which is a measurable indicator of policy enforcement.</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>Target 1.3: Implement social protection systems for vulnerable groups</td>
<td>Number of children entering foster care due to parental detention or deportation</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>Target 3.4: Promote mental health and well-being</td>
<td>Incidence of mental and physical health issues among separated children (implied)</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>Target 10.3: Reduce inequalities and ensure equal opportunity</td>
<td>Percentage of states reporting data on children affected by immigration enforcement</td>
</tr>
<tr>
<td rowspan="3">SDG 16: Peace, Justice and Strong Institutions</td>
<td>Target 16.2: End abuse and violence against children</td>
<td>Number of immigrant children detained in unlicensed facilities beyond legal limits</td>
</tr>
<tr>
<td>Target 16.7: Inclusive decision-making</td>
<td>Incidence of family reunification after detention or deportation (implied)</td>
</tr>
<tr>
<td>Target 16.9: Provide legal identity for all</td>
<td>Reports of child welfare agencies contacting immigration enforcement</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>Target 17.17: Encourage effective partnerships</td>
<td>Data collection and reporting cooperation between states and federal agencies</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://vtdigger.org/2026/02/11/immigration-detentions-push-dozens-of-children-into-foster-care-including-in-vermont/">vtdigger.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>CGTN poll: Five years on from China’s victory in poverty alleviation – news.cgtn.com</title>
<link>https://sdgtalks.ai/cgtn-poll-five-years-on-from-chinas-victory-in-poverty-alleviation-newscgtncom</link>
<guid>https://sdgtalks.ai/cgtn-poll-five-years-on-from-chinas-victory-in-poverty-alleviation-newscgtncom</guid>
<description><![CDATA[ CGTN poll: Five years on from China&#039;s victory in poverty alleviation  news.cgtn.com ]]></description>
<enclosure url="https://news.cgtn.com/news/2026-02-10/CGTN-poll-Five-years-on-from-China-s-victory-in-poverty-alleviation-1KEyTnB2tuE/img/19bfb058d2b14404a08dbde34e28a1d8/19bfb058d2b14404a08dbde34e28a1d8-750.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 11 Feb 2026 08:30:05 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>CGTN, poll:, Five, years, from, China’s, victory, poverty, alleviation, –, news.cgtn.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on China’s Victory in Poverty Alleviation and Its Alignment with Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>This report examines China’s significant achievement in poverty alleviation five years after its declared victory. The analysis emphasizes the alignment of this accomplishment with the United Nations Sustainable Development Goals (SDGs), particularly SDG 1: No Poverty, and explores the broader implications for sustainable development.</p>
<h3>China’s Poverty Alleviation Achievement</h3>
<p>China has successfully eradicated extreme poverty within its borders, marking a milestone in global poverty reduction efforts. This achievement directly contributes to the realization of SDG 1, which aims to end poverty in all its forms everywhere.</p>
<h3>Key Contributions to Sustainable Development Goals</h3>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Complete elimination of extreme poverty in rural and urban areas.</li>
<li>Implementation of targeted poverty reduction policies and programs.</li>
</ul>
</li>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Improved food security through increased agricultural productivity.</li>
<li>Support for sustainable farming practices benefiting impoverished communities.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Enhanced access to healthcare services for formerly impoverished populations.</li>
<li>Reduction in health disparities linked to poverty.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Expanded educational opportunities contributing to poverty reduction.</li>
<li>Investment in skills development for sustainable livelihoods.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Creation of employment opportunities in poverty-stricken regions.</li>
<li>Promotion of inclusive economic growth benefiting all social strata.</li>
</ul>
</li>
</ol>
<h3>Implications for Global Sustainable Development</h3>
<ul>
<li>China’s success serves as a model for other nations striving to meet SDG targets.</li>
<li>Demonstrates the effectiveness of coordinated policy measures in achieving SDGs.</li>
<li>Highlights the importance of integrating poverty alleviation with broader sustainable development strategies.</li>
</ul>
<h3>Conclusion</h3>
<p>China’s victory in poverty alleviation represents a landmark achievement in the pursuit of the Sustainable Development Goals. By eradicating extreme poverty and addressing related socio-economic challenges, China contributes significantly to global efforts aimed at building a more equitable and sustainable future.</p>
<div><img decoding="async" src="https://news.cgtn.com/news/2026-02-10/CGTN-poll-Five-years-on-from-China-s-victory-in-poverty-alleviation-1KEyTnB2tuE/img/19bfb058d2b14404a08dbde34e28a1d8/19bfb058d2b14404a08dbde34e28a1d8-750.png" alt="China's Poverty Alleviation Progress"></div>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article discusses China’s victory in poverty alleviation, directly relating to the goal of ending poverty in all its forms everywhere.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Addressing poverty alleviation also ties into reducing inequalities within and among countries.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – Poverty alleviation often involves promoting sustained economic growth and decent work opportunities.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<ol>
<li><strong>SDG 1 Targets:</strong>
<ul>
<li>Target 1.1: Eradicate extreme poverty for all people everywhere.</li>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions.</li>
<li>Target 1.3: Implement nationally appropriate social protection systems and measures.</li>
</ul>
</li>
<li><strong>SDG 10 Targets:</strong>
<ul>
<li>Target 10.1: Achieve and sustain income growth of the bottom 40% of the population at a rate higher than the national average.</li>
</ul>
</li>
<li><strong>SDG 8 Targets:</strong>
<ul>
<li>Target 8.5: Achieve full and productive employment and decent work for all.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Indicator 1.1.1:</strong> Proportion of population living below the international poverty line, by sex, age, employment status and geographical location.</li>
<li><strong>Indicator 1.2.1:</strong> Proportion of population living below the national poverty line, by sex and age.</li>
<li><strong>Indicator 10.1.1:</strong> Growth rates of household expenditure or income per capita among the bottom 40% of the population.</li>
<li><strong>Indicator 8.5.2:</strong> Unemployment rate, by sex, age and persons with disabilities.</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.1: Eradicate extreme poverty</li>
<li>1.2: Reduce poverty by half</li>
<li>1.3: Social protection systems</li>
</ul>
</td>
<td>
<ul>
<li>1.1.1: Proportion below international poverty line</li>
<li>1.2.1: Proportion below national poverty line</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.1: Income growth of bottom 40%</li>
</ul>
</td>
<td>
<ul>
<li>10.1.1: Growth rates of household income of bottom 40%</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.5: Full and productive employment</li>
</ul>
</td>
<td>
<ul>
<li>8.5.2: Unemployment rate by sex and age</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://news.cgtn.com/news/2026-02-10/CGTN-poll-Five-years-on-from-China-s-victory-in-poverty-alleviation-1KEyTnB2tuE/p.html">news.cgtn.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>3 children died after repeated warnings to Santa Clara County child welfare – The Mercury News</title>
<link>https://sdgtalks.ai/3-children-died-after-repeated-warnings-to-santa-clara-county-child-welfare-the-mercury-news</link>
<guid>https://sdgtalks.ai/3-children-died-after-repeated-warnings-to-santa-clara-county-child-welfare-the-mercury-news</guid>
<description><![CDATA[ 3 children died after repeated warnings to Santa Clara County child welfare  The Mercury News ]]></description>
<enclosure url="https://www.mercurynews.com/wp-content/uploads/2023/12/SJM-L-CPSHEARING-5.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 08 Feb 2026 08:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>children, died, after, repeated, warnings, Santa, Clara, County, child, welfare, –, The, Mercury, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Child Welfare Challenges and Reforms in Santa Clara County</h2>
<h3>Introduction</h3>
<p>A recent report by the Santa Clara County Child Death Review Team, led by the Chief Medical Examiner, has revealed critical issues related to parental neglect contributing to the deaths of three children in 2022. This report highlights systemic failures within the county’s child welfare agency, emphasizing the urgent need for reforms aligned with the United Nations Sustainable Development Goals (SDGs), particularly SDG 3 (Good Health and Well-being), SDG 10 (Reduced Inequalities), and SDG 16 (Peace, Justice, and Strong Institutions).</p>
<h3>Findings on Child Neglect and Welfare Agency Failures</h3>
<ol>
<li>
    <strong>Parental Neglect and Agency Response:</strong>  
<ul>
<li>Three child deaths in 2022 were linked to parental neglect despite multiple referrals urging intervention.</li>
<li>Social workers often closed referrals as unfounded or inconclusive, or referred parents to voluntary services that were not completed.</li>
<li>In some cases, no further action was taken until after a child’s death.</li>
</ul>
</li>
<li>
    <strong>Legal and Custodial Outcomes:</strong>  
<ul>
<li>Parents in one case faced felony child endangerment charges.</li>
<li>In another case, parents lost custody of surviving children.</li>
</ul>
</li>
<li>
    <strong>Systemic Issues:</strong>  
<ul>
<li>Agency policies prioritized family preservation over child protection, leading to tragic outcomes such as the fentanyl poisoning death of infant Phoenix Castro.</li>
<li>Voluntary parenting classes were often skipped by parents with little consequence.</li>
<li>Neglect cases, especially involving older children or those with disabilities, remain under-addressed.</li>
</ul>
</li>
</ol>
<h3>Reform Efforts and Policy Changes</h3>
<p>Since the resignation of the former agency director in December 2024, the department, now led by Wendy Kinnear-Rausch, has initiated comprehensive reforms aimed at enhancing child safety and aligning with SDG 16 by strengthening institutions and promoting justice.</p>
<ul>
<li>Implementation of all recommendations from the 2021-2023 Child Death Review Team report.</li>
<li>Increased interventions when parents fail to engage in voluntary services, ensuring child protection.</li>
<li>Improved fatality review processes with comprehensive data sharing.</li>
<li>Significant increase in the removal of at-risk children from unsafe homes, reversing previous declines.</li>
</ul>
<h3>Challenges and Continuing Concerns</h3>
<ul>
<li>Neglect remains difficult to detect and substantiate due to its silent nature and legal complexities, which often conflate neglect with poverty.</li>
<li>California law requires proving neglect is not due to economic disadvantage, raising barriers to intervention.</li>
<li>Older children, especially those with developmental delays or disabilities, require greater focus and protection.</li>
<li>Social workers face complex family dynamics and resource limitations, underscoring the need for enhanced support and training.</li>
</ul>
<h3>Case Studies Highlighting Systemic Issues</h3>
<ol>
<li>
    <strong>Severely Autistic 17-Year-Old Boy:</strong>  
<ul>
<li>Died of COVID-19 while mother was away; seven prior abuse or neglect referrals were mostly deemed unfounded.</li>
<li>Parents referred to voluntary services without successful engagement.</li>
<li>Post-mortem, siblings were taken into protective custody following substantiated allegations.</li>
</ul>
</li>
<li>
    <strong>16-Year-Old Girl:</strong>  
<ul>
<li>Died of fentanyl overdose; family had five prior investigations with no substantiated findings.</li>
<li>No services were offered before her death.</li>
</ul>
</li>
<li>
    <strong>9-Year-Old Boy:</strong>  
<ul>
<li>Drowned after climbing into a pool; had autism and health conditions.</li>
<li>Three prior engagements with the county deemed the child safe.</li>
<li>Parents were charged with child endangerment after the death.</li>
</ul>
</li>
</ol>
<h3>Implications for Sustainable Development Goals</h3>
<ul>
<li><strong>SDG 3 (Good Health and Well-being):</strong> The report underscores the need for improved child health and safety interventions to prevent avoidable deaths.</li>
<li><strong>SDG 10 (Reduced Inequalities):</strong> Addressing the intersection of neglect with poverty and minority status is critical to ensuring equitable child protection services.</li>
<li><strong>SDG 16 (Peace, Justice, and Strong Institutions):</strong> Strengthening child welfare systems and ensuring accountability aligns with promoting just, peaceful, and inclusive societies.</li>
</ul>
<h3>Conclusion and Future Monitoring</h3>
<p>The Child Death Review Team will continue to monitor the department’s progress, particularly the follow-up on voluntary service engagement and child safety outcomes. Stakeholders emphasize the importance of early intervention and systemic reforms to prevent future tragedies and uphold the rights and well-being of all children in Santa Clara County.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ol>
<li>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li>The article discusses child deaths due to neglect, drug overdoses, and health conditions, highlighting the need for improved health and well-being for children.</li>
<li>Issues such as fentanyl poisoning and COVID-19 deaths are directly related to health outcomes.</li>
</ul>
</li>
<li>
<h3>SDG 16: Peace, Justice, and Strong Institutions</h3>
<ul>
<li>The article focuses on child protection systems, social services, and the justice system’s role in safeguarding children.</li>
<li>Failures in child welfare agencies and the need for reforms relate to building effective, accountable institutions.</li>
</ul>
</li>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>The article mentions that neglect is often conflated with poverty and that economic disadvantage complicates intervention efforts.</li>
<li>Addressing poverty is implied as a factor in preventing neglect and improving child welfare.</li>
</ul>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li>The article highlights challenges faced by poor or minority parents and the reluctance to penalize them, indicating issues of inequality in social services.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li>
<h3>SDG 3 Targets</h3>
<ul>
<li>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</li>
<li>Target 3.5: Strengthen the prevention and treatment of substance abuse, including narcotic drug abuse and harmful use of alcohol.</li>
</ul>
</li>
<li>
<h3>SDG 16 Targets</h3>
<ul>
<li>Target 16.2: End abuse, exploitation, trafficking and all forms of violence against and torture of children.</li>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
<li>
<h3>SDG 1 Targets</h3>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions.</li>
</ul>
</li>
<li>
<h3>SDG 10 Targets</h3>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ol>
<li>
<h3>Indicators Related to Child Mortality and Health (SDG 3)</h3>
<ul>
<li>Number of child deaths linked to neglect, abuse, or preventable causes.</li>
<li>Incidence of drug overdose deaths among children and infants.</li>
<li>Number of children born with drugs in their systems (neonatal drug exposure).</li>
</ul>
</li>
<li>
<h3>Indicators Related to Child Protection and Institutional Accountability (SDG 16)</h3>
<ul>
<li>Number and outcome of child welfare referrals (substantiated vs. unsubstantiated).</li>
<li>Number of children removed from unsafe homes versus those kept with parents.</li>
<li>Implementation rate of child welfare agency reforms and recommendations.</li>
<li>Number of cases where voluntary services were offered and successfully completed.</li>
</ul>
</li>
<li>
<h3>Indicators Related to Poverty and Inequality (SDG 1 and SDG 10)</h3>
<ul>
<li>Proportion of neglect cases linked to economic disadvantage.</li>
<li>Access to social services among poor and minority families.</li>
<li>Rates of child welfare interventions among different socioeconomic and ethnic groups.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.2: End preventable deaths of newborns and children under 5 years.</li>
<li>3.5: Strengthen prevention and treatment of substance abuse.</li>
</ul>
</td>
<td>
<ul>
<li>Child deaths linked to neglect, abuse, preventable causes.</li>
<li>Incidence of drug overdose deaths among children.</li>
<li>Number of children born with drug exposure.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.2: End abuse, exploitation, and violence against children.</li>
<li>16.6: Develop effective, accountable, transparent institutions.</li>
</ul>
</td>
<td>
<ul>
<li>Number and outcomes of child welfare referrals.</li>
<li>Number of children removed from unsafe homes.</li>
<li>Implementation of child welfare reforms.</li>
<li>Completion rates of voluntary services by parents.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.2: Reduce proportion of people living in poverty.</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of neglect cases linked to economic disadvantage.</li>
<li>Access to social services among poor families.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social, economic, political inclusion of all.</li>
</ul>
</td>
<td>
<ul>
<li>Rates of child welfare interventions among socio-economic and ethnic groups.</li>
<li>Access and equity in social services for minority families.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.mercurynews.com/2026/02/07/3-children-died-after-repeated-warnings-to-santa-clara-county-child-welfare/">mercurynews.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>OPINION: Federal retreat on child labor enforcement threatens America’s children – The Labor Tribune</title>
<link>https://sdgtalks.ai/opinion-federal-retreat-on-child-labor-enforcement-threatens-americas-children-the-labor-tribune</link>
<guid>https://sdgtalks.ai/opinion-federal-retreat-on-child-labor-enforcement-threatens-americas-children-the-labor-tribune</guid>
<description><![CDATA[ OPINION: Federal retreat on child labor enforcement threatens America’s children  The Labor Tribune ]]></description>
<enclosure url="https://labortribune.com/wp-content/uploads/2026/02/Larsen-Maki-TN-300x171.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 05 Feb 2026 20:00:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>OPINION:, Federal, retreat, child, labor, enforcement, threatens, America’s, children, –, The, Labor, Tribune</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Decline of Workplace Safety Enforcement and Its Impact on Young Workers</h2>
<h3>Introduction</h3>
<p>Recent developments in the United States reveal a significant decline in enforcement of workplace safety laws, particularly those protecting young workers. This trend undermines the achievement of several Sustainable Development Goals (SDGs), including SDG 8 (Decent Work and Economic Growth), SDG 3 (Good Health and Well-being), and SDG 10 (Reduced Inequalities).</p>
<h3>Decline in Enforcement of Child Labor Protections</h3>
<ol>
<li>According to an analysis by Good Jobs First, enforcement cases for workplace violations dropped by 97% in the last year.</li>
<li>The Child Labor Coalition reported only two press releases on child labor enforcement since January 2025, compared to an average of two per month during the previous administration.</li>
<li>This decline occurs amid a 283% increase in child labor violations between 2015 and 2023, with 28 states introducing bills to weaken child labor protections.</li>
</ol>
<h3>Systematic Reduction of Worker Protections</h3>
<ul>
<li>The Trump administration identified 21 offices for closure within the Labor Department’s Wage and Hour Division in spring 2025.</li>
<li>Staff reductions have severely limited the agency responsible for enforcing federal child labor laws, with only one inspector per 202,000 workers prior to these cuts.</li>
<li>Congressional warnings highlighted that these cuts encourage employers to ignore workplace hazards, exploit child labor, and evade accountability.</li>
<li>The weakening of federal enforcement removes the minimum standard states must uphold, risking unchecked violations.</li>
</ul>
<h3>Consequences of Weak Enforcement in States</h3>
<h4>Iowa</h4>
<ul>
<li>In 2023, Iowa legislature weakened child labor protections.</li>
<li>In 2024, only 77 child labor investigations were conducted, including a fatal incident involving a 17-year-old worker.</li>
<li>Only four civil monetary penalties totaling $36,350 were issued, insufficient to deter violations.</li>
</ul>
<h4>California</h4>
<ul>
<li>California’s agricultural sector suffers from understaffed enforcement agencies.</li>
<li>Investigations revealed young farmworkers exposed to toxic pesticides, inadequate rest, and sub-minimum wages.</li>
<li>Over eight years, only 27 citations were issued for child labor violations, with over 90% of fines uncollected.</li>
</ul>
<h3>Impact on Sustainable Development Goals</h3>
<ul>
<li><strong>SDG 8 (Decent Work and Economic Growth):</strong> The erosion of labor protections undermines safe and fair employment opportunities for youth.</li>
<li><strong>SDG 3 (Good Health and Well-being):</strong> Exposure to hazardous working conditions threatens the health and safety of young workers.</li>
<li><strong>SDG 10 (Reduced Inequalities):</strong> Weak enforcement disproportionately affects vulnerable populations, including child farmworkers and low-income families.</li>
</ul>
<h3>Policy Recommendations and Legislative Actions</h3>
<ol>
<li>Passage of the bipartisan <strong>Justice for Exploited Children Act</strong> to establish minimum monetary penalties and increase overall penalties for violations.</li>
<li>Enactment of the <strong>Children Don’t Belong on Tobacco Farms Act</strong> and the <strong>Children’s Act for Responsible Employment and Farm Safety</strong> to extend protections to farmworker children.</li>
<li>State governments should strengthen, not weaken, child labor protections, following examples set by Illinois, Colorado, Minnesota, Oregon, Virginia, and Utah.</li>
</ol>
<h3>Conclusion</h3>
<p>The current trajectory of reduced enforcement and legislative rollbacks threatens the well-being and rights of young workers across the United States. Strengthening labor protections aligns with the Sustainable Development Goals and is essential to ensuring safe, fair, and equitable work environments for all children and youth.</p>
<p><em>Report prepared by Todd Larsen, Executive Co-Director of Green America, and Reid Maki, Coordinator of the Child Labor Coalition.</em></p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article focuses on workplace safety, child labor protections, and enforcement of labor laws, which are central to promoting decent work conditions.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Workplace hazards and exposure to toxic substances affecting young workers’ health are discussed, linking to health and well-being.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>The article highlights weak enforcement of labor laws and the need for stronger legal frameworks and accountability mechanisms.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Child labor and wage theft contribute to poverty; protecting children from exploitation supports poverty reduction.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li><strong>Target 8.7:</strong> Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking, and secure the prohibition and elimination of the worst forms of child labor.</li>
<li><strong>Target 8.8:</strong> Protect labor rights and promote safe and secure working environments for all workers, including young workers.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li><strong>Target 3.9:</strong> Reduce the number of deaths and illnesses from hazardous chemicals and air, water, and soil pollution and contamination.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li><strong>Target 16.6:</strong> Develop effective, accountable and transparent institutions at all levels.</li>
<li><strong>Target 16.3:</strong> Promote the rule of law and ensure equal access to justice for all.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li><strong>Target 1.2:</strong> Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions according to national definitions.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Number of enforcement cases and investigations</strong>
<ul>
<li>The article cites a 97% decline in enforcement cases and the number of child labor investigations (e.g., 77 investigations in Iowa in 2024), which can be used as indicators of enforcement activity.</li>
</ul>
</li>
<li><strong>Number of penalties and fines issued and collected</strong>
<ul>
<li>Data on civil monetary penalties (e.g., four penalties totaling $36,350 in Iowa, 27 citations in California with 90% of fines uncollected) serve as indicators of enforcement effectiveness.</li>
</ul>
</li>
<li><strong>Incidence of child labor violations</strong>
<ul>
<li>The 283% increase in child labor violations between 2015 and 2023 is an indicator of the prevalence of child labor issues.</li>
</ul>
</li>
<li><strong>Workplace safety conditions and exposure to hazards</strong>
<ul>
<li>Reports of young workers exposed to toxic pesticides, inadequate breaks, and unsafe working conditions imply indicators related to occupational health and safety.</li>
</ul>
</li>
<li><strong>Staffing levels of enforcement agencies</strong>
<ul>
<li>The ratio of inspectors to workers (one inspector per 202,000 workers) and office closures indicate capacity to enforce labor laws.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.7: Eradicate forced labor and worst forms of child labor</li>
<li>8.8: Protect labor rights and promote safe working environments</li>
</ul>
</td>
<td>
<ul>
<li>Number of enforcement cases and investigations</li>
<li>Number of penalties and fines issued and collected</li>
<li>Incidence of child labor violations</li>
<li>Staffing levels of enforcement agencies</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.9: Reduce deaths and illnesses from hazardous chemicals and pollution</li>
</ul>
</td>
<td>
<ul>
<li>Reports of workplace exposure to toxic pesticides and unsafe conditions</li>
<li>Incidence of occupational injuries and illnesses among young workers</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.6: Develop effective, accountable and transparent institutions</li>
<li>16.3: Promote rule of law and equal access to justice</li>
</ul>
</td>
<td>
<ul>
<li>Effectiveness of labor law enforcement (number of investigations, penalties)</li>
<li>Transparency and accountability in enforcement agencies</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.2: Reduce proportion of children living in poverty</li>
</ul>
</td>
<td>
<ul>
<li>Prevalence of child labor contributing to poverty reduction efforts</li>
<li>Wage theft and underpayment cases</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://labortribune.com/opinion-federal-retreat-on-child-labor-enforcement-threatens-americas-children/">labortribune.com</a></strong></p>
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<title>House bill would create West Virginia State Police unit for child abuse, neglect cases – WCHS</title>
<link>https://sdgtalks.ai/house-bill-would-create-west-virginia-state-police-unit-for-child-abuse-neglect-cases-wchs</link>
<guid>https://sdgtalks.ai/house-bill-would-create-west-virginia-state-police-unit-for-child-abuse-neglect-cases-wchs</guid>
<description><![CDATA[ House bill would create West Virginia State Police unit for child abuse, neglect cases  WCHS ]]></description>
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<pubDate>Thu, 05 Feb 2026 08:30:06 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>House, bill, would, create, West, Virginia, State, Police, unit, for, child, abuse, neglect, cases, –, WCHS</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on West Virginia’s Child Welfare System Enhancement and Legislative Developments</h2>
<h3>Introduction</h3>
<p>During the 2026 legislative session, significant attention has been directed towards improving West Virginia’s child welfare system. Central to this effort is House Bill 4601, which proposes the establishment of a specialized State Police unit dedicated to investigating child abuse and neglect cases. This initiative aligns with several Sustainable Development Goals (SDGs), particularly SDG 3 (Good Health and Well-being), SDG 16 (Peace, Justice, and Strong Institutions), and SDG 5 (Gender Equality), by aiming to protect vulnerable children and strengthen institutional responses.</p>
<h3>Legislative Proposal: House Bill 4601</h3>
<ol>
<li><strong>Creation of a Specialized Unit:</strong> The bill seeks to create a West Virginia State Police unit focused exclusively on child abuse and neglect investigations.</li>
<li><strong>Staffing Requirements:</strong> The unit would comprise at least 21 retired members, with one retired member representing each of the state’s 21 districts.</li>
</ol>
<h3>Perspectives from West Virginia State Police Leadership</h3>
<p>Col. Jim Mitchell, Superintendent of the West Virginia State Police, expressed a preference for hiring active troopers rather than relying on retired personnel. His rationale includes:</p>
<ul>
<li>Long-term investment in troopers who can serve for many years.</li>
<li>Opportunity to develop and monitor troopers’ skills continuously.</li>
<li>Utilization of seasoned troopers in specialized investigative units to enhance service quality.</li>
</ul>
<p>This approach supports SDG 8 (Decent Work and Economic Growth) by promoting sustainable employment and capacity building within law enforcement.</p>
<h3>Funding and Resource Challenges</h3>
<p>During a House Judiciary meeting, concerns regarding funding for the proposed unit were raised:</p>
<ul>
<li><strong>Financial Constraints:</strong> Lonnie Faircloth, President of the West Virginia Troopers Association, supported the bill but highlighted current funding insufficiencies.</li>
<li><strong>Trooper Shortage:</strong> The State Police are undergoing a testing process and may face the unprecedented challenge of turning away applicants due to limited resources.</li>
<li><strong>Budget Allocation Issues:</strong> It was noted that funding for 30 positions was reallocated by the governor in the previous fiscal year, potentially impacting the unit’s establishment.</li>
</ul>
<p>These challenges underscore the need for sustainable financing mechanisms in line with SDG 17 (Partnerships for the Goals) to ensure effective implementation of child protection initiatives.</p>
<h3>Government Response and Outlook</h3>
<ul>
<li>Attempts to obtain comments from Governor Patrick Morrisey’s office were unsuccessful.</li>
<li>Col. Mitchell remains optimistic, reporting ongoing recruitment of troopers and procurement of necessary equipment such as weapons and vehicles.</li>
<li>The department continues to make progress despite financial and staffing hurdles.</li>
</ul>
<h3>Conclusion</h3>
<p>The proposed House Bill 4601 represents a strategic effort to enhance child welfare in West Virginia by strengthening investigative capabilities within the State Police. Addressing funding and staffing challenges will be critical to the success of this initiative. The bill’s focus on protecting children and reinforcing institutional capacity directly contributes to achieving multiple Sustainable Development Goals, including SDG 3, SDG 5, SDG 8, SDG 16, and SDG 17. Continued legislative support and resource allocation will be essential to realize these objectives and improve outcomes for vulnerable children across the state.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Focus on child welfare and protection from abuse and neglect directly relates to ensuring healthy lives and promoting well-being for children.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>Establishment of a specialized police unit to investigate child abuse and neglect aligns with promoting peaceful and inclusive societies, providing access to justice, and building effective institutions.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Although not explicitly mentioned, child abuse and neglect often disproportionately affect girls; efforts to protect children contribute to gender equality and empowerment of all children.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3 Targets</strong>
<ul>
<li>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</li>
<li>Target 3.4: Promote mental health and well-being.</li>
</ul>
</li>
<li><strong>SDG 16 Targets</strong>
<ul>
<li>Target 16.1: Significantly reduce all forms of violence and related death rates everywhere.</li>
<li>Target 16.3: Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
<li><strong>SDG 5 Targets</strong>
<ul>
<li>Target 5.2: Eliminate all forms of violence against all women and girls in public and private spheres.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Number of specialized police units or personnel dedicated to child abuse investigations</strong>
<ul>
<li>The article mentions the creation of a unit with at least 21 retired members, and discussions about hiring troopers, which implies measuring the number of trained personnel as an indicator.</li>
</ul>
</li>
<li><strong>Funding allocated to child welfare and protection units</strong>
<ul>
<li>Concerns about funding and budget allocations for the unit suggest that financial resources dedicated to child protection services can be an indicator.</li>
</ul>
</li>
<li><strong>Number of child abuse and neglect cases investigated and resolved</strong>
<ul>
<li>Though not explicitly mentioned, the purpose of the unit is to investigate child abuse cases, implying that case statistics could serve as an indicator.</li>
</ul>
</li>
<li><strong>Recruitment and retention rates of troopers in the child welfare unit</strong>
<ul>
<li>The article discusses hiring challenges and retention, indicating these as potential indicators of institutional capacity.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.2: End preventable deaths of newborns and children under 5 years of age</li>
<li>3.4: Promote mental health and well-being</li>
</ul>
</td>
<td>
<ul>
<li>Number of child abuse cases investigated</li>
<li>Number of children receiving protection services</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.1: Reduce all forms of violence and related death rates</li>
<li>16.3: Ensure equal access to justice for all</li>
<li>16.6: Develop effective, accountable and transparent institutions</li>
</ul>
</td>
<td>
<ul>
<li>Number of specialized police units for child abuse investigation</li>
<li>Funding allocated to child protection units</li>
<li>Recruitment and retention rates of troopers</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 5: Gender Equality</td>
<td>
<ul>
<li>5.2: Eliminate all forms of violence against women and girls</li>
</ul>
</td>
<td>
<ul>
<li>Number of child abuse cases involving girls addressed</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://wchstv.com/news/local/house-bill-4601-would-create-wv-state-police-unit-for-child-abuse-neglect-cases">wchstv.com</a></strong></p>
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<title>Post&#45;Pandemic Trends in Extreme Poverty around the World – World Bank Blogs</title>
<link>https://sdgtalks.ai/post-pandemic-trends-in-extreme-poverty-around-the-world-world-bank-blogs</link>
<guid>https://sdgtalks.ai/post-pandemic-trends-in-extreme-poverty-around-the-world-world-bank-blogs</guid>
<description><![CDATA[ Post-Pandemic Trends in Extreme Poverty around the World  World Bank Blogs ]]></description>
<enclosure url="https://s7d1.scene7.com/is/image/wbcollab/poverty-macro-1" length="49398" type="image/jpeg"/>
<pubDate>Mon, 02 Feb 2026 14:00:09 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Post-Pandemic, Trends, Extreme, Poverty, around, the, World, –, World, Bank, Blogs</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Global Poverty Trends and Sustainable Development Goals (SDGs) Report</h2>
<h3>Overview of Poverty Decline (2021-2024)</h3>
<p>Between 2021 and 2024, three out of four countries are projected to experience a decline in poverty levels, indicating a broad recovery following setbacks during the pandemic. This positive trend aligns with the objectives of <strong>SDG 1: No Poverty</strong>, which aims to eradicate extreme poverty globally.</p>
<p>Significant reductions in poverty were observed in nearly all countries across the following regions:</p>
<ul>
<li>Europe and Central Asia (ECA)</li>
<li>East Asia and Pacific (EAP)</li>
<li>Latin America and the Caribbean (LAC)</li>
</ul>
<p>These improvements are primarily driven by economic growth, with 81% of countries showing positive growth in 2024. Furthermore, from 2021 to 2024, 86% of countries maintained an average positive GDP growth rate, supporting sustained poverty reduction efforts.</p>
<h3>Challenges in Low-Income and Fragile Regions</h3>
<p>The situation remains mixed in low-income countries and regions including the Middle East, North Africa, Afghanistan and Pakistan (MENAAP), and Sub-Saharan Africa (SSA). Key statistics include:</p>
<ol>
<li>Approximately 50% of low-income countries (11 out of 21) experienced rising poverty.</li>
<li>Half of the countries in MENAAP (4 out of 8) saw increases in poverty.</li>
<li>40% of countries in SSA (18 out of 46) faced growing poverty rates.</li>
</ol>
<p>Countries affected by Fragility, Conflict, and Violence (FCV) faced the most severe outcomes, with only about one-third (8 out of 23) showing improvements. These challenges highlight the need for targeted interventions to meet <strong>SDG 16: Peace, Justice and Strong Institutions</strong> and <strong>SDG 10: Reduced Inequalities</strong>.</p>
<h2>Future Outlook: 2025 and Beyond</h2>
<h3>Projected Poverty Reduction</h3>
<p>Looking ahead to 2025, 80% of countries are expected to witness further declines in poverty, representing the highest proportion of countries with falling poverty rates in the past decade. This optimistic forecast extends to vulnerable groups:</p>
<ul>
<li>75% of low-income countries are projected to reduce poverty.</li>
<li>70% of FCV-affected countries are expected to see poverty declines.</li>
</ul>
<p>This progress supports the global commitment to <strong>SDG 1</strong> and contributes to <strong>SDG 8: Decent Work and Economic Growth</strong> by promoting inclusive economic development.</p>
<h3>Economic Growth as a Driver of Poverty Reduction</h3>
<p>The projected improvements in household welfare are attributed to the Macro Poverty Outlook (MPO) model, which forecasts that economic growth gains will be transferred to households. In 2025:</p>
<ul>
<li>85% of countries are predicted to experience real GDP growth.</li>
<li>This economic growth correlates closely with the 80% of countries expected to reduce poverty.</li>
</ul>
<h3>Focus on Countries with Highest Poverty Burdens</h3>
<p>Among the ten countries with the highest numbers of people living in poverty, nine are projected to have positive GDP growth in 2025, with Mozambique as the exception. Despite these positive trends, the magnitude of poverty reduction remains limited in some low-income and FCV-affected countries, underscoring persistent challenges to achieving <strong>SDG 1</strong>.</p>
<h3>Risks and Uncertainties</h3>
<p>These projections are subject to uncertainties including:</p>
<ul>
<li>Economic shocks related to inflation, debt, and growth fluctuations</li>
<li>Climate risks impacting vulnerable populations (<strong>SDG 13: Climate Action</strong>)</li>
<li>Ongoing conflicts and instability</li>
</ul>
<p>Unforeseen shocks can reverse progress, emphasizing the need for resilient and adaptive policies to accelerate poverty eradication efforts globally.</p>
<h2>Resources for Further Information</h2>
<p>For detailed country-specific data and analysis on poverty and inequality, the following World Bank resources are recommended:</p>
<ul>
<li><a href="https://pip.worldbank.org/country-profiles/IDN">Poverty and Inequality Platform</a></li>
<li><a href="https://www.worldbank.org/en/topic/poverty/publication/poverty-and-equity-briefs#:~:text=The%20Poverty%20and%20Equity%20Briefs,Group%20and%20International%20Monetary%20Fund">Poverty and Equity Briefs</a></li>
<li><a href="https://www.worldbank.org/en/publication/macro-poverty-outlook">Macro Poverty Outlook (MPO)</a></li>
</ul>
<div><img decoding="async" src="https://s7d1.scene7.com/is/image/wbcollab/poverty-macro-1?qlt=90&hei=630&wid=1200&fit=hfit" alt="Global Poverty Trends"></div>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The article focuses extensively on poverty reduction trends and projections globally and regionally, directly linking to SDG 1.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Economic growth and GDP growth rates are highlighted as key drivers for poverty reduction, connecting to SDG 8.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article mentions disparities in poverty trends across regions and countries, implying relevance to reducing inequalities.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Fragility, conflict, and violence (FCV) countries are discussed as facing worse poverty outcomes, linking to SDG 16.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.1: Eradicate extreme poverty for all people everywhere, currently measured as people living on less than $1.25 a day.</li>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions according to national definitions.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.1: Sustain per capita economic growth in accordance with national circumstances, and in particular at least 7 percent GDP growth per annum in the least developed countries.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.1: Achieve and sustain income growth of the bottom 40% of the population at a rate higher than the national average.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.1: Significantly reduce all forms of violence and related death rates everywhere.</li>
<li>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Poverty Rate</strong>
<ul>
<li>The article discusses the proportion of countries experiencing declines or increases in poverty, implying the use of poverty headcount ratio as an indicator.</li>
</ul>
</li>
<li><strong>GDP Growth Rate</strong>
<ul>
<li>Positive GDP growth rates for countries are repeatedly mentioned as a key metric, indicating the use of annual GDP growth rate as an indicator.</li>
</ul>
</li>
<li><strong>Household Welfare</strong>
<ul>
<li>The article refers to projected improvements in household welfare, implying indicators related to income or consumption per capita.</li>
</ul>
</li>
<li><strong>Regional and Country-Level Poverty Trends</strong>
<ul>
<li>Data on poverty trends by region and country, including fragile and conflict-affected states, suggest the use of disaggregated poverty indicators.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.1 Eradicate extreme poverty</li>
<li>1.2 Reduce poverty by half</li>
</ul>
</td>
<td>
<ul>
<li>Poverty headcount ratio (proportion of population below poverty line)</li>
<li>Country and regional poverty trends</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.1 Sustain per capita economic growth</li>
</ul>
</td>
<td>
<ul>
<li>Annual GDP growth rate</li>
<li>Real GDP growth projections</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.1 Income growth of bottom 40%</li>
</ul>
</td>
<td>
<ul>
<li>Income distribution metrics (implied)</li>
<li>Disaggregated poverty data by region and country</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.1 Reduce violence and related deaths</li>
<li>16.6 Develop accountable institutions</li>
</ul>
</td>
<td>
<ul>
<li>Indicators related to conflict and fragility (implied)</li>
<li>FCV country poverty outcomes</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://blogs.worldbank.org/en/opendata/post-pandemic-trends-in-extreme-poverty-around-the-world-">blogs.worldbank.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Conway church coffee shop found in violation of child labor laws – wmbfnews.com</title>
<link>https://sdgtalks.ai/conway-church-coffee-shop-found-in-violation-of-child-labor-laws-wmbfnewscom</link>
<guid>https://sdgtalks.ai/conway-church-coffee-shop-found-in-violation-of-child-labor-laws-wmbfnewscom</guid>
<description><![CDATA[ Conway church coffee shop found in violation of child labor laws  wmbfnews.com ]]></description>
<enclosure url="https://gray-wmbf-prod.gtv-cdn.com/resizer/v2/X3DOLM7QU5EGPHDM33GL7GBB6Q.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 25 Jan 2026 21:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Conway, church, coffee, shop, found, violation, child, labor, laws, –, wmbfnews.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Child Labor Law Violations at Conway Church Coffee Shop</h2>
<h3>Introduction</h3>
<p>A recent Department of Labor review identified violations of child labor laws at the Rock Church’s C-3 Coffee Shop in Conway, South Carolina. This report outlines the findings, responses, and implications with a focus on aligning operations with the Sustainable Development Goals (SDGs), particularly SDG 8 (Decent Work and Economic Growth) and SDG 16 (Peace, Justice and Strong Institutions).</p>
<h3>Investigation Findings</h3>
<ol>
<li>
    <strong>Child Labor Law Violation:</strong> The investigation was initiated after a complaint regarding a homeschooled student under the age of 16 working during school hours, which contravenes federal labor regulations designed to protect minors.
  </li>
<li>
    <strong>Misallocation of Tips:</strong> The review also revealed that customer tips were directed to the church rather than being distributed to the coffee shop employees, raising concerns about fair labor practices.
  </li>
</ol>
<h3>Actions Taken by the Rock Church</h3>
<ul>
<li>Implementation of new scheduling policies to ensure minors under 16 do not work during school hours, supporting SDG 4 (Quality Education) by prioritizing education over labor.</li>
<li>Reclassification of the tip jar to a donation jar following Department of Labor advice, enhancing transparency and compliance with labor laws.</li>
<li>Commitment to legal compliance and operational improvements to uphold SDG 16 by fostering strong institutional governance.</li>
</ul>
<h3>Statements from Church Leadership</h3>
<p>Executive Pastor Timmy Tyner emphasized the church’s commitment to compliance and ethical operations:</p>
<blockquote><p>
  “We have instituted making sure that anybody under the age of 16 resets their schedule or cannot work during those school hours. C3 is a ministry of the Rock Church, and no organization is above the law. We want to be compliant, and honestly, it was just an honest mistake.”
</p></blockquote>
<h3>Community and Worker Protection</h3>
<ul>
<li>The complaint was motivated by concerns for worker protection, highlighting the importance of enforcing labor laws to prevent exploitation, aligning with SDG 8.</li>
<li>A customer stated, “Workers should not be taken advantage of, and that’s why we have the laws. It was important to me just because it was the right thing to do.”</li>
</ul>
<h3>Pending Outcomes and Future Considerations</h3>
<ul>
<li>The Department of Labor has not yet indicated whether fines will be imposed on the church for the violations.</li>
<li>The review process has led to improved operational standards, reinforcing the church’s role in promoting decent work conditions and legal compliance.</li>
</ul>
<h3>Conclusion</h3>
<p>This case underscores the critical role of regulatory oversight in ensuring fair labor practices and protecting the rights of minors, directly contributing to the achievement of SDG 8 and SDG 16. The Rock Church’s responsive measures demonstrate a commitment to sustainable and ethical operations within community-based enterprises.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article discusses violations of child labor laws, which relates directly to promoting safe and fair working conditions.</li>
<li>It highlights the protection of workers’ rights, particularly minors, and ensuring compliance with labor regulations.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>The enforcement of labor laws and the role of the Department of Labor reflect the importance of strong institutions and rule of law.</li>
<li>The article emphasizes accountability and legal compliance by organizations.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>Under SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li><strong>Target 8.7:</strong> Take immediate and effective measures to eradicate forced labor, end modern slavery and human trafficking, and secure the prohibition and elimination of the worst forms of child labor.</li>
<li><strong>Target 8.8:</strong> Protect labor rights and promote safe and secure working environments for all workers, including migrant workers and those in precarious employment.</li>
</ul>
</li>
<li><strong>Under SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li><strong>Target 16.3:</strong> Promote the rule of law at the national and international levels and ensure equal access to justice for all.</li>
<li><strong>Target 16.6:</strong> Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>For SDG 8 Targets</strong>
<ul>
<li>Indicator related to the proportion of children aged 5-17 years engaged in child labor (Indicator 8.7.1).</li>
<li>Compliance rate with labor laws regarding working hours and conditions for minors.</li>
<li>Number of labor law violations reported and addressed, especially concerning underage workers.</li>
</ul>
</li>
<li><strong>For SDG 16 Targets</strong>
<ul>
<li>Indicator on the existence and enforcement of labor laws and regulations (related to Target 16.3).</li>
<li>Number of complaints received and resolved by labor authorities concerning labor violations.</li>
<li>Transparency and accountability measures implemented by institutions, such as the church’s policy changes following the review.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.7: Eradicate child labor and forced labor</li>
<li>8.8: Protect labor rights and promote safe working environments</li>
</ul>
</td>
<td>
<ul>
<li>8.7.1: Proportion of children aged 5-17 engaged in child labor</li>
<li>Compliance rate with child labor laws</li>
<li>Number of labor violations reported and addressed</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.3: Promote rule of law and equal access to justice</li>
<li>16.6: Develop accountable and transparent institutions</li>
</ul>
</td>
<td>
<ul>
<li>Existence and enforcement of labor laws</li>
<li>Number of complaints received and resolved by labor authorities</li>
<li>Institutional policy changes ensuring compliance</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.wmbfnews.com/2026/01/22/conway-church-coffee-shop-found-violation-child-labor-laws/">wmbfnews.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Nearly Half of Hispanic Children Live in Families With Low Incomes – Child Trends</title>
<link>https://sdgtalks.ai/nearly-half-of-hispanic-children-live-in-families-with-low-incomes-child-trends</link>
<guid>https://sdgtalks.ai/nearly-half-of-hispanic-children-live-in-families-with-low-incomes-child-trends</guid>
<description><![CDATA[ Nearly Half of Hispanic Children Live in Families With Low Incomes  Child Trends ]]></description>
<enclosure url="https://cms.childtrends.org/wp-content/uploads/2026/01/hcdatapoint.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 23 Jan 2026 13:30:10 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Nearly, Half, Hispanic, Children, Live, Families, With, Low, Incomes, –, Child, Trends</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Economic Conditions of Hispanic Children in the United States: A Focus on Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>Hispanic children represent a significant and growing portion of the United States’ youth population, accounting for more than one in four children under age 18, with projections indicating they will comprise over one in three by 2050. Understanding their economic conditions is critical to advancing the United Nations Sustainable Development Goals (SDGs), particularly SDG 1 (No Poverty), SDG 3 (Good Health and Well-being), SDG 4 (Quality Education), and SDG 10 (Reduced Inequalities).</p>
<h3>Key Findings on Income and Poverty Status</h3>
<ol>
<li>Hispanic children living in families with at least one foreign-born parent experience higher rates of low income and poverty compared to those with only U.S.-born parents:
<ul>
<li>52% have low incomes versus 40% for children with U.S.-born parents.</li>
<li>21% live in poverty compared to 17% of children with U.S.-born parents.</li>
<li>Deep poverty rates are slightly lower among children with foreign-born parents (7%) than those with U.S.-born parents (8%).</li>
</ul>
</li>
<li>These economic disparities highlight the urgent need for targeted interventions to reduce poverty and promote economic stability among Hispanic children, directly contributing to SDG 1 and SDG 10.</li>
</ol>
<h3>Implications for Child Well-being and Development</h3>
<ul>
<li>Children experiencing poverty or low incomes face increased risks of poor health and adverse academic, social, and emotional outcomes, aligning with concerns addressed by SDG 3 and SDG 4.</li>
<li>Those in deep poverty endure the most severe disadvantages, affecting their long-term health and well-being.</li>
</ul>
<h3>Role of Policy and Employment in Poverty Reduction</h3>
<p>State and federal policies play a pivotal role in alleviating child poverty. Notably:</p>
<ul>
<li>Expansion of safety net programs during the COVID-19 pandemic contributed to record lows in child poverty levels in 2021, demonstrating effective policy impact aligned with SDG 1.</li>
<li>Employment remains a critical factor, as the majority of Hispanic children in low-income families live with an employed adult.</li>
<li>Programmatic efforts focusing on job and skills training can enhance access to higher-wage employment and jobs with better benefits, such as health insurance and paid leave, thereby reducing financial burdens on families and supporting SDG 8 (Decent Work and Economic Growth) and SDG 3.</li>
</ul>
<h3>Conclusion and Recommendations</h3>
<p>Addressing economic disparities among Hispanic children is essential for achieving multiple Sustainable Development Goals. Recommendations include:</p>
<ol>
<li>Strengthening and expanding social safety net programs to sustain reductions in child poverty.</li>
<li>Investing in workforce development initiatives targeting Hispanic families to improve employment quality and income stability.</li>
<li>Enhancing access to health and social benefits to support child health and family well-being.</li>
</ol>
<h3>Data Source</h3>
<p><em>Source: Authors’ analysis of the Census Bureau’s 2023 American Community Survey 1-year data obtained via IPUMS USA, University of Minnesota, <a href="http://www.ipums.org/">www.ipums.org</a>.</em></p>
<p><em>Note: Sample includes Hispanic children not living in group quarters, with complete data on poverty status and parents’ country of birth. Low income, poverty, and deep poverty categories are not mutually exclusive.</em></p>
<div><img decoding="async" src="https://cms.childtrends.org/wp-content/uploads/2026/01/hcdatapoint.jpg" alt="Data on Hispanic Children Economic Status"></div>
<h2>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article focuses on poverty and low income among Hispanic children, highlighting disparities based on parents’ nativity.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – It discusses the increased risk of poor health outcomes linked to poverty and deep poverty in children.</li>
<li><strong>SDG 4: Quality Education</strong> – The article mentions worse academic outcomes for children experiencing poverty.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – It emphasizes the role of employment and job quality in reducing poverty among Hispanic families.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The focus on disparities between children with foreign-born and U.S.-born parents relates to reducing inequalities.</li>
</ol>
<h2>2. What specific targets under those SDGs can be identified based on the article’s content?</h2>
<ol>
<li><strong>SDG 1 – No Poverty</strong>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of children living in poverty in all its dimensions.</li>
<li>Target 1.3: Implement nationally appropriate social protection systems and measures for all, including children.</li>
</ul>
</li>
<li><strong>SDG 3 – Good Health and Well-being</strong>
<ul>
<li>Target 3.4: Reduce premature mortality from non-communicable diseases and promote mental health and well-being.</li>
</ul>
</li>
<li><strong>SDG 4 – Quality Education</strong>
<ul>
<li>Target 4.1: Ensure all children complete free, equitable and quality primary and secondary education.</li>
</ul>
</li>
<li><strong>SDG 8 – Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.5: Achieve full and productive employment and decent work for all, including young people and persons with disabilities.</li>
<li>Target 8.6: Reduce the proportion of youth not in employment, education or training.</li>
</ul>
</li>
<li><strong>SDG 10 – Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
</ul>
</li>
</ol>
<h2>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h2>
<ol>
<li><strong>Indicators related to SDG 1 (No Poverty):</strong>
<ul>
<li>Proportion of children living in low income (52% for Hispanic children with foreign-born parents vs. 40% with U.S.-born parents).</li>
<li>Proportion of children living in poverty (21% vs. 17%).</li>
<li>Proportion of children living in deep poverty (7% vs. 8%).</li>
</ul>
</li>
<li><strong>Indicators related to SDG 3 (Good Health and Well-being):</strong>
<ul>
<li>Incidence of poor health outcomes linked to poverty and deep poverty (implied through references to increased health risks).</li>
</ul>
</li>
<li><strong>Indicators related to SDG 4 (Quality Education):</strong>
<ul>
<li>Academic outcomes of children experiencing poverty (implied through mention of worse academic outcomes).</li>
</ul>
</li>
<li><strong>Indicators related to SDG 8 (Decent Work and Economic Growth):</strong>
<ul>
<li>Proportion of Hispanic children living with an employed adult despite low income (implied indicator of employment status).</li>
<li>Access to higher-wage jobs and jobs with benefits such as health insurance and paid leave (implied).</li>
</ul>
</li>
<li><strong>Indicators related to SDG 10 (Reduced Inequalities):</strong>
<ul>
<li>Disparities in poverty and income status between children with foreign-born and U.S.-born parents.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.2: Reduce proportion of children living in poverty.</li>
<li>1.3: Implement social protection systems.</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of children with low income (52% vs. 40%).</li>
<li>Proportion of children in poverty (21% vs. 17%).</li>
<li>Proportion of children in deep poverty (7% vs. 8%).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.4: Reduce premature mortality and promote mental health.</li>
</ul>
</td>
<td>
<ul>
<li>Incidence of poor health outcomes linked to poverty (implied).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1: Ensure completion of quality education.</li>
</ul>
</td>
<td>
<ul>
<li>Academic outcomes of children in poverty (implied).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.5: Achieve full and productive employment.</li>
<li>8.6: Reduce youth not in employment, education or training.</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of Hispanic children living with an employed adult.</li>
<li>Access to higher-wage jobs and jobs with benefits (implied).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social, economic, and political inclusion.</li>
</ul>
</td>
<td>
<ul>
<li>Disparities in poverty and income by parents’ nativity status.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.childtrends.org/publications/nearly-half-hispanic-children-families-low-incomes">childtrends.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Bolsa Família program prevented 8.2 million hospitalizations and 713,000 deaths between 2004 and 2019 – Revista Pesquisa Fapesp</title>
<link>https://sdgtalks.ai/bolsa-familia-program-prevented-82-million-hospitalizations-and-713000-deaths-between-2004-and-2019-revista-pesquisa-fapesp</link>
<guid>https://sdgtalks.ai/bolsa-familia-program-prevented-82-million-hospitalizations-and-713000-deaths-between-2004-and-2019-revista-pesquisa-fapesp</guid>
<description><![CDATA[ Bolsa Família program prevented 8.2 million hospitalizations and 713,000 deaths between 2004 and 2019  Revista Pesquisa Fapesp ]]></description>
<enclosure url="https://revistapesquisa.fapesp.br/wp-content/uploads/2025/12/RPF-bolsa-familia-escola-2025-09-1140.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 23 Jan 2026 01:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Bolsa, Família, program, prevented, 8.2, million, hospitalizations, and, 713, 000, deaths, between, 2004, and, 2019, –, Revista, Pesquisa, Fapesp</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Impact of Bolsa Família on Health and Poverty Reduction in Brazil: A Sustainable Development Perspective</h2>
<h3>Introduction to Bolsa Família and Its Role in Poverty Alleviation</h3>
<p>Bolsa Família, established in 2003, is one of the world’s largest conditional cash transfer programs, targeting low-income households in Brazil. As of late July 2025, approximately 19.6 million households, averaging 2.5 members each, received monthly payments averaging R$671.52. This amount, though modest, supports families—mainly headed by women—in meeting basic needs such as food, housing, and clothing.</p>
<p>The program aligns with the United Nations Sustainable Development Goals (SDGs), particularly:</p>
<ul>
<li><strong>SDG 1:</strong> No Poverty</li>
<li><strong>SDG 2:</strong> Zero Hunger</li>
<li><strong>SDG 3:</strong> Good Health and Well-being</li>
<li><strong>SDG 4:</strong> Quality Education</li>
<li><strong>SDG 5:</strong> Gender Equality</li>
</ul>
<h3>Health Outcomes and Statistical Evidence</h3>
<p>A comprehensive study published in <em>The Lancet Public Health</em> (July 2025) analyzed Bolsa Família’s impact on hospitalizations and mortality across 3,671 Brazilian municipalities from 2004 to 2019. Key findings include:</p>
<ol>
<li>Prevention of an estimated 8.2 million hospitalizations, representing at least 70% of annual hospitalizations within Brazil’s National Healthcare System (SUS).</li>
<li>Prevention of approximately 713,000 deaths, nearly half of all annual deaths in Brazil during the study period.</li>
<li>Reduction in hospitalizations by an average of 31% and mortality rates by 25% nationwide.</li>
<li>Greater impact in municipalities with high program coverage (>70%), where hospitalizations fell by 22.5% and deaths by 27.7%.</li>
<li>Significant mortality reduction among children under five (one-third) and hospitalization reduction among people over 70 (nearly 50%).</li>
</ol>
<p>These outcomes contribute directly to achieving SDG 3 (Good Health and Well-being) by reducing preventable deaths and improving healthcare access.</p>
<h3>Mechanisms of Impact Beyond Income Transfer</h3>
<p>Bolsa Família’s conditionalities require beneficiaries to:</p>
<ul>
<li>Keep children aged 6 to 17 enrolled in school (supporting SDG 4: Quality Education).</li>
<li>Ensure children under 7 receive vaccinations and nutritional monitoring.</li>
<li>Require pregnant women to attend prenatal care appointments.</li>
</ul>
<p>Noncompliance may lead to temporary suspension of benefits, promoting integration into public health and education systems. This approach supports SDG 3 and SDG 4, enhancing health outcomes and educational attainment.</p>
<h3>Projected Future Impact and Expansion Scenarios</h3>
<p>Using data from 2000 to 2022, projections to 2030 modeled three scenarios:</p>
<ul>
<li><strong>Reduced coverage</strong></li>
<li><strong>Steady coverage</strong></li>
<li><strong>Expanded coverage</strong>—extending eligibility to families earning less than R$754.50 per person per month (approximately half Brazil’s minimum wage)</li>
</ul>
<p>Under the expanded coverage scenario, an additional 8 million hospitalizations and 684,000 deaths could be prevented, further advancing SDG 1 and SDG 3.</p>
<h3>Additional Health Benefits Documented</h3>
<p>Research published in various peer-reviewed journals highlights Bolsa Família’s broader health impacts:</p>
<ul>
<li>31% reduction in maternal mortality (<em>JAMA Network Open</em>, 2023)</li>
<li>17% lower risk of death from breast cancer (<em>JAMA Network Open</em>, 2024)</li>
<li>4% decline in cardiovascular disease mortality</li>
<li>31% reduction in extreme preterm births</li>
<li>Decreased incidence and mortality from infectious diseases such as HIV/AIDS and tuberculosis</li>
<li>Reduced hospital admissions related to alcohol, drug disorders, and psychiatric conditions</li>
</ul>
<p>These outcomes contribute to SDG 3 by improving maternal and child health and combating communicable and non-communicable diseases.</p>
<h3>Challenges and Areas for Improvement</h3>
<p>Despite successes, challenges remain:</p>
<ul>
<li>Regional inequalities limit access to healthcare and education services, especially in remote areas, affecting program efficacy (SDG 10: Reduced Inequalities).</li>
<li>Nutrition studies reveal that children in beneficiary families have lower meal frequency, less dietary variety, and higher consumption of ultra-processed foods, indicating ongoing nutritional vulnerabilities (SDG 2: Zero Hunger).</li>
<li>Concerns about the program potentially discouraging formal employment have been mitigated by data showing beneficiaries fill a majority of new formal-sector jobs.</li>
</ul>
<h3>Program Evolution and Socioeconomic Impact</h3>
<p>Since its inception, Bolsa Família has expanded from covering 1.15 million families in 2003 to a peak of 21.9 million in 2023. The program’s budget increased from 0.3% of Brazil’s GDP in 2004 to approximately 1.5% in 2024, reflecting strong governmental commitment to poverty reduction (SDG 1).</p>
<p>The program’s conditionalities promote education and health service utilization, contributing to SDG 3 and SDG 4, and have had a notable impact on gender equality (SDG 5) by supporting predominantly female-headed households.</p>
<h3>Conclusion: Bolsa Família’s Role in Sustainable Development</h3>
<p>Bolsa Família exemplifies an integrated social protection strategy that advances multiple Sustainable Development Goals by:</p>
<ul>
<li>Reducing poverty and hunger (SDG 1 and SDG 2)</li>
<li>Improving health outcomes and reducing mortality (SDG 3)</li>
<li>Enhancing educational attainment through conditionalities (SDG 4)</li>
<li>Promoting gender equality by supporting women-headed households (SDG 5)</li>
<li>Addressing inequalities, though further efforts are needed to overcome regional disparities (SDG 10)</li>
</ul>
<p>While Bolsa Família has significantly contributed to Brazil’s social and health improvements, addressing structural causes of poverty remains essential for sustainable progress.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The Bolsa Família program targets low-income households, aiming to reduce poverty and extreme poverty in Brazil.</li>
</ul>
</li>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Support for basic needs such as food and nutritional monitoring for children under 7 years.</li>
<li>Efforts to reduce child malnutrition and stunted growth.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Reduction in premature births, infant mortality, infectious diseases, maternal mortality, and deaths from cardiovascular disease and breast cancer.</li>
<li>Improved access to healthcare services through conditionalities like vaccination and prenatal care.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Requirement for children aged 6 to 17 to be enrolled in school as a condition for receiving benefits.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Focus on households largely headed by women and noted impacts on women’s health and autonomy.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Targeting vulnerable populations, including Black mothers and low-income families, to reduce health and economic disparities.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of people living in poverty in all its dimensions according to national definitions.</li>
</ul>
</li>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Target 2.2: End all forms of malnutrition, including achieving targets on stunted and wasted children under 5 years of age.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.1: Reduce the global maternal mortality ratio.</li>
<li>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</li>
<li>Target 3.3: End epidemics of AIDS, tuberculosis, and other communicable diseases.</li>
<li>Target 3.4: Reduce premature mortality from non-communicable diseases through prevention and treatment.</li>
<li>Target 3.8: Achieve universal health coverage, including access to quality essential health-care services.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.1: Ensure that all girls and boys complete free, equitable and quality primary and secondary education.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Target 5.5: Ensure women’s full and effective participation and equal opportunities for leadership at all levels.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, or economic status.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>SDG 1 Indicators</strong>
<ul>
<li>Proportion of population living below the national poverty line (households earning less than R$218 per person per month).</li>
<li>Coverage rate of Bolsa Família among eligible households.</li>
</ul>
</li>
<li><strong>SDG 2 Indicators</strong>
<ul>
<li>Prevalence of stunted growth in children under 5 years.</li>
<li>Complementary feeding indicators such as meal frequency, dietary diversity, and consumption of ultra-processed foods.</li>
</ul>
</li>
<li><strong>SDG 3 Indicators</strong>
<ul>
<li>Hospitalization rates and mortality rates across municipalities.</li>
<li>Maternal mortality ratio.</li>
<li>Infant mortality rate (deaths under age 5).</li>
<li>Incidence and mortality rates of infectious diseases such as HIV/AIDS and tuberculosis.</li>
<li>Deaths from cardiovascular diseases and breast cancer.</li>
<li>Premature births, especially extreme preterm births before 28 weeks.</li>
</ul>
</li>
<li><strong>SDG 4 Indicators</strong>
<ul>
<li>School enrollment rates for children aged 6 to 17 years.</li>
</ul>
</li>
<li><strong>SDG 5 Indicators</strong>
<ul>
<li>Proportion of households headed by women receiving benefits.</li>
<li>Health outcomes specifically for women, such as maternal mortality and breast cancer mortality rates.</li>
</ul>
</li>
<li><strong>SDG 10 Indicators</strong>
<ul>
<li>Mortality reduction among children of Black mothers compared to others.</li>
<li>Employment rates among Bolsa Família beneficiaries.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>Target 1.2: Reduce poverty by at least half according to national definitions.</td>
<td>
<ul>
<li>Proportion of population below poverty line (income 
</li><li>Coverage rate of Bolsa Família among eligible households.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>Target 2.2: End all forms of malnutrition, including stunted growth in children under 5.</td>
<td>
<ul>
<li>Prevalence of stunted growth in children under 5.</li>
<li>Complementary feeding indicators (meal frequency, dietary diversity, ultra-processed food consumption).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>Target 3.1: Reduce maternal mortality ratio.</li>
<li>Target 3.2: End preventable deaths of newborns and children under 5.</li>
<li>Target 3.3: End epidemics of AIDS, tuberculosis, etc.</li>
<li>Target 3.4: Reduce premature mortality from NCDs.</li>
<li>Target 3.8: Achieve universal health coverage.</li>
</ul>
</td>
<td>
<ul>
<li>Hospitalization and mortality rates.</li>
<li>Maternal mortality ratio.</li>
<li>Infant mortality rate.</li>
<li>Incidence and mortality of infectious diseases (HIV/AIDS, tuberculosis).</li>
<li>Deaths from cardiovascular diseases and breast cancer.</li>
<li>Rates of premature births.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>Target 4.1: Ensure completion of free, equitable, quality primary and secondary education.</td>
<td>
<ul>
<li>School enrollment rates for children aged 6-17 years.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 5: Gender Equality</td>
<td>Target 5.5: Ensure women’s full participation and equal opportunities.</td>
<td>
<ul>
<li>Proportion of female-headed households receiving benefits.</li>
<li>Maternal mortality and breast cancer mortality rates.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>Target 10.2: Promote social, economic, and political inclusion of all.</td>
<td>
<ul>
<li>Mortality reduction among children of Black mothers.</li>
<li>Employment rates among Bolsa Família beneficiaries.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://revistapesquisa.fapesp.br/en/bolsa-familia-program-prevented-8-2-million-hospitalizations-and-713000-deaths-between-2004-and-2019/">revistapesquisa.fapesp.br</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>State health department will temporarily take over Davidson County’s DSS child welfare services – WXII</title>
<link>https://sdgtalks.ai/state-health-department-will-temporarily-take-over-davidson-countys-dss-child-welfare-services-wxii</link>
<guid>https://sdgtalks.ai/state-health-department-will-temporarily-take-over-davidson-countys-dss-child-welfare-services-wxii</guid>
<description><![CDATA[ State health department will temporarily take over Davidson County&#039;s DSS child welfare services  WXII ]]></description>
<enclosure url="https://kubrick.htvapps.com/htv-prod/ibmig/cms/image/wxii/22988912-davidson-county-outline-map.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 17 Jan 2026 08:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>State, health, department, will, temporarily, take, over, Davidson, County’s, DSS, child, welfare, services, –, WXII</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>North Carolina Department of Health and Human Services Assumes Temporary Control of Davidson County Child Welfare Services</h2>
<h3>Background and Context</h3>
<p>In response to critical concerns regarding child welfare, the North Carolina Department of Health and Human Services (NCDHHS) announced a temporary takeover of child welfare services at Davidson County’s Social Services Department (DSS). This intervention follows the tragic death of a child in DSS custody, which prompted a comprehensive departmental review initiated in April 2024.</p>
<h3>Findings and Actions Taken</h3>
<ol>
<li><strong>Initial Review:</strong> The NCDHHS review uncovered numerous issues jeopardizing the safety and well-being of children under Davidson County’s child welfare services.</li>
<li><strong>Corrective Action Plan (CAP):</strong> In July 2024, Davidson County’s Social Services was placed on a CAP to address identified deficiencies.</li>
<li><strong>Escalation of Oversight:</strong> By November 2025, the NCDHHS escalated the CAP, deploying a dedicated team to collaborate closely with the DSS director.</li>
<li><strong>Further Concerns:</strong> Continued monitoring revealed additional challenges related to the county’s capacity to effectively manage child welfare services.</li>
</ol>
<h3>Stakeholder Support and Historical Context</h3>
<ul>
<li>Davidson County leadership and the DSS have expressed support for the state’s intervention.</li>
<li>This marks the sixth occasion on which the NCDHHS has assumed control over a county Department of Social Services to safeguard child welfare.</li>
</ul>
<h2>Emphasis on Sustainable Development Goals (SDGs)</h2>
<h3>Relevant SDGs Addressed by the Intervention</h3>
<ul>
<li><strong>SDG 3: Good Health and Well-being</strong> – Ensuring the safety and well-being of children aligns with promoting healthy lives and well-being for all ages.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The state’s action aims to protect vulnerable children, reducing inequalities in access to safe and effective social services.</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong> – Strengthening child welfare institutions supports the development of accountable and inclusive institutions at all levels.</li>
</ul>
<h3>Contribution to Sustainable Development</h3>
<p>The NCDHHS’s proactive measures demonstrate a commitment to sustainable social development by:</p>
<ul>
<li>Enhancing institutional capacity to protect children’s rights and safety.</li>
<li>Implementing corrective strategies to improve service delivery and accountability.</li>
<li>Fostering collaboration between state and local agencies to ensure long-term welfare improvements.</li>
</ul>
<h2>Conclusion</h2>
<p>The temporary takeover of Davidson County’s child welfare services by the NCDHHS represents a critical step towards safeguarding vulnerable children and advancing key Sustainable Development Goals. Continued oversight and support are essential to restore and strengthen the county’s capacity to provide safe, equitable, and effective social services.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Focus on ensuring healthy lives and promoting well-being for all at all ages, including child health and safety.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li>Emphasizes promoting peaceful and inclusive societies, providing access to justice, and building effective, accountable institutions.</li>
<li>Relevant due to the oversight and intervention in social services to protect children’s rights and welfare.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Indirectly relevant as social services often address vulnerabilities linked to poverty affecting children’s welfare.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li><strong>Target 3.2:</strong> End preventable deaths of newborns and children under 5 years of age.</li>
<li><strong>Target 3.4:</strong> Promote mental health and well-being.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice, and Strong Institutions</strong>
<ul>
<li><strong>Target 16.2:</strong> End abuse, exploitation, trafficking and all forms of violence against and torture of children.</li>
<li><strong>Target 16.6:</strong> Develop effective, accountable and transparent institutions at all levels.</li>
</ul>
</li>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li><strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Child Mortality Rate</strong>
<ul>
<li>Implied by the mention of a child’s death in custody, relevant to SDG 3 Target 3.2.</li>
</ul>
</li>
<li><strong>Incidence of Child Abuse or Neglect Cases</strong>
<ul>
<li>Implied by concerns over child safety and well-being in social services, linked to SDG 16 Target 16.2.</li>
</ul>
</li>
<li><strong>Effectiveness of Social Services Institutions</strong>
<ul>
<li>Implied by the corrective action plans and state intervention, relevant to SDG 16 Target 16.6.</li>
</ul>
</li>
<li><strong>Coverage of Social Protection Systems</strong>
<ul>
<li>Implied by the role of social services in child welfare, linked to SDG 1 Target 1.3.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.2: End preventable deaths of newborns and children under 5 years of age</li>
<li>3.4: Promote mental health and well-being</li>
</ul>
</td>
<td>
<ul>
<li>Child mortality rate (implied)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice, and Strong Institutions</td>
<td>
<ul>
<li>16.2: End abuse, exploitation, trafficking and all forms of violence against children</li>
<li>16.6: Develop effective, accountable and transparent institutions</li>
</ul>
</td>
<td>
<ul>
<li>Incidence of child abuse or neglect cases (implied)</li>
<li>Effectiveness of social services institutions (implied through corrective action plans)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.3: Implement social protection systems and measures for all</li>
</ul>
</td>
<td>
<ul>
<li>Coverage of social protection systems (implied)</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.wxii12.com/article/state-health-department-will-temporarily-take-over-davidson-countys-dss-child-welfare-services-north-carolina/70014228">wxii12.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Eliminating extreme poverty: Kerala’s lessons for Asean countries – Eco&#45;Business</title>
<link>https://sdgtalks.ai/eliminating-extreme-poverty-keralas-lessons-for-asean-countries-eco-business</link>
<guid>https://sdgtalks.ai/eliminating-extreme-poverty-keralas-lessons-for-asean-countries-eco-business</guid>
<description><![CDATA[ Eliminating extreme poverty: Kerala’s lessons for Asean countries  Eco-Business ]]></description>
<enclosure url="https://eco-business.imgix.net/ebmedia/fileuploads/-b-style-color-d53a26-eradicating-poverty-via-growth-and-other-means-span-.png" length="49398" type="image/jpeg"/>
<pubDate>Thu, 15 Jan 2026 11:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Eliminating, extreme, poverty:, Kerala’s, lessons, for, Asean, countries, –, Eco-Business</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Eliminating Extreme Poverty: Lessons from Kerala and Implications for ASEAN</h2>
<h3>Introduction</h3>
<p>On 1 November 2025, the Chief Minister of Kerala, India, announced that the state had eliminated extreme poverty. This milestone, while sparking debates on definitions and measurements, was widely acknowledged as a result of addressing critical nutritional, health, and educational needs. Kerala’s achievement offers valuable insights for developing countries, including those in the ASEAN region, in advancing the United Nations Sustainable Development Goals (SDGs), particularly SDG 1 (No Poverty), SDG 2 (Zero Hunger), SDG 3 (Good Health and Well-being), and SDG 4 (Quality Education).</p>
<h3>Poverty Trends in ASEAN</h3>
<p>Despite significant reductions in poverty incidence across ASEAN, challenges remain, especially in the least developed countries (LDCs) such as Cambodia, Laos, Myanmar, and Timor-Leste. Additionally, populous middle-income countries like Indonesia, the Philippines, and Vietnam still face high numbers of poor or near-poor populations. Even wealthier nations like Thailand and Malaysia experience stark regional disparities with persistent pockets of poverty.</p>
<h3>Economic Growth and Poverty Reduction</h3>
<ol>
<li><strong>Kerala’s Growth Trajectory:</strong> Kerala’s poverty rate was approximately 59.8% in 1973-74. Over the past two decades, the state achieved an annual growth rate of 6-7%, contributing significantly to poverty reduction.</li>
<li><strong>ASEAN Growth Comparison:</strong> Between 2000-2020, ASEAN countries grew at about 5% annually, while LDCs averaged 7-8%, leading to sharp declines in poverty rates, though levels remain unacceptably high.</li>
<li><strong>Limitations of Growth Alone:</strong> Kerala’s experience demonstrates that very high economic growth rates, such as China’s 9% annual growth over four decades, are neither necessary nor sufficient to eliminate poverty entirely.</li>
</ol>
<h3>Targeted Measures Beyond Economic Growth</h3>
<p>As poverty incidence declines, the elasticity of poverty reduction relative to income growth diminishes. To uplift those who remain poor despite growth, targeted interventions are essential:</p>
<ul>
<li><strong>Identification of Invisible Poor:</strong> Active grassroots monitoring with community participation, led by local governments, is crucial to identify individuals and households that slip through conventional safety nets.</li>
<li><strong>Robust Social Infrastructure:</strong> Rapid response systems providing basic needs such as food and medical care must be established to support vulnerable populations.</li>
<li><strong>Fiscal Prioritization:</strong> Kerala’s example reveals that even modest fiscal resources can be effectively allocated to social programs when priorities align with poverty eradication goals.</li>
</ul>
<h3>Sustainability and Resilience in Poverty Eradication</h3>
<p>Kerala’s approach underscores the importance of sustainable and resilient poverty eradication strategies aligned with SDG 8 (Decent Work and Economic Growth) and SDG 10 (Reduced Inequalities):</p>
<ul>
<li><strong>Transition to Self-Reliance:</strong> Social protection programs should aim to wean beneficiaries off support through gainful employment.</li>
<li><strong>Employment Generation:</strong> ASEAN countries must improve domestic investment climates to create jobs, especially for their young populations, to harness the demographic dividend.</li>
<li><strong>Addressing Youth Unemployment:</strong> Technological changes and protectionism threaten job security, necessitating proactive policies to support vulnerable workers.</li>
</ul>
<h3>Challenges and Governance</h3>
<p>Effective governance is critical to poverty eradication efforts, as demonstrated by Kerala’s accountable and democratic processes. However, many ASEAN LDCs face governance challenges:</p>
<ul>
<li>Transparency International’s 2024 corruption index ranks ASEAN’s LDCs in the bottom third globally, highlighting the need for improved governance and institutional strengthening (SDG 16: Peace, Justice, and Strong Institutions).</li>
<li>Good governance facilitates the implementation of targeted poverty measures and ensures accountability in resource allocation.</li>
</ul>
<h3>Equity in Human Development</h3>
<p>Kerala’s success is partly attributed to equitable distribution in education, health, and consumption, achieved through sustained government prioritization of human development (SDG 3 and SDG 4). This contrasts with many ASEAN countries where inequalities remain pronounced.</p>
<h3>Impact of the COVID-19 Pandemic</h3>
<p>The COVID-19 pandemic exacerbated various forms of inequality, complicating poverty eradication efforts in developing ASEAN countries. Addressing these inequalities alongside poverty reduction policies is essential to meet the SDGs effectively.</p>
<h3>Conclusion</h3>
<p>Kerala’s experience offers a replicable model for ASEAN and other developing regions by demonstrating that:</p>
<ul>
<li>Extreme poverty can be tackled through prioritized investments in health, education, and targeted social safety nets.</li>
<li>Proactive identification and monitoring of the poorest households via data-driven and community-led approaches are vital.</li>
<li>Sustainable poverty eradication requires integrating economic growth with social protection, good governance, and resilience to economic and environmental shocks.</li>
</ul>
<p>These lessons align closely with the Sustainable Development Goals and provide a pathway for ASEAN countries to accelerate poverty reduction in a sustainable and inclusive manner.</p>
<h3>Authors</h3>
<ul>
<li>Jayant Menon, Visiting Senior Fellow, Regional Economic Studies Programme, ISEAS – Yusof Ishak Institute</li>
<li>Dr. Vinod Thomas, Visiting Senior Fellow, ISEAS – Yusof Ishak Institute; Former Visiting Professor, National University of Singapore</li>
</ul>
<p><em>Original article first published on Fulcrum, ISEAS – Yusof Ishak Institute’s blogsite.</em></p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The article focuses primarily on the elimination of extreme poverty, as demonstrated by Kerala’s achievement and the ongoing challenges in ASEAN countries.</li>
</ul>
</li>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Addressing nutritional needs is mentioned as part of Kerala’s approach to eliminating extreme poverty.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Provision of medical care and health investments are highlighted as critical components in poverty eradication.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Education is emphasized as a priority investment contributing to human development and poverty reduction.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Economic growth and employment generation are discussed as essential for poverty reduction and sustainability.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article mentions regional disparities, inequality exacerbated by the COVID-19 pandemic, and the need for equitable social distribution.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Good governance, accountability, and combating corruption are identified as necessary for poverty eradication.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.1: Eradicate extreme poverty for all people everywhere.</li>
<li>Target 1.3: Implement nationally appropriate social protection systems and measures for all.</li>
<li>Target 1.5: Build resilience of the poor and reduce their exposure to economic, social, and environmental shocks.</li>
</ul>
</li>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Target 2.1: End hunger and ensure access to safe, nutritious, and sufficient food all year round.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.8: Achieve universal health coverage, including access to quality essential health-care services.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.1: Ensure that all girls and boys complete free, equitable, and quality primary and secondary education.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.3: Promote development-oriented policies that support productive activities, decent job creation, and entrepreneurship.</li>
<li>Target 8.5: Achieve full and productive employment and decent work for all, including youth and persons with disabilities.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote social, economic, and political inclusion of all.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.6: Develop effective, accountable, and transparent institutions at all levels.</li>
<li>Target 16.5: Substantially reduce corruption and bribery in all their forms.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ol>
<li><strong>Poverty Rate / Poverty Incidence</strong>
<ul>
<li>Explicitly mentioned as a key measure, e.g., Kerala’s poverty rate in 1973-74 was 59.8%, and subsequent reductions are tracked.</li>
</ul>
</li>
<li><strong>Economic Growth Rate</strong>
<ul>
<li>Annual average GDP growth rates for Kerala, ASEAN, and LDCs are cited as indicators linked to poverty reduction.</li>
</ul>
</li>
<li><strong>Nutrition and Health Access</strong>
<ul>
<li>Implied indicators include access to food and medical care as part of social infrastructure to reduce extreme poverty.</li>
</ul>
</li>
<li><strong>Education Access and Equity</strong>
<ul>
<li>Distribution and prioritization of education investments imply measurement of enrollment and equitable access.</li>
</ul>
</li>
<li><strong>Employment and Unemployment Rates</strong>
<ul>
<li>Youth unemployment and employment generation are discussed as critical for sustainable poverty reduction.</li>
</ul>
</li>
<li><strong>Governance and Corruption Indices</strong>
<ul>
<li>Transparency International’s corruption rankings are mentioned as an indicator of governance quality.</li>
</ul>
</li>
<li><strong>Social Protection Coverage</strong>
<ul>
<li>Implied through discussion of social safety nets and rapid response mechanisms for the poor.</li>
</ul>
</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.1 Eradicate extreme poverty</li>
<li>1.3 Social protection systems</li>
<li>1.5 Build resilience to shocks</li>
</ul>
</td>
<td>
<ul>
<li>Poverty rate/incidence</li>
<li>Coverage of social protection programs</li>
<li>Monitoring of economic shocks impact on poverty</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>
<ul>
<li>2.1 End hunger and ensure access to safe, nutritious food</li>
</ul>
</td>
<td>
<ul>
<li>Access to nutrition and food security indicators</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.8 Universal health coverage</li>
</ul>
</td>
<td>
<ul>
<li>Access to medical care</li>
<li>Health service coverage</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1 Completion of free, equitable, quality education</li>
</ul>
</td>
<td>
<ul>
<li>Enrollment and completion rates</li>
<li>Equity in education access</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.3 Promote productive activities and decent job creation</li>
<li>8.5 Achieve full and productive employment</li>
</ul>
</td>
<td>
<ul>
<li>GDP growth rate</li>
<li>Employment and youth unemployment rates</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2 Promote social, economic, and political inclusion</li>
</ul>
</td>
<td>
<ul>
<li>Measures of income and regional disparities</li>
<li>Inequality indices</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.5 Reduce corruption and bribery</li>
<li>16.6 Develop accountable and transparent institutions</li>
</ul>
</td>
<td>
<ul>
<li>Corruption Perception Index (Transparency International)</li>
<li>Governance and accountability indicators</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.eco-business.com/opinion/eliminating-extreme-poverty-keralas-lessons-for-asean-countries/">eco-business.com</a></strong></p>
<p> </p>]]> </content:encoded>
</item>

<item>
<title>Innovations in Poverty Eradication in Russia – The Borgen Project</title>
<link>https://sdgtalks.ai/innovations-in-poverty-eradication-in-russia-the-borgen-project</link>
<guid>https://sdgtalks.ai/innovations-in-poverty-eradication-in-russia-the-borgen-project</guid>
<description><![CDATA[ Innovations in Poverty Eradication in Russia  The Borgen Project ]]></description>
<enclosure url="https://borgenproject.org/wp-content/uploads/Poverty-Eradication-in-Russia-1030x715.jpg" length="49398" type="image/jpeg"/>
<pubDate>Wed, 14 Jan 2026 11:30:06 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Innovations, Poverty, Eradication, Russia, –, The, Borgen, Project</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Poverty Eradication in Russia: A Sustainable Development Goals (SDGs) Perspective</h2>
<p><img fetchpriority="high" decoding="async" src="https://borgenproject.org/wp-content/uploads/Poverty-Eradication-in-Russia-1030x715.jpg" alt="Poverty Eradication in Russia" width="640" height="444"></p>
<p>Poverty remains a significant challenge in Russia, particularly affecting families with children, people with disabilities, and residents of rural areas. Despite gradual improvements reflected in official statistics, economic shocks, inflation, and regional disparities continue to threaten millions of lives. According to World Bank data, Russia’s national poverty rate has fluctuated in recent years, underscoring the urgent need for sustained and targeted interventions aligned with the Sustainable Development Goals (SDGs), especially SDG 1: No Poverty.</p>
<h2>Innovations in Poverty Eradication Aligned with SDGs</h2>
<p>The Russian government has prioritized innovative approaches to poverty eradication, focusing on efficiency and inclusivity. These innovations emphasize SDG 1 (No Poverty), SDG 10 (Reduced Inequalities), and SDG 8 (Decent Work and Economic Growth), among others.</p>
<h3>1. Digital Systems Expand Access to Social Support</h3>
<p>In 2020, the Russian government centralized social benefit access through the Gosuslugi digital platform. This initiative enables citizens to apply online for child payments, unemployment support, and housing assistance, significantly reducing administrative barriers and the need for in-person visits.</p>
<ul>
<li>Improves accessibility for vulnerable populations, supporting SDG 1 and SDG 10.</li>
<li>Increases enrollment among families previously hindered by distance, cost, or bureaucracy.</li>
<li>Enhances efficiency and transparency in social protection delivery.</li>
</ul>
<p>According to the World Bank, this digital delivery system has been instrumental in expanding social protection coverage and stabilizing incomes during economic downturns.</p>
<h3>2. Financial Inclusion Reaches Rural Communities</h3>
<p>Russia has advanced financial inclusion through the Unified Biometric System, which uses biometric identification technology to enable remote identity verification. This system allows individuals in rural and remote areas to open bank accounts and receive government payments without traveling, aligning with SDG 9 (Industry, Innovation, and Infrastructure) and SDG 10.</p>
<ul>
<li>Facilitates access to banking and state payments.</li>
<li>Reduces long-term poverty risks by stabilizing household incomes.</li>
<li>Promotes economic participation of marginalized populations.</li>
</ul>
<p>The Central Bank of Russia has endorsed the expanded use of biometric identification for financial services, highlighting its role in fostering inclusive economic growth.</p>
<h3>3. Targeted Child Benefits Support Low-Income Families</h3>
<p>To address child poverty (SDG 1 and SDG 3: Good Health and Well-being), Russia introduced income-tested monthly child benefits in 2021 for families with children aged 8 to 17. These benefits target households below a defined income threshold, ensuring that assistance reaches those most in need.</p>
<ul>
<li>Helps stabilize household consumption during economic shocks, including the COVID-19 pandemic.</li>
<li>Supports families in maintaining food security and covering essential expenses.</li>
<li>Demonstrates the effectiveness of data-driven social protection mechanisms.</li>
</ul>
<h3>4. Social Entrepreneurship Creates Employment Opportunities</h3>
<p>Recognizing the importance of inclusive economic growth (SDG 8), Russia passed legislation in 2019 to formally recognize social enterprises, providing tax incentives and grant support. Social enterprises such as Delai Dobro train people with disabilities in digital and remote work skills, connecting them with employment opportunities.</p>
<ul>
<li>Enhances employment for marginalized groups.</li>
<li>Reduces dependency on long-term social assistance.</li>
<li>Promotes innovation and social inclusion.</li>
</ul>
<h3>5. Nonprofits Strengthen Community-Level Support</h3>
<p>Nonprofit organizations are vital in supplementing government efforts, particularly in underserved regions. The Help Needed Foundation operates nationwide, funding smaller charities and providing food assistance, counseling, and emergency aid, contributing to SDG 1 and SDG 17 (Partnerships for the Goals).</p>
<ul>
<li>Supports over 500,000 people through various programs.</li>
<li>Trains social workers to improve access to benefits and social services.</li>
<li>Enhances community resilience and social cohesion.</li>
</ul>
<h2>Conclusion and Future Outlook</h2>
<p>Innovations in poverty eradication in Russia demonstrate a comprehensive approach aligned with the Sustainable Development Goals. Digital platforms improve social benefit accessibility, targeted child payments support vulnerable families, social entrepreneurship fosters inclusive employment, and nonprofit partnerships strengthen community support systems.</p>
<p>These integrated efforts contribute to economic stability and poverty reduction across the country, advancing Russia’s progress toward achieving SDG 1 (No Poverty), SDG 8 (Decent Work and Economic Growth), SDG 10 (Reduced Inequalities), and SDG 17 (Partnerships for the Goals).</p>
<p><em>– Aiden Moriarty</em></p>
<blockquote>
<p>Aiden Moriarty is based in Rowley, MA, USA, and focuses on Business and New Markets for The Borgen Project.</p>
</blockquote>
<p class="imagecredit">Photo: <a href="https://unsplash.com/photos/people-walking-on-sidewalk-during-daytime-fOtj10X_Qgs" target="_blank" rel="noopener">Unsplash</a></p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The article focuses on poverty eradication in Russia, addressing challenges faced by low-income families, people with disabilities, and rural residents.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Social benefits and support systems help vulnerable populations maintain essential needs, indirectly supporting health and well-being.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Promotion of social entrepreneurship and employment opportunities for marginalized groups is highlighted.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong>
<ul>
<li>Expansion of digital public services and biometric identification technology improves access to social support and financial services.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Targeted child benefits and financial inclusion efforts aim to reduce regional and social inequalities.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>Collaboration with nonprofits, social enterprises, and government agencies is emphasized to strengthen poverty eradication efforts.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under Identified SDGs</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.2: Reduce at least by half the proportion of men, women and children living in poverty in all its dimensions according to national definitions.</li>
<li>Target 1.3: Implement nationally appropriate social protection systems and measures for all.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.8: Achieve universal health coverage, including financial risk protection and access to essential services.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.5: Achieve full and productive employment and decent work for all, including young people and persons with disabilities.</li>
<li>Target 8.10: Strengthen the capacity of domestic financial institutions to encourage and expand access to banking and financial services.</li>
</ul>
</li>
<li><strong>SDG 9: Industry, Innovation and Infrastructure</strong>
<ul>
<li>Target 9.c: Significantly increase access to information and communications technology and strive to provide universal and affordable access to the Internet.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote the social, economic and political inclusion of all.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>Target 17.17: Encourage and promote effective public, public-private and civil society partnerships.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Poverty Rate Fluctuations</strong>
<ul>
<li>National poverty rate data from the World Bank is used to track changes in poverty levels over time.</li>
</ul>
</li>
<li><strong>Enrollment in Social Benefits Programs</strong>
<ul>
<li>Increased enrollment through digital platforms like Gosuslugi indicates improved access to social support.</li>
</ul>
</li>
<li><strong>Financial Inclusion Metrics</strong>
<ul>
<li>Number of individuals in rural areas opening bank accounts via biometric identification technology.</li>
</ul>
</li>
<li><strong>Targeted Child Benefit Distribution</strong>
<ul>
<li>Number of families receiving income-tested child benefits and the impact on household consumption stability.</li>
</ul>
</li>
<li><strong>Employment Rates in Social Enterprises</strong>
<ul>
<li>Participation and employment data for marginalized groups trained and employed through social entrepreneurship initiatives.</li>
</ul>
</li>
<li><strong>Nonprofit Outreach and Impact</strong>
<ul>
<li>Number of people reached by nonprofit programs and social worker training effectiveness.</li>
</ul>
</li>
</ol>
<h2>4. SDGs, Targets and Indicators Table</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.2: Reduce poverty by half</li>
<li>1.3: Implement social protection systems</li>
</ul>
</td>
<td>
<ul>
<li>National poverty rate fluctuations (World Bank data)</li>
<li>Enrollment rates in social benefits programs</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.8: Achieve universal health coverage</li>
</ul>
</td>
<td>
<ul>
<li>Access to social benefits supporting essential needs</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.5: Full and productive employment for all</li>
<li>8.10: Expand access to banking and financial services</li>
</ul>
</td>
<td>
<ul>
<li>Employment data from social enterprises</li>
<li>Number of bank accounts opened via biometric ID</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation and Infrastructure</td>
<td>
<ul>
<li>9.c: Increase access to ICT and Internet</li>
</ul>
</td>
<td>
<ul>
<li>Usage rates of digital platforms like Gosuslugi</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social and economic inclusion</li>
</ul>
</td>
<td>
<ul>
<li>Targeted child benefit distribution and impact on consumption</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>
<ul>
<li>17.17: Promote public, private and civil society partnerships</li>
</ul>
</td>
<td>
<ul>
<li>Number and impact of nonprofit and social enterprise partnerships</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://borgenproject.org/poverty-eradication-in-russia/">borgenproject.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Development cooperation agreement marks new phase in UN&#45;Iraq partnership – UN News</title>
<link>https://sdgtalks.ai/development-cooperation-agreement-marks-new-phase-in-un-iraq-partnership-un-news</link>
<guid>https://sdgtalks.ai/development-cooperation-agreement-marks-new-phase-in-un-iraq-partnership-un-news</guid>
<description><![CDATA[ Development cooperation agreement marks new phase in UN-Iraq partnership  UN News ]]></description>
<enclosure url="https://global.unitednations.entermediadb.net/assets/mediadb/services/module/asset/downloads/preset/Libraries/Production Library/04-02-2020-UNAMI-Baghdad-streets-03.jpg/image770x420cropped.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 28 Dec 2025 10:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Development, cooperation, agreement, marks, new, phase, UN-Iraq, partnership, –, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>UN and Iraq Sign Sustainable Development Cooperation Framework 2025-2029</h2>
<div><img decoding="async" src="https://global.unitednations.entermediadb.net/assets/mediadb/services/module/asset/downloads/preset/Libraries/Production%20Library/04-02-2020-UNAMI-Baghdad-streets-03.jpg/image770x420cropped.jpg" alt="Baghdad Streets"></div>
<p>On Thursday, the United Nations and the Government of Iraq signed a new agreement titled the <a href="https://reliefweb.int/report/iraq/government-iraq-and-united-nations-sign-sustainable-development-cooperation-framework-period-2025-2029-enar">Sustainable Development Cooperation Framework for 2025 to 2029</a>. This framework aims to assist Iraq in advancing its national development goals, which are aligned with the <a href="https://sdgs.un.org/2030agenda">2030 Agenda for Sustainable Development</a> adopted by UN Member States in 2015.</p>
<p>The signing of this agreement precedes the closure of the <a href="https://dppa.un.org/en/mission/unami">UN Assistance Mission for Iraq (UNAMI)</a>, which has supported the Iraqi government on critical policy issues for over two decades.</p>
<p>Mohamed Al Hassan, UNAMI chief, stated, “Signing the Framework is a natural and honourable transition of the relationship between the United Nations and the Republic of Iraq. It reflects an orderly and responsible departure from support to political stability to the stage of consolidating sustainable development partnership between Iraq and the organization.”</p>
<h2>About the Sustainable Development Cooperation Framework</h2>
<p>To realize the objectives of the <a href="https://www.un.org/sustainabledevelopment/development-agenda/">2030 Agenda</a> and the 17 <a href="http://sdgs.un.org/goals">Sustainable Development Goals (SDGs)</a>, countries must collaborate internationally while also advancing their national agendas.</p>
<p><a href="https://unsdg.un.org/2030-agenda/cooperation-framework">Sustainable Development Cooperation Frameworks</a> are formal agreements between the UN and individual governments that provide tools for planning, implementation, and monitoring of sustainable development initiatives.</p>
<p>The Framework for Iraq focuses on four strategic priorities that align with the country’s national development plan and the SDGs:</p>
<ol>
<li>Improved access to education, health, and social services (SDG 3, SDG 4, SDG 10).</li>
<li>Creating opportunities for jobs and economic growth (SDG 8).</li>
<li>Protecting the environment and addressing climate change (SDG 13, SDG 15).</li>
<li>Strengthening rule of law and good governance (SDG 16).</li>
</ol>
<h2>Implementation and Monitoring</h2>
<p>The execution, monitoring, and reporting of the UN-Iraq Sustainable Development Cooperation Framework will be overseen by a steering committee co-chaired by Iraq’s Ministry of Planning and the UN Resident Coordinator, who leads the UN country team.</p>
<p>Key government institutions and UN agencies will convene annually to review progress and ensure alignment with the SDGs and national priorities.</p>
<p>Implementation will be supported by a dedicated fund and a resource mobilization strategy to secure necessary financing for sustainable development projects.</p>
<h3>Closure of the UN Assistance Mission for Iraq (UNAMI)</h3>
<p>Established in 2003 following the fall of Saddam Hussein, <a href="https://news.un.org/en/story/2025/12/1166591" target="_blank">UNAMI</a> has played a vital role in Iraq’s political transition, post-conflict recovery, and counter-terrorism efforts against ISIL (Da’esh). The mission’s mandate will officially end on 31 December 2025.</p>
<p>With Iraq now significantly more stable, the country is progressing towards greater self-reliance and sustainable development in line with the SDGs.</p>
<p>Mr. Al Hassan emphasized, “Iraq believes it is ready to move to another phase, solidifying its sovereignty and territorial integrity. I wholeheartedly believe that Iraq is ready for that.”</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected to the Issues Highlighted in the Article</h2>
<ul>
<li><strong>SDG 3: Good Health and Well-being</strong> – The article mentions improving access to health services as a strategic priority.</li>
<li><strong>SDG 4: Quality Education</strong> – Improved access to education is explicitly listed as a priority.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – Creating opportunities for jobs and economic growth is a key focus.</li>
<li><strong>SDG 13: Climate Action</strong> – Protecting the environment and addressing climate change are highlighted.</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong> – Strengthening rule of law and good governance is emphasized.</li>
</ul>
<h2>2. Specific Targets Under Those SDGs Identified Based on the Article’s Content</h2>
<ol>
<li><strong>SDG 3 Targets:</strong>
<ul>
<li>3.8 – Achieve universal health coverage, including access to quality essential health-care services.</li>
<li>3.c – Increase health financing and recruitment, development, training and retention of the health workforce.</li>
</ul>
</li>
<li><strong>SDG 4 Targets:</strong>
<ul>
<li>4.1 – Ensure that all girls and boys complete free, equitable and quality primary and secondary education.</li>
<li>4.5 – Eliminate gender disparities in education and ensure equal access to all levels of education.</li>
</ul>
</li>
<li><strong>SDG 8 Targets:</strong>
<ul>
<li>8.3 – Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, and innovation.</li>
<li>8.5 – Achieve full and productive employment and decent work for all women and men.</li>
</ul>
</li>
<li><strong>SDG 13 Targets:</strong>
<ul>
<li>13.1 – Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters.</li>
<li>13.2 – Integrate climate change measures into national policies, strategies and planning.</li>
</ul>
</li>
<li><strong>SDG 16 Targets:</strong>
<ul>
<li>16.6 – Develop effective, accountable and transparent institutions at all levels.</li>
<li>16.7 – Ensure responsive, inclusive, participatory and representative decision-making.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article to Measure Progress Towards the Identified Targets</h2>
<ul>
<li><strong>Access to Education and Health Services:</strong> Indicators such as enrollment rates, completion rates, and coverage of essential health services can be implied to measure progress on SDG 3 and 4 targets.</li>
<li><strong>Employment and Economic Growth:</strong> Indicators like unemployment rate, labor productivity, and number of new enterprises relate to SDG 8 targets.</li>
<li><strong>Environmental Protection and Climate Action:</strong> Indicators measuring greenhouse gas emissions, adoption of climate policies, and resilience to climate hazards are relevant for SDG 13.</li>
<li><strong>Rule of Law and Governance:</strong> Indicators such as the existence of accountable institutions, transparency indexes, and participation rates in governance processes apply to SDG 16.</li>
<li><strong>Monitoring and Reporting Mechanisms:</strong> The article mentions annual reviews by government institutions and UN agencies, implying the use of progress reports and data collection as indicators of implementation success.</li>
</ul>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.8 – Universal health coverage</li>
<li>3.c – Health workforce development</li>
</ul>
</td>
<td>
<ul>
<li>Coverage of essential health services</li>
<li>Health workforce density and distribution</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1 – Completion of free, equitable education</li>
<li>4.5 – Eliminate gender disparities in education</li>
</ul>
</td>
<td>
<ul>
<li>Enrollment and completion rates</li>
<li>Gender parity index in education</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.3 – Promote productive activities and decent jobs</li>
<li>8.5 – Achieve full and productive employment</li>
</ul>
</td>
<td>
<ul>
<li>Unemployment rate</li>
<li>Labor productivity</li>
<li>Number of new enterprises</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.1 – Strengthen resilience to climate hazards</li>
<li>13.2 – Integrate climate change measures into policies</li>
</ul>
</td>
<td>
<ul>
<li>Greenhouse gas emissions levels</li>
<li>Existence of climate policies and plans</li>
<li>Disaster risk reduction measures</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.6 – Develop accountable institutions</li>
<li>16.7 – Inclusive decision-making</li>
</ul>
</td>
<td>
<ul>
<li>Transparency and accountability indices</li>
<li>Participation rates in governance</li>
<li>Annual progress reports and monitoring data</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://news.un.org/en/story/2025/12/1166670">news.un.org</a></strong></p>
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<title>G20 Ministers call for disaster risk reduction (DRR), parametric insurance, cat bonds – Artemis.bm</title>
<link>https://sdgtalks.ai/g20-ministers-call-for-disaster-risk-reduction-drr-parametric-insurance-cat-bonds-artemisbm</link>
<guid>https://sdgtalks.ai/g20-ministers-call-for-disaster-risk-reduction-drr-parametric-insurance-cat-bonds-artemisbm</guid>
<description><![CDATA[ G20 Ministers call for disaster risk reduction (DRR), parametric insurance, cat bonds  Artemis.bm ]]></description>
<enclosure url="https://www.artemis.bm/wp-content/uploads/2025/11/g20-southafrica-logo.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 27 Dec 2025 22:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>G20, Ministers, call, for, disaster, risk, reduction, DRR, parametric, insurance, cat, bonds, –, Artemis.bm</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>G20 Ministers Convene in Johannesburg to Advance Sustainable Disaster Risk Reduction</h2>
<h3>Introduction to the G20 and Its Role in Sustainable Development</h3>
<p>The Group of Twenty (G20), an intergovernmental forum consisting of 19 sovereign countries, the European Union (EU), and the African Union (AU), recently held a ministerial meeting in Johannesburg, South Africa. The forum addresses critical global challenges including international financial stability, climate change mitigation, and sustainable development. These efforts align closely with the United Nations Sustainable Development Goals (SDGs), particularly SDG 13 (Climate Action), SDG 11 (Sustainable Cities and Communities), and SDG 17 (Partnerships for the Goals).</p>
<h3>Commitment to Building Sustainable Resilience through Disaster Risk Reduction (DRR)</h3>
<p>During the meeting, G20 Ministers emphasized the importance of investing in sustainable resilience by prioritizing disaster risk reduction (DRR). They highlighted the need for evidence-based policymaking and anticipatory action to prevent and mitigate the impacts of disasters. This approach supports SDG 1 (No Poverty) and SDG 3 (Good Health and Well-being) by protecting lives and livelihoods.</p>
<h4>Key DRR Tools and Financial Instruments Encouraged</h4>
<ul>
<li>Parametric Insurance</li>
<li>Risk Pools</li>
<li>Contingent Credit</li>
<li>Catastrophe Bonds</li>
<li>Insurance Guarantee Facilities</li>
</ul>
<p>These financial mechanisms are designed to provide affordable, inclusive, and accessible pre-arranged financing to enhance preparedness and enable timely, flexible, and equitable disaster response and recovery. Their implementation directly contributes to SDG 9 (Industry, Innovation, and Infrastructure) and SDG 10 (Reduced Inequalities).</p>
<h3>Addressing the Increasing Frequency and Impact of Disasters</h3>
<p>The Ministers recognized that disasters and shocks—exacerbated by climate change—are increasing in frequency, intensity, and geographic scope, thereby hindering progress toward sustainable development. They stressed the need to strengthen disaster resilience and response, particularly in countries vulnerable to natural catastrophes, aligning with SDG 13 (Climate Action) and SDG 15 (Life on Land).</p>
<h4>Focus on Vulnerable Groups and Regions</h4>
<ol>
<li><strong>Small Island Developing States (SIDS)</strong> – disproportionately affected by disasters and facing high adaptation costs.</li>
<li><strong>Least Developed Countries (LDCs)</strong> – requiring enhanced support for disaster mitigation, preparedness, and recovery.</li>
</ol>
<p>The Ministers underscored the importance of integrated, inclusive, people-centered, and comprehensive approaches to DRR, which support SDG 5 (Gender Equality) and SDG 10 (Reduced Inequalities).</p>
<h3>Global Cooperation and Support for Sustainable Resilience</h3>
<p>The G20 Ministers called upon the global community—including donors, international financial institutions, development banks, and the private sector—to:</p>
<ul>
<li>Address post-disaster recovery and reconstruction</li>
<li>Promote adaptation, disaster mitigation, and preparedness</li>
<li>Implement rebuilding measures that foster sustainable resilience</li>
<li>Respect national circumstances and priorities of developing and vulnerable countries</li>
</ul>
<p>These actions are essential to achieving SDG 17 (Partnerships for the Goals) and ensuring that disaster risk reduction efforts contribute to reducing poverty and inequality (SDG 1 and SDG 10).</p>
<h3>Enhancing Means of Implementation and Nature-Based Solutions</h3>
<p>The Ministers highlighted the necessity for adequate, sustainable, and timely resources through international cooperation and global partnerships. They welcomed nature-based and ecosystem-based approaches as effective measures to minimize disaster risk and build resilience, which aligns with SDG 15 (Life on Land) and SDG 13 (Climate Action).</p>
<h3>Advancing Sustainable Finance for Disaster Risk Reduction</h3>
<p>The Ministers acknowledged recommendations from the 2025 G20 Presidency and the Sustainable Finance Working Group (SFWG) regarding:</p>
<ul>
<li>Addressing natural catastrophe insurance protection gaps</li>
<li>Integrating adaptation and resilience into voluntary transition plans of financial institutions and corporations</li>
</ul>
<p>They reaffirmed their commitment to the ongoing implementation of the G20 Sustainable Finance Roadmap, a voluntary and flexible multi-year action plan that supports sustainable development and climate resilience, reinforcing SDG 8 (Decent Work and Economic Growth) and SDG 12 (Responsible Consumption and Production).</p>
<h2>Conclusion</h2>
<p>The G20 Ministers’ meeting in Johannesburg marked a significant step toward strengthening global disaster risk reduction efforts through sustainable finance and resilience-building tools. By focusing on inclusive, evidence-based policies and international cooperation, the G20 continues to support the achievement of the Sustainable Development Goals, ensuring that vulnerable populations are protected and global development is sustained in the face of increasing disaster risks.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article discusses how disasters disproportionately affect vulnerable populations, exacerbating poverty and inequality.</li>
<li><strong>SDG 11: Sustainable Cities and Communities</strong> – Emphasis on disaster risk reduction and building resilience in communities prone to natural catastrophes.</li>
<li><strong>SDG 13: Climate Action</strong> – Focus on climate change mitigation, adaptation, and resilience-building measures.</li>
<li><strong>SDG 17: Partnerships for the Goals</strong> – Calls for international cooperation, global partnerships, and financing mechanisms to support disaster risk reduction and sustainable resilience.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 1 – Target 1.5:</strong> Build the resilience of the poor and those in vulnerable situations and reduce their exposure and vulnerability to climate-related extreme events and other economic, social and environmental shocks and disasters.</li>
<li><strong>SDG 11 – Target 11.5:</strong> Significantly reduce the number of deaths and the number of people affected by disasters, including water-related disasters, with a focus on protecting the poor and vulnerable.</li>
<li><strong>SDG 13 – Target 13.1:</strong> Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters in all countries.</li>
<li><strong>SDG 17 – Target 17.3:</strong> Mobilize additional financial resources for developing countries from multiple sources.</li>
<li><strong>SDG 17 – Target 17.17:</strong> Encourage and promote effective public, public-private and civil society partnerships, building on the experience and resourcing strategies of partnerships.</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ul>
<li><strong>Disaster Risk Reduction Instruments Usage:</strong> The article mentions the use of parametric insurance, catastrophe bonds, risk pools, contingent credit, and insurance guarantee facilities as tools to measure and enhance disaster resilience.</li>
<li><strong>Frequency and Impact of Disasters:</strong> Monitoring the increasing frequency, intensity, and geographic extent of disasters and their impact on vulnerable populations.</li>
<li><strong>Financial Resources Mobilized:</strong> Tracking the adequacy, sustainability, and timeliness of resources provided through international cooperation and partnerships to support disaster risk reduction.</li>
<li><strong>Implementation of Sustainable Finance Roadmap:</strong> Progress in integrating adaptation and resilience considerations into financial institutions’ transition plans as per the G20 Sustainable Finance Working Group recommendations.</li>
<li><strong>Nature-based Solutions Adoption:</strong> Use of ecosystem-based approaches to minimize risks and build resilience, which can be monitored through ecosystem service indicators.</li>
</ul>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>Target 1.5: Build resilience of the poor and vulnerable to climate-related extreme events and other shocks.</td>
<td>
<ul>
<li>Reduction in number of people affected by disasters</li>
<li>Use of disaster risk reduction financing mechanisms</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>Target 11.5: Reduce deaths and people affected by disasters, focusing on the poor and vulnerable.</td>
<td>
<ul>
<li>Frequency and impact data on natural disasters</li>
<li>Effectiveness of disaster preparedness and response measures</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>Target 13.1: Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters.</td>
<td>
<ul>
<li>Implementation of climate adaptation and resilience strategies</li>
<li>Integration of adaptation into financial institutions’ transition plans</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>
<ul>
<li>Target 17.3: Mobilize additional financial resources for developing countries.</li>
<li>Target 17.17: Promote effective public, public-private and civil society partnerships.</li>
</ul>
</td>
<td>
<ul>
<li>Amount and timeliness of international financial resources mobilized</li>
<li>Number and effectiveness of partnerships supporting disaster risk reduction</li>
<li>Progress on G20 Sustainable Finance Roadmap implementation</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.artemis.bm/news/g20-ministers-call-for-disaster-risk-reduction-drr-parametric-insurance-cat-bonds/">artemis.bm</a></strong></p>
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<title>Kazakhstan Releases First Textbook on Using Development Aid as Soft Power Tool – The Astana Times</title>
<link>https://sdgtalks.ai/kazakhstan-releases-first-textbook-on-using-development-aid-as-soft-power-tool-the-astana-times</link>
<guid>https://sdgtalks.ai/kazakhstan-releases-first-textbook-on-using-development-aid-as-soft-power-tool-the-astana-times</guid>
<description><![CDATA[ Kazakhstan Releases First Textbook on Using Development Aid as Soft Power Tool  The Astana Times ]]></description>
<enclosure url="https://www.kt.kz/neofiles/serve-image/693fffbd16b848000be49b8c" length="49398" type="image/jpeg"/>
<pubDate>Mon, 15 Dec 2025 17:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Kazakhstan, Releases, First, Textbook, Using, Development, Aid, Soft, Power, Tool, –, The, Astana, Times</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Kazakhstan Launches First Comprehensive Textbook on Official Development Assistance (ODA) Emphasizing Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>The Kazakhstan Agency for International Development (KazAID), in collaboration with Gumilyov Eurasian National University (ENU), has published the country’s inaugural comprehensive textbook focused on Official Development Assistance (ODA) and its pivotal role in enhancing Kazakhstan’s soft power internationally.</p>
<h3>Significance of the Publication</h3>
<p>This publication represents a significant milestone in Kazakhstan’s development trajectory, illustrating the nation’s evolution from an aid recipient to an emerging donor capable of supporting global development efforts. The establishment of a national ODA system and the foundation of KazAID highlight Kazakhstan’s strengthened statehood, economic advancement, and elevated international profile.</p>
<h3>Development of Kazakhstan’s ODA Framework</h3>
<ol>
<li><strong>Recognition as an Upper-Middle-Income Country:</strong> Kazakhstan’s economic progress has enabled it to transition into a donor country.</li>
<li><strong>Legal Framework Adoption:</strong> The country has implemented a legal structure to govern development cooperation effectively.</li>
<li><strong>OECD Development Assistance Committee (DAC) Invitation:</strong> Kazakhstan’s inclusion in the OECD DAC marks its commitment to international development standards.</li>
<li><strong>Launch of KazAID:</strong> KazAID serves as the national operator managing ODA initiatives.</li>
</ol>
<h3>Focus on Sustainable Development Goals (SDGs)</h3>
<p>The textbook places significant emphasis on how Kazakhstan’s ODA efforts align with the United Nations Sustainable Development Goals (SDGs), particularly in the following areas:</p>
<ul>
<li><strong>SDG 1:</strong> No Poverty – Supporting poverty reduction projects in Central Asia and beyond.</li>
<li><strong>SDG 3:</strong> Good Health and Well-being – Implementing health-related development programs.</li>
<li><strong>SDG 4:</strong> Quality Education – Promoting educational initiatives through development aid.</li>
<li><strong>SDG 8:</strong> Decent Work and Economic Growth – Facilitating economic development and job creation.</li>
<li><strong>SDG 17:</strong> Partnerships for the Goals – Strengthening international cooperation and partnerships.</li>
</ul>
<h3>Comparative Analysis of Soft Power Models</h3>
<p>The textbook provides a comparative study of soft power strategies employed by countries such as the United States and Japan. It explores how development aid serves as a tool to advance foreign policy objectives and foster international goodwill, thereby enhancing Kazakhstan’s diplomatic influence.</p>
<h3>KazAID’s Practical Experience and Projects</h3>
<p>KazAID’s operational experience in Central Asia and other regions is detailed, showcasing both completed and ongoing projects that contribute to sustainable development and regional stability.</p>
<h3>Authors and Contributors</h3>
<ul>
<li>Arken Arystanov, Chairman of KazAID and Doctor of Economics</li>
<li>Aigerim Ospanova, Professor at Gumilyov Eurasian National University</li>
<li>Akbota Zholdasbekova, Professor at Gumilyov Eurasian National University</li>
</ul>
<h3>Visual Representation</h3>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The article discusses Official Development Assistance (ODA), international cooperation, and Kazakhstan’s role in global development partnerships, directly linking to SDG 17 which focuses on strengthening global partnerships for sustainable development.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Kazakhstan’s transformation from an aid recipient to a donor reflects economic progress and strengthened statehood, which aligns with SDG 8’s emphasis on sustained economic growth.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>The establishment of a national ODA system and legal frameworks for development cooperation indicate strengthened institutions and governance, relevant to SDG 16.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>By assisting other countries through ODA, Kazakhstan contributes to reducing inequalities between nations, which is a core aim of SDG 10.</li>
</ul>
</li>
</ol>
<h2>2. Specific Targets Under the Identified SDGs</h2>
<ol>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>Target 17.3: Mobilize additional financial resources for developing countries from multiple sources.</li>
<li>Target 17.9: Enhance international support for implementing effective and targeted capacity-building in developing countries to support national plans.</li>
<li>Target 17.17: Encourage and promote effective public, public-private, and civil society partnerships.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.1: Sustain per capita economic growth in accordance with national circumstances.</li>
</ul>
</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>Target 16.6: Develop effective, accountable, and transparent institutions at all levels.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.6: Ensure enhanced representation and voice for developing countries in decision-making in global international economic and financial institutions.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article</h2>
<ol>
<li><strong>ODA Volume and Flow</strong>
<ul>
<li>Implied indicator: Net official development assistance (ODA) flows, total and to developing countries, by donor (related to SDG 17.3).</li>
</ul>
</li>
<li><strong>Membership and Participation in International Bodies</strong>
<ul>
<li>Indicator related to Kazakhstan’s invitation to join the OECD Development Assistance Committee (DAC), reflecting enhanced participation in global partnerships (SDG 17.17 and 10.6).</li>
</ul>
</li>
<li><strong>Establishment and Functioning of National ODA Systems</strong>
<ul>
<li>Indicator related to the existence and operational status of national institutions managing ODA, reflecting progress on Target 16.6.</li>
</ul>
</li>
<li><strong>Economic Progress Measures</strong>
<ul>
<li>Implied indicators such as GDP per capita growth and upper-middle-income status recognition, relevant to SDG 8.1.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 17: Partnerships for the Goals</td>
<td>
<ul>
<li>17.3: Mobilize additional financial resources for developing countries.</li>
<li>17.9: Enhance international support for capacity-building.</li>
<li>17.17: Promote effective partnerships.</li>
</ul>
</td>
<td>
<ul>
<li>Net ODA flows by donor.</li>
<li>Kazakhstan’s membership in OECD DAC.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.1: Sustain per capita economic growth.</li>
</ul>
</td>
<td>
<ul>
<li>GDP per capita growth rate.</li>
<li>Recognition as upper-middle-income country.</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 16: Peace, Justice and Strong Institutions</td>
<td>
<ul>
<li>16.6: Develop effective, accountable, and transparent institutions.</li>
</ul>
</td>
<td>
<ul>
<li>Existence and operation of national ODA system (KazAID).</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.6: Enhance representation of developing countries in global economic institutions.</li>
</ul>
</td>
<td>
<ul>
<li>Kazakhstan’s role as an ODA donor supporting other countries.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://astanatimes.com/2025/12/kazakhstan-releases-first-textbook-on-using-development-aid-as-soft-power-tool/">astanatimes.com</a></strong></p>
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<title>Building A Unified Social Protection System To Reduce Poverty In Pakistan – The Friday Times</title>
<link>https://sdgtalks.ai/building-a-unified-social-protection-system-to-reduce-poverty-in-pakistan-the-friday-times</link>
<guid>https://sdgtalks.ai/building-a-unified-social-protection-system-to-reduce-poverty-in-pakistan-the-friday-times</guid>
<description><![CDATA[ Building A Unified Social Protection System To Reduce Poverty In Pakistan  The Friday Times ]]></description>
<enclosure url="https://www.thefridaytimes.com/digital_images/large/2025-12-01/building-unified-social-protection-system-reduce-poverty-pakistan-1764576872-8925.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 13 Dec 2025 11:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Building, Unified, Social, Protection, System, Reduce, Poverty, Pakistan, –, The, Friday, Times</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Building a Unified Social Protection System to Reduce Poverty in Pakistan</h2>
<h3>Introduction</h3>
<p>Article 38 of Pakistan’s Constitution mandates the state to provide social security, food, housing, healthcare, and education to all citizens without discrimination. Despite this constitutional commitment, socio-economic disparities and ineffective public policy implementation have left a significant portion of the population unable to access these fundamental rights. Currently, approximately 24–30% of Pakistan’s population lives below the poverty line, with multidimensional poverty affecting between 40 and 44% of the population.</p>
<h3>Current Social Protection Spending and Challenges</h3>
<p>Pakistan’s combined federal and provincial annual expenditure on social protection is approximately PKR 1.1 trillion, less than 1% of the country’s Gross Domestic Product (GDP). This spending includes around PKR 400 billion in untargeted subsidies for food, fuel, and electricity. The majority of social protection funds are allocated through unconditional cash transfers under the Benazir Income Support Programme (BISP). Compared to neighboring South Asian countries such as Bangladesh, Nepal, and Sri Lanka, Pakistan’s social protection spending as a percentage of GDP is significantly lower.</p>
<h3>Need for Integration and Institutionalization of Social Protection</h3>
<p>To enhance the effectiveness of social protection, Pakistan must integrate and institutionalize the currently fragmented and politically personalized programs under a national social protection policy framework. Key steps include:</p>
<ol>
<li><strong>Streamlining the Socio-Economic Registry:</strong> The National Socio-Economic Registry (NSER), maintained by BISP, requires modernization to support protection programs beyond income support. Provinces should develop their own registries with enhanced data sets to complement the NSER, as demonstrated by Punjab during the COVID-19 crisis.</li>
<li><strong>Developing a National Social Protection Policy Framework:</strong> This framework should establish a unified vision, objectives, protocols between federal and provincial governments, and administrative thresholds for both peacetime and disaster-response initiatives.</li>
<li><strong>Provincial Leadership:</strong> In accordance with the Eighteenth Amendment, provinces must take leadership roles in social protection programs. Provincial social protection authorities, such as Punjab’s, should coordinate efforts across all provinces, Gilgit-Baltistan, and Azad Kashmir.</li>
</ol>
<h3>Fragmentation and Overlapping Programs</h3>
<p>Pakistan currently operates multiple overlapping social protection initiatives at both federal and provincial levels, including:</p>
<ul>
<li>Benazir Income Support Programme (BISP)</li>
<li>Pakistan Bait-ul-Mal</li>
<li>Pakistan Poverty Alleviation Fund</li>
<li>Zakat programs</li>
</ul>
<p>This patchwork approach reflects ad hoc and reactive responses, resulting in inefficiencies and duplication of efforts. The absence of a national policy framework has led to a devolved and disjointed social protection landscape.</p>
<h3>Financing and Expanding Social Protection</h3>
<p>Pakistan faces significant challenges in financing pensions and preventing poverty. To address these issues, the following measures are recommended:</p>
<ul>
<li>Encourage public–private partnerships to expand contributory unemployment insurance for low-income populations.</li>
<li>Introduce crop and livestock insurance, particularly in flood-prone areas, to build community resilience and reduce government relief liabilities.</li>
<li>Subsidize pension plans for low-income workers through tax rebates and other incentives.</li>
</ul>
<h3>Establishing a Social Protection Floor</h3>
<p>It is imperative to prioritize tangible impact and accountability by defining a social protection floor that guarantees a minimum package of social security services to targeted populations throughout life-cycle events. The lack of such a nationally defined floor has resulted in fragmented and overlapping programs rather than a unified system of benefits and services.</p>
<h3>Social Protection as an Investment in Human Development</h3>
<p>The social protection agenda should be institutionalized through the lens of investment in human development rather than charity or welfare. Well-designed and efficiently implemented social protection programs:</p>
<ul>
<li>Support vulnerable groups to remain above poverty lines.</li>
<li>Act as economic stabilizers during crises such as recessions, pandemics, or natural disasters.</li>
<li>Prevent economic downturns by maintaining aggregate demand.</li>
</ul>
<h3>Key Opportunities for Pakistan</h3>
<p>Two immediate gains from an institutionalized social protection system include:</p>
<ol>
<li>Enrolling approximately 25 million out-of-school children aged 5–15 years into education, addressing the second-highest global number of out-of-school children.</li>
<li>Mitigating rapid population growth, currently at 2.40% annually, through household-level incentives promoting child education and smaller family sizes.</li>
</ol>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<p>Strengthening Pakistan’s social protection system directly contributes to several United Nations Sustainable Development Goals:</p>
<ul>
<li><strong>SDG 1: No Poverty</strong> – By reducing poverty levels through targeted social security programs.</li>
<li><strong>SDG 2: Zero Hunger</strong> – Through food security initiatives and subsidies.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – Via healthcare access and insurance schemes.</li>
<li><strong>SDG 4: Quality Education</strong> – By bringing millions of out-of-school children into formal education.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – Through unemployment insurance and economic stabilization.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – By ensuring equitable access to social protection services.</li>
<li><strong>SDG 13: Climate Action</strong> – Through resilience-building insurance for flood-prone communities.</li>
</ul>
<h3>Conclusion</h3>
<p>Pakistan’s path to sustainable development requires a unified, well-funded, and efficiently managed social protection system aligned with the Sustainable Development Goals. Institutionalizing social protection as a human development investment will not only alleviate poverty and vulnerability but also foster economic stability and social equity across the nation.</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed or Connected</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article discusses poverty levels in Pakistan, social protection spending, and poverty alleviation programs.</li>
<li><strong>SDG 2: Zero Hunger</strong> – References to food subsidies and social security related to food access.</li>
<li><strong>SDG 3: Good Health and Well-being</strong> – Mentions healthcare as a fundamental right and part of social protection.</li>
<li><strong>SDG 4: Quality Education</strong> – Highlights the issue of 25 million out-of-school children aged 5–15 years.</li>
<li><strong>SDG 5: Gender Equality</strong> – Implied through social protection and education access for all citizens without discrimination.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – Discusses unemployment insurance, pensions, and economic stabilizers.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – Addresses socio-economic disparities and the need for equitable social protection.</li>
<li><strong>SDG 13: Climate Action</strong> – Mentions crop and livestock insurance in flood-prone areas to build resilience.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs Identified</h2>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>Target 1.3: Implement nationally appropriate social protection systems and measures for all.</li>
<li>Target 1.4: Ensure equal rights to economic resources and access to basic services.</li>
</ul>
</li>
<li><strong>SDG 2: Zero Hunger</strong>
<ul>
<li>Target 2.1: End hunger and ensure access to safe, nutritious, and sufficient food.</li>
</ul>
</li>
<li><strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>Target 3.8: Achieve universal health coverage, including financial risk protection.</li>
</ul>
</li>
<li><strong>SDG 4: Quality Education</strong>
<ul>
<li>Target 4.1: Ensure all children complete free, equitable and quality primary and secondary education.</li>
<li>Target 4.5: Eliminate gender disparities and ensure equal access to education.</li>
</ul>
</li>
<li><strong>SDG 5: Gender Equality</strong>
<ul>
<li>Target 5.1: End all forms of discrimination against women and girls.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>Target 8.5: Achieve full and productive employment and decent work for all.</li>
<li>Target 8.8: Protect labour rights and promote safe working environments.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Target 10.2: Empower and promote social, economic and political inclusion for all.</li>
</ul>
</li>
<li><strong>SDG 13: Climate Action</strong>
<ul>
<li>Target 13.1: Strengthen resilience and adaptive capacity to climate-related hazards.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied to Measure Progress</h2>
<ol>
<li><strong>Percentage of population below poverty line</strong> – The article states 24–30% below poverty levels and 40–44% multidimensional poverty.</li>
<li><strong>Social protection spending as a percentage of GDP</strong> – Currently less than 1% in Pakistan, compared to other South Asian countries.</li>
<li><strong>Coverage of social protection programs</strong> – Number of beneficiaries under programs like Benazir Income Support Programme, Pakistan Bait-ul-Mal, etc.</li>
<li><strong>Number of out-of-school children aged 5–15 years</strong> – Approximately 25 million children out of school.</li>
<li><strong>Unemployment insurance coverage</strong> – Implied through discussion of contributory unemployment insurance for low-income populations.</li>
<li><strong>Access to healthcare and education services</strong> – Implied through references to constitutional rights and social protection services.</li>
<li><strong>Implementation of national social protection policy framework</strong> – Implied by the need for integrated registries and coordinated programs.</li>
<li><strong>Resilience indicators related to climate risks</strong> – Crop and livestock insurance coverage in flood-prone areas.</li>
</ol>
<h2>4. Table: SDGs, Targets and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.3: Implement social protection systems</li>
<li>1.4: Equal rights to economic resources and basic services</li>
</ul>
</td>
<td>
<ul>
<li>Population below poverty line (24–30%)</li>
<li>Multidimensional poverty rate (40–44%)</li>
<li>Social protection spending (% of GDP)</li>
<li>Coverage of social protection programs</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>
<ul>
<li>2.1: End hunger and ensure access to food</li>
</ul>
</td>
<td>
<ul>
<li>Food subsidy coverage</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 3: Good Health and Well-being</td>
<td>
<ul>
<li>3.8: Universal health coverage</li>
</ul>
</td>
<td>
<ul>
<li>Access to healthcare services</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>
<ul>
<li>4.1: Complete free, equitable primary and secondary education</li>
<li>4.5: Eliminate gender disparities in education</li>
</ul>
</td>
<td>
<ul>
<li>Number of out-of-school children (approx. 25 million)</li>
<li>Enrollment rates by gender</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 5: Gender Equality</td>
<td>
<ul>
<li>5.1: End discrimination against women and girls</li>
</ul>
</td>
<td>
<ul>
<li>Access to social protection and education without discrimination</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.5: Full and productive employment</li>
<li>8.8: Protect labour rights and safe work environments</li>
</ul>
</td>
<td>
<ul>
<li>Unemployment insurance coverage</li>
<li>Pension plan coverage</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>
<ul>
<li>10.2: Promote social, economic and political inclusion</li>
</ul>
</td>
<td>
<ul>
<li>Equitable access to social protection programs</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 13: Climate Action</td>
<td>
<ul>
<li>13.1: Strengthen resilience to climate hazards</li>
</ul>
</td>
<td>
<ul>
<li>Crop and livestock insurance coverage in flood-prone areas</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.thefridaytimes.com/01-Dec-2025/building-unified-social-protection-system-reduce-poverty-pakistan">thefridaytimes.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Poverty reduction, livelihoods &amp;amp; jobs – CGIAR</title>
<link>https://sdgtalks.ai/poverty-reduction-livelihoods-jobs-cgiar</link>
<guid>https://sdgtalks.ai/poverty-reduction-livelihoods-jobs-cgiar</guid>
<description><![CDATA[ Poverty reduction, livelihoods &amp; jobs  CGIAR ]]></description>
<enclosure url="https://www.cgiar.org/sites/g/files/fvypus371/files/styles/ogimage_1200x630/public/2025-08/38e9fc0d-poverty-1 (1).jpg.webp" length="49398" type="image/jpeg"/>
<pubDate>Wed, 10 Dec 2025 05:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Poverty, reduction, livelihoods, jobs, –, CGIAR</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Poverty Reduction, Livelihoods, and Jobs: CGIAR’s Contribution to Sustainable Development Goals</h2>
<div><img decoding="async" src="https://www.cgiar.org/sites/g/files/fvypus371/files/styles/ogimage_1200x630/public/2025-08/38e9fc0d-poverty-1%20%281%29.jpg.webp?itok=0ZsAnae9" alt="Poverty Reduction and Livelihoods"></div>
<h3>Objectives Aligned with SDGs</h3>
<p>Through research and innovation, CGIAR aims to address critical global challenges related to poverty and livelihoods, directly contributing to the achievement of the Sustainable Development Goals (SDGs), particularly SDG 1 (No Poverty), SDG 2 (Zero Hunger), and SDG 8 (Decent Work and Economic Growth). The key objectives include:</p>
<ol>
<li>Lift at least 500 million people living in rural areas above the extreme poverty line of US $1.90 per day (2011 PPP), supporting SDG 1.1.</li>
<li>Reduce by at least half the proportion of men, women, and children of all ages living in poverty in all its dimensions according to national definitions, in line with SDG 1.2.</li>
</ol>
<h3>Strategic Activities Supporting SDGs</h3>
<p>To achieve these objectives, CGIAR Initiatives implement targeted activities that foster inclusive and sustainable development across food systems. These activities contribute to multiple SDGs by enhancing economic opportunities, resilience, and social protection:</p>
<ul>
<li><strong>Policy Research and Engagement:</strong> Conducting research and policy dialogues across all segments of food systems to improve access to productive resources, knowledge, finance, and markets. This supports SDG 1 (No Poverty), SDG 2 (Zero Hunger), and SDG 10 (Reduced Inequalities) by promoting inclusive agricultural policies, social protection programs, and off-farm employment opportunities.</li>
<li><strong>Resilience and Competitiveness Solutions:</strong> Providing innovative solutions to strengthen resilience, risk management, and competitiveness of small-scale agriculture and agrifood chains. Special emphasis is placed on empowering women and youth, advancing SDG 5 (Gender Equality) and SDG 8 (Decent Work and Economic Growth).</li>
<li><strong>Improved Adoption of Resilient Varieties and Breeds:</strong> Enhancing the adoption of adapted and resilient crop varieties and livestock breeds to increase productivity and stability of farmer incomes. This activity supports SDG 2 (Zero Hunger), SDG 12 (Responsible Consumption and Production), and SDG 15 (Life on Land) by promoting sustainable agricultural practices and market access.</li>
</ul>
<h3>Impact and Future Directions</h3>
<p>All CGIAR Initiatives contribute to the overarching goal of Poverty Reduction, Livelihoods, and Jobs, thereby advancing the global agenda for sustainable development. The integrated approach ensures alignment with the SDGs, fostering inclusive growth and resilience in rural communities worldwide.</p>
<p>Below is a selection of CGIAR Initiatives that primarily contribute to this impact area, reinforcing the commitment to achieving the Sustainable Development Goals:</p>
<h2>1. Sustainable Development Goals (SDGs) Addressed</h2>
<p>The article primarily addresses the following SDGs:</p>
<ol>
<li><strong>SDG 1: No Poverty</strong> – The article focuses on lifting people out of extreme poverty and reducing poverty in all its dimensions.</li>
<li><strong>SDG 2: Zero Hunger</strong> – By improving agricultural productivity, resilience, and access to markets, the article relates to ending hunger and promoting sustainable agriculture.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – The emphasis on improving livelihoods, jobs, and income-generating opportunities aligns with promoting sustained, inclusive economic growth and decent work for all.</li>
<li><strong>SDG 5: Gender Equality</strong> – The focus on women and youth inclusion in agriculture and value chains connects to achieving gender equality and empowering all women and girls.</li>
</ol>
<h2>2. Specific Targets Under Those SDGs</h2>
<p>Based on the article’s content, the following targets can be identified:</p>
<ol>
<li><strong>SDG 1 Targets:</strong>
<ul>
<li>Target 1.1: Eradicate extreme poverty for all people everywhere, currently measured as people living on less than $1.90 a day.</li>
<li>Target 1.2: Reduce at least by half the proportion of men, women, and children living in poverty in all its dimensions.</li>
</ul>
</li>
<li><strong>SDG 2 Targets:</strong>
<ul>
<li>Target 2.3: By 2030, double the agricultural productivity and incomes of small-scale food producers, particularly women, indigenous peoples, family farmers, and fishers.</li>
<li>Target 2.4: Ensure sustainable food production systems and implement resilient agricultural practices.</li>
</ul>
</li>
<li><strong>SDG 8 Targets:</strong>
<ul>
<li>Target 8.3: Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, and innovation.</li>
<li>Target 8.5: Achieve full and productive employment and decent work for all women and men.</li>
</ul>
</li>
<li><strong>SDG 5 Targets:</strong>
<ul>
<li>Target 5.a: Undertake reforms to give women equal rights to economic resources, including access to ownership and control over land and other forms of property.</li>
</ul>
</li>
</ol>
<h2>3. Indicators Mentioned or Implied in the Article</h2>
<p>The article implies several indicators that can be used to measure progress towards the identified targets:</p>
<ul>
<li><strong>Proportion of population living below the international poverty line</strong> (US $1.90/day) – directly linked to Target 1.1.</li>
<li><strong>Proportion of men, women, and children living in poverty according to national definitions</strong> – related to Target 1.2.</li>
<li><strong>Income levels of small-scale food producers</strong> – measuring improvements in livelihoods and productivity, relevant to Target 2.3.</li>
<li><strong>Adoption rates of resilient and adapted crop varieties and breeds</strong> – linked to Target 2.4 for sustainable agriculture.</li>
<li><strong>Employment rates and quality of jobs in rural and agricultural sectors</strong> – connected to Targets 8.3 and 8.5.</li>
<li><strong>Access to productive resources, knowledge, finance, and markets for women and youth</strong> – related to Target 5.a and inclusion efforts described.</li>
</ul>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1" cellpadding="5" cellspacing="0">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>
<ul>
<li>1.1: Eradicate extreme poverty (living on less than $1.90/day)</li>
<li>1.2: Reduce by half the proportion of people living in poverty in all dimensions</li>
</ul>
</td>
<td>
<ul>
<li>Proportion of population below $1.90/day poverty line</li>
<li>Proportion of population living in poverty (national definitions)</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 2: Zero Hunger</td>
<td>
<ul>
<li>2.3: Double agricultural productivity and incomes of small-scale producers</li>
<li>2.4: Ensure sustainable food production and resilient agricultural practices</li>
</ul>
</td>
<td>
<ul>
<li>Income levels of small-scale food producers</li>
<li>Adoption rate of resilient crop varieties and breeds</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>
<ul>
<li>8.3: Promote policies supporting productive activities and decent job creation</li>
<li>8.5: Achieve full and productive employment and decent work for all</li>
</ul>
</td>
<td>
<ul>
<li>Employment rates in rural/agricultural sectors</li>
<li>Quality and sustainability of income-generating opportunities</li>
</ul>
</td>
</tr>
<tr>
<td>SDG 5: Gender Equality</td>
<td>
<ul>
<li>5.a: Equal rights to economic resources for women</li>
</ul>
</td>
<td>
<ul>
<li>Access to productive resources, knowledge, finance, and markets for women and youth</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.cgiar.org/impact-areas/poverty-reduction-livelihoods-jobs">cgiar.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>UN: Mexico leads Latin America in poverty reduction thanks to minimum wage increases – Mexico News Daily</title>
<link>https://sdgtalks.ai/un-mexico-leads-latin-america-in-poverty-reduction-thanks-to-minimum-wage-increases-mexico-news-daily</link>
<guid>https://sdgtalks.ai/un-mexico-leads-latin-america-in-poverty-reduction-thanks-to-minimum-wage-increases-mexico-news-daily</guid>
<description><![CDATA[ UN: Mexico leads Latin America in poverty reduction thanks to minimum wage increases  Mexico News Daily ]]></description>
<enclosure url="https://mexiconewsdaily.com/wp-content/uploads/2025/12/1054716_Limpieza-de-panteones_impreso.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 02 Dec 2025 13:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>UN:, Mexico, leads, Latin, America, poverty, reduction, thanks, minimum, wage, increases, –, Mexico, News, Daily</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Poverty and Inequality Reduction in Latin America: An SDG Perspective</h2>
<h3>Progress Towards SDG 1 (No Poverty)</h3>
<p>A recent United Nations report indicates significant progress towards Sustainable Development Goal 1 (No Poverty) in Latin America, with Mexico leading the region. The analysis, conducted by the U.N. Economic Commission for Latin America and the Caribbean (ECLAC), highlights a substantial reduction in poverty metrics.</p>
<ul>
<li>Mexico concluded 2024 with a 3.1 percentage point reduction in its population living in poverty.</li>
<li>Across Latin America, income poverty affected 25.5% of the population (162 million people) in 2024, a 2.2 percentage point decrease from 2023 and the lowest recorded figure.</li>
<li>Extreme poverty in the region fell to 9.8% (62 million people), though this remains 2.1 points higher than 2014 levels.</li>
<li>Multidimensional poverty, which aligns with SDG Target 1.2 to reduce poverty in all its dimensions, saw a notable decrease from 34.4% in 2014 to 20.9% in 2024, primarily due to improved housing and services.</li>
</ul>
<h3>The Role of SDG 8 (Decent Work and Economic Growth) in Poverty Alleviation</h3>
<p>Mexico’s success in poverty reduction is directly linked to policies that support SDG 8 (Decent Work and Economic Growth). The primary driver identified in the report is the government’s minimum wage policy, which has improved earnings for low-income workers.</p>
<ul>
<li>According to ECLAC, a 135% real-term increase in the minimum wage between 2018 and 2025 explains approximately two-thirds of Mexico’s poverty reduction.</li>
<li>Mexico’s performance was the principal contributor (60%) to the overall decline in poverty rates across Latin America.</li>
<li>A major challenge to achieving SDG 8 persists, as 47% of the region’s employed population remains in informal work, lacking social protections and decent working conditions.</li>
</ul>
<h3>Persistent Challenges in Achieving SDG 10 (Reduced Inequalities)</h3>
<p>Despite progress in poverty reduction, significant obstacles remain in achieving SDG 10 (Reduced Inequalities). The ECLAC report underscores that Latin America and the Caribbean continues to be the world’s second-most unequal region, with extreme concentrations of wealth and income.</p>
<ul>
<li>In Mexico, the wealthiest 10% of the population controls one-third of the national income, while the poorest 10% receive just 2%.</li>
<li>Regionally, the richest 10% hold 34.2% of total income, while the poorest 10% receive only 1.7%. More comprehensive data suggests the income share of the top 10% may exceed 50%.</li>
<li>Mexico has shown progress in reducing inequality, with its Gini coefficient decreasing from 0.50 to 0.43 over the past decade. However, global economic challenges threaten to stall this trend.</li>
</ul>
<h3>Policy Recommendations for Accelerating SDG Progress</h3>
<p>To address these persistent challenges and accelerate progress towards the Sustainable Development Goals, ECLAC has proposed a series of policy recommendations focused on education, labor, and social inclusion.</p>
<ol>
<li><b>Achieve SDG 4 (Quality Education):</b> Implement free and universal secondary education, with inclusion policies for disadvantaged groups. This is critical, as 28% of the population aged 20-24 has not completed secondary school.</li>
<li><b>Promote SDG 8 (Decent Work):</b> Formalize the labor market by creating quality jobs with fair wages and social protections.</li>
<li><b>Advance SDG 5 (Gender Equality):</b> Introduce policies to increase the participation of young women in the formal job market.</li>
<li><b>Strengthen SDG 10 (Reduced Inequalities):</b> Enact policies to improve workforce participation for people with disabilities, Indigenous populations, and migrants.</li>
</ol>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>The article’s central theme is poverty reduction in Mexico and Latin America. It explicitly states that Mexico led the region in poverty reduction, with its population living in poverty reduced by 3.1 percentage points. It also discusses the rates of income poverty, extreme poverty, and multidimensional poverty across Latin America.</li>
</ul>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li>The article extensively discusses economic inequality as a major concern. It mentions the Gini coefficient for Mexico, the vast income disparity where the richest 10% of the population controls a significant portion of the national income (one-third in Mexico), while the poorest 10% receive a very small share (2% in Mexico).</li>
</ul>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>The primary reason cited for poverty reduction in Mexico is the “sharp increase in the minimum wage.” This directly relates to fair wages and decent work. The article also highlights the challenge of informal employment, stating that 47% of the region’s employed population works on an informal basis, and one of ECLAC’s suggestions is to formalize the labor market by creating quality jobs.</li>
</ul>
</li>
<li>
<h3>SDG 4: Quality Education</h3>
<ul>
<li>The article points to educational challenges as a factor in persistent inequality. It notes that in 2023, “28% of the Latin American population aged 20 to 24 had not completed secondary school.” Furthermore, one of ECLAC’s key recommendations for reducing inequality is to provide “Free universal secondary education.”</li>
</ul>
</li>
<li>
<h3>SDG 5: Gender Equality</h3>
<ul>
<li>Among the suggestions offered by ECLAC to reduce inequality and poverty is “Advancing gender equality to increase young women’s participation in the job market,” directly connecting the issue of economic disparity to the need for equal opportunities for women in the workforce.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
<h3>Target 1.2: Reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions.</h3>
<ul>
<li>The article directly addresses this target by reporting on the reduction of poverty in Mexico by 3.1 percentage points and the decrease in both income poverty and multidimensional poverty across Latin America.</li>
</ul>
</li>
<li>
<h3>Target 10.1: Progressively achieve and sustain income growth of the bottom 40 per cent of the population at a rate higher than the national average.</h3>
<ul>
<li>The article’s focus on the income share of the poorest 10% (receiving only 2% of income) versus the richest 10% (controlling one-third) highlights the core issue of this target. The increase in the minimum wage is a policy measure aimed at boosting the income of the lowest earners, directly aligning with this goal.</li>
</ul>
</li>
<li>
<h3>Target 8.5: Achieve full and productive employment and decent work for all women and men, including for young people and persons with disabilities, and equal pay for work of equal value.</h3>
<ul>
<li>This target is relevant through the discussion of the 135% real-term increase in the minimum wage in Mexico, which addresses the “equal pay for work of equal value” component. The mention of high rates of informal employment (47%) and the recommendation to create “quality jobs” also connect directly to achieving decent work for all.</li>
</ul>
</li>
<li>
<h3>Target 4.1: Ensure that all girls and boys complete free, equitable and quality primary and secondary education.</h3>
<ul>
<li>The article identifies a key challenge related to this target by stating that 28% of young adults (aged 20-24) have not completed secondary school. ECLAC’s recommendation for “Free universal secondary education” is a direct policy suggestion to meet this target.</li>
</ul>
</li>
<li>
<h3>Target 5.5: Ensure women’s full and effective participation and equal opportunities for leadership at all levels of decision-making in political, economic and public life.</h3>
<ul>
<li>ECLAC’s suggestion to advance “gender equality to increase young women’s participation in the job market” directly supports the goal of ensuring women’s full participation in economic life.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
<h3>Indicators for SDG 1 (No Poverty)</h3>
<ul>
<li><b>Proportion of population living below the national poverty line (Indicator 1.2.1):</b> The article provides this data, stating Mexico’s poverty was “reduced by 3.1 percentage points” and that 25.5% of the Latin American population lived in income poverty in 2024.</li>
<li><b>Proportion of population living in multidimensional poverty (Indicator 1.2.2):</b> The article mentions a decrease in multidimensional poverty in Latin America from 34.4% in 2014 to 20.9% in 2024.</li>
</ul>
</li>
<li>
<h3>Indicators for SDG 10 (Reduced Inequalities)</h3>
<ul>
<li><b>Gini coefficient (Indicator 10.2.1):</b> The article explicitly mentions this indicator, stating that “Mexico’s Gini coefficient… decreased from 0.50 to 0.43.”</li>
<li><b>Proportion of national income received by the bottom 10% and top 10% of the population:</b> While not an official SDG indicator title, this data directly measures income distribution. The article states the poorest 10% in Mexico receive 2% of income, while the richest 10% control one-third.</li>
</ul>
</li>
<li>
<h3>Indicators for SDG 8 (Decent Work and Economic Growth)</h3>
<ul>
<li><b>Real minimum wage levels:</b> The article uses the “135% in real terms” increase in Mexico’s minimum wage as a key indicator of progress.</li>
<li><b>Proportion of informal employment in total employment (Indicator 8.3.1):</b> The article provides this statistic for the region, noting that “47% of the region’s employed population was working on an informal basis.”</li>
</ul>
</li>
<li>
<h3>Indicators for SDG 4 (Quality Education)</h3>
<ul>
<li><b>Completion rate (secondary education) (Indicator 4.1.2):</b> The article implies this indicator by stating its inverse: “28% of the Latin American population aged 20 to 24 had not completed secondary school.”</li>
</ul>
</li>
<li>
<h3>Indicators for SDG 5 (Gender Equality)</h3>
<ul>
<li><b>Female labor force participation rate:</b> This is an implied indicator. The recommendation to “increase young women’s participation in the job market” suggests that this rate is a key metric for measuring progress toward gender equality in the economy.</li>
</ul>
</li>
</ol>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>SDG 1: No Poverty</b></td>
<td><b>1.2:</b> Reduce poverty in all its dimensions by half.</td>
<td>
<ul>
<li>Percentage of population living in poverty (reduced by 3.1 percentage points in Mexico).</li>
<li>Percentage of population living in multidimensional poverty (decreased from 34.4% to 20.9% in Latin America).</li>
</ul>
</td>
</tr>
<tr>
<td><b>SDG 10: Reduced Inequalities</b></td>
<td><b>10.1:</b> Sustain income growth of the bottom 40% of the population.</td>
<td>
<ul>
<li>Gini coefficient (decreased from 0.50 to 0.43 in Mexico).</li>
<li>Share of national income of the poorest 10% (2% in Mexico).</li>
<li>Share of national income of the richest 10% (one-third in Mexico).</li>
</ul>
</td>
</tr>
<tr>
<td><b>SDG 8: Decent Work and Economic Growth</b></td>
<td><b>8.5:</b> Achieve full employment and decent work with equal pay.</td>
<td>
<ul>
<li>Real increase in minimum wage (135% in Mexico).</li>
<li>Proportion of informal employment (47% in Latin America).</li>
</ul>
</td>
</tr>
<tr>
<td><b>SDG 4: Quality Education</b></td>
<td><b>4.1:</b> Ensure all children complete free, equitable and quality primary and secondary education.</td>
<td>
<ul>
<li>Secondary school non-completion rate for ages 20-24 (28% in Latin America).</li>
</ul>
</td>
</tr>
<tr>
<td><b>SDG 5: Gender Equality</b></td>
<td><b>5.5:</b> Ensure women’s full participation and equal opportunities in economic life.</td>
<td>
<ul>
<li>(Implied) Female participation rate in the job market.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://mexiconewsdaily.com/news/poverty-reduction-minimum-wage/">mexiconewsdaily.com</a></strong></p>
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<title>Study reveals major north&#45;south divide in access to EV charging points – Yahoo News New Zealand</title>
<link>https://sdgtalks.ai/study-reveals-major-north-south-divide-in-access-to-ev-charging-points-yahoo-news-new-zealand</link>
<guid>https://sdgtalks.ai/study-reveals-major-north-south-divide-in-access-to-ev-charging-points-yahoo-news-new-zealand</guid>
<description><![CDATA[ Study reveals major north-south divide in access to EV charging points  Yahoo News New Zealand ]]></description>
<enclosure url="https://s.yimg.com/ny/api/res/1.2/AzBfkLCLnu0APuRq34ijhg--/YXBwaWQ9aGlnaGxhbmRlcjt3PTk2MDtoPTY0MDtjZj13ZWJw/https://media.zenfs.com/en/the_independent_577/cfc65fa81d8bd069e92b3db214c74a84" length="49398" type="image/jpeg"/>
<pubDate>Tue, 02 Dec 2025 07:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Study, reveals, major, north-south, divide, access, charging, points, –, Yahoo, News, New, Zealand</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on UK’s EV Charging Infrastructure Disparity and its Impact on Sustainable Development Goals</h2>
<h3>Introduction</h3>
<p>Recent data reveals a significant disparity in the distribution of public Electric Vehicle (EV) charging infrastructure across the United Kingdom. This geographical imbalance, described as a “charging postcode lottery,” presents a substantial barrier to the nation’s transition to sustainable transport. The inequitable rollout directly impacts the UK’s ability to meet key Sustainable Development Goals (SDGs), particularly those related to clean energy, sustainable cities, inequality, and climate action.</p>
<h3>Key Findings: A Geographical Divide in Infrastructure</h3>
<p>Analysis highlights a stark contrast in charger availability between London and the South compared to northern regions of the country. This disparity undermines progress towards <strong>SDG 9 (Industry, Innovation, and Infrastructure)</strong> by failing to provide resilient and equitable infrastructure nationwide.</p>
<ul>
<li>Five major northern cities (Liverpool, Leeds, Manchester, Newcastle, and Sheffield), with a combined population of 2.7 million, share only 2,485 public chargers.</li>
<li>In contrast, Coventry, with a population of just 350,000, possesses 2,578 chargers, surpassing the total of all five northern cities combined.</li>
<li>The London borough of Westminster alone has 2,746 chargers, exceeding the collective total of Manchester, Liverpool, Leeds, Sheffield, and Newcastle.</li>
<li>All top ten local authorities for charging hotspots are located in London and the South, indicating a severe regional imbalance.</li>
</ul>
<h3>Analysis of Disparity and SDG Implications</h3>
<p>The current state of EV charger distribution creates a two-tier system that contravenes the principles of several Sustainable Development Goals.</p>
<ol>
<li><strong>SDG 10 (Reduced Inequalities):</strong> The North-South divide in charging access exacerbates regional inequalities, ensuring that the benefits of the green transition are not shared equally. Drivers in northern and rural areas are left without reliable access, creating an unfair system.</li>
<li><strong>SDG 11 (Sustainable Cities and Communities):</strong> While London boroughs advance, the lack of infrastructure in major northern cities hinders their transition to sustainable, inclusive urban centres. This failure to provide essential services for clean transport undermines the resilience and sustainability of these communities.</li>
<li><strong>SDG 7 (Affordable and Clean Energy):</strong> The goal of ensuring access to affordable, reliable, and modern energy is compromised when charging infrastructure is inconsistent. Without a dependable network, the transition to clean energy for transport will stall.</li>
<li><strong>SDG 13 (Climate Action):</strong> The slow and uneven rollout of charging infrastructure is a direct impediment to urgent climate action. A successful transition to EVs is critical for reducing transport emissions, and infrastructure gaps threaten to derail national climate targets.</li>
</ol>
<h3>Case Study: Coventry’s Success in Localised SDG Implementation</h3>
<p>Coventry serves as a key example of successful infrastructure strategy, demonstrating how targeted local action can align with <strong>SDG 11</strong> and <strong>SDG 9</strong>. Its success is attributed to:</p>
<ul>
<li>A collaborative and focused strategy for public charger rollout.</li>
<li>Clear local leadership and political will.</li>
<li>Effective partnerships with experienced charging providers.</li>
</ul>
<p>Coventry’s model proves that rapid and comprehensive network deployment is achievable outside of London when local authorities are equipped with the capability and confidence to execute projects effectively.</p>
<h3>Public Perception and Barriers to Adoption</h3>
<p>Public confidence in the charging network remains low, which is a significant barrier to EV adoption and the achievement of climate goals (<strong>SDG 13</strong>). A survey of over 11,000 UK motorists found that:</p>
<ul>
<li>60% believe public charging infrastructure is unreliable.</li>
<li>Only 6% think there are enough public chargers available across the UK.</li>
</ul>
<h3>Recommendations for an Equitable and Sustainable Transition</h3>
<p>Experts warn that government funding alone is insufficient to resolve these disparities. A strategic, nationally coordinated approach is required to ensure the EV transition is fair and aligns with the UK’s commitment to the SDGs.</p>
<ol>
<li><strong>Develop a National Strategy:</strong> A joined-up, national approach is needed to provide local authorities with clear guidance, expertise, and policy frameworks for consistent delivery.</li>
<li><strong>Address Systemic Bottlenecks:</strong> Beyond funding, systemic issues such as planning regulations and grid capacity must be addressed to empower all councils to install chargers quickly and efficiently.</li>
<li><strong>Promote Equitable Investment:</strong> Future funding and policy must be targeted to address the regional imbalance, ensuring that progress towards <strong>SDG 7</strong> and <strong>SDG 10</strong> is prioritised in underserved areas.</li>
</ol>
<h2>Analysis of SDGs, Targets, and Indicators</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
        <strong>SDG 7: Affordable and Clean Energy:</strong> The article focuses on the infrastructure for Electric Vehicles (EVs), which are a key part of the transition to cleaner energy sources for transportation. The lack of charging infrastructure hinders the adoption of this clean energy technology.
    </li>
<li>
        <strong>SDG 9: Industry, Innovation, and Infrastructure:</strong> This is a central theme, as the article directly discusses the development of “reliable” and “resilient” infrastructure (EV chargers). It highlights the need for innovation in deploying this infrastructure, as seen in Coventry’s success with “charging gullies and street solutions.”
    </li>
<li>
        <strong>SDG 10: Reduced Inequalities:</strong> The article’s core argument is about the “widening gulf in access to public chargers” and the “charging postcode lottery.” This highlights a significant inequality in infrastructure access based on geographic location (North vs. South), which creates a “two-tier electric future.”
    </li>
<li>
        <strong>SDG 11: Sustainable Cities and Communities:</strong> The provision of public EV charging is crucial for creating sustainable transport systems within cities. The article contrasts cities that are succeeding (Coventry, London boroughs) with those that are lagging (Liverpool, Leeds, Manchester), directly addressing the challenge of making urban areas more sustainable.
    </li>
<li>
        <strong>SDG 13: Climate Action:</strong> The entire transition to electric vehicles is a national strategy to combat climate change by reducing transport emissions. The article warns that the infrastructure disparity “threatens to stall the nation’s transition to electric vehicles,” thereby impeding national climate action goals.
    </li>
<li>
        <strong>SDG 17: Partnerships for the Goals:</strong> The article emphasizes the need for effective partnerships to solve the infrastructure problem. It praises Coventry’s “collaborative, focused strategy” involving “clear local leadership and partnerships with experienced charging providers” and calls for a “joined-up, national approach” involving government, local authorities, and private companies.
    </li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
        <strong>Target 9.1:</strong> “Develop quality, reliable, sustainable and resilient infrastructure… with a focus on affordable and equitable access for all.” The article directly addresses this by highlighting the lack of reliable and equitable access to EV charging infrastructure, citing a survey where “60 per cent believe public charging infrastructure is unreliable” and describing the North-South divide as a failure of equitable access.
    </li>
<li>
        <strong>Target 10.2:</strong> “By 2030, empower and promote the social, economic and political inclusion of all, irrespective of… location.” The “charging postcode lottery” is a clear example of exclusion based on location, where drivers in the North are left “idling” and face an “impossible” transition to EVs compared to those in London and the South.
    </li>
<li>
        <strong>Target 11.2:</strong> “By 2030, provide access to safe, affordable, accessible and sustainable transport systems for all.” EV charging networks are a fundamental component of a sustainable transport system. The article shows that access to this system is not available for all, as “millions elsewhere are struggling with limited and unreliable infrastructure.”
    </li>
<li>
        <strong>Target 13.2:</strong> “Integrate climate change measures into national policies, strategies and planning.” The rollout of EV infrastructure is a key climate change measure. The article critiques the lack of a “joined-up, national approach” and “clearer policy frameworks,” suggesting a failure to effectively integrate this measure into national planning.
    </li>
<li>
        <strong>Target 17.17:</strong> “Encourage and promote effective public, public-private and civil society partnerships.” The article holds up Coventry as a “rare success story” precisely because of its effective partnerships, noting its success was “underpinned by clear local leadership and partnerships with experienced charging providers.” It calls for this model to be replicated elsewhere.
    </li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li>
        <strong>Number of public chargers per 100,000 people:</strong> This is a key quantitative indicator used throughout the article to demonstrate the regional disparity. For example, it states, “Coventry has over 750 chargers per 100,000 people, every one of the Northern Five has fewer than 100, and Westminster tops the chart with more than 1,300 per 100,000.”
    </li>
<li>
        <strong>Absolute number of public chargers per city/region:</strong> The article uses this indicator to compare different areas. It notes that five major northern cities “share just 2,485 public chargers,” while London’s Westminster alone has “2,746 chargers.”
    </li>
<li>
        <strong>Geographic distribution of charging infrastructure:</strong> The article implies this as an indicator of inequality (Target 10.2). The finding that “the entire top ten charging hotspots are in London and the South” is a direct measurement of this uneven distribution.
    </li>
<li>
        <strong>Public perception of infrastructure reliability and availability:</strong> The article explicitly mentions a survey indicator to measure infrastructure quality (Target 9.1). The finding that “60 per cent believe public charging infrastructure is unreliable, while only six per cent think there are enough public chargers available” is a direct measure of public confidence and perceived quality.
    </li>
</ul>
<h2>SDGs, Targets, and Indicators Table</h2>
<table border="1">
<thead>
<tr>
<th>SDGs, Targets and Indicators</th>
<th>Corresponding Targets</th>
<th>Specific Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 9:</strong> Industry, Innovation, and Infrastructure</td>
<td><strong>9.1:</strong> Develop quality, reliable, sustainable and resilient infrastructure with equitable access for all.</td>
<td>
<ul>
<li>Number of public chargers per 100,000 people.</li>
<li>Public perception of infrastructure reliability (e.g., 60% believe it is unreliable).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10:</strong> Reduced Inequalities</td>
<td><strong>10.2:</strong> Promote inclusion of all, irrespective of location.</td>
<td>
<ul>
<li>Geographic distribution of charging infrastructure (e.g., “the entire top ten charging hotspots are in London and the South”).</li>
<li>Comparison of charger density between regions (North vs. South).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 11:</strong> Sustainable Cities and Communities</td>
<td><strong>11.2:</strong> Provide access to accessible and sustainable transport systems for all.</td>
<td>
<ul>
<li>Absolute number of public chargers per city.</li>
<li>Public perception of charger availability (e.g., only 6% think there are enough).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 13:</strong> Climate Action</td>
<td><strong>13.2:</strong> Integrate climate change measures into national policies, strategies and planning.</td>
<td>
<ul>
<li>The existence (or lack thereof) of a “joined-up, national approach” and “clearer policy frameworks” for EV infrastructure rollout.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 17:</strong> Partnerships for the Goals</td>
<td><strong>17.17:</strong> Encourage and promote effective public, public-private and civil society partnerships.</td>
<td>
<ul>
<li>Evidence of successful local leadership and partnerships with private charging providers (as seen in Coventry).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://ca.news.yahoo.com/study-reveals-major-north-south-191710101.html">ca.news.yahoo.com</a></strong></p>
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<title>Low&#45;income countries spend just $17 per capita annually on health – WB – Financial Nigeria</title>
<link>https://sdgtalks.ai/low-income-countries-spend-just-17-per-capita-annually-on-health-wb-financial-nigeria</link>
<guid>https://sdgtalks.ai/low-income-countries-spend-just-17-per-capita-annually-on-health-wb-financial-nigeria</guid>
<description><![CDATA[ Low-income countries spend just $17 per capita annually on health – WB  Financial Nigeria ]]></description>
<enclosure url="https://d2h59e6b7hdi10.cloudfront.net/public/upload/news_images/2920/africa_health_symbol-202512011326291450.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 19:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Low-income, countries, spend, just, 17, per, capita, annually, health, –, –, Financial, Nigeria</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Health Financing Gaps and Alignment with Sustainable Development Goals</h2>
<h3>Critical Underfunding in Health Services and its Impact on SDG 3</h3>
<p>A recent World Bank report, “At a Crossroads: Prospects for Government Health Financing Amidst Declining Aid,” indicates a severe shortfall in investments for essential health services in developing nations. This funding gap directly impedes progress towards achieving Sustainable Development Goal 3 (SDG 3), which aims to ensure good health and well-being for all. The report highlights that combined government and donor health spending has stagnated in real terms since 2018, creating a significant barrier to attaining Universal Health Coverage (UHC), a key target of SDG 3.</p>
<ul>
<li><b>Low-Income Countries:</b> In 2024, per capita health spending averaged $17, which is less than one-third of the estimated $60 minimum required to deliver a basic package of essential services.</li>
<li><b>Lower-Middle-Income Countries:</b> The average per capita spending was $47, approximately half of the $90 benchmark needed for adequate health services.</li>
</ul>
<h3>Socio-Economic Implications and Broader SDG Linkages</h3>
<p>The implications of this financing deficit extend beyond the health sector, affecting multiple Sustainable Development Goals. The lack of investment undermines efforts related to SDG 8 (Decent Work and Economic Growth) by limiting job creation within the health sector and reducing overall economic productivity due to poor public health. Furthermore, inadequate health systems exacerbate inequalities, hindering progress on SDG 1 (No Poverty) and SDG 10 (Reduced Inequalities), as health crises disproportionately impact vulnerable populations.</p>
<h3>Strategic Priorities for Achieving Universal Health Coverage</h3>
<p>To address these challenges and accelerate progress towards SDG 3, the World Bank report outlines three primary priorities for action:</p>
<ol>
<li>Enhance the efficiency of resource utilization to maximize the impact of existing funds.</li>
<li>Increase the allocation of public spending towards the health sector, prioritizing it as a fundamental component of national development.</li>
<li>Expand fiscal space through comprehensive macro-fiscal reforms to generate sustainable domestic revenue for health.</li>
</ol>
<h3>Global Collaboration and Partnerships for the Goals (SDG 17)</h3>
<p>Achieving these priorities requires robust international cooperation, aligning with SDG 17 (Partnerships for the Goals). The report stresses that continued collaboration between governments, development partners, and donors is essential. A pivotal event to foster these partnerships is the upcoming Universal Health Coverage (UHC) High-level Forum.</p>
<ul>
<li><b>Event:</b> Universal Health Coverage (UHC) High-level Forum</li>
<li><b>Date:</b> December 6</li>
<li><b>Location:</b> Tokyo</li>
<li><b>Conveners:</b> Government of Japan, World Bank Group, and the World Health Organisation</li>
<li><b>Objective:</b> To bring global leaders together to assess progress and commit to building stronger, more equitable health systems, thereby advancing the global agenda for health for all.</li>
</ul>
<h2>SDGs Addressed in the Article</h2>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li>The article’s central theme is the insufficient financing for “essential health services” in developing countries. It directly discusses the goal of achieving “Universal Health Coverage (UHC),” which is a cornerstone of SDG 3. The report highlights the gap between current spending and the minimum needed to deliver basic health services, which directly relates to ensuring healthy lives for all.</li>
</ul>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>The article connects health investments to broader development outcomes, stating that they are critical for “saving lives, creating jobs, and driving growth.” By focusing on low-income countries and the role of health in economic stability, it implicitly links the lack of health funding to the persistence of poverty, as poor health is a major barrier to escaping it.</li>
</ul>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>The connection to SDG 8 is explicitly made in the first paragraph, which states that essential health services are “critical for… creating jobs, and driving growth.” This highlights the role of a healthy population and a functional health sector as prerequisites for sustainable economic development.</li>
</ul>
<h3>SDG 17: Partnerships for the Goals</h3>
<ul>
<li>The article underscores the importance of collaboration, calling for continued efforts “among governments, partners, and donors.” The mention of the upcoming UHC High-level Forum, co-convened by the World Bank and the World Health Organisation, exemplifies the multi-stakeholder partnerships required to mobilize resources and achieve global goals.</li>
</ul>
<h2>Specific SDG Targets Identified</h2>
<h3>Under SDG 3 (Good Health and Well-being)</h3>
<ul>
<li><b>Target 3.8:</b> Achieve universal health coverage (UHC), including financial risk protection, access to quality essential health-care services and access to safe, effective, quality and affordable essential medicines and vaccines for all. The article is entirely focused on this target, discussing the financing gap for “essential health services” and referencing the “Universal Health Coverage (UHC) High-level Forum.”</li>
<li><b>Target 3.c:</b> Substantially increase health financing and the recruitment, development, training and retention of the health workforce in developing countries. The report’s main finding is that “investments remain insufficient in developing countries to fund essential health services,” directly addressing the need for increased health financing.</li>
</ul>
<h3>Under SDG 17 (Partnerships for the Goals)</h3>
<ul>
<li><b>Target 17.2:</b> Developed countries to implement fully their official development assistance commitments. The article’s reference to “declining aid” and the role of “donors” points to the importance of official development assistance (ODA) in health financing for low-income countries.</li>
<li><b>Target 17.3:</b> Mobilize additional financial resources for developing countries from multiple sources. The report’s recommendations to “increase the share of public spending on health” and expand fiscal space, alongside donor funding, directly align with this target of mobilizing diverse financial resources.</li>
</ul>
<h2>Indicators for Measuring Progress</h2>
<h3>Explicitly Mentioned Indicators</h3>
<ul>
<li><b>Government and donor spending on health per capita:</b> The article provides precise figures for this indicator. It states that combined spending is “$17 per capita in low-income countries” and “$47 in lower-middle-income countries,” comparing these figures to the required benchmarks of $60 and $90, respectively. This makes it a direct, measurable indicator of the financing gap.</li>
</ul>
<h3>Implied Indicators</h3>
<ul>
<li><b>Indicator 3.8.1 (Coverage of essential health services):</b> While not giving a percentage, the article’s entire focus is on the inability to fund a “basic package of essential services.” The level of funding directly impacts the coverage of these services, making it the primary outcome indicator for the issues discussed.</li>
<li><b>Health expenditure as a share of public spending:</b> The report identifies that “the priority for health falling in many countries” and recommends an “increase in the share of public spending on health.” This implies that the proportion of the national budget allocated to health is a key indicator of a government’s commitment and progress.</li>
</ul>
<h2>Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>SDG 3:</b> Good Health and Well-being</td>
<td><b>Target 3.8:</b> Achieve universal health coverage (UHC).</td>
<td>Government and donor spending on health per capita; Coverage of essential health services (Indicator 3.8.1).</td>
</tr>
<tr>
<td><b>SDG 3:</b> Good Health and Well-being</td>
<td><b>Target 3.c:</b> Substantially increase health financing… in developing countries.</td>
<td>Health expenditure as a share of public spending.</td>
</tr>
<tr>
<td><b>SDG 8:</b> Decent Work and Economic Growth</td>
<td><b>Target 8.1:</b> Sustain per capita economic growth.</td>
<td>The article links health investment directly to “driving growth,” implying health financing is a contributing factor to this target.</td>
</tr>
<tr>
<td><b>SDG 17:</b> Partnerships for the Goals</td>
<td><b>Target 17.2 & 17.3:</b> Implement ODA commitments and mobilize additional financial resources.</td>
<td>Levels of donor aid (“declining aid”) and mobilization of public spending on health.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.financialnigeria.com/low-income-countries-spend-just-17-per-capita-annually-on-health-wb-news-2920.html">financialnigeria.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Proposed policy aims to extend child support grant to pregnant women – The Citizen</title>
<link>https://sdgtalks.ai/proposed-policy-aims-to-extend-child-support-grant-to-pregnant-women-the-citizen</link>
<guid>https://sdgtalks.ai/proposed-policy-aims-to-extend-child-support-grant-to-pregnant-women-the-citizen</guid>
<description><![CDATA[ Proposed policy aims to extend child support grant to pregnant women  The Citizen ]]></description>
<enclosure url="https://media.citizen.co.za/wp-content/uploads/2025/12/Maternal-Support-Grant.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 13:30:09 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Proposed, policy, aims, extend, child, support, grant, pregnant, women, –, The, Citizen</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Child Malnutrition and Proposed Interventions in South Africa</h2>
<h3>Executive Summary</h3>
<p>This report details the critical issue of child malnutrition in South Africa, which has resulted in over 1,000 preventable deaths in the last 18 months. The situation severely undermines the nation’s progress towards several key Sustainable Development Goals (SDGs), particularly SDG 2 (Zero Hunger) and SDG 3 (Good Health and Well-being). Civil society organizations are advocating for urgent government intervention, including the implementation of a Maternal Support Grant (MSG), to address the crisis and its long-term consequences.</p>
<h2>The Malnutrition Crisis: A Failure to Achieve SDG 2 and SDG 3</h2>
<p>The prevalence of malnutrition and stunting among children represents a significant public health and development challenge. The failure to protect the most vulnerable directly contravenes the principles of the Sustainable Development Goals.</p>
<h3>Key Statistics and Impact on SDGs</h3>
<ul>
<li><b>Child Mortality:</b> At least 1,000 children have died from severe acute malnutrition in hospitals over the past 18 months. This is a direct setback for SDG 3.2, which aims to end preventable deaths of newborns and children under five.</li>
<li><b>Stunting Prevalence:</b> Chronic malnutrition affects over a quarter of South African children under the age of five, impairing cognitive and physical development and failing the targets of SDG 2.2 (end all forms of malnutrition).</li>
<li><b>Acute Malnutrition Cases:</b> Annually, between 15,000 and 20,000 children experience severe acute malnutrition, leading to illness, hospitalization, and death.</li>
</ul>
<h2>Proposed Interventions to Advance Sustainable Development</h2>
<h3>The Maternal Support Grant (MSG)</h3>
<p>A primary recommendation from organizations like the DG Murray Trust (DGMT) is the fast-tracking of a Maternal Support Grant. This social protection measure is designed to extend the existing Child Support Grant to pregnant women, directly targeting the root causes of low birth weight and stunting.</p>
<ol>
<li><b>Alignment with SDG 1 (No Poverty) and SDG 10 (Reduced Inequalities):</b> The grant provides crucial income support to vulnerable pregnant women, acting as a social safety net to reduce poverty and inequality.</li>
<li><b>Economic Rationale:</b> While the estimated annual implementation cost is R2 billion, the grant is projected to save nearly R13.8 billion in public health expenditures by preventing long-term health complications associated with malnutrition.</li>
<li><b>Contribution to SDG 3 (Good Health and Well-being):</b> Evidence indicates that income support during pregnancy significantly reduces the incidence of low birth weight (under 2.5kg). Babies born at a healthy weight have a three times lower risk of becoming stunted, contributing directly to improved child health outcomes.</li>
</ol>
<h3>Multi-Sectoral Strategies and Partnerships (SDG 17)</h3>
<p>Addressing the malnutrition crisis requires a coordinated effort involving government, the private sector, and civil society, embodying the principles of SDG 17 (Partnerships for the Goals).</p>
<h3>Policy and Food Security Measures</h3>
<ul>
<li><b>National Food and Nutrition Council:</b> The government’s plan to establish this council is a positive step towards creating a coherent national strategy for achieving SDG 2.</li>
<li><b>Food Price Intervention:</b> DGMT and Grow Great have proposed a “double-discounting” scheme for a basket of protein-rich staple foods. This public-private partnership would involve manufacturers, retailers, and the government to lower the cost of nutritious food by 20-25%, at an estimated cost of R4.5 billion to the fiscus.</li>
</ul>
<h3>Integrated Health Support (SDG 3)</h3>
<p>Drawing on experiences from Doctors Without Borders (MSF), there is a recognized need to integrate mental health support into nutrition programs. This holistic approach addresses the psychological trauma experienced by both malnourished children and their caregivers, promoting overall well-being as envisioned in SDG 3.</p>
<h2>Analysis of Sustainable Development Goals (SDGs) in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
        <strong>SDG 2: Zero Hunger:</strong> The article’s central theme is the “scourge of malnutrition” and “stunting” among children in South Africa. It discusses the need for access to “nutritious foods” and addresses “food security,” which are core components of SDG 2.
    </li>
<li>
        <strong>SDG 3: Good Health and Well-being:</strong> The article directly links malnutrition to severe health outcomes, including the death of over 1,000 children, recurrent illness, and hospitalisation. It also mentions the integration of “mental health support” for mothers and children affected by malnutrition, aligning with the goal of ensuring healthy lives and promoting well-being.
    </li>
<li>
        <strong>SDG 1: No Poverty:</strong> The proposed solution, a “maternal support grant (MSG)” or “pregnancy grant,” is a social protection measure designed to provide “income support to pregnant women.” This directly addresses the aim of SDG 1 to implement social protection systems for the poor and vulnerable.
    </li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ul>
<li>
        <strong>Target 2.2: End all forms of malnutrition.</strong> The article is explicitly focused on this target. It highlights that “stunting due to chronic malnutrition affects more than a quarter of children under the age of five” and discusses the need to address the nutritional needs of pregnant women to prevent babies from being “born too small (under 2.5kg).” The call to fast-track the maternal support grant is a direct strategy to combat malnutrition from conception.
    </li>
<li>
        <strong>Target 3.2: End preventable deaths of newborns and children under 5 years of age.</strong> The article provides a stark statistic that “at least 1 000 children have died from severe acute malnutrition in hospitals over the past 18 months.” This directly relates to the goal of reducing under-5 mortality, as these deaths are described as preventable.
    </li>
<li>
        <strong>Target 1.3: Implement nationally appropriate social protection systems and measures for all.</strong> The main policy proposal discussed is the “maternal support grant (MSG),” which is described as an extension of the existing “child support grant.” This is a clear example of a social protection system aimed at achieving substantial coverage for a vulnerable group (pregnant women living in food poverty).
    </li>
<li>
        <strong>Target 3.4: Promote mental health and well-being.</strong> The article mentions that Doctors Without Borders (MSF) has “integrated mental health support into nutrition care, combining psycho-stimulation, counselling, and emotional healing for both children and caregivers.” This is in response to mothers battling “crushing stress and guilt,” directly addressing the need to promote mental health.
    </li>
</ul>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li>
        <strong>Indicator 2.2.1: Prevalence of stunting among children under 5 years of age.</strong> The article explicitly states this indicator by reporting that “stunting due to chronic malnutrition affects more than a quarter of children under the age of five in South Africa.” This percentage is a direct measure of the problem.
    </li>
<li>
        <strong>Indicator related to Under-5 Mortality Rate (Indicator 3.2.1).</strong> While not providing a formal rate, the article gives the raw data used to calculate it: “at least 1 000 children have died from severe acute malnutrition in hospitals over the past 18 months.” This figure serves as a direct measure of preventable child deaths.
    </li>
<li>
        <strong>Indicator related to low birth weight.</strong> The article mentions the problem of “babies born too small (under 2.5kg)” as a consequence of food insecurity during pregnancy. The prevalence of low birth weight is a key indicator for measuring maternal and child nutrition.
    </li>
<li>
        <strong>Indicator related to social protection coverage (Indicator 1.3.1).</strong> The article implies this indicator through its focus on the “maternal support grant.” The implementation and coverage of this grant would be a direct measure of the proportion of pregnant women covered by a social protection system.
    </li>
</ul>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td><strong>Target 2.2:</strong> By 2030, end all forms of malnutrition, including achieving targets on stunting and wasting in children under 5 years of age, and address the nutritional needs of pregnant women.</td>
<td>
<ul>
<li>Prevalence of stunting: “stunting due to chronic malnutrition affects more than a quarter of children under the age of five.”</li>
<li>Prevalence of low birth weight: “babies born too small (under 2.5kg).”</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 3: Good Health and Well-being</strong></td>
<td>
<ul>
<li><strong>Target 3.2:</strong> By 2030, end preventable deaths of newborns and children under 5 years of age.</li>
<li><strong>Target 3.4:</strong> By 2030, reduce premature mortality from non-communicable diseases and promote mental health and well-being.</li>
</ul>
</td>
<td>
<ul>
<li>Number of child deaths from malnutrition: “at least 1 000 children have died from severe acute malnutrition… over the past 18 months.”</li>
<li>Integration of mental health support into nutrition care for mothers and children.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all, including floors, and achieve substantial coverage of the poor and the vulnerable.</td>
<td>
<ul>
<li>Implementation and coverage of the proposed “maternal support grant (MSG)” or “pregnancy grant” as a social protection system.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.citizen.co.za/news/south-africa/pregnancy-grant-to-save-lives/">citizen.co.za</a></strong></p>
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<title>Interview: China’s rural development and poverty alleviation experience offers valuable lessons: expert – Xinhua</title>
<link>https://sdgtalks.ai/interview-chinas-rural-development-and-poverty-alleviation-experience-offers-valuable-lessons-expert-xinhua</link>
<guid>https://sdgtalks.ai/interview-chinas-rural-development-and-poverty-alleviation-experience-offers-valuable-lessons-expert-xinhua</guid>
<description><![CDATA[ Interview: China&#039;s rural development and poverty alleviation experience offers valuable lessons: expert  Xinhua ]]></description>
<enclosure url="https://english.news.cn/20251201/00563e483485407e8f4ab098084ac319/3d7ef2b016344686a9aff3627df816bd.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 13:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Interview:, China’s, rural, development, and, poverty, alleviation, experience, offers, valuable, lessons:, expert, –, Xinhua</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on China’s Rural Development Model and its Alignment with Sustainable Development Goals (SDGs)</h2>
<h3>Executive Summary</h3>
<p>An assessment by Koh King Kee, President of the Center for New Inclusive Asia, concludes that China’s experience in rural development and targeted poverty reduction offers a significant and instructive model for developing nations. The approach is notable for its comprehensive integration of multiple Sustainable Development Goals (SDGs), emphasizing sustainable, long-term capacity-building over temporary relief. Key findings highlight the importance of human capital development, green initiatives, and a structured governance framework in achieving these goals.</p>
<h3>Integrated Strategy for Poverty Eradication and Inequality Reduction</h3>
<p>China’s model presents a holistic strategy for addressing <b>SDG 1 (No Poverty)</b> and <b>SDG 10 (Reduced Inequalities)</b> by combining multiple pillars of development.</p>
<ul>
<li>The strategy integrates industrial development, human capital building, and grassroots governance into its poverty reduction efforts.</li>
<li>A core objective is the narrowing of income gaps and the advancement of common prosperity.</li>
<li>This integrated system is designed to deliver tangible results quickly while ensuring the long-term sustainability of poverty alleviation programs.</li>
</ul>
<h3>Human Capital Development and Economic Empowerment</h3>
<p>The framework prioritizes the empowerment of individuals and communities, directly aligning with <b>SDG 4 (Quality Education)</b> and <b>SDG 8 (Decent Work and Economic Growth)</b>.</p>
<ul>
<li>Poverty alleviation efforts are centered on training and capacity-building to provide villagers with durable livelihood skills.</li>
<li>This focus on enhancing human capital strengthens the long-term development capacity of entire communities.</li>
<li>By building skills, the model fosters self-sufficiency and sustainable economic growth from the ground up.</li>
</ul>
<h3>Commitment to Green and Sustainable Development</h3>
<p>A foundational principle of the development model is that poverty alleviation must not occur at the expense of the environment, reflecting a strong commitment to <b>SDG 11 (Sustainable Cities and Communities)</b>, <b>SDG 13 (Climate Action)</b>, and <b>SDG 15 (Life on Land)</b>.</p>
<ul>
<li>China’s emphasis on green development concepts and technological solutions is identified as a critical success factor.</li>
<li>This sustainable approach is particularly beneficial for nations like Malaysia that face environmental pressures such as soil erosion.</li>
<li>The model demonstrates that economic advancement and environmental protection can be pursued simultaneously.</li>
</ul>
<h3>Governance and Implementation Framework</h3>
<p>The efficacy of the model is credited to its unique implementation methodology, which supports <b>SDG 16 (Peace, Justice and Strong Institutions)</b> through robust and coherent governance.</p>
<ol>
<li><b>Systematic Approach:</b> The process is described as structured, sequenced, and coherent, distinguishing it from simpler models of fund distribution.</li>
<li><b>Comprehensive Oversight:</b> It incorporates a full process for follow-up, assessment, and ensuring the sustainability of all initiatives.</li>
<li><b>Local Integration:</b> Effective grassroots governance is a key component integrated directly into the poverty reduction framework.</li>
</ol>
<h3>Potential for International Partnerships</h3>
<p>The Chinese model serves as a valuable case study for international cooperation, directly supporting the aims of <b>SDG 17 (Partnerships for the Goals)</b>.</p>
<ul>
<li>Significant potential exists for China-Malaysia cooperation in poverty reduction and the transfer of green development technologies.</li>
<li>The structured approach offers valuable insights and practical lessons for other developing countries working to achieve the Sustainable Development Goals.</li>
</ul>
<h2>Analysis of Sustainable Development Goals (SDGs) in the Article</h2>
<h3>1. Identified Sustainable Development Goals (SDGs)</h3>
<ol>
<li><strong>SDG 1: No Poverty</strong>
<ul>
<li>The entire article is centered on poverty reduction. It explicitly discusses “China’s experience in rural development and targeted poverty reduction” and its role as a model for other developing nations. The core theme is the eradication of poverty through sustainable methods.</li>
</ul>
</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article highlights that China’s approach focuses on “training and capacity-building to help villagers with long-term livelihood skills.” This directly supports the goal of promoting sustained, inclusive, and sustainable economic growth, full and productive employment, and decent work for all.</li>
</ul>
</li>
<li><strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The text mentions that “China’s ongoing efforts to narrow income gaps and advance common prosperity offer valuable insights for developing countries.” This directly addresses the goal of reducing inequality within and among countries.</li>
</ul>
</li>
<li><strong>SDG 15: Life on Land</strong>
<ul>
<li>The article underscores the importance of environmental sustainability in development, stating, “Poverty alleviation must not come at the cost of environmental degradation.” It specifically mentions that Malaysia, being “prone to soil erosion and environmental pressures, could benefit from China’s green development concepts,” which relates to protecting terrestrial ecosystems.</li>
</ul>
</li>
<li><strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The article discusses the potential for international cooperation, noting that “China’s experience… provides important lessons for the developing countries” and sees “significant potential for China-Malaysia cooperation in poverty reduction.” This reflects the spirit of global partnership for sustainable development.</li>
</ul>
</li>
</ol>
<h3>2. Specific SDG Targets</h3>
<ol>
<li><strong>Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions.
<ul>
<li>The article’s focus on “targeted poverty reduction” and a “structured, sequenced and coherent” approach aligns with this target of systematically reducing poverty levels.</li>
</ul>
</li>
<li><strong>Target 8.5:</strong> By 2030, achieve full and productive employment and decent work for all women and men…
<ul>
<li>This target is addressed through the emphasis on providing “long-term livelihood skills” and “capacity-building,” which are essential for securing sustainable and decent employment.</li>
</ul>
</li>
<li><strong>Target 10.1:</strong> By 2030, progressively achieve and sustain income growth of the bottom 40 per cent of the population at a rate higher than the national average.
<ul>
<li>The mention of efforts to “narrow income gaps and advance common prosperity” directly relates to this target, which aims to ensure that the poorest segments of the population benefit from economic growth.</li>
</ul>
</li>
<li><strong>Target 15.3:</strong> By 2030, combat desertification, restore degraded land and soil… and strive to achieve a land degradation-neutral world.
<ul>
<li>This target is relevant to the article’s point that Malaysia faces “soil erosion” and could learn from “China’s green development concepts and technological solutions” to address such environmental pressures.</li>
</ul>
</li>
<li><strong>Target 17.9:</strong> Enhance international support for implementing effective and targeted capacity-building in developing countries to support national plans to implement all the Sustainable Development Goals…
<ul>
<li>The article’s discussion of “China-Malaysia cooperation” and the value of China’s experience for “many developing countries” points directly to this target of sharing knowledge and building capacity through international partnerships (South-South cooperation).</li>
</ul>
</li>
</ol>
<h3>3. Mentioned or Implied Indicators</h3>
<ol>
<li><strong>Indicator 1.2.1:</strong> Proportion of population living below the national poverty line, by sex and age.
<ul>
<li>This indicator is implied by the central theme of “poverty alleviation” and “poverty reduction.” The success of the programs described would be measured by a decrease in this proportion.</li>
</ul>
</li>
<li><strong>Indicator 8.6.1:</strong> Proportion of youth (aged 15-24 years) not in education, employment or training.
<ul>
<li>The focus on “training and capacity-building” implies an effort to reduce the number of people, particularly in rural areas, who lack skills for employment. Progress would be measured by a reduction in this indicator.</li>
</ul>
</li>
<li><strong>Indicator 10.1.1:</strong> Growth rates of household expenditure or income per capita among the bottom 40 per cent of the population and the total population.
<ul>
<li>This is directly implied by the phrase “narrow income gaps.” Measuring the income growth of the poorest relative to the national average is the primary way to track progress on this front.</li>
</ul>
</li>
<li><strong>Indicator 15.3.1:</strong> Proportion of land that is degraded over total land area.
<ul>
<li>The specific mention of “soil erosion” as a challenge for Malaysia implies that the extent of land degradation is a key concern and a measurable indicator for assessing the impact of “green development” solutions.</li>
</ul>
</li>
</ol>
<h2>Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1:</strong> No Poverty</td>
<td><strong>1.2:</strong> Reduce at least by half the proportion of people living in poverty in all its dimensions.</td>
<td><strong>(Implied) 1.2.1:</strong> Proportion of population living below the national poverty line.</td>
</tr>
<tr>
<td><strong>SDG 8:</strong> Decent Work and Economic Growth</td>
<td><strong>8.5:</strong> Achieve full and productive employment and decent work for all.</td>
<td><strong>(Implied) 8.6.1:</strong> Proportion of youth not in education, employment or training.</td>
</tr>
<tr>
<td><strong>SDG 10:</strong> Reduced Inequalities</td>
<td><strong>10.1:</strong> Sustain income growth of the bottom 40 per cent of the population at a rate higher than the national average.</td>
<td><strong>(Implied) 10.1.1:</strong> Growth rates of income per capita among the bottom 40 per cent of the population.</td>
</tr>
<tr>
<td><strong>SDG 15:</strong> Life on Land</td>
<td><strong>15.3:</strong> Combat desertification, restore degraded land and soil.</td>
<td><strong>(Implied) 15.3.1:</strong> Proportion of land that is degraded over total land area.</td>
</tr>
<tr>
<td><strong>SDG 17:</strong> Partnerships for the Goals</td>
<td><strong>17.9:</strong> Enhance international support for effective and targeted capacity-building in developing countries.</td>
<td>N/A (The article discusses the concept of cooperation and knowledge sharing, but does not imply a specific quantitative indicator).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://english.news.cn/20251201/00563e483485407e8f4ab098084ac319/c.html">english.news.cn</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Caribbean Resilience after Natural Disasters – The Borgen Project</title>
<link>https://sdgtalks.ai/caribbean-resilience-after-natural-disasters-the-borgen-project</link>
<guid>https://sdgtalks.ai/caribbean-resilience-after-natural-disasters-the-borgen-project</guid>
<description><![CDATA[ Caribbean Resilience after Natural Disasters  The Borgen Project ]]></description>
<enclosure url="https://borgenproject.org/wp-content/uploads/36531181963_3ae97d69fe_c-300x200.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 13:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Caribbean, Resilience, after, Natural, Disasters, –, The, Borgen, Project</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Caribbean Resilience Building in the Face of Natural Disasters</h2>
<h3>Introduction: Climate Vulnerability and the Sustainable Development Goals</h3>
<p>The Caribbean region is exceptionally vulnerable to a high frequency of natural disasters, including hurricanes, floods, and earthquakes, which pose significant threats to achieving the Sustainable Development Goals (SDGs). Events such as Hurricane Melissa, a Category 5 storm, underscore the devastating impact on infrastructure, economies, and human lives, directly impeding progress on <b>SDG 1 (No Poverty)</b>, <b>SDG 2 (Zero Hunger)</b>, and <b>SDG 11 (Sustainable Cities and Communities)</b>. This report analyzes the strategic shift from disaster response to long-term resilience, highlighting initiatives that integrate climate adaptation and sustainable rebuilding practices across the region.</p>
<h2>Analysis of Regional Vulnerabilities</h2>
<h3>Socio-Economic Challenges</h3>
<p>The capacity of Caribbean nations to withstand and recover from natural disasters is constrained by pre-existing socio-economic conditions that conflict with core SDG principles.</p>
<ul>
<li><b>Poverty and Food Insecurity:</b> With one in four people living in poverty and 37% of the population facing moderate to severe food insecurity, disaster events severely exacerbate hardship, undermining <b>SDG 1</b> and <b>SDG 2</b>.</li>
<li><b>Economic Dependence:</b> Small, tourism-dependent economies are fragile. Climate-related damages, projected to rise from 5% of regional GDP in 2025 to over 20% by 2100, threaten progress on <b>SDG 8 (Decent Work and Economic Growth)</b>.</li>
<li><b>Displacement and Debt:</b> Between 2008 and 2023, natural disasters displaced 10 million people. Post-disaster recovery efforts often lead to increased national debt, creating a cycle of vulnerability.</li>
</ul>
<h3>Strategic Frameworks for Resilience</h3>
<p>In response to catastrophic events like Hurricanes Irma and Maria (2017), a concerted effort has been made to strengthen regional resilience through multi-stakeholder partnerships, aligning with <b>SDG 17 (Partnerships for the Goals)</b>.</p>
<ol>
<li><b>Regional Cooperation:</b> Initiatives like the Caribbean Regional Resilience Building Facility (CRRBF), supported by the European Union and the World Bank, aim to enhance long-term adaptation capacity.</li>
<li><b>Institutional Strengthening:</b> National and regional strategies focus on improving disaster governance and policy, which is central to <b>SDG 16 (Peace, Justice and Strong Institutions)</b>.</li>
<li><b>Infrastructure and Early Warning:</b> Key investments are directed towards building resilient infrastructure (<b>SDG 9</b>) and modernizing early warning and weather forecasting systems to support <b>SDG 13 (Climate Action)</b>.</li>
</ol>
<h2>Case Studies in National Resilience Initiatives</h2>
<h3>Jamaica: Strengthening Preparedness and Basic Services</h3>
<p>Jamaica’s approach emphasizes community-based disaster preparedness and ensuring access to essential services, reflecting a commitment to <b>SDG 3 (Good Health and Well-being)</b> and <b>SDG 6 (Clean Water and Sanitation)</b>.</p>
<ul>
<li>The Office of Disaster Preparedness and Emergency Management (ODPEM), a key national institution, coordinates risk reduction strategies.</li>
<li>Following Hurricane Beryl in 2024, a partnership between UNICEF and ODPEM distributed 400 Water, Sanitation and Hygiene (WASH) Shelter Kits to emergency shelters.</li>
<li>The UNDP supports risk-informed development and enhances disaster governance through community-level engagement.</li>
</ul>
<h3>Dominica: Resilient Housing and Infrastructure Reconstruction</h3>
<p>After Hurricane Maria destroyed 90% of its housing in 2017, Dominica launched the “Build Back Better” Housing Project, a direct implementation of principles for <b>SDG 9 (Industry, Innovation and Infrastructure)</b> and <b>SDG 11</b>.</p>
<ol>
<li>The World Bank-funded project rebuilt 676 small homes to higher resilience standards.</li>
<li>Financial grants and technical assistance were provided to homeowners to facilitate sustainable recovery.</li>
<li>Local contractors and government staff received practical training on resilient building techniques, enhancing local capacity.</li>
</ol>
<h3>Haiti: Community-Led Recovery and Economic Empowerment</h3>
<p>Haiti’s recovery from the 2010 earthquake demonstrates the power of local ownership in achieving sustainable outcomes, particularly for <b>SDG 1</b> and <b>SDG 8</b>.</p>
<ul>
<li>The reconstruction process, involving civil society and local communities in decision-making, created over 300,000 jobs.</li>
<li>Training was provided to 2,700 Haitian professionals, building local expertise for future development.</li>
<li>Partnerships, including with the Red Cross Red Crescent, provided improved shelters to over 44,000 households.</li>
<li>Critical disaster risk reduction infrastructure was built, including 2,000 meters of gabion walls to mitigate future hazards.</li>
</ul>
<h2>Conclusion: Building Forward for Sustainable Development</h2>
<p>The Caribbean islands are transitioning from a reactive post-disaster recovery model to a proactive strategy centered on long-term resilience. By embedding education, capacity building, and institutional strengthening into recovery efforts, these nations are not only rebuilding but also advancing the Sustainable Development Goals. These integrated projects, supported by international partnerships and local leadership, are essential for creating a sustainable and climate-resilient future for the region.</p>
<h2>Analysis of SDGs, Targets, and Indicators in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
        <strong>SDG 1: No Poverty</strong>
<ul>
<li>The article connects natural disasters to economic vulnerability, stating that “one in four people live in poverty” in the Caribbean and that post-disaster recovery often leads to debt, exacerbating poverty.</li>
</ul>
</li>
<li>
        <strong>SDG 2: Zero Hunger</strong>
<ul>
<li>The article highlights food insecurity as a major issue, noting that “37% of the population is moderately/severely food insecure.” It also mentions that natural disasters like floods destroy agricultural resources (“flooded farmland”), directly impacting food availability.</li>
</ul>
</li>
<li>
        <strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article discusses the vulnerability of “small and tourism-dependent” Caribbean economies. It also points to reconstruction efforts as a source of economic activity and employment, such as in Haiti where rebuilding “created more than 300,000 jobs.”</li>
</ul>
</li>
<li>
        <strong>SDG 9: Industry, Innovation and Infrastructure</strong>
<ul>
<li>A central theme is the destruction and rebuilding of infrastructure. The article mentions Hurricane Maria “destroyed 90% of Dominica’s housing” and that recovery efforts focus on “building resilient infrastructure” and projects like the “Build Back Better Housing Project.”</li>
</ul>
</li>
<li>
        <strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>The article directly addresses the impact of disasters on communities, including housing destruction (“demolishing 4,500 homes”), the need for emergency shelters (“opened 800 emergency shelters”), and mass displacement (“10 million people faced displacement from 2008 to 2023”). It also emphasizes community-level resilience and preparedness.</li>
</ul>
</li>
<li>
        <strong>SDG 13: Climate Action</strong>
<ul>
<li>The article is fundamentally about adapting to and building resilience against climate-related disasters. It discusses the increasing frequency of “hurricanes, floods, droughts” and the need to “strengthen early warning systems” and plan for “climate resilience” as climate damages are projected to rise.</li>
</ul>
</li>
<li>
        <strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The article provides numerous examples of collaboration, including the Caribbean Regional Resilience Building Facility (CRRBF) which involves the European Union, GFDRR, and the World Bank. It also mentions partnerships between UNICEF and ODPEM in Jamaica, and the Red Cross with local Haitian institutions.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
        <strong>Target 1.5:</strong> By 2030, build the resilience of the poor and those in vulnerable situations and reduce their exposure and vulnerability to climate-related extreme events and other economic, social and environmental shocks and disasters.
<ul>
<li>The article’s focus on “Caribbean resilience after natural disasters” for vulnerable populations where “one in four people live in poverty” directly aligns with this target. Initiatives aim to reduce the impact of hurricanes and floods on these communities.</li>
</ul>
</li>
<li>
        <strong>Target 9.1:</strong> Develop quality, reliable, sustainable and resilient infrastructure, including regional and transborder infrastructure, to support economic development and human well-being, with a focus on affordable and equitable access for all.
<ul>
<li>This is demonstrated by the “Build Back Better Housing Project” in Dominica, the rebuilding of “roads, homes, and public facilities” in Haiti, and the overall regional strategy of “investing in modern weather forecasting and building resilient infrastructure.”</li>
</ul>
</li>
<li>
        <strong>Target 11.5:</strong> By 2030, significantly reduce the number of deaths and the number of people affected and substantially decrease the direct economic losses relative to global gross domestic product caused by disasters, including water-related disasters, with a focus on protecting the poor and people in vulnerable situations.
<ul>
<li>The article quantifies the impact of disasters (“75 total deaths,” “$48 billion” in damage) and describes efforts to mitigate future impacts through “early-action systems,” “emergency shelters,” and “national disaster risk reduction strategies.”</li>
</ul>
</li>
<li>
        <strong>Target 11.b:</strong> By 2020, substantially increase the number of cities and human settlements adopting and implementing integrated policies and plans towards inclusion, resource efficiency, mitigation and adaptation to climate change, disaster risk reduction, and develop and implement, in line with the Sendai Framework for Disaster Risk Reduction 2015-2030, holistic disaster risk management at all levels.
<ul>
<li>The article mentions the formation of Jamaica’s ODPEM, which “incorporates community resilience, educational initiatives, and policy reforms within national disaster risk reduction strategies,” reflecting the implementation of integrated disaster risk management plans.</li>
</ul>
</li>
<li>
        <strong>Target 13.1:</strong> Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters in all countries.
<ul>
<li>This is the core theme of the article. It details how the Caribbean region is developing “stronger regional cooperation and investment in disaster preparedness and infrastructure resilience” and strengthening “early warning systems” to adapt to climate-related hazards.</li>
</ul>
</li>
<li>
        <strong>Target 17.17:</strong> Encourage and promote effective public, public-private and civil society partnerships, building on the experience and resourcing strategies of partnerships.
<ul>
<li>The article showcases this target through examples like the partnership between UNICEF and ODPEM, the World Bank’s funding for Dominica’s recovery, and the collaboration between the Red Cross, Haitian institutions, and local communities for reconstruction.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article mentions several quantitative and qualitative indicators that can measure progress:</p>
<ul>
<li>
        <strong>Direct Disaster Impact Indicators:</strong>
<ul>
<li>Number of deaths caused by disasters (e.g., “75 total deaths in Jamaica and Haiti”).</li>
<li>Amount of direct economic loss (e.g., “estimated damage of more than $48 billion”).</li>
<li>Number of people displaced by disasters (e.g., “10 million people faced displacement from 2008 to 2023”).</li>
<li>Percentage of population affected by infrastructure damage (e.g., “70% of the population lost electricity”).</li>
</ul>
</li>
<li>
        <strong>Resilience and Recovery Indicators:</strong>
<ul>
<li>Number of housing units rebuilt or repaired (e.g., “rebuilt 676 small homes” in Dominica, “improved shelters to more than 44,000 households” in Haiti).</li>
<li>Amount of financial investment in resilience projects (e.g., “$40 million house recovery project”).</li>
<li>Number of jobs created through reconstruction efforts (e.g., “more than 300,000 jobs” in Haiti).</li>
<li>Number of emergency shelters established (e.g., “opened 800 emergency shelters”).</li>
<li>Length of protective infrastructure constructed (e.g., “2,000 metres of gabion walls were constructed”).</li>
</ul>
</li>
<li>
        <strong>Capacity Building and Preparedness Indicators:</strong>
<ul>
<li>Existence of national disaster risk reduction strategies (e.g., ODPEM’s strategies in Jamaica).</li>
<li>Number of people trained in resilient building techniques (e.g., “delivered practical training… to local contractors and government staff”).</li>
<li>Number of multi-stakeholder partnerships formed for disaster resilience (e.g., CRRBF).</li>
</ul>
</li>
</ul>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1:</strong> No Poverty</td>
<td><strong>1.5:</strong> Build resilience of the poor and reduce their vulnerability to climate-related extreme events.</td>
<td>
<ul>
<li>Poverty rate (“one in four people live in poverty”).</li>
<li>Number of people displaced by disasters (“10 million people”).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 9:</strong> Industry, Innovation and Infrastructure</td>
<td><strong>9.1:</strong> Develop quality, reliable, sustainable and resilient infrastructure.</td>
<td>
<ul>
<li>Number of homes rebuilt/damaged (“rebuilt 676 small homes,” “destroyed 90% of Dominica’s housing”).</li>
<li>Financial investment in infrastructure projects (“$40 million house recovery project”).</li>
<li>Length of protective infrastructure built (“2,000 metres of gabion walls”).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 11:</strong> Sustainable Cities and Communities</td>
<td><strong>11.5:</strong> Significantly reduce the number of deaths, affected people, and economic losses from disasters.</td>
<td>
<ul>
<li>Number of deaths from disasters (“75 total deaths”).</li>
<li>Direct economic loss from disasters (“$48 billion”).</li>
<li>Number of emergency shelters available (“800 emergency shelters”).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 13:</strong> Climate Action</td>
<td><strong>13.1:</strong> Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters.</td>
<td>
<ul>
<li>Existence of national disaster risk reduction strategies (e.g., ODPEM).</li>
<li>Implementation of early warning systems.</li>
<li>Number of people trained in resilient building techniques.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 17:</strong> Partnerships for the Goals</td>
<td><strong>17.17:</strong> Encourage and promote effective public, public-private and civil society partnerships.</td>
<td>
<ul>
<li>Number and type of partnerships mentioned (e.g., CRRBF, UNICEF & ODPEM, World Bank, Red Cross).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://borgenproject.org/caribbean-resilience-after-natural-disasters/">borgenproject.org</a></strong></p>
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<title>Apply Now: $250,000 for Youth&#45;Led Tech Solutions to End Poverty – ICTworks</title>
<link>https://sdgtalks.ai/apply-now-250000-for-youth-led-tech-solutions-to-end-poverty-ictworks</link>
<guid>https://sdgtalks.ai/apply-now-250000-for-youth-led-tech-solutions-to-end-poverty-ictworks</guid>
<description><![CDATA[ Apply Now: $250,000 for Youth-Led Tech Solutions to End Poverty  ICTworks ]]></description>
<enclosure url="https://i0.wp.com/www.ictworks.org/wp-content/uploads/2023/10/genai_indonesia.png" length="49398" type="image/jpeg"/>
<pubDate>Mon, 01 Dec 2025 07:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Apply, Now:, 250, 000, for, Youth-Led, Tech, Solutions, End, Poverty, –, ICTworks</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Funding Opportunity for Youth-Led Technology Solutions to Advance Sustainable Development Goals</h2>
<h3>Introduction: The Global Citizen Prize</h3>
<p>A funding initiative, the Global Citizen Prize, has been announced to support youth-led technological solutions aimed at eradicating extreme poverty. This initiative directly addresses the United Nations’ Sustainable Development Goal 1 (SDG 1: No Poverty) by providing substantial capital to young innovators. The prize, a partnership between Cisco and Global Citizen, underscores the importance of SDG 17 (Partnerships for the Goals) in mobilizing resources to tackle global challenges.</p>
<h2>Addressing Global Development Challenges Through Innovation</h2>
<h3>The Scale of Global Poverty and the Digital Divide</h3>
<p>The initiative is set against a backdrop of significant global challenges. Currently, 1.1 billion people, more than half of whom are children, live in acute multidimensional poverty. This situation is exacerbated by a pronounced digital divide; an estimated 1.3 billion school-aged children lack internet access at home. This gap presents a major obstacle to achieving SDG 4 (Quality Education) and SDG 10 (Reduced Inequalities), highlighting the urgent need for technology-driven interventions.</p>
<h3>The Role of Youth in Achieving the SDGs</h3>
<p>The prize recognizes the critical role of young leaders in developing innovative solutions that contribute to the SDGs. By focusing on technology, the award promotes SDG 9 (Industry, Innovation, and Infrastructure) and empowers youth to create scalable solutions that can accelerate progress across multiple development goals, including SDG 8 (Decent Work and Economic Growth).</p>
<h2>Global Citizen Prize for Youth Leadership: Program Details</h2>
<h3>Award and Objectives</h3>
<p>A prize of $250,000 will be awarded to the winning organization. The primary objective is to provide crucial, equity-free scaling capital to an organization that is effectively using technology to advance the UN Global Goals and end extreme poverty. The program seeks to support initiatives that demonstrate a clear pathway to achieving measurable outcomes aligned with the SDGs.</p>
<h3>Eligibility and Target Audience</h3>
<p>The prize is open to leaders aged 18-30 who can demonstrate the impact of their work over a 3-5 year period. Applicants must show how their use of technology improves the efficiency and reach of their efforts to solve global problems, thereby contributing to the broader 2030 Agenda for Sustainable Development.</p>
<h2>Application and Evaluation Process</h2>
<h3>Application Components</h3>
<p>The application process is structured in four parts:</p>
<ol>
<li><strong>Personal and Organizational Information:</strong> Submission of basic details and a scanned copy of the applicant’s passport.</li>
<li><strong>Pitch:</strong> A 1-2 minute video explaining the applicant’s work and justification for receiving the award.</li>
<li><strong>Judging Criteria Response:</strong> Short-answer questions (250 words or less per question) detailing how the applicant’s work meets each of the five evaluation criteria.</li>
<li><strong>Organizational Details:</strong> Submission of official documentation, including proof of registration, incorporation, or tax exemption.</li>
</ol>
<h3>Evaluation Criteria</h3>
<p>Submissions will be evaluated based on five key criteria, which reflect the principles of the Sustainable Development Goals:</p>
<ul>
<li><strong>Impact:</strong> Measurable contributions toward ending extreme poverty and advancing the SDGs.</li>
<li><strong>Vision:</strong> A clear and ambitious plan for future work that aligns with long-term sustainable development.</li>
<li><strong>Catalyst:</strong> The ability to inspire other young people and catalyze further action.</li>
<li><strong>Global Citizenship:</strong> A demonstrated commitment to creating a more just and sustainable world.</li>
<li><strong>Technology Innovation:</strong> The innovative application of technology to address development challenges, in line with SDG 9.</li>
</ul>
<h3>Key Dates and Deadlines</h3>
<p>The deadline for applications is December 17, 2025. The winner will be formally announced at the Global Citizen NOW event in New York City in May 2026.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
<h3>SDG 1: No Poverty</h3>
<p>The article’s central theme is the eradication of poverty. The title, “Apply Now: $250,000 for Youth-Led Tech Solutions to End Poverty,” and the opening statement, “While 1.1 billion people live in acute multidimensional poverty,” directly address this goal. The initiative described aims to fund solutions specifically designed to “end extreme poverty.”</p>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>The focus on “youth-led” solutions and providing “scaling capital” for organizations run by young leaders (aged 18-30) connects to promoting entrepreneurship and creating economic opportunities for youth. This supports the goal of productive employment and decent work for all.</p>
</li>
<li>
<h3>SDG 9: Industry, Innovation, and Infrastructure</h3>
<p>The article emphasizes the role of “technology” and “innovation” in solving development challenges. It highlights the digital divide by stating that “1.3 billion children of ages 3 to 17 years – do not have internet access at home,” pointing to the need for improved digital infrastructure and increased access to technology.</p>
</li>
<li>
<h3>SDG 17: Partnerships for the Goals</h3>
<p>The initiative is explicitly described as a “partnership between Cisco and Global Citizen.” This collaboration between a private sector company and a non-governmental organization to mobilize financial resources ($250,000) for sustainable development exemplifies the multi-stakeholder partnerships required to achieve the Global Goals.</p>
</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li><strong>Target 1.1:</strong> Eradicate extreme poverty for all people everywhere. The article directly supports this by stating the prize is for solutions to “end extreme poverty.”</li>
<li><strong>Target 1.2:</strong> Reduce at least by half the proportion of men, women, and children of all ages living in poverty in all its dimensions. The mention of “acute multidimensional poverty” aligns the initiative with addressing poverty beyond just income levels.</li>
</ul>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li><strong>Target 8.3:</strong> Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, creativity and innovation. The prize supports youth-led organizations, directly fostering entrepreneurship and innovation.</li>
<li><strong>Target 8.6:</strong> Substantially reduce the proportion of youth not in employment, education or training. By funding organizations led by young people (aged 18-30), the initiative empowers them and supports their engagement in productive activities.</li>
</ul>
</li>
<li>
<h3>SDG 9: Industry, Innovation, and Infrastructure</h3>
<ul>
<li><strong>Target 9.b:</strong> Support domestic technology development, research and innovation in developing countries. The funding is specifically for “Youth-Led Technology Solutions,” which promotes local innovation.</li>
<li><strong>Target 9.c:</strong> Significantly increase access to information and communications technology and strive to provide universal and affordable access to the Internet. The article uses the lack of internet access for 1.3 billion children as a key problem statement, implying that the funded tech solutions could help address this gap.</li>
</ul>
</li>
<li>
<h3>SDG 17: Partnerships for the Goals</h3>
<ul>
<li><strong>Target 17.3:</strong> Mobilize additional financial resources for developing countries from multiple sources. The $250,000 prize from the Cisco and Global Citizen partnership is a direct example of mobilizing private financial resources.</li>
<li><strong>Target 17.16:</strong> Enhance the global partnership for sustainable development, complemented by multi-stakeholder partnerships. The collaboration between Cisco (private sector) and Global Citizen (civil society) is a clear example of such a partnership.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>The article implies the use of indicators by stating that “Winners must demonstrate measurable outcomes over 3-5 years.”</p>
<ul>
<li>
<h3>For SDG 1 (No Poverty):</h3>
<p>The mention of “1.1 billion people live in acute multidimensional poverty” serves as a baseline statistic. An implied indicator for the funded projects would be the <strong>reduction in the number or proportion of people living in poverty</strong> within the project’s area of influence, aligning with Indicator 1.2.2 (Proportion of people living in poverty in all its dimensions).</p>
</li>
<li>
<h3>For SDG 8 (Decent Work and Economic Growth):</h3>
<p>The focus on youth-led organizations implies indicators such as the <strong>number of youth-led enterprises supported</strong> and the <strong>number of jobs created for youth</strong> by the funded organizations. This relates to the spirit of Indicator 8.6.1 (Proportion of youth not in education, employment or training).</p>
</li>
<li>
<h3>For SDG 9 (Industry, Innovation, and Infrastructure):</h3>
<p>The statistic that “1.3 billion children… do not have internet access at home” points to a key indicator. Progress for funded projects could be measured by the <strong>increase in the number of people with access to or using technology/internet services</strong> as a result of the solution. This connects to Indicator 9.c.1 (Proportion of population covered by a mobile network, by technology).</p>
</li>
<li>
<h3>For SDG 17 (Partnerships for the Goals):</h3>
<p>A direct indicator is the <strong>amount of financial resources mobilized</strong>. The article explicitly states the prize amount of “$250,000,” which aligns with Indicator 17.3.1 (Additional financial resources mobilized for developing countries). The existence of the “partnership between Cisco and Global Citizen” itself serves as a qualitative indicator of multi-stakeholder partnerships in action.</p>
</li>
</ul>
<h3>4. Summary Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators (Identified or Implied in the Article)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1:</strong> No Poverty</td>
<td><strong>1.1:</strong> Eradicate extreme poverty.<br><strong>1.2:</strong> Reduce poverty in all its dimensions.</td>
<td>Reduction in the proportion of people living in “acute multidimensional poverty” through “measurable outcomes.”</td>
</tr>
<tr>
<td><strong>SDG 8:</strong> Decent Work and Economic Growth</td>
<td><strong>8.3:</strong> Promote entrepreneurship and innovation.<br><strong>8.6:</strong> Reduce youth unemployment.</td>
<td>Number of youth-led organizations supported; Creation of economic opportunities for youth (aged 18-30).</td>
</tr>
<tr>
<td><strong>SDG 9:</strong> Industry, Innovation, and Infrastructure</td>
<td><strong>9.b:</strong> Support domestic technology development and innovation.<br><strong>9.c:</strong> Increase access to ICT and the Internet.</td>
<td>Increase in access to technology/internet for underserved populations (e.g., the “1.3 billion children” without home internet).</td>
</tr>
<tr>
<td><strong>SDG 17:</strong> Partnerships for the Goals</td>
<td><strong>17.3:</strong> Mobilize financial resources.<br><strong>17.16:</strong> Enhance multi-stakeholder partnerships.</td>
<td>The mobilization of $250,000 in funding; The existence of the “partnership between Cisco and Global Citizen.”</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.ictworks.org/youth-led-technology-solutions-to-end-poverty/">ictworks.org</a></strong></p>
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<title>After lengthy delay, Trump administration releases $3.6 billion of funding for Low Income Home Energy Assistance Program – Fortune</title>
<link>https://sdgtalks.ai/after-lengthy-delay-trump-administration-releases-36-billion-of-funding-for-low-income-home-energy-assistance-program-fortune</link>
<guid>https://sdgtalks.ai/after-lengthy-delay-trump-administration-releases-36-billion-of-funding-for-low-income-home-energy-assistance-program-fortune</guid>
<description><![CDATA[ After lengthy delay, Trump administration releases $3.6 billion of funding for Low Income Home Energy Assistance Program  Fortune ]]></description>
<enclosure url="https://fortune.com/img-assets/wp-content/uploads/2025/11/AP25325014112956-e1764434962555.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 19:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>After, lengthy, delay, Trump, administration, releases, 3.6, billion, funding, for, Low, Income, Home, Energy, Assistance, Program, –, Fortune</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Delayed LIHEAP Funding and its Impact on Sustainable Development Goals</h2>
<h3>Executive Summary</h3>
<p>A recent delay in the disbursement of federal funding for the Low Income Home Energy Assistance Program (LIHEAP) has highlighted significant challenges to achieving several key Sustainable Development Goals (SDGs). The National Energy Assistance Directors Association (NEADA) has confirmed the eventual release of approximately $3.6 billion to states and tribes. This funding, critical for millions of low-income households, was held up due to a federal government shutdown, posing direct risks to poverty reduction, public health, and energy access initiatives.</p>
<ul>
<li><b>Funding Released:</b> $3.6 billion in delayed LIHEAP funds have been disbursed.</li>
<li><b>Cause of Delay:</b> A federal government shutdown ending November 12.</li>
<li><b>Primary Impact:</b> Jeopardized the ability of low-income households to afford home heating as winter begins.</li>
<li><b>SDG Implications:</b> The delay directly undermines progress on SDG 1 (No Poverty), SDG 3 (Good Health and Well-being), SDG 7 (Affordable and Clean Energy), and SDG 10 (Reduced Inequalities).</li>
</ul>
<h3>Analysis of Impact on Key Sustainable Development Goals (SDGs)</h3>
<p>The interruption in LIHEAP funding represents a significant setback for national efforts to meet SDG targets. The program is a cornerstone of the social safety net, and its disruption has far-reaching consequences.</p>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<p>The delay directly threatens households living in or near poverty. By withholding funds needed for essential energy services, families are forced to make difficult choices between heating their homes and affording other necessities like food. With 68% of LIHEAP households also receiving SNAP food benefits, the concurrent delays in assistance programs place them in a highly precarious financial situation, undermining efforts to eradicate poverty in all its forms.</p>
</li>
<li>
<h3>SDG 3: Good Health and Well-being</h3>
<p>Access to adequate home heating is a fundamental determinant of health. The funding delay at the onset of the cold-weather season created a direct risk to the well-being of vulnerable populations, including the elderly and children. Lack of heating can lead to severe health complications, placing an additional burden on public health systems and directly conflicting with the goal of ensuring healthy lives for all.</p>
</li>
<li>
<h3>SDG 7: Affordable and Clean Energy</h3>
<p>LIHEAP is a primary mechanism for ensuring progress toward Target 7.1: universal access to affordable, reliable, and modern energy services. The delay impeded access to affordable energy for the most economically disadvantaged citizens. This situation is exacerbated by rising energy prices and record-high arrearages, making consistent and timely assistance programs more critical than ever to achieve energy equity.</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>The program specifically targets low-income households, making it a vital tool for reducing economic inequality. The interruption of this support system disproportionately impacts marginalized communities, widening the gap in access to basic services and undermining the goal of reducing inequality within the country.</p>
</li>
</ol>
<h3>Operational and Policy Developments</h3>
<p>The situation prompted action from multiple stakeholders who recognized the urgency of the funding release for upholding social and economic stability.</p>
<ul>
<li><b>Administrative Action:</b> The U.S. Department of Health and Human Services (HHS), which oversees LIHEAP, began issuing award letters to state agencies following the end of the government shutdown.</li>
<li><b>Legislative Pressure:</b> A bipartisan group of U.S. House members formally urged HHS to release the funds by November 30, citing the immediate needs of households, particularly those reliant on heating oil or propane, which are often not covered by winter utility shutoff moratoriums.</li>
<li><b>Advocacy Confirmation:</b> Mark Wolfe, executive director of NEADA, confirmed the release of funds as “essential and long overdue,” allowing states to begin distributing the much-needed assistance to families.</li>
</ul>
<h2>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h2>
<h3>Identified SDGs</h3>
<ul>
<li><strong>SDG 1: No Poverty</strong></li>
<li><strong>SDG 7: Affordable and Clean Energy</strong></li>
<li><strong>SDG 10: Reduced Inequalities</strong></li>
<li><strong>SDG 2: Zero Hunger</strong> (indirectly)</li>
</ul>
<h3>Explanation</h3>
<ul>
<li><strong>SDG 1: No Poverty:</strong> The article’s central theme is the Low Income Home Energy Assistance Program (LIHEAP), a social safety net specifically designed to assist “millions of low-income households.” By providing financial aid for an essential service like home heating, the program directly addresses poverty and aims to prevent vulnerable families from falling further into hardship.</li>
<li><strong>SDG 7: Affordable and Clean Energy:</strong> The purpose of LIHEAP is to help households “pay to heat and cool their homes,” which directly relates to ensuring access to affordable energy. The article underscores this connection by mentioning challenges like “rising energy prices” and “arrearages remain near record highs,” which threaten affordable energy access for the poor.</li>
<li><strong>SDG 10: Reduced Inequalities:</strong> The program specifically targets “low-income households,” a vulnerable segment of the population. By providing this targeted assistance, the policy aims to reduce the economic inequality that prevents access to basic necessities, ensuring that poorer households are not left behind, especially during cold weather.</li>
<li><strong>SDG 2: Zero Hunger:</strong> The article establishes an indirect but strong link to this goal by stating, “Roughly 68% of LIHEAP households also receive SNAP food benefits.” This highlights the interconnectedness of energy poverty and food insecurity. By alleviating the cost of energy, the program frees up household income that can be used for food, thus contributing to food security.</li>
</ul>
<h2>2. What specific targets under those SDGs can be identified based on the article’s content?</h2>
<h3>Identified Targets</h3>
<ul>
<li><strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all, including floors, and by 2030 achieve substantial coverage of the poor and the vulnerable.</li>
<li><strong>Target 7.1:</strong> By 2030, ensure universal access to affordable, reliable and modern energy services.</li>
<li><strong>Target 10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality.</li>
</ul>
<h3>Explanation</h3>
<ul>
<li><strong>Target 1.3:</strong> LIHEAP is a clear example of a “nationally appropriate social protection system.” The article’s focus on the release of its funding to help “millions of low-income households” directly aligns with the goal of implementing and maintaining such systems to provide coverage for the poor and vulnerable.</li>
<li><strong>Target 7.1:</strong> The program’s mission is to make home energy affordable for those who cannot pay. The article’s discussion of rising energy prices and high levels of debt (“arrearages”) directly relates to the challenge of ensuring “affordable” energy services, which is the core of this target.</li>
<li><strong>Target 10.4:</strong> LIHEAP is a government-funded “social protection policy” that uses fiscal measures (federal funding) to provide assistance. This is a direct application of the policy type mentioned in the target, aimed at achieving greater equality by ensuring vulnerable populations can meet their basic energy needs.</li>
</ul>
<h2>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h2>
<h3>Identified Indicators</h3>
<ul>
<li><strong>Amount of funding allocated and released:</strong> The article specifies that “$3.6 billion in delayed funding” was released. This monetary value is a direct indicator of the financial commitment to and scale of the social protection program.</li>
<li><strong>Number of beneficiaries:</strong> The text states the program helps “millions of low-income households.” This figure serves as a direct measure of the program’s reach and is a proxy for Indicator 1.3.1 (Proportion of population covered by social protection floors/systems).</li>
<li><strong>Level of energy debt:</strong> The mention that “arrearages remain near record highs” is a key indicator of the scale of energy unaffordability. A reduction in this figure could measure the program’s success in achieving Target 7.1.</li>
<li><strong>Overlap with other social assistance programs:</strong> The statistic that “Roughly 68% of LIHEAP households also receive SNAP food benefits” is an indicator of the interconnectedness of vulnerabilities (energy and food insecurity) and helps quantify the specific vulnerable population being reached by these social protection systems.</li>
</ul>
<h2>4. Create a table with three columns titled ‘SDGs, Targets and Indicators” to present the findings from analyzing the article.</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.3:</strong> Implement nationally appropriate social protection systems and measures for all…and achieve substantial coverage of the poor and the vulnerable.</td>
<td>
<ul>
<li>Amount of funding for the social protection program ($3.6 billion).</li>
<li>Number of beneficiaries (“millions of low-income households”).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 7: Affordable and Clean Energy</strong></td>
<td><strong>7.1:</strong> By 2030, ensure universal access to affordable, reliable and modern energy services.</td>
<td>
<ul>
<li>Level of energy debt (“arrearages remain near record highs”).</li>
<li>Mention of “rising energy prices” as a challenge to affordability.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality.</td>
<td>
<ul>
<li>Existence and funding of a targeted social protection policy (LIHEAP).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td><strong>2.1:</strong> By 2030, end hunger and ensure access by all people, in particular the poor and people in vulnerable situations…to safe, nutritious and sufficient food all year round.</td>
<td>
<ul>
<li>Percentage of energy assistance recipients who also receive food assistance (68% of LIHEAP households also receive SNAP).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://fortune.com/2025/11/29/funding-delay-low-income-americans-3-6-billion-states-tribes/">fortune.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>The “$140,000 poverty line” is very silly – Noahpinion | Noah Smith</title>
<link>https://sdgtalks.ai/the-140000-poverty-line-is-very-silly-noahpinion-noah-smith</link>
<guid>https://sdgtalks.ai/the-140000-poverty-line-is-very-silly-noahpinion-noah-smith</guid>
<description><![CDATA[ The &quot;$140,000 poverty line&quot; is very silly  Noahpinion | Noah Smith ]]></description>
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<pubDate>Sun, 30 Nov 2025 14:00:06 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>The, “140, 000, poverty, line”, very, silly, –, Noahpinion, Noah, Smith</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Modern Poverty Thresholds and Sustainable Development Goals</h2>
<h3>Introduction: Re-evaluating Poverty Metrics in the Context of Sustainable Development</h3>
<p>Recent discourse has challenged traditional poverty metrics in the United States, proposing that the functional poverty line for a family of four should be approximately $140,000. This re-evaluation stems from the argument that the official poverty line, established in 1963, fails to account for the dramatic shifts in household expenditure, particularly the rising costs of housing, healthcare, and childcare. This analysis examines the validity of this claim through the lens of the United Nations Sustainable Development Goals (SDGs), specifically focusing on SDG 1 (No Poverty), SDG 2 (Zero Hunger), SDG 3 (Good Health and Well-being), and SDG 11 (Sustainable Cities and Communities).</p>
<h2>Analysis of the Proposed Poverty Threshold</h2>
<h3>Methodological Foundations of the Claim</h3>
<p>The proposed $140,000 poverty threshold is derived from two primary methodologies:</p>
<ol>
<li>Updating the original poverty calculation’s logic. The 1963 model calculated the poverty line as three times the cost of a minimum food diet. Proponents of the new threshold argue that since food now constitutes a much smaller portion of household spending (e.g., 5-7%), the multiplier should be increased to as high as 16 to reflect the dominance of other essential costs.</li>
<li>Calculating a “basic needs” or “participation ticket” budget. This approach sums the estimated costs of modern necessities for a family of four, including childcare, housing, food, transportation, and healthcare, arriving at a required gross income of approximately $136,500 to $140,000.</li>
</ol>
<h3>Implications for Sustainable Development Goal 1: No Poverty</h3>
<p>Adopting such a threshold would fundamentally alter the understanding of poverty in the United States, directly impacting the measurement of progress toward SDG 1. With a median family income for a family of four at $125,700, this revised definition would classify more than half of all American families as living in poverty. This outcome suggests a widespread inability to meet basic needs, a conclusion that warrants critical examination against other SDG indicators.</p>
<h2>A Critical Assessment Based on SDG Indicators</h2>
<h3>SDG 2: Zero Hunger – Food Security and Nutrition</h3>
<p>An assessment of food security, a core target of SDG 2, provides evidence that contradicts the notion of majority-level poverty. Data indicates that the U.S. population has access to sufficient food.</p>
<ul>
<li><b>Caloric Intake:</b> Average caloric consumption per person in the U.S. has increased over time and is among the highest in the world.</li>
<li><b>Food Insecurity:</b> The rate of severe food insecurity is lower than in most other developed nations. While approximately 10% of married-couple households report some level of food insecurity, this figure does not support the claim that over 50% of families are poor.</li>
</ul>
<p>These findings suggest that the vast majority of American families are achieving the fundamental goal of food security, a primary indicator of well-being.</p>
<h3>SDG 11: Sustainable Cities and Communities – Housing and Transportation</h3>
<p>Progress toward SDG 11, which includes targets for adequate housing and access to transportation, also challenges the proposed poverty definition.</p>
<ul>
<li><b>Housing:</b> Only 14% of American children live in conditions defined as “overcrowded” (more than one person per room). Furthermore, average floor space per capita has significantly increased since the 1960s, with Americans having more living space than residents of almost any other country.</li>
<li><b>Transportation:</b> Data from 2022 shows that over 80% of four-person households own two or more vehicles, meeting the transportation needs assumed in the “basic needs” budget.</li>
</ul>
<p>These indicators demonstrate that most families have access to adequate shelter and transportation, key components of sustainable and inclusive communities.</p>
<h3>SDG 3: Good Health and Well-being – Healthcare Access</h3>
<p>Access to healthcare is a critical component of well-being and a key target of SDG 3. National data on health insurance coverage shows significant progress in this area.</p>
<ul>
<li><b>Insurance Coverage:</b> The percentage of uninsured Americans has fallen to a historic low of 8%.</li>
<li><b>Child Health:</b> The rate of uninsured children is even lower, at just 5.1% as of 2023.</li>
</ul>
<p>This high rate of health insurance coverage indicates that the overwhelming majority of families, particularly those with children, have access to essential healthcare services, which aligns with progress on SDG 3 and contradicts the idea that they lack a basic necessity.</p>
<h2>Conclusion: Reconciling Perceptions with Sustainable Development Data</h2>
<p>The assertion that the poverty line for a family of four is $140,000 is not supported by empirical data related to core Sustainable Development Goals. While economic pressures on families are significant, evidence concerning SDG 2 (Zero Hunger), SDG 3 (Good Health and Well-being), and SDG 11 (Sustainable Cities and Communities) demonstrates that the majority of American families have consistent access to food, shelter, transportation, and healthcare. The proposed redefinition of poverty misaligns with measurable indicators of well-being and would classify a majority of the population as poor, despite data showing otherwise. A robust framework for assessing poverty must align with multi-dimensional indicators, as championed by the SDGs, to accurately reflect living standards and guide effective policy toward achieving SDG 1 (No Poverty) and SDG 10 (Reduced Inequalities).</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<p>The article discusses several interconnected socio-economic issues in the United States, primarily focusing on the definition of poverty and the cost of living. These themes directly relate to the following Sustainable Development Goals (SDGs):</p>
<ul>
<li><strong>SDG 1: No Poverty:</strong> The central theme of the article is the debate over the definition of poverty. It critiques the official U.S. poverty line and analyzes an alternative proposal, directly engaging with the concept of ending poverty in all its forms.</li>
<li><strong>SDG 2: Zero Hunger:</strong> The article examines food as a basic necessity. It discusses food costs as a percentage of household spending, caloric intake, and rates of food insecurity in the U.S. to assess the well-being of the population.</li>
<li><strong>SDG 3: Good Health and Well-being:</strong> Healthcare is identified as a major household expense. The article addresses the issue of health security by citing statistics on the percentage of Americans with and without health insurance.</li>
<li><strong>SDG 10: Reduced Inequalities:</strong> The discussion revolves around income levels, what it means to be “middle class” versus “poor,” and the economic pressures faced by families. It implicitly addresses inequality by comparing median incomes to the cost of basic necessities, which is a measure of economic inclusion.</li>
<li><strong>SDG 11: Sustainable Cities and Communities:</strong> The article identifies housing as a critical and expensive component of a family’s budget. It uses data on housing overcrowding and living space per capita to argue whether Americans have access to adequate shelter.</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<p>Based on the issues discussed, several specific SDG targets can be identified:</p>
<ol>
<li>
        <strong>Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions.
<ul>
<li><strong>Explanation:</strong> The article is fundamentally a debate about the “national definition” of poverty in the U.S. It contrasts the official poverty line for a family of four ($31,200) with a proposed “honestly updated” threshold of nearly $140,000, questioning whether the current metric accurately captures economic hardship.</li>
</ul>
</li>
<li>
        <strong>Target 2.1:</strong> By 2030, end hunger and ensure access by all people, in particular the poor and people in vulnerable situations, including infants, to safe, nutritious and sufficient food all year round.
<ul>
<li><strong>Explanation:</strong> The article assesses food security by stating that “almost all American parents are putting food on the table for their families” and citing that “about 10% of married-couple households report some level of food insecurity.” This directly relates to ensuring access to sufficient food.</li>
</ul>
</li>
<li>
        <strong>Target 3.8:</strong> Achieve universal health coverage, including financial risk protection, access to quality essential health-care services…
<ul>
<li><strong>Explanation:</strong> The article addresses this target by highlighting healthcare as a major expense and providing data on health insurance coverage. It notes that “the total percent of uninsured Americans has fallen to only 8%” and “only 5.1% of American children were uninsured as of 2023,” indicating progress toward universal coverage.</li>
</ul>
</li>
<li>
        <strong>Target 10.2:</strong> By 2030, empower and promote the social, economic and political inclusion of all…
<ul>
<li><strong>Explanation:</strong> The concept of a “participation ticket” — the income required to afford basic necessities to “hold a job and raise kids in 2024” — is central to the idea of economic inclusion. The article debates whether the median family income allows for this participation, thus connecting to the goal of ensuring all can be economically included.</li>
</ul>
</li>
<li>
        <strong>Target 11.1:</strong> By 2030, ensure access for all to adequate, safe and affordable housing and basic services…
<ul>
<li><strong>Explanation:</strong> The article evaluates the adequacy of housing by citing that “About 14% of American children have living situations with more than one person per room, which is how we define ‘overcrowded’.” It also discusses the significant increase in living space over time, directly addressing the target of ensuring access to adequate housing.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article explicitly mentions several quantitative indicators that can be used to measure progress:</p>
<ul>
<li>
        <strong>Indicator for Target 1.2 (Poverty):</strong> The article uses the “Proportion of population living below the national poverty line.” It provides the official U.S. poverty line for a family of four ($31,200) and mentions the “relative poverty” rate, defined as the “25.5% of Americans who live in ‘relative poverty’ (below 60% of median income).”
    </li>
<li>
        <strong>Indicator for Target 2.1 (Food Security):</strong> The article implies the “Prevalence of moderate or severe food insecurity.” It states that “about 10% of married-couple households report some level of food insecurity” and presents a chart comparing severe food insecurity rates across countries. It also uses “average calories per person” as a measure of food availability.
    </li>
<li>
        <strong>Indicator for Target 3.8 (Health Coverage):</strong> The article provides a direct measure of health service coverage by stating the percentage of the population without health insurance. The specific data points are “The total percent of uninsured Americans has fallen to only 8%” and “only 5.1% of American children were uninsured as of 2023.”
    </li>
<li>
        <strong>Indicator for Target 10.2 (Economic Inclusion):</strong> While not a formal SDG indicator, the article uses “Median family income for a family of 4” ($125,700) as a key metric to assess the economic standing of a typical family and their ability to afford the “participation ticket” in society.
    </li>
<li>
        <strong>Indicator for Target 11.1 (Adequate Housing):</strong> The article uses the “Proportion of population living in inadequate housing.” It provides a specific statistic for overcrowding: “14% of American children have living situations with more than one person per room.” It also uses “floor space per capita” (524 square feet in 2020 for a 4-person household) as a measure of housing adequacy.
    </li>
</ul>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>1.2 Reduce poverty in all its dimensions according to national definitions.</td>
<td>Proportion of the population living below the national poverty line ($31,200 for a family of four); Proportion of the population in “relative poverty” (25.5%).</td>
</tr>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td>2.1 End hunger and ensure access to safe, nutritious and sufficient food.</td>
<td>Prevalence of food insecurity (10% of married-couple households); Average caloric intake per person.</td>
</tr>
<tr>
<td><strong>SDG 3: Good Health and Well-being</strong></td>
<td>3.8 Achieve universal health coverage.</td>
<td>Percentage of the population without health insurance (8% total, 5.1% for children).</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>10.2 Promote social and economic inclusion of all.</td>
<td>Median family income for a family of four ($125,700) as a measure of economic standing and ability to participate in the economy.</td>
</tr>
<tr>
<td><strong>SDG 11: Sustainable Cities and Communities</strong></td>
<td>11.1 Ensure access for all to adequate, safe and affordable housing.</td>
<td>Proportion of children in overcrowded housing (14%); Average floor space per capita (524 sq ft for a 4-person household).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.noahpinion.blog/p/the-140000-poverty-line-is-very-silly">noahpinion.blog</a></strong></p>
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<title>Wall Street strategist explains today’s political rage with a poverty line that should be $140,000 and the ‘Valley of Death’ trapping people below it – Fortune</title>
<link>https://sdgtalks.ai/wall-street-strategist-explains-todays-political-rage-with-a-poverty-line-that-should-be-140000-and-the-valley-of-death-trapping-people-below-it-fortune</link>
<guid>https://sdgtalks.ai/wall-street-strategist-explains-todays-political-rage-with-a-poverty-line-that-should-be-140000-and-the-valley-of-death-trapping-people-below-it-fortune</guid>
<description><![CDATA[ Wall Street strategist explains today&#039;s political rage with a poverty line that should be $140,000 and the &#039;Valley of Death&#039; trapping people below it  Fortune ]]></description>
<enclosure url="https://fortune.com/img-assets/wp-content/uploads/2025/11/GettyImages-2115586654-e1764436857605.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 14:00:06 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Wall, Street, strategist, explains, today’s, political, rage, with, poverty, line, that, should, 140, 000, and, the, ‘Valley, Death’, trapping, people, below, –, Fortune</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the American Affordability Crisis and Its Implications for Sustainable Development Goals</h2>
<h3>Introduction: Reassessing Economic Well-being and the Poverty Line</h3>
<p>An analysis of the current economic landscape in the United States reveals a significant disconnect between conventional economic indicators and the financial reality experienced by a large portion of the population. Despite data showing controlled inflation and steady consumer spending, a pervasive affordability crisis is evident. This report examines the argument that current poverty metrics are obsolete, thereby masking the true scale of economic hardship and hindering progress toward key Sustainable Development Goals (SDGs), particularly <strong>SDG 1 (No Poverty)</strong> and <strong>SDG 10 (Reduced Inequalities)</strong>.</p>
<h2>Critique of the Official Poverty Metric</h2>
<h3>Historical Inadequacy and Modern Expenses</h3>
<p>The federal poverty line, established in the 1960s, is based on an outdated calculation that triples the cost of a minimum food diet. This model no longer reflects contemporary household expenditure patterns. According to analysis by Michael Green of Simplify Asset Management, food now constitutes only 5-7% of household spending, while other essential costs have escalated dramatically. This failure to adapt the poverty metric directly impacts the ability to accurately measure and address <strong>SDG 1 (No Poverty)</strong>.</p>
<ul>
<li><strong>Housing:</strong> Accounts for 35-45% of household spending, impacting <strong>SDG 11 (Sustainable Cities and Communities)</strong>.</li>
<li><strong>Childcare:</strong> Represents 20-40% of spending, creating significant barriers related to <strong>SDG 5 (Gender Equality)</strong>, as the need for dual-income households disproportionately affects women.</li>
<li><strong>Healthcare:</strong> Comprises 15-25% of budgets, undermining efforts toward <strong>SDG 3 (Good Health and Well-being)</strong>.</li>
<li><strong>Education and Transportation:</strong> The rising costs of college and commuting, linked to urban sprawl and underfunded public transit, create further financial strain, affecting <strong>SDG 4 (Quality Education)</strong> and <strong>SDG 11</strong>.</li>
</ul>
<h3>Proposed “Crisis Threshold”</h3>
<p>It is proposed that a more accurate “crisis threshold”—the income level below which families cannot function without assistance—is approximately $140,000. This stands in stark contrast to the current official poverty line for a family of four at $31,200. The existing metric, therefore, is not measuring poverty but rather a threshold for starvation, fundamentally misrepresenting the challenges to achieving <strong>SDG 1</strong>.</p>
<h2>Systemic Barriers to Economic Advancement and SDG Alignment</h2>
<h3>The “Valley of Death”: A Disincentive to Growth</h3>
<p>A critical systemic flaw, termed the “Valley of Death,” actively penalizes households attempting to increase their income. As wages rise from approximately $40,000 to $100,000, government benefits and safety nets are withdrawn at a rate faster than the income gains. This creates a trap that discourages economic mobility and undermines the principles of <strong>SDG 8 (Decent Work and Economic Growth)</strong>.</p>
<p>This structural disincentive fosters social resentment and exacerbates divisions between the “working poor” and those receiving aid, directly contradicting the objective of <strong>SDG 10 (Reduced Inequalities)</strong>. The system effectively creates a scenario where the only financially viable positions are destitution sufficient to qualify for aid or wealth sufficient to be unaffected by costs.</p>
<h2>Corroborating Data and Broader Economic Implications</h2>
<h3>Supporting Evidence</h3>
<p>The assessment that a high income is now required for basic financial stability is supported by multiple sources:</p>
<ol>
<li><strong>Academic and Institutional Data:</strong> Both the Massachusetts Institute of Technology’s Living Wage Calculator and the Economic Policy Institute have calculated that necessary family expenses in many states exceed $100,000 annually.</li>
<li><strong>Consumer Behavior Shifts:</strong> Discount retailers report an increase in high-income shoppers, indicating financial strain even among households traditionally considered affluent.</li>
<li><strong>Public Surveys:</strong> A recent Harris Poll survey revealed that 64% of earners with six-figure incomes view their salary not as a measure of success but as the minimum required to remain financially solvent. This highlights widespread financial anxiety that threatens <strong>SDG 3 (Good Health and Well-being)</strong>.</li>
</ol>
<h3>Conclusion: Redefining Poverty to Achieve Sustainable Development</h3>
<p>The evidence strongly suggests that the official definition of poverty is dangerously out of touch with the economic realities of modern life. The “illusion of affluence” among higher earners masks a systemic crisis where essential costs for housing, healthcare, and childcare make financial stability unattainable for many. To make meaningful progress on the Sustainable Development Goals—specifically <strong>SDG 1 (No Poverty)</strong>, <strong>SDG 8 (Decent Work and Economic Growth)</strong>, and <strong>SDG 10 (Reduced Inequalities)</strong>—it is imperative that policymakers adopt a more realistic and comprehensive measure of economic hardship that reflects contemporary living costs.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
        <strong>SDG 1: No Poverty</strong>
<ul>
<li>The article’s central theme is the inadequacy of the current poverty measure in the U.S. It argues that the official poverty line ($31,200) only measures “starvation” and fails to capture the true cost of living, suggesting a much higher, more realistic poverty threshold of around $140,000. This directly engages with the goal of ending poverty in all its forms.</li>
</ul>
</li>
<li>
        <strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article explicitly mentions the soaring cost of healthcare as a major financial burden. It states, “Healthcare became the largest household expense for many families,” and estimates it comprises 15%-25% of household spending. This connects to the goal of ensuring healthy lives and well-being, particularly regarding financial risk protection from healthcare costs.</li>
</ul>
</li>
<li>
        <strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article highlights a disconnect between economic indicators (like steady income gains) and the reality of household finances. It notes that a “two-income household is now needed to maintain what one income once provided,” and even those earning six figures are “privately struggling.” This suggests that current employment and wage levels are not providing “decent work” that ensures a stable and secure livelihood, which is a key aspect of SDG 8.</li>
</ul>
</li>
<li>
        <strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article describes a “Valley of Death” where the “working poor” (middle class) are penalized as they earn more because social benefits are withdrawn faster than their wages increase. This creates a system where “Everyone in the middle is being cannibalized,” exacerbating economic inequality and creating resentment. This directly relates to the goal of reducing inequality within a country by examining how social and fiscal policies affect different income groups.</li>
</ul>
</li>
<li>
        <strong>SDG 11: Sustainable Cities and Communities</strong>
<ul>
<li>The article points to critical urban and suburban infrastructure challenges that contribute to the high cost of living. It mentions that “Housing costs exploded” and “Transportation costs rose as cities sprawled and public transit withered under government neglect.” These issues are directly related to the goal of making cities and human settlements inclusive, safe, resilient, and sustainable, particularly concerning affordable housing and accessible transportation.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
        <strong>Under SDG 1 (No Poverty):</strong>
<ul>
<li><strong>Target 1.2:</strong> “By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions.” The article’s entire argument is a critique of the U.S. national definition of poverty, suggesting that to meet this target, the definition itself must be updated to reflect the actual costs of housing, healthcare, and childcare.</li>
<li><strong>Target 1.3:</strong> “Implement nationally appropriate social protection systems and measures for all… and by 2030 achieve substantial coverage of the poor and the vulnerable.” The article critiques the existing “safety net,” describing how it “sets a trap for anyone trying to climb out,” indicating that the current social protection system is not appropriate or effective for a large segment of the population.</li>
</ul>
</li>
<li>
        <strong>Under SDG 3 (Good Health and Well-being):</strong>
<ul>
<li><strong>Target 3.8:</strong> “Achieve universal health coverage, including financial risk protection, access to quality essential health-care services…” The article’s claim that healthcare costs consume 15%-25% of household income and that “employer coverage shrank while deductibles grew” points directly to a lack of financial risk protection associated with healthcare, a key component of this target.</li>
</ul>
</li>
<li>
        <strong>Under SDG 8 (Decent Work and Economic Growth):</strong>
<ul>
<li><strong>Target 8.5:</strong> “By 2030, achieve full and productive employment and decent work for all…” The article implies that even with employment, work is not “decent” if it doesn’t provide enough income to cover basic living expenses without falling into financial anxiety. The finding that 64% of six-figure earners feel their income is the “bare minimum for staying afloat” supports this connection.</li>
</ul>
</li>
<li>
        <strong>Under SDG 10 (Reduced Inequalities):</strong>
<ul>
<li><strong>Target 10.4:</strong> “Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality.” The article’s analysis of the “Valley of Death” is a direct criticism of current social protection policies that create perverse incentives and worsen the financial situation for the middle class, implicitly calling for policy reform to achieve greater economic equality.</li>
</ul>
</li>
<li>
        <strong>Under SDG 11 (Sustainable Cities and Communities):</strong>
<ul>
<li><strong>Target 11.1:</strong> “By 2030, ensure access for all to adequate, safe and affordable housing…” The article highlights the failure to meet this target by stating, “Housing costs exploded,” now comprising 35%-45% of household spending, far above the traditional affordability benchmark.</li>
<li><strong>Target 11.2:</strong> “By 2030, provide access to safe, affordable, accessible and sustainable transport systems for all…” The mention of rising transportation costs and withering public transit directly addresses the challenges related to achieving this target.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
        <strong>For Target 1.2 (Reduce poverty by national definitions):</strong>
<ul>
<li><strong>Indicator:</strong> The national poverty line. The article explicitly discusses the official U.S. poverty line ($31,200) and proposes an alternative based on modern living costs (~$140,000). The gap between these two figures serves as an indicator of how inadequately poverty is being measured.</li>
</ul>
</li>
<li>
        <strong>For Target 3.8 (Achieve universal health coverage):</strong>
<ul>
<li><strong>Indicator (Implied):</strong> Proportion of household expenditure on healthcare. The article provides a direct measure for this, stating that healthcare accounts for “15%-25%” of household spending. A reduction in this percentage would indicate progress towards financial risk protection.</li>
</ul>
</li>
<li>
        <strong>For Target 10.4 (Adopt policies for greater equality):</strong>
<ul>
<li><strong>Indicator (Implied):</strong> The net financial impact of earning more income versus losing social benefits. The article describes the “Valley of Death” where “benefits disappear faster than wages increase.” An indicator could measure the income range where this negative effect occurs and the number of households affected.</li>
</ul>
</li>
<li>
        <strong>For Target 11.1 (Ensure affordable housing):</strong>
<ul>
<li><strong>Indicator (Implied):</strong> Proportion of household expenditure on housing. The article provides a figure of “35%-45%,” which is a clear indicator of the housing affordability crisis. Progress would be measured by a decrease in this percentage.</li>
</ul>
</li>
<li>
        <strong>For other targets:</strong>
<ul>
<li>The article provides several other data points that can serve as indicators: the percentage of household spending on food (5%-7%), childcare (20%-40%), and the percentage of high-earners who feel financially anxious (64% of six-figure earners). These metrics help quantify the economic pressures discussed and could be used to track changes over time.</li>
</ul>
</li>
</ol>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators (Mentioned or Implied in the Article)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.2:</strong> Reduce poverty according to national definitions.<br><strong>1.3:</strong> Implement nationally appropriate social protection systems.</td>
<td>The official national poverty line ($31,200) versus a cost-of-living-based threshold (~$140,000).<br>The income level at which social benefits are withdrawn faster than wages increase (the “Valley of Death”).</td>
</tr>
<tr>
<td><strong>SDG 3: Good Health and Well-being</strong></td>
<td><strong>3.8:</strong> Achieve universal health coverage, including financial risk protection.</td>
<td>Proportion of household spending on healthcare (mentioned as 15%-25%).</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td><strong>8.5:</strong> Achieve full and productive employment and decent work for all.</td>
<td>Percentage of high-income earners who report their income is the “bare minimum for staying afloat” (mentioned as 64%).</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.4:</strong> Adopt policies, especially social protection policies, to achieve greater equality.</td>
<td>The income gap where the middle class is financially penalized by the structure of the social safety net.</td>
</tr>
<tr>
<td><strong>SDG 11: Sustainable Cities and Communities</strong></td>
<td><strong>11.1:</strong> Ensure access for all to adequate and affordable housing.<br><strong>11.2:</strong> Provide access to affordable and sustainable transport systems.</td>
<td>Proportion of household spending on housing (mentioned as 35%-45%).<br>Qualitative mention of rising transportation costs and withering public transit.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://fortune.com/2025/11/29/poverty-line-140000-political-rage-affordability-crisis-inflation-cost-of-living/">fortune.com</a></strong></p>
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<title>Call to put child welfare at the heart of business regulation in Africa – RFI</title>
<link>https://sdgtalks.ai/call-to-put-child-welfare-at-the-heart-of-business-regulation-in-africa-rfi</link>
<guid>https://sdgtalks.ai/call-to-put-child-welfare-at-the-heart-of-business-regulation-in-africa-rfi</guid>
<description><![CDATA[ Call to put child welfare at the heart of business regulation in Africa  RFI ]]></description>
<enclosure url="https://s.rfi.fr/media/display/fe8fac74-17fb-11f0-9907-005056bf30b7/w:1280/p:16x9/000_Par7874754.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 14:00:05 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Call, put, child, welfare, the, heart, business, regulation, Africa, –, RFI</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Business Practices and Children’s Rights in Africa: An SDG Perspective</h2>
<h3>Executive Summary</h3>
<p>A recent conference in Lesotho highlighted the urgent need for African nations to regulate business activities that violate children’s rights. Experts from the Institute for Human Rights and Development in Africa (IHRDA) presented findings indicating that harmful industrial practices, including child labour and environmental pollution, are severely undermining progress towards several Sustainable Development Goals (SDGs). The report calls for robust governmental accountability and the implementation of national and continental action plans to protect children’s welfare in the context of business operations, particularly in light of the new African Continental Free Trade Area.</p>
<h2>Violations of Child Rights and Contradictions to Sustainable Development Goals</h2>
<h3>Child Labour and the Challenge to SDG 8</h3>
<p>The prevalence of child labour across the continent represents a significant barrier to achieving decent work and economic growth for all. This issue is in direct contravention of SDG 8, specifically Target 8.7, which calls for the immediate eradication of the worst forms of child labour.</p>
<ul>
<li>An estimated 70 to 90 million children are engaged in child labour in Africa, predominantly within the vast and poorly regulated informal sector.</li>
<li>According to the International Labour Organisation, Sub-Saharan Africa has more children engaged in child labour than the rest of the world combined.</li>
<li>The informal nature of this labour makes it difficult to track the extent of the problem and the hazards children face.</li>
</ul>
<h3>Health Hazards, Pollution, and the Impact on SDG 3</h3>
<p>Corporate activities are also linked to severe health and environmental crises that disproportionately affect children, undermining SDG 3 (Good Health and Well-being). Unsafe products and hazardous industrial practices have long-term consequences for children’s physical and cognitive development.</p>
<ul>
<li>In Kabwe, Zambia, nearly a century of lead, zinc, and manganese mining has resulted in extreme environmental contamination, making it one of the world’s most polluted towns.</li>
<li>The soil contamination has led to widespread lead poisoning, to which young children are especially vulnerable.</li>
<li>Health consequences for children in the region include physical deformities and developmental challenges, highlighting a failure to uphold SDG Target 3.9, which aims to reduce illnesses from hazardous chemicals and pollution.</li>
</ul>
<h2>Institutional Failures and the Need to Strengthen SDG 16</h2>
<h3>Lack of National Action Plans</h3>
<p>The failure of governments to enforce environmental laws and regulate corporate behaviour points to a critical weakness in institutional capacity, a core focus of SDG 16 (Peace, Justice and Strong Institutions). The lack of coherent policy frameworks to hold businesses accountable for child rights violations is a major concern.</p>
<ul>
<li>Only five out of 55 African countries have established National Action Plans on business and human rights.</li>
<li>This leaves 50 nations without a coordinated strategy to ensure child protection is integrated into business regulation and practice.</li>
<li>Children are also indirectly affected when their caregivers are subjected to poor working conditions, which contravenes principles of decent work (SDG 8).</li>
</ul>
<h2>Recommendations for a Multi-Pronged Approach</h2>
<h3>Advancing the SDGs through National and Continental Action</h3>
<p>The IHRDA recommends a comprehensive, multi-level strategy to embed children’s rights within economic and business frameworks. This approach is essential for making meaningful progress on the 2030 Agenda for Sustainable Development.</p>
<ol>
<li><b>Develop National Action Plans:</b> All 55 African Union member states must develop and implement coherent National Action Plans that explicitly incorporate and prioritize children’s rights in the context of business and human rights. This is fundamental to building the strong institutions required by SDG 16.</li>
<li><b>Establish a Continental Framework:</b> The African Union must create a binding mechanism for child protection at the continental level. This is particularly urgent with the implementation of the African Continental Free Trade Area, which could otherwise exacerbate violations if not properly regulated.</li>
<li><b>Enforce Corporate Accountability:</b> Governments must strengthen regulatory oversight and enforce laws to hold corporations accountable for environmental damage and human rights abuses, thereby advancing SDG 3, SDG 8, and SDG 12 (Responsible Consumption and Production).</li>
</ol>
<h2>Analysis of SDGs, Targets, and Indicators</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li><b>SDG 3: Good Health and Well-being</b> – The article discusses severe health impacts on children due to industrial pollution.</li>
<li><b>SDG 8: Decent Work and Economic Growth</b> – The central theme of the article is the prevalence of child labor and poor working conditions for caregivers.</li>
<li><b>SDG 12: Responsible Consumption and Production</b> – The article highlights the environmental damage caused by unsafe mining practices, leading to pollution.</li>
<li><b>SDG 16: Peace, Justice and Strong Institutions</b> – The article points to the failure of governments to regulate businesses, enforce laws, and protect children’s rights, calling for stronger institutional frameworks.</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li><b>Target 3.9:</b> By 2030, substantially reduce the number of deaths and illnesses from hazardous chemicals and air, water and soil pollution and contamination.<br>
        <br><b>Explanation:</b> The article directly connects to this target by describing the town of Kabwe, Zambia, as “one of the most polluted towns in the world” where soil contaminated by lead from mining has caused children to suffer “deformities, developmental challenges, etc.” This is a clear case of illness resulting from soil pollution and hazardous chemicals.</li>
</ul>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li><b>Target 8.7:</b> Take immediate and effective measures to eradicate forced labour, end modern slavery and human trafficking and secure the prohibition and elimination of the worst forms of child labour… and by 2025 end child labour in all its forms.<br>
        <br><b>Explanation:</b> The article’s primary focus is on child labor in Africa. It explicitly states that “Millions of children on the continent are engaged in child labour – between 70 to 90 million children in Africa”. This directly addresses the goal of ending child labor.</li>
<li><b>Target 8.8:</b> Protect labour rights and promote safe and secure working environments for all workers…<br>
        <br><b>Explanation:</b> The article mentions that children “suffer indirectly when their caregivers work in poor conditions… or without proper renumeration and rest periods.” This relates to the need for safe working environments and fair labor practices for adult workers, which in turn impacts child welfare.</li>
</ul>
<h3>SDG 12: Responsible Consumption and Production</h3>
<ul>
<li><b>Target 12.4:</b> By 2020, achieve the environmentally sound management of chemicals and all wastes throughout their life cycle… and significantly reduce their release to air, water and soil in order to minimize their adverse impacts on human health and the environment.<br>
        <br><b>Explanation:</b> The case of Kabwe, where “lead, zinc and manganese mining has been happening for almost a century” leading to contaminated soil, is a direct example of the failure to manage industrial waste and chemicals soundly. The article describes this as a result of “unsafe mining practices,” which this target aims to eliminate.</li>
</ul>
<h3>SDG 16: Peace, Justice and Strong Institutions</h3>
<ul>
<li><b>Target 16.2:</b> End abuse, exploitation, trafficking and all forms of violence against and torture of children.<br>
        <br><b>Explanation:</b> Child labor and the health damage caused by corporate negligence are forms of exploitation and abuse of children. The article calls for holding “companies to account for violating children’s rights,” which aligns with this target.</li>
<li><b>Target 16.6:</b> Develop effective, accountable and transparent institutions at all levels.<br>
        <br><b>Explanation:</b> The article criticizes the “failure of the Zambian government to enforce environmental protection laws” and notes that “only five out of 55 African countries have national action plans” on business and human rights. This highlights a lack of effective institutions and coherent plans to regulate business and protect citizens, which this target aims to address.</li>
</ul>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<h3>Indicators for SDG 8</h3>
<ul>
<li><b>Indicator for Target 8.7:</b> The number of children engaged in child labor.<br>
        <br><b>Explanation:</b> The article explicitly provides a quantitative estimate: “between 70 to 90 million children in Africa” are engaged in child labor. This figure serves as a direct indicator of the scale of the problem.</li>
</ul>
<h3>Indicators for SDG 3 & SDG 12</h3>
<ul>
<li><b>Indicator for Target 3.9 & 12.4:</b> The incidence of health problems linked to industrial pollution and the level of environmental contamination.<br>
        <br><b>Explanation:</b> The article implies these indicators by stating that in Kabwe, “The soil has been contaminated by lead” and as a result, “children are suffering deformities, developmental challenges.” Measuring the levels of lead in the soil and the prevalence of these health conditions in the local child population would be indicators of progress.</li>
</ul>
<h3>Indicators for SDG 16</h3>
<ul>
<li><b>Indicator for Target 16.6:</b> The number of countries with national action plans on business and human rights.<br>
        <br><b>Explanation:</b> The article provides a precise and measurable indicator by stating, “only five out of 55 African countries have national action plans.” Progress towards this target could be measured by tracking the increase in the number of countries that develop and implement such plans.</li>
</ul>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>SDG 8:</b> Decent Work and Economic Growth</td>
<td><b>Target 8.7:</b> End child labour in all its forms by 2025.</td>
<td>The number and proportion of children engaged in child labor (Article mentions “between 70 to 90 million children in Africa”).</td>
</tr>
<tr>
<td><b>SDG 3:</b> Good Health and Well-being</td>
<td><b>Target 3.9:</b> Substantially reduce deaths and illnesses from hazardous chemicals and pollution.</td>
<td>Incidence of deformities and developmental challenges in children due to environmental contamination (Implied from the Kabwe case).</td>
</tr>
<tr>
<td><b>SDG 12:</b> Responsible Consumption and Production</td>
<td><b>Target 12.4:</b> Achieve environmentally sound management of chemicals and all wastes.</td>
<td>Level of soil contamination in industrial areas (Article mentions Kabwe’s soil is “contaminated by lead”).</td>
</tr>
<tr>
<td><b>SDG 16:</b> Peace, Justice and Strong Institutions</td>
<td><b>Target 16.6:</b> Develop effective, accountable and transparent institutions.</td>
<td>The number of countries with national action plans on business and human rights (Article states “only five out of 55 African countries” have them).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.rfi.fr/en/africa/20251130-call-to-put-child-welfare-at-the-heart-of-business-regulation-in-africa">rfi.fr</a></strong></p>
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<title>A shocking new warning about global poverty should unsettle everyone – vox.com</title>
<link>https://sdgtalks.ai/a-shocking-new-warning-about-global-poverty-should-unsettle-everyone-voxcom</link>
<guid>https://sdgtalks.ai/a-shocking-new-warning-about-global-poverty-should-unsettle-everyone-voxcom</guid>
<description><![CDATA[ A shocking new warning about global poverty should unsettle everyone  vox.com ]]></description>
<enclosure url="https://platform.vox.com/wp-content/uploads/sites/2/2025/11/Screenshot-2025-11-25-at-3.10.35 PM.png" length="49398" type="image/jpeg"/>
<pubDate>Sun, 30 Nov 2025 14:00:05 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>shocking, new, warning, about, global, poverty, should, unsettle, everyone, –, vox.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Global Progress Towards Sustainable Development Goal 1: No Poverty</h2>
<h3>Historical Progress in Poverty Eradication (1990-Present)</h3>
<p>An analysis of global poverty trends reveals significant progress toward achieving Sustainable Development Goal 1 (No Poverty). Key achievements over the past three decades include:</p>
<ul>
<li>A substantial reduction in the number of people living in extreme poverty, from 2.3 billion in 1990 to approximately 800 million today.</li>
<li>This progress occurred despite a near doubling of the global population during the same period.</li>
<li>On average, 115,000 people have escaped extreme poverty—defined as living on the equivalent of $3 or less per day—each day for the last 35 years.</li>
</ul>
<p>This sustained reduction represents one of the most significant accomplishments in modern human development.</p>
<h3>Emerging Challenges to Achieving SDG 1 by 2030</h3>
<p>Despite past successes, recent projections indicate a potential stagnation and reversal of progress. According to analysis from Our World in Data, the number of people in extreme poverty is expected to increase after 2030. This trend threatens the core objective of the 2030 Agenda for Sustainable Development.</p>
<ol>
<li><strong>Geographic Concentration of Poverty:</strong> The majority of people living in extreme poverty are now concentrated in regions where economic growth has been weak or nonexistent, primarily in sub-Saharan Africa and fragile, conflict-affected states.</li>
<li><strong>Demographic Pressures:</strong> High population growth in countries with stagnant economies creates a challenging scenario where more children are born into poverty, offsetting potential gains.</li>
<li><strong>Failure of Traditional Growth Models:</strong> The economic growth that lifted millions out of poverty in Asia is not being replicated in the regions where extreme poverty is now most entrenched.</li>
</ol>
<h3>Interlinkages with Other Sustainable Development Goals</h3>
<p>The challenges to achieving SDG 1 are deeply interconnected with other SDGs, creating a complex web of development hurdles.</p>
<ul>
<li><strong>SDG 8 (Decent Work and Economic Growth):</strong> The historical success in poverty reduction was propelled by rapid economic growth. The current challenge stems from a lack of growth in the world’s poorest regions.</li>
<li><strong>SDG 16 (Peace, Justice and Strong Institutions):</strong> The World Bank estimates that by 2030, nearly 60% of the world’s extreme poor will reside in conflict-affected economies. Civil war and instability can erase a decade of economic progress, making SDG 16 a prerequisite for SDG 1.</li>
<li><strong>SDG 13 (Climate Action):</strong> Climate shocks, including droughts, flooding, and crop failures, can push millions of people back into extreme poverty overnight, demonstrating the critical link between climate resilience and poverty eradication.</li>
</ul>
<h3>Strategic Recommendations for Future Action</h3>
<p>Projections are not prophecy. To ensure the continued progress toward SDG 1, a renewed and targeted strategy is required, focusing on the regions left behind. Key interventions should include:</p>
<ul>
<li>Fostering better governance and peace-building efforts to create stable environments for development (SDG 16).</li>
<li>Driving targeted investment to stimulate economic growth in low-growth regions (SDG 8).</li>
<li>Expanding access to affordable and clean energy to power economic activity (SDG 7).</li>
<li>Creating expanded and safe migration opportunities to address economic disparities (SDG 10).</li>
</ul>
<p>Sustaining the historic progress against extreme poverty requires extending the proven tools of development to the world’s most vulnerable populations. Failure to do so will jeopardize the global commitment to end poverty in all its forms by 2030.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
        <strong>SDG 1: No Poverty</strong>
<ul>
<li>The entire article is centered on the issue of extreme poverty. It discusses the historical progress made in reducing the number of people living in extreme poverty, from 2.3 billion in 1990 to around 800 million today, and the potential reversal of this trend.</li>
</ul>
</li>
<li>
        <strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article identifies economic growth as the primary engine for poverty reduction. It states, “The last few decades of astonishing global progress were propelled above all by growth.” It contrasts the rapid economic growth in countries like China and India with the stagnant economies in sub-Saharan Africa, such as Madagascar, where “GDP per capita today is roughly what it was in the 1950s.”</li>
</ul>
</li>
<li>
        <strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>The article highlights conflict as a major impediment to poverty reduction. It mentions that a significant portion of the world’s poor are concentrated in “fragile and conflict-affected states.” It cites a World Bank estimate that “by 2030, nearly 60 percent of the world’s extreme poor will live in conflict-affected economies.”</li>
</ul>
</li>
<li>
        <strong>SDG 13: Climate Action</strong>
<ul>
<li>The article points to climate change as a threat that can reverse progress against poverty. It explicitly mentions that “Climate shocks can do the same” as a civil war in wiping out economic progress. It lists “drought, flooding, or crop failure” as events that can push millions back below the poverty line.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
        <strong>Target 1.1: Eradicate extreme poverty</strong>
<ul>
<li>The article’s main focus is on the number of people “living in extreme poverty — meaning on the equivalent of $3 or less per day.” It discusses the goal of reducing this number and the projection that after 2030, “the number of extremely poor people is expected to increase,” which directly relates to the target of eradicating extreme poverty.</li>
</ul>
</li>
<li>
        <strong>Target 1.5: Build resilience to economic, social and environmental shocks</strong>
<ul>
<li>The article discusses the vulnerability of the poor to shocks, stating that “Climate shocks” like “drought, flooding, or crop failure” can cause “millions can fall back below the poverty line overnight.” This directly connects to the need to build resilience among the poor to such environmental and economic disasters.</li>
</ul>
</li>
<li>
        <strong>Target 8.1: Sustain per capita economic growth</strong>
<ul>
<li>The article argues that the lack of economic growth is a primary reason why poverty persists in certain regions. It uses Madagascar as an example of a country where “GDP per capita today is roughly what it was in the 1950s,” preventing poverty reduction despite a massive population increase. This aligns with the target of sustaining economic growth, especially in the least developed countries.</li>
</ul>
</li>
<li>
        <strong>Target 16.1: Significantly reduce all forms of violence</strong>
<ul>
<li>The article links poverty directly to conflict, noting that “a civil war can wipe out a decade of economic progress” and that a majority of the extreme poor will soon live in “conflict-affected economies.” This highlights the importance of reducing violence and conflict to achieve poverty reduction goals.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
        <strong>Indicator 1.1.1: Proportion of the population living below the international poverty line</strong>
<ul>
<li>The article explicitly uses this indicator. It defines extreme poverty as living on “$3 or less per day” and provides specific numbers: a fall “from 2.3 billion to around 800 million” since 1990. It also uses projections of this number, such as a decline “by about 40 million over the next five years” and an expected increase after 2030.</li>
</ul>
</li>
<li>
        <strong>Indicator 8.1.1: Annual growth rate of real GDP per capita</strong>
<ul>
<li>This indicator is directly referenced in the article’s analysis of Madagascar, where it notes that “GDP per capita today is roughly what it was in the 1950s.” The article’s core argument relies on this metric, contrasting high-growth countries that reduced poverty with low-growth countries where poverty is entrenched.</li>
</ul>
</li>
<li>
        <strong>Proportion of poor people living in conflict-affected regions (Implied Indicator)</strong>
<ul>
<li>While not a formal UN indicator, the article implies its importance by citing the World Bank estimate that “by 2030, nearly 60 percent of the world’s extreme poor will live in conflict-affected economies.” This metric is used to measure the intersection of poverty and conflict.</li>
</ul>
</li>
<li>
        <strong>Number of people pushed into poverty by climate-related disasters (Implied Indicator)</strong>
<ul>
<li>The article implies this indicator by stating that when climate shocks like drought or flooding hit, “millions can fall back below the poverty line overnight.” Measuring the number of people affected this way would be a direct way to track progress on building resilience (Target 1.5).</li>
</ul>
</li>
</ol>
<h2>SDGs, Targets, and Indicators Table</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>Target 1.1:</strong> Eradicate extreme poverty for all people everywhere.</td>
<td><strong>Indicator 1.1.1:</strong> The number and proportion of people living below the international poverty line (defined in the article as “$3 or less per day”). The article cites a drop from 2.3 billion to 800 million.</td>
</tr>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>Target 1.5:</strong> Build the resilience of the poor and reduce their vulnerability to climate-related extreme events and other shocks.</td>
<td><strong>Implied Indicator:</strong> Number of people falling back into poverty due to climate shocks like “drought, flooding, or crop failure.”</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td><strong>Target 8.1:</strong> Sustain per capita economic growth.</td>
<td><strong>Indicator 8.1.1:</strong> Annual growth rate of real GDP per capita. The article cites Madagascar’s stagnant GDP per capita since the 1950s as an example of failure.</td>
</tr>
<tr>
<td><strong>SDG 16: Peace, Justice and Strong Institutions</strong></td>
<td><strong>Target 16.1:</strong> Significantly reduce all forms of violence.</td>
<td><strong>Implied Indicator:</strong> Proportion of the world’s extreme poor living in conflict-affected economies (projected to be nearly 60% by 2030).</td>
</tr>
<tr>
<td><strong>SDG 13: Climate Action</strong></td>
<td><strong>Target 13.1:</strong> Strengthen resilience and adaptive capacity to climate-related hazards.</td>
<td><strong>Implied Indicator:</strong> The impact of climate shocks on poverty levels, as millions are at risk of falling “back below the poverty line overnight.”</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.vox.com/future-perfect/470491/extreme-poverty-sub-saharan-africa-world-bank-conflict-climate-change">vox.com</a></strong></p>
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<title>How to actually feed America – Slow Boring</title>
<link>https://sdgtalks.ai/how-to-actually-feed-america-slow-boring</link>
<guid>https://sdgtalks.ai/how-to-actually-feed-america-slow-boring</guid>
<description><![CDATA[ How to actually feed America  Slow Boring ]]></description>
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<pubDate>Sat, 29 Nov 2025 13:00:09 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>How, actually, feed, America, –, Slow, Boring</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Feeding America’s Innovative Food Distribution System and its Contribution to Sustainable Development Goals</h2>
<h3>Introduction: Addressing Inefficiencies in Food Aid to Advance SDG 2</h3>
<p>The distribution of charitable food in the United States has historically faced significant logistical and informational challenges, hindering progress toward Sustainable Development Goal 2 (Zero Hunger). The nation’s largest charitable food network, Feeding America, previously operated on a queue-based system. This model forced regional food banks into inefficient choices, often requiring them to accept and pay for the transport of non-essential items to maintain their position for future donations. This process created waste and failed to align resources with specific community needs, undermining efforts related to both SDG 2 and SDG 12 (Responsible Consumption and Production).</p>
<h3>A Market-Based Solution: A Partnership for the Goals (SDG 17)</h3>
<p>Approximately two decades ago, Feeding America initiated a collaboration with economists from the University of Chicago to redesign its allocation system, exemplifying a multi-stakeholder approach in line with SDG 17 (Partnerships for the Goals). The objective was to create a fair, efficient, and predictable method for matching donated food with the needs of over 200 food banks.</p>
<p>The resulting innovation was a market-based auction system founded on a custom internal currency called “shares.”</p>
<ol>
<li><b>Allocation of Shares:</b> Each food bank receives an allotment of shares based on the population size and poverty levels of the community it serves, directly addressing SDG 10 (Reduced Inequalities) by providing greater purchasing power to higher-need areas.</li>
<li><b>National Auction:</b> Food banks use their shares to bid on available truckloads of food in a daily national auction. This mechanism allows them to signal their specific needs and preferences.</li>
<li><b>Price Discovery:</b> The bidding process reveals the relative value of different food items to the network. High-demand, shelf-stable items command higher share prices, while less desirable or perishable items clear at low or even negative prices, incentivizing their removal and use, thereby reducing waste.</li>
</ol>
<h3>Impact on Key Sustainable Development Goals</h3>
<p>The implementation of this choice-based system has had a transformational impact on the effectiveness of food distribution, contributing directly to several SDGs.</p>
<ul>
<li><b>SDG 2 (Zero Hunger):</b> The system empowers food banks to acquire food that meets the nutritional and cultural needs of their communities. By replacing guesswork with a data-driven allocation model, it ensures that resources are directed toward their highest-value use in combating hunger. Food banks can strategically plan acquisitions to create a balanced and reliable food supply for those in need.</li>
<li><b>SDG 12 (Responsible Consumption and Production):</b> The auction model significantly reduces food loss and waste within the supply chain. By creating an efficient market for surplus food, it increased the flow of donations by 50 million pounds in its first year. The system ensures that perishable items are routed quickly and efficiently, preventing spoilage and contributing to Target 12.3, which aims to halve per capita global food waste.</li>
<li><b>SDG 10 (Reduced Inequalities):</b> The system is designed with equity as a core principle. By allocating shares based on need and providing mechanisms for smaller food banks to participate effectively, it levels the playing field and ensures that resources are not disproportionately claimed by larger, better-resourced organizations.</li>
</ul>
<h3>System Outcomes and Future Considerations</h3>
<p>The data generated over nearly two decades has provided invaluable insights and measurable improvements in the fight against hunger.</p>
<h3>Key Outcomes:</h3>
<ul>
<li><b>Enhanced Efficiency:</b> The system eliminated logistical absurdities, such as shipping unwanted items across the continent, ensuring resources are used effectively.</li>
<li><b>Informed Decision-Making:</b> Food banks gained visibility into the national supply, enabling them to plan strategically rather than react to unpredictable offers.</li>
<li><b>Increased Donor Confidence:</b> The efficiency and liquidity of the market incentivized donors, leading to a substantial increase in the volume of available food.</li>
<li><b>Data-Driven Insights:</b> The auction revealed significant preference disparities (e.g., a 35:1 value ratio for cereal over some produce), allowing the network to better understand and respond to demand.</li>
</ul>
<p>Feeding America is now considering evolving the system further, potentially to a posted-price “supermarket” model. However, this evolution requires careful consideration of the trade-offs between simplicity and the current auction’s built-in safeguards for equity, which are crucial for maintaining fairness, especially during periods of acute demand. The success of the choice system demonstrates that structuring charitable work with well-designed systems is critical to maximizing its impact and advancing the Sustainable Development Goals.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
        <strong>SDG 2: Zero Hunger:</strong> The article’s central theme is the effort by Feeding America to combat hunger by improving the distribution of donated food to people in need. It details the challenges and solutions in getting food to communities experiencing hunger, which is the core mission of this SDG.
    </li>
<li>
        <strong>SDG 12: Responsible Consumption and Production:</strong> The system described is designed to manage “surplus food from grocery stores, producers, and farms.” By creating an efficient market to redistribute this food, the initiative directly addresses the problem of food loss and waste in the supply chain, a key component of SDG 12.
    </li>
<li>
        <strong>SDG 1: No Poverty:</strong> Food banks serve as a critical social safety net for low-income individuals and families. The article mentions the system serves “millions of them” and allocates resources based on the number of people served, directly contributing to social protection measures for the poor and vulnerable.
    </li>
<li>
        <strong>SDG 10: Reduced Inequalities:</strong> The article highlights how the old system created inequities between “food-rich banks” and “food-poor banks.” The new auction system was designed specifically to create a fairer, more equitable distribution of resources by giving “the highest-need food banks” more purchasing power and implementing safeguards to help smaller organizations.
    </li>
<li>
        <strong>SDG 17: Partnerships for the Goals:</strong> The success of the initiative is a direct result of a multi-stakeholder partnership. The article describes the collaboration between Feeding America (a civil society organization), University of Chicago professors (academia), and food donors (private sector) to solve a complex allocation problem.
    </li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
        <strong>SDG 2: Zero Hunger</strong>
<ul>
<li>
                <strong>Target 2.1:</strong> “By 2030, end hunger and ensure access by all people, in particular the poor and the vulnerable… to safe, nutritious and sufficient food all year round.” The entire purpose of Feeding America’s network and the new distribution system is to ensure that donated food reaches vulnerable populations effectively, thereby increasing their access to sufficient food.
            </li>
</ul>
</li>
<li>
        <strong>SDG 12: Responsible Consumption and Production</strong>
<ul>
<li>
                <strong>Target 12.3:</strong> “By 2030, halve per capita global food waste at the retail and consumer levels and reduce food losses along production and supply chains…” The article explains that the system takes surplus food from producers and retailers and prevents it from being wasted. The improved efficiency prevents spoilage and ensures items that might otherwise be discarded (like five-gallon buckets of pickles) find a use.
            </li>
</ul>
</li>
<li>
        <strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>
                <strong>Target 10.2:</strong> “By 2030, empower and promote the social, economic and political inclusion of all…” The article describes how the market-based system was designed to “level the playing field” between large and small food banks. By allocating “shares” based on need and creating mechanisms to help smaller banks participate, the system promotes more equitable access to resources among the organizations serving vulnerable communities.
            </li>
</ul>
</li>
<li>
        <strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>
                <strong>Target 17.17:</strong> “Encourage and promote effective public, public-private and civil society partnerships…” The project is a textbook example of this target. It involved a partnership between Feeding America (civil society), business school professors (academia), and corporate food donors (private sector) to design and implement a more effective system.
            </li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li>
        <strong>For Target 12.3 (Reduce food loss):</strong> A direct quantitative indicator is mentioned: “the supply of food moving through the network rose by 50 million pounds in the first year after the new system’s introduction.” This figure measures the increase in rescued food, directly indicating a reduction in food loss.
    </li>
<li>
        <strong>For Target 2.1 (End hunger):</strong> The article implies an indicator used by the system itself: the allocation of the “shares” currency was “based on how many people it served.” This metric of people served is a direct way to measure the reach and scale of the anti-hunger efforts. The mention of serving “millions of them” (families) further points to this scale.
    </li>
<li>
        <strong>For Target 10.2 (Reduce inequalities):</strong> The article provides qualitative indicators of a more equitable system. The shift away from a random queue to a market where “highest-need food banks entered the market with more purchasing power” is an indicator of progress. The ability of smaller banks to “delegate bids” also serves as a measure of a more inclusive and fair system.
    </li>
<li>
        <strong>For Target 17.17 (Partnerships):</strong> The existence and success of the collaboration between Feeding America, the University of Chicago, and corporate donors is itself a qualitative indicator of an effective partnership. The article details how the expertise from academia was applied to solve a real-world problem for a charitable network, demonstrating the partnership’s effectiveness.
    </li>
</ul>
<h2>Summary Table: SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td><strong>2.1:</strong> End hunger and ensure access for all people to safe, nutritious and sufficient food.</td>
<td>The number of people served by each food bank, which is used as the basis for allocating “shares” in the auction system.</td>
</tr>
<tr>
<td><strong>SDG 12: Responsible Consumption and Production</strong></td>
<td><strong>12.3:</strong> Halve per capita global food waste and reduce food losses along production and supply chains.</td>
<td>The increase in food distribution by <strong>50 million pounds</strong> in the first year of the new system, representing a direct reduction in food loss.</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.2:</strong> Empower and promote the social and economic inclusion of all.</td>
<td>The system’s design features that promote equity, such as allocating more “shares” (purchasing power) to the highest-need food banks and allowing smaller banks to delegate bids.</td>
</tr>
<tr>
<td><strong>SDG 17: Partnerships for the Goals</strong></td>
<td><strong>17.17:</strong> Encourage and promote effective public-private and civil society partnerships.</td>
<td>The successful collaboration between Feeding America (civil society), University of Chicago professors (academia), and food donors (private sector) to create and implement the system.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.slowboring.com/p/how-to-actually-feed-america">slowboring.com</a></strong></p>
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<title>Black Wealth Summit returns to Washington D.C. with focus on financial empowerment – AFRO American Newspapers</title>
<link>https://sdgtalks.ai/black-wealth-summit-returns-to-washington-dc-with-focus-on-financial-empowerment-afro-american-newspapers</link>
<guid>https://sdgtalks.ai/black-wealth-summit-returns-to-washington-dc-with-focus-on-financial-empowerment-afro-american-newspapers</guid>
<description><![CDATA[ Black Wealth Summit returns to Washington D.C. with focus on financial empowerment  AFRO American Newspapers ]]></description>
<enclosure url="https://i0.wp.com/afro.com/wp-content/uploads/2024/10/Subscribe-Sep-23-640-x-288-px-1.png" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 13:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Black, Wealth, Summit, returns, Washington, D.C., with, focus, financial, empowerment, –, AFRO, American, Newspapers</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Black Wealth Summit: An Initiative for Economic Empowerment and Sustainable Development</h2>
<p>This report outlines the objectives, program, and strategic importance of the upcoming Black Wealth Summit, scheduled for December 5-6 in Washington D.C. The event, themed “Wealth Reimagined: In The Face of Change,” directly addresses several United Nations Sustainable Development Goals (SDGs) by focusing on economic advancement and wealth creation within the Black community.</p>
<h2>Alignment with Sustainable Development Goals (SDGs)</h2>
<p>The summit’s mission is fundamentally aligned with the global agenda for sustainable development. Its core activities contribute primarily to the following SDGs:</p>
<ul>
<li><strong>SDG 1 (No Poverty) & SDG 10 (Reduced Inequalities):</strong> By providing tools and strategies for wealth building, the summit directly confronts the systemic economic disparities that perpetuate poverty and inequality. A 2022 Federal Reserve report highlights this gap, noting the typical Black family’s median net worth ($44,900) is approximately 15% of the typical White family’s ($285,000). The summit is a direct intervention aimed at closing this divide.</li>
<li><strong>SDG 4 (Quality Education):</strong> The event serves as a critical platform for financial education, translating complex economic topics into actionable knowledge for a diverse audience, from new investors to seasoned professionals.</li>
<li><strong>SDG 8 (Decent Work and Economic Growth):</strong> Through its focus on entrepreneurship, business financing, and career advancement, the summit promotes sustainable economic growth and the creation of decent work opportunities.</li>
</ul>
<h2>Summit Objectives and Programmatic Focus</h2>
<h3>Mission and Vision</h3>
<p>As stated by founder Cedric Nash, the summit’s mission is “to empower Black entrepreneurs, professionals, and families with the knowledge, tools, and strategies needed to build lasting prosperity.” The 2025 event aims to explore how innovation and resilience are redefining wealth for the community, a goal that supports long-term economic stability and contributes to SDG 8.</p>
<h3>Educational Curriculum (SDG 4)</h3>
<p>The programming is designed to provide comprehensive financial education across various experience levels. Key session topics include:</p>
<ul>
<li>Foundational Investing</li>
<li>Real Estate Pathways</li>
<li>Entrepreneurship Fundamentals</li>
<li>Business Financing and Capital Access</li>
<li>Insurance Planning</li>
<li>Strategies for Long-Term Financial Stability</li>
</ul>
<p>Past speaker Terrance Orr, CEO of Next Anomaly Group, affirmed the educational impact, stating the summit provides “actionable frameworks that help founders and rising leaders make smarter financial decisions.”</p>
<h3>Career and Economic Opportunities (SDG 8)</h3>
<p>A key component of the summit is a job fair designed to connect attendees with employers committed to advancing professional opportunities for Black talent. This element provides a tangible link between financial education and economic mobility, directly supporting the objectives of SDG 8.</p>
<h2>Event Structure and Logistics</h2>
<h3>Schedule of Activities</h3>
<ol>
<li><strong>December 5:</strong> An exclusive VIP reception will be held to facilitate high-level networking opportunities.</li>
<li><strong>December 6:</strong> A full day of workshops, moderated conversations, and a concluding networking reception will provide attendees with intensive learning and relationship-building opportunities.</li>
</ol>
<h3>Participation and Registration</h3>
<p>The summit is structured to be accessible to a broad audience seeking financial guidance.</p>
<ul>
<li><strong>General Admission:</strong> $249</li>
<li><strong>VIP Access:</strong> $349</li>
</ul>
<p>Registration includes meals and access to designated sessions and networking events.</p>
<h2>Conclusion</h2>
<p>The Black Wealth Summit is a strategic initiative that extends beyond a conventional conference. It functions as a catalyst for addressing critical socio-economic challenges by fostering financial literacy, promoting entrepreneurship, and creating pathways to economic mobility. By directly contributing to SDGs 1, 4, 8, and 10, the summit represents a community-driven model for building generational wealth and advancing a more equitable and sustainable economic future.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<ol>
<li>
<h3>Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li><strong>SDG 4: Quality Education:</strong> The article highlights the Black Wealth Summit’s role in providing financial education. It mentions the mission to empower the community with “the knowledge, tools, and strategies needed to build lasting prosperity” and offers sessions on “foundational investing, real estate pathways, entrepreneurship fundamentals,” which are forms of specialized education for economic advancement.</li>
<li><strong>SDG 8: Decent Work and Economic Growth:</strong> The summit’s program is centered on “wealth building, entrepreneurship and economic advancement.” It includes a “job fair intended to connect attendees with employers” and focuses on creating “long term economic mobility,” which directly aligns with promoting sustained, inclusive economic growth and productive employment.</li>
<li><strong>SDG 10: Reduced Inequalities:</strong> The core issue addressed by the summit is the racial wealth gap. The article explicitly cites Federal Reserve data showing a significant disparity in median net worth between White and Black families, stating the summit’s purpose is to address this challenge and “empower Black entrepreneurs, professionals, and families.”</li>
</ul>
</li>
<li>
<h3>What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ul>
<li><strong>Target 4.4 (under SDG 4):</strong> “By 2030, substantially increase the number of youth and adults who have relevant skills, including technical and vocational skills, for employment, decent jobs and entrepreneurship.” The summit directly contributes to this target by providing “actionable frameworks” and sessions on investing, real estate, and business financing to equip attendees with practical financial and entrepreneurial skills.</li>
<li><strong>Target 8.3 (under SDG 8):</strong> “Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, creativity and innovation…” The article’s focus on “entrepreneurship fundamentals” and “business financing” demonstrates a clear effort to foster entrepreneurship within the Black community.</li>
<li><strong>Target 8.5 (under SDG 8):</strong> “By 2030, achieve full and productive employment and decent work for all…” The inclusion of a “job fair intended to connect attendees with employers and organizations working to advance professional opportunities for Black talent” is a direct initiative to support this target.</li>
<li><strong>Target 10.2 (under SDG 10):</strong> “By 2030, empower and promote the social, economic and political inclusion of all, irrespective of…race…” The summit’s entire mission to close the racial wealth gap by empowering the Black community with financial tools and career opportunities is a direct action towards achieving this target of economic inclusion.</li>
</ul>
</li>
<li>
<h3>Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li><strong>Explicit Indicator:</strong> The article provides a direct statistical indicator for measuring economic inequality (related to SDG 10). It states, “the typical White family had a median net worth of $285,000 in 2022; the typical Black family’s median was $44,900, or about 15 percent of the White median.” This data point serves as a baseline to measure progress in reducing the wealth gap.</li>
<li><strong>Implied Indicators:</strong>
<ul>
<li><strong>Number of summit attendees:</strong> The article mentions that organizers “expect strong turnout,” implying that the number of people participating in this financial education event is a measure of its reach and impact (related to SDG 4).</li>
<li><strong>Number of employment connections:</strong> The existence of a “job fair intended to connect attendees with employers” implies that the number of successful job placements or professional connections made is a key metric for measuring progress towards economic mobility (related to SDG 8).</li>
<li><strong>Growth in entrepreneurship:</strong> The focus on “entrepreneurship fundamentals” and “business financing” implies that an increase in the number of new businesses founded or funded by attendees would be an indicator of the summit’s success (related to SDG 8).</li>
</ul>
</li>
</ul>
</li>
<li>
<h3>SDGs, Targets and Indicators Table</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 4:</strong> Quality Education</td>
<td><strong>4.4:</strong> Increase the number of adults with relevant skills for employment and entrepreneurship.</td>
<td>Implied: Number of individuals attending the summit to gain financial knowledge and skills.</td>
</tr>
<tr>
<td><strong>SDG 8:</strong> Decent Work and Economic Growth</td>
<td><strong>8.3:</strong> Promote policies that support entrepreneurship and job creation.<br><strong>8.5:</strong> Achieve full and productive employment and decent work for all.</td>
<td>Implied: Number of new businesses created by attendees.<br>Implied: Number of jobs secured through the summit’s job fair.</td>
</tr>
<tr>
<td><strong>SDG 10:</strong> Reduced Inequalities</td>
<td><strong>10.2:</strong> Empower and promote the social and economic inclusion of all, irrespective of race.</td>
<td>Explicit: The ratio of median net worth between Black families ($44,900) and White families ($285,000) as a measure of the racial wealth gap.</td>
</tr>
</tbody>
</table>
</li>
</ol>
<p></p>
<p><strong>Source: <a href="https://afro.com/black-wealth-summit-returns-2025/">afro.com</a></strong></p>
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<title>Gender&#45;Balanced Politics: Women in Power Reduce Poverty – The Borgen Project</title>
<link>https://sdgtalks.ai/gender-balanced-politics-women-in-power-reduce-poverty-the-borgen-project</link>
<guid>https://sdgtalks.ai/gender-balanced-politics-women-in-power-reduce-poverty-the-borgen-project</guid>
<description><![CDATA[ Gender-Balanced Politics: Women in Power Reduce Poverty  The Borgen Project ]]></description>
<enclosure url="https://borgenproject.org/wp-content/uploads/14377990628_cd9ed6c254_c.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 13:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Gender-Balanced, Politics:, Women, Power, Reduce, Poverty, –, The, Borgen, Project</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>The Role of Gender-Balanced Politics in Achieving Sustainable Development Goals (SDGs)</h2>
<p>This report analyzes the correlation between increased female participation in politics and the advancement of the United Nations Sustainable Development Goals (SDGs). Gender-balanced governance is a critical driver for achieving SDG 5 (Gender Equality) and acts as a catalyst for progress across multiple other goals, including SDG 1 (No Poverty), SDG 3 (Good Health and Well-being), SDG 4 (Quality Education), SDG 8 (Decent Work and Economic Growth), and SDG 16 (Peace, Justice and Strong Institutions).</p>
<h2>Global Status of Women’s Political Representation and its Socio-Economic Impact</h2>
<h3>Current Representation Levels and Progress Towards SDG 5</h3>
<ul>
<li>Globally, women hold only 27.2% of parliamentary seats, indicating a significant gap in achieving Target 5.5 of the SDGs.</li>
<li>This figure represents a notable increase from 11.3% in 1995, though progress remains uneven across regions.</li>
<li>Rwanda leads globally, with women holding approximately 63.8% of parliamentary seats.</li>
<li>The Americas region averages 34.5% female representation in parliament, surpassing the global mean.</li>
</ul>
<h3>Correlation with Economic and Social Development</h3>
<p>Research indicates a direct link between female political leadership and national development outcomes, supporting SDG 1 and SDG 8.</p>
<ol>
<li>A 10-percentage-point increase in women’s political representation is associated with a 0.74-point rise in GDP growth.</li>
<li>Nations with greater female representation in parliament tend to allocate more resources to public services, directly contributing to:
<ul>
<li><b>SDG 4 (Quality Education):</b> Increased investment in universal and early education.</li>
<li><b>SDG 3 (Good Health and Well-being):</b> Strengthened healthcare systems and maternal health services.</li>
<li><b>SDG 1 (No Poverty):</b> Enhanced social protection and family welfare policies that reduce poverty, particularly for female-headed households.</li>
</ul>
</li>
</ol>
<h2>Case Studies: National Progress Towards SDGs through Gender Parity</h2>
<h3>Rwanda: A Model for Institutional Strength (SDG 16) and Poverty Reduction (SDG 1)</h3>
<p>Following the 1994 genocide, Rwanda’s constitutional reforms ensured a central role for women in rebuilding national institutions, aligning with SDG 16.</p>
<ul>
<li>The high representation of women in parliament led to the prioritization of laws focused on improving daily life for families.</li>
<li>This focus resulted in a significant decline in the national poverty rate by almost 18 percentage points between 2001 and 2014.</li>
<li>The nation has also made substantial progress in expanding access to education (SDG 4) and strengthening healthcare (SDG 3).</li>
</ul>
<h3>Nepal and Finland: Local and National Policy Impact</h3>
<ul>
<li><b>Nepal:</b> The inclusion of thousands of women in local councils has empowered them to shape budgets and school programs, advancing SDG 4 and SDG 5 at the community level.</li>
<li><b>Finland:</b> A long history of female political leadership has established policies for affordable childcare and universal education, creating a strong social foundation that supports multiple SDGs.</li>
</ul>
<h2>Strategic Pathways to Enhance Female Political Participation</h2>
<h3>Implemented Mechanisms and Their Efficacy</h3>
<p>Several strategies have proven effective in increasing women’s political representation and accelerating progress on SDG 5.</p>
<ol>
<li><b>Legislative Quotas:</b> Countries with gender quotas average 31.2% women in parliament, compared to 16.8% in countries without them.</li>
<li><b>Mentorship and Training:</b> Programs that equip women with skills and access to campaign networks are crucial for overcoming barriers to entry.</li>
<li><b>Civic Education:</b> Public awareness campaigns help shift cultural norms and promote gender equality in leadership roles.</li>
</ol>
<h3>Policy Impact of Inclusive Governance</h3>
<p>When women share power, policy priorities shift to be more inclusive and development-oriented.</p>
<ul>
<li>Governments with higher female representation are more likely to pass laws that expand women’s economic rights, boosting labor participation and contributing to SDG 8.</li>
<li>Inclusive governance strengthens accountability and ensures that resources are allocated more equitably, which is fundamental to achieving SDG 10 (Reduced Inequalities) and SDG 1 (No Poverty).</li>
</ul>
<h2>Conclusion: The Road Ahead for Sustainable Development</h2>
<p>Achieving gender-balanced politics is not merely an objective of SDG 5 but a proven strategy for building fairer, more prosperous societies. The evidence from countries like Rwanda and Nepal demonstrates that including women in decision-making accelerates progress towards lower poverty rates, better health and education outcomes, and stronger, more inclusive institutions. As more nations adopt strategies to ensure gender parity in governance, it can become a standard for effective poverty reduction and sustainable development worldwide.</p>
<h2>Analysis of the Article in Relation to Sustainable Development Goals</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
<h3>SDG 5: Gender Equality</h3>
<ul>
<li>The article’s central theme is “gender-balanced politics,” directly aligning with the goal of achieving gender equality. It discusses the importance of women’s participation in parliament and decision-making processes, highlighting how their inclusion leads to more equitable policies.</li>
</ul>
</li>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>The article repeatedly links increased female political representation to poverty reduction. It cites Rwanda’s experience, where a rise in women parliamentarians coincided with a significant decline in the poverty rate, especially among female-headed households.</li>
</ul>
</li>
<li>
<h3>SDG 16: Peace, Justice and Strong Institutions</h3>
<ul>
<li>The article focuses on making governmental institutions more inclusive and representative. By discussing the proportion of seats held by women in parliament and local councils, it directly addresses the need for responsive, inclusive, and participatory decision-making at all levels.</li>
</ul>
</li>
<li>
<h3>SDG 4: Quality Education</h3>
<ul>
<li>The text states that countries with more women in parliament tend to invest more in education. It mentions Finland’s policies for universal education and Nepal’s local councils shaping school programs as examples of how female leadership prioritizes educational access.</li>
</ul>
</li>
<li>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li>The analysis points out that gender-balanced politics leads to strengthened health care systems. It notes that governments with higher female representation invest more in health care and maternal health, contributing to better health outcomes for the population.</li>
</ul>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>The article establishes a connection between women’s political leadership and economic benefits. It references a study finding that a 10-percentage-point increase in women’s representation is linked to a 0.74-point rise in GDP growth, and notes that women leaders tend to pass laws that expand women’s economic rights and boost labor participation.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
<h3>Target 5.5: Ensure women’s full and effective participation and equal opportunities for leadership at all levels of decision-making in political, economic and public life.</h3>
<ul>
<li>This target is the core focus of the article. The entire discussion revolves around the proportion of parliamentary seats held by women globally (27.2%), in Rwanda (almost two-thirds), and in the Americas (34.5%), as well as the presence of women on local councils in Nepal.</li>
</ul>
</li>
<li>
<h3>Target 1.2: By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions.</h3>
<ul>
<li>The article directly connects women’s political participation to poverty reduction, stating that in Rwanda, “the poverty rate declined by almost 18 percentage points” between 2001 and 2014, and that gender-balanced politics is a “proven strategy for poverty reduction.”</li>
</ul>
</li>
<li>
<h3>Target 16.7: Ensure responsive, inclusive, participatory and representative decision-making at all levels.</h3>
<ul>
<li>The article argues that “Inclusive governance also strengthens accountability” and that governments reflecting their populations’ diversity allocate resources more equitably. The examples of women serving in the Rwandan parliament and on Nepalese local councils directly relate to making decision-making more representative.</li>
</ul>
</li>
<li>
<h3>Target 4.1 & 4.2: Ensure all children complete free, equitable and quality education and have access to quality early childhood development.</h3>
<ul>
<li>The article implies these targets by stating that when women share power, “Investments in early education…rise” and that countries with more women in parliament, like Finland, have led policies that make “education universal.”</li>
</ul>
</li>
<li>
<h3>Target 8.1: Sustain per capita economic growth in accordance with national circumstances.</h3>
<ul>
<li>This target is supported by the article’s reference to a study that “found that a 10-percentage-point increase in women’s representation is linked to a 0.74-point rise in GDP growth.”</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
<h3>Indicator 5.5.1: Proportion of seats held by women in national parliaments and local governments.</h3>
<ul>
<li>The article provides explicit data for this indicator. It states that women hold “almost two-thirds of the seats” in Rwanda’s parliament (later specified as 63.8%), “just 27.2%” of parliamentary seats globally, and an average of “34.5% women MPs” in the Americas. It also mentions “thousands of women now serve on local councils” in Nepal.</li>
</ul>
</li>
<li>
<h3>Indicator 1.2.1: Proportion of population living below the national poverty line.</h3>
<ul>
<li>This indicator is directly implied by the statement that in Rwanda, “the poverty rate declined by almost 18 percentage points” between 2001 and 2014, demonstrating a measurable reduction in poverty.</li>
</ul>
</li>
<li>
<h3>Indicator 8.1.1: Annual growth rate of real GDP per capita.</h3>
<ul>
<li>The article implies this indicator by citing a study linking a “10-percentage-point increase in women’s representation” to a “0.74-point rise in GDP growth,” which is a measure of economic growth.</li>
</ul>
</li>
</ol>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>SDG 5: Gender Equality</b></td>
<td><b>Target 5.5:</b> Ensure women’s full and effective participation and equal opportunities for leadership at all levels of decision-making in political, economic and public life.</td>
<td><b>Indicator 5.5.1:</b> The proportion of seats held by women in national parliaments. The article cites specific figures: 63.8% in Rwanda, 27.2% globally, and 34.5% in the Americas.</td>
</tr>
<tr>
<td><b>SDG 1: No Poverty</b></td>
<td><b>Target 1.2:</b> Reduce at least by half the proportion of people living in poverty.</td>
<td><b>Indicator 1.2.1:</b> The proportion of the population living below the national poverty line. The article implies this by stating the “poverty rate declined by almost 18 percentage points” in Rwanda.</td>
</tr>
<tr>
<td><b>SDG 16: Peace, Justice and Strong Institutions</b></td>
<td><b>Target 16.7:</b> Ensure responsive, inclusive, participatory and representative decision-making at all levels.</td>
<td><b>Indicator 16.7.1:</b> Proportions of positions in public institutions (national and local legislatures). This is measured by the same data as Indicator 5.5.1, such as the percentage of women in parliament.</td>
</tr>
<tr>
<td><b>SDG 8: Decent Work and Economic Growth</b></td>
<td><b>Target 8.1:</b> Sustain per capita economic growth.</td>
<td><b>Indicator 8.1.1:</b> Annual growth rate of real GDP. The article implies this by citing a study linking a 10-percentage-point increase in women’s representation to a “0.74-point rise in GDP growth.”</td>
</tr>
<tr>
<td><b>SDG 4: Quality Education</b></td>
<td><b>Target 4.1 & 4.2:</b> Ensure access to quality primary, secondary, and early childhood education.</td>
<td>The article implies progress by stating that countries with more women leaders invest more in “early education” and making education “universal,” but does not provide a specific quantifiable indicator.</td>
</tr>
<tr>
<td><b>SDG 3: Good Health and Well-being</b></td>
<td><b>Target 3.8:</b> Achieve universal health coverage.</td>
<td>The article implies progress by mentioning strengthened “health care systems” and increased investment in “maternal health” but does not provide a specific quantifiable indicator.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://borgenproject.org/gender-balanced-politics/">borgenproject.org</a></strong></p>
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<title>About 11 million microfinance borrowers out of the formal credit system – The Economic Times</title>
<link>https://sdgtalks.ai/about-11-million-microfinance-borrowers-out-of-the-formal-credit-system-the-economic-times</link>
<guid>https://sdgtalks.ai/about-11-million-microfinance-borrowers-out-of-the-formal-credit-system-the-economic-times</guid>
<description><![CDATA[ About 11 million microfinance borrowers out of the formal credit system  The Economic Times ]]></description>
<enclosure url="https://img.etimg.com/thumb/msid-125642245,width-1200,height-630,imgsize-162792,overlay-economictimes/articleshow.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 01:00:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>About, million, microfinance, borrowers, out, the, formal, credit, system, –, The, Economic, Times</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Contraction of India’s Microfinance Sector and its Implications for Sustainable Development Goals</h2>
<h3>Executive Summary</h3>
<p>A recent analysis of India’s microfinance sector reveals a significant contraction, with approximately 11 million low-income borrowers exiting the formal credit system over the past year. This trend, driven by a slowdown in lending from microfinance institutions (MFIs) facing asset-quality and funding challenges, poses a direct threat to India’s progress on several key Sustainable Development Goals (SDGs), particularly those related to poverty, economic growth, and inequality.</p>
<h3>Key Findings and Data Analysis</h3>
<p>Data from Crif High Mark and the Microfinance Institutions Network (MFIN) highlights a concerning decline in financial inclusion for individuals at the base of the economic pyramid.</p>
<ul>
<li><b>Borrower Base Reduction:</b> The number of unique microfinance borrowers fell from 86 million to 75 million in the year ending September.</li>
<li><b>Sustained Portfolio Decline:</b> The sector has experienced its sixth consecutive quarterly fall in its overall portfolio.</li>
<li><b>Portfolio Size:</b> The total microfinance portfolio stood at Rs 3.46 lakh crore at the end of September, according to Crif data. MFIN reported a slightly lower figure of Rs 3.39 lakh crore.</li>
<li><b>Data Discrepancy:</b> MFIN is currently investigating the significant difference between its data and Crif’s, which has led to varying estimates of borrower exits.</li>
<li><b>Improved Asset Quality:</b> Paradoxically, the portfolio at risk (PAR 31-90 days) has improved to 1.09%, indicating disciplined underwriting practices within the sector.</li>
</ul>
<h3>Impact on Sustainable Development Goals (SDGs)</h3>
<p>The exclusion of millions from the formal credit system represents a substantial setback for achieving the SDGs.</p>
<ol>
<li><b>SDG 1 (No Poverty):</b> The withdrawal of micro-credit access directly hampers poverty alleviation efforts. It restricts the ability of low-income households to invest in income-generating activities, manage financial shocks, and build a pathway out of poverty.</li>
<li><b>SDG 8 (Decent Work and Economic Growth):</b> Microfinance is a critical engine for micro-entrepreneurship and grassroots economic activity. The lending slowdown stifles job creation and undermines the goal of achieving inclusive and sustainable economic growth.</li>
<li><b>SDG 10 (Reduced Inequalities):</b> By pushing the most vulnerable individuals out of the formal financial system, this trend exacerbates financial exclusion and widens the gap between the financially served and underserved, directly contradicting the goal of reducing inequality.</li>
<li><b>SDG 5 (Gender Equality):</b> Given that a substantial portion of microfinance clients are women, reduced access to credit disproportionately affects their economic empowerment, financial autonomy, and ability to contribute to their household and community economies.</li>
</ol>
<h3>Sectoral Challenges and Funding Dynamics</h3>
<p>The contraction is attributed to specific challenges within the microfinance ecosystem, impacting the partnerships necessary for achieving the goals.</p>
<ul>
<li><b>Funding Squeeze:</b> A continued funding squeeze for institutions financing the bottom-of-the-pyramid is the primary driver of the lending slowdown.</li>
<li><b>Inequitable Fund Distribution:</b> While debt funding for NBFC-MFIs increased by 22.5% to Rs 18,993 crore in the second quarter, reports indicate that these funds are predominantly channeled to larger MFI entities. Smaller lenders, crucial for last-mile service delivery, are not receiving adequate support, highlighting a weakness in **SDG 17 (Partnerships for the Goals)**.</li>
</ul>
<h3>Geographical Concentration</h3>
<p>The microfinance portfolio exhibits significant regional concentration, with 83% of the gross loan portfolio held within the top 10 states. This points to regional disparities in financial inclusion efforts.</p>
<p>The leading states by portfolio size are:</p>
<ol>
<li>Bihar</li>
<li>Tamil Nadu</li>
<li>Uttar Pradesh</li>
</ol>
<h2>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h2>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>The article directly addresses the financial exclusion of “low-income borrowers” and individuals at the “base of the economic pyramid.” Microfinance is a critical tool for poverty alleviation, and the exit of 11 million such borrowers from the formal credit system represents a significant setback to efforts aimed at ending poverty.</li>
</ul>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>Access to credit is fundamental for entrepreneurship and the growth of micro-enterprises, which are key drivers of local economic growth and job creation. The article highlights a “funding squeeze” and slowed lending, which hampers the ability of low-income individuals to engage in productive economic activities, thereby affecting overall economic growth.</li>
</ul>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li>The article points to growing inequality in access to financial services. The exclusion of low-income populations from the formal credit system exacerbates economic disparities. Furthermore, it notes an inequality within the lending sector itself, where “a majority of the bank loans go to the big microfinance entities while the smaller ones don’t get adequate support,” which can further entrench inequalities.</li>
</ul>
<h2>2. What specific targets under those SDGs can be identified based on the article’s content?</h2>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>
        <strong>Target 1.4:</strong> By 2030, ensure that all men and women, in particular the poor and the vulnerable, have equal rights to economic resources, as well as access to… financial services, including microfinance.
<ul>
<li>The article’s central theme is the shrinking access to microfinance for “low-income borrowers.” The report that “11 million low-income borrowers have exited India’s formal credit system” directly contradicts the objective of this target.</li>
</ul>
</li>
</ul>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>
        <strong>Target 8.3:</strong> Promote development-oriented policies that support productive activities… and encourage the formalization and growth of micro-, small- and medium-sized enterprises, including through access to financial services.
<ul>
<li>The decline in the microfinance portfolio and the exit of borrowers indicate a reduction in the availability of financial services for micro-entrepreneurs at the base of the pyramid, undermining this target.</li>
</ul>
</li>
<li>
        <strong>Target 8.10:</strong> Strengthen the capacity of domestic financial institutions to encourage and expand access to banking, insurance and financial services for all.
<ul>
<li>The article shows a weakening of this capacity, as microfinance lenders are described as being “beset with asset-quality challenges” and experiencing a “funding squeeze,” leading to a “sixth consecutive quarterly fall in the microfinance portfolio.”</li>
</ul>
</li>
</ul>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li>
        <strong>Target 10.2:</strong> By 2030, empower and promote the social, economic and political inclusion of all, irrespective of… economic or other status.
<ul>
<li>The exclusion of millions of low-income individuals from the formal credit system is a clear example of declining economic inclusion, which this target aims to prevent.</li>
</ul>
</li>
</ul>
<h2>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h2>
<h3>SDG 1 & SDG 8 Indicators</h3>
<ul>
<li>
        <strong>Number of unique microfinance borrowers:</strong> The article explicitly states that the number of “unique microfinance borrowers stood at 75 million at the end of September, compared with 86 million a year ago.” This is a direct quantitative indicator of access to financial services (relevant to Targets 1.4 and 8.10).
    </li>
<li>
        <strong>Size of the microfinance portfolio:</strong> The article provides figures for the total microfinance portfolio (“Rs 3.46 lakh crore” and “Rs 3.39 lakh crore”). The “sixth consecutive quarterly fall” in this portfolio is an indicator of the shrinking availability of credit for the target population.
    </li>
</ul>
<h3>SDG 10 Indicators</h3>
<ul>
<li>
        <strong>Disparity in funding for lenders:</strong> The statement that “a majority of the bank loans go to the big microfinance entities while the smaller ones don’t get adequate support” implies an indicator of inequality within the financial sector that serves the poor.
    </li>
<li>
        <strong>Geographic concentration of loan portfolio:</strong> The fact that the “Top 10 states constitute 83% in terms of gross loan portfolio” serves as an indicator of regional inequality in access to microfinance.
    </li>
</ul>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.4:</strong> Ensure equal rights to economic resources and access to financial services, including microfinance, for the poor and vulnerable.</td>
<td>
<ul>
<li>Change in the number of unique microfinance borrowers (decreased from 86 million to 75 million).</li>
<li>Number of low-income borrowers exiting the formal credit system (11 million).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td>
                <strong>8.3:</strong> Promote policies supporting entrepreneurship and growth of micro-enterprises through access to financial services.
<p>                <strong>8.10:</strong> Strengthen domestic financial institutions to expand access to financial services for all.
            </p></td>
<td>
<ul>
<li>Quarterly change in the microfinance portfolio size (sixth consecutive fall).</li>
<li>Total value of the microfinance portfolio (e.g., Rs 3.39 lakh crore).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.2:</strong> Empower and promote the social and economic inclusion of all, irrespective of economic status.</td>
<td>
<ul>
<li>Distribution of funding among microfinance institutions (disparity between large and small lenders).</li>
<li>Geographic concentration of the gross loan portfolio (83% in the top 10 states).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://m.economictimes.com/industry/banking/finance/about-11-million-microfinance-borrowers-out-of-the-formal-credit-system/articleshow/125642255.cms">m.economictimes.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Phenomenon of China’s poverty alleviation campaign – Latest news from Azerbaijan</title>
<link>https://sdgtalks.ai/phenomenon-of-chinas-poverty-alleviation-campaign-latest-news-from-azerbaijan</link>
<guid>https://sdgtalks.ai/phenomenon-of-chinas-poverty-alleviation-campaign-latest-news-from-azerbaijan</guid>
<description><![CDATA[ Phenomenon of China’s poverty alleviation campaign  Latest news from Azerbaijan ]]></description>
<enclosure url="https://vzglyad.az/photos/2025/11/kitay-1764340069.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 29 Nov 2025 01:00:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Phenomenon, China’s, poverty, alleviation, campaign, –, Latest, news, from, Azerbaijan</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on China’s Poverty Alleviation Strategy and its Alignment with Sustainable Development Goals (SDGs)</h2>
<h3>1.0 Introduction: A Milestone in Achieving SDG 1</h3>
<p>In February 2021, the People’s Republic of China announced the eradication of absolute poverty, a significant achievement in the context of the United Nations’ Sustainable Development Goal 1 (No Poverty). Over a period of four decades, this national strategy successfully lifted more than 800 million people from conditions of extreme poverty. This report provides an analytical overview of China’s multidimensional poverty alleviation model, examining its strategic evolution and its direct contributions to multiple SDGs. A central focus is the transformation of human capital, which empowered individuals in remote and rural areas to become skilled workers, entrepreneurs, and active participants in a modern economy.</p>
<h2>2.0 Strategic Evolution: A Phased Approach to Eradicating Poverty</h2>
<p>China’s poverty alleviation efforts evolved through four distinct stages, shifting from broad economic reforms to highly targeted, individual-level interventions.</p>
<ol>
<li>
<h3>Phase 1: Mass Poverty Reduction through Economic Growth (1978–1985)</h3>
<p>Driven by the “reform and opening-up” policy, this initial phase focused on macro-economic changes. The de-collectivization of agriculture and the introduction of the household responsibility system significantly increased agricultural productivity and rural incomes. This approach, while effective in halving the number of rural poor from 250 million to 125 million, primarily relied on the benefits of general economic growth.</p>
<ul>
<li><b>SDG Alignment:</b> This phase directly addressed <b>SDG 1 (No Poverty)</b> and <b>SDG 2 (Zero Hunger)</b> by empowering farmers and increasing food production.</li>
</ul>
</li>
<li>
<h3>Phase 2: Institutionalized Program-Based Development (1986–2000)</h3>
<p>Recognizing the limits of growth-driven poverty reduction, the government established the State Council Leading Group on Poverty Alleviation and Development. The strategy shifted to planned interventions, identifying “national key poverty counties” to receive targeted funding for infrastructure and development projects. This institutionalized the national effort but often resulted in dispersed aid within designated regions.</p>
<ul>
<li><b>SDG Alignment:</b> This stage emphasized building foundational infrastructure, contributing to <b>SDG 9 (Industry, Innovation, and Infrastructure)</b>, and established the governmental framework necessary for <b>SDG 17 (Partnerships for the Goals)</b>.</li>
</ul>
</li>
<li>
<h3>Phase 3: Refined Targeting at Village and Household Levels (2001–2012)</h3>
<p>The strategy was further refined to address disparities within poor counties. The focus narrowed from counties to “key poor villages” and individual households. Specialized programs, including ecological relocation, vocational training, and microcredit, were introduced to provide more direct support.</p>
<ul>
<li><b>SDG Alignment:</b> By focusing on the most disadvantaged villages and households, this phase began to more directly tackle <b>SDG 10 (Reduced Inequalities)</b>.</li>
</ul>
</li>
<li>
<h3>Phase 4: Targeted (Precision) Poverty Alleviation (2013–2021)</h3>
<p>This final phase implemented the concept of “Targeted Poverty Alleviation,” shifting the focus from regions to specific households and individuals. A comprehensive identification mechanism was deployed, with officials creating individualized poverty alleviation plans based on specific needs, such as lack of skills, illness, or poor infrastructure. This data-driven approach made poverty reduction a key performance indicator for local officials.</p>
<ul>
<li><b>SDG Alignment:</b> This holistic approach integrated multiple SDGs, creating tailored solutions that simultaneously addressed poverty, education, health, and economic opportunity.</li>
</ul>
</li>
</ol>
<h2>3.0 The Five Pillars of the Precision Poverty Alleviation Strategy</h2>
<p>The success of the final phase was based on a combination of five core measures, which were flexibly applied to address local conditions and contribute to various SDGs.</p>
<h3>3.1 Development of Localized Industries for Sustainable Livelihoods</h3>
<p>The strategy prioritized creating sustainable, market-oriented income sources over direct subsidies. This involved identifying and developing niche local industries.</p>
<ul>
<li><b>Contribution to SDGs:</b> This pillar is a direct implementation of <b>SDG 8 (Decent Work and Economic Growth)</b> and supports <b>SDG 2 (Zero Hunger)</b> by promoting sustainable agriculture and diversifying rural economies.</li>
<li><b>Case Study:</b> In Shiqu County, Hunan Province, the cultivation of oil camellia was promoted. Households received training and were organized into cooperatives, transforming a local crop into a nationally recognized brand and creating sustainable incomes.</li>
</ul>
<h3>3.2 Eco-Compensation: Integrating Poverty Alleviation with Environmental Stewardship</h3>
<p>This program addressed the conflict between development and environmental protection by employing impoverished individuals as salaried environmental guardians.</p>
<ul>
<li><b>Contribution to SDGs:</b> This innovative model directly advances <b>SDG 15 (Life on Land)</b> and <b>SDG 13 (Climate Action)</b> while providing stable employment, thus contributing to <b>SDG 1 (No Poverty)</b>.</li>
<li><b>Case Study:</b> In Yunnan Province, over one million people from poor households were hired as forest rangers and ecological inspectors, receiving an annual income that lifted their families out of poverty while protecting local ecosystems.</li>
</ul>
<h3>3.3 Large-Scale Relocation for Sustainable Communities</h3>
<p>Approximately 9.6 million people were relocated from remote, inhospitable areas to newly constructed settlements with modern amenities and economic opportunities.</p>
<ul>
<li><b>Contribution to SDGs:</b> This ambitious initiative directly supports <b>SDG 11 (Sustainable Cities and Communities)</b> by providing access to safe housing, basic services, and infrastructure.</li>
<li><b>Case Study:</b> In Mingyue Village, Ningxia, families were moved from barren mountains to a new settlement with modern housing, a school, and a clinic. The relocation was coupled with vocational training and the development of a local industrial park, ensuring a transition to new livelihoods.</li>
</ul>
<h3>3.4 Universal Education and Vocational Training for Human Capital Development</h3>
<p>To break the intergenerational cycle of poverty, significant investments were made in education and skills development through a “Training + Employment” model.</p>
<ul>
<li><b>Contribution to SDGs:</b> This pillar is central to achieving <b>SDG 4 (Quality Education)</b> and is a prerequisite for <b>SDG 8 (Decent Work and Economic Growth)</b>, equipping individuals with the skills needed for higher-paying jobs.</li>
<li><b>Examples:</b> Government-funded programs enabled rural residents to become certified welders, long-haul truck drivers, and IT specialists, facilitating their entry into modern sectors of the economy.</li>
</ul>
<h3>3.5 Digitalization and E-commerce to Bridge the Rural-Urban Divide</h3>
<p>The “E-commerce in Villages” program utilized digital technology to connect small-scale rural producers directly with national consumer markets, bypassing traditional intermediaries.</p>
<ul>
<li><b>Contribution to SDGs:</b> This initiative leverages technology to advance <b>SDG 9 (Industry, Innovation, and Infrastructure)</b> and helps reduce the economic gap between rural and urban areas, supporting <b>SDG 10 (Reduced Inequalities)</b>.</li>
<li><b>Case Study:</b> An e-commerce cooperative in Yiyang County, Hubei Province, enabled local farmers to sell processed sweet potato products nationwide via online platforms, increasing local incomes and creating new jobs.</li>
</ul>
<h2>4.0 Outcomes, Challenges, and Long-Term Implications</h2>
<h3>4.1 Tangible Outcomes and Contributions to SDGs</h3>
<ul>
<li><b>Infrastructure Development (SDG 9):</b> Over 1.1 million km of rural roads were constructed or upgraded, and universal access to electricity, fiber-optic internet, and 4G networks was achieved in villages.</li>
<li><b>Social Security Expansion (SDG 1, SDG 3):</b> Medical insurance coverage exceeded 95% of the population, and the “dibao” minimum income guarantee program was extended to all who qualified.</li>
<li><b>Managed Demographic Shifts (SDG 11):</b> The program provided rural populations with a genuine choice between remaining in revitalized villages or moving to urban centers with newly acquired skills.</li>
</ul>
<h3>4.2 Ongoing Challenges and Future Directions</h3>
<ul>
<li><b>Risk of Relapse:</b> Many households remain vulnerable to economic shocks, requiring dynamic monitoring systems to prevent a return to poverty.</li>
<li><b>Relative Poverty:</b> Addressing the significant income gap between urban and rural areas remains a primary challenge, directly related to <b>SDG 10</b>.</li>
<li><b>Economic Sustainability:</b> The long-term market competitiveness of many subsidized local industries must be secured to ensure progress aligns with <b>SDG 8</b>.</li>
<li><b>Debt Burden:</b> The fiscal sustainability of local governments that undertook massive infrastructure spending requires careful management.</li>
</ul>
<h3>4.3 Conclusion: A Development Paradigm for Global Goals</h3>
<p>China’s poverty alleviation model demonstrates a state-led, systemic approach to transforming human capital as a core driver of sustainable development. By integrating economic growth with targeted social interventions, infrastructure development, and environmental protection, the strategy offers a comprehensive framework for achieving the SDGs. The transformation of millions of individuals into skilled, economically active citizens has created a new social reality and a foundation for the nation’s next goal of achieving “common prosperity.” While the model’s specific political context is unique, its core principles—including precision targeting, human capital investment, and the use of digital tools—provide valuable insights for other nations pursuing the 2030 Agenda for Sustainable Development.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
<h3>SDG 1: No Poverty</h3>
<p>This is the central theme of the article. The entire text is dedicated to analyzing China’s strategy for the “complete eradication of absolute poverty,” which directly aligns with the primary goal of SDG 1.</p>
</li>
<li>
<h3>SDG 4: Quality Education</h3>
<p>The article emphasizes the “transformation of human capital” as a critical component of the strategy. It highlights “Universal education and vocational training” as one of the five pillars, mentioning state-funded courses in agronomy, welding, logistics, and IT to break the intergenerational cycle of poverty.</p>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>The strategy focuses on creating sustainable income sources through the “Development of localized industries” and market integration. Case studies show former farmers becoming skilled workers, entrepreneurs, and technical specialists, leading to significant income increases and achieving productive employment.</p>
</li>
<li>
<h3>SDG 9: Industry, Innovation and Infrastructure</h3>
<p>The article details a massive “Infrastructure boom,” including the construction of rural roads, and ensuring universal village access to electricity, fiber-optic internet, and 4G. This infrastructure was crucial for connecting remote areas to markets, particularly through the “E-commerce in Villages” program.</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>While celebrating the victory over absolute poverty, the article acknowledges the ongoing challenge of “Relative poverty,” specifically the “vast gap between urban and rural incomes.” The entire poverty alleviation strategy, by focusing on the most disadvantaged regions and populations, is an effort to reduce these inequalities.</p>
</li>
<li>
<h3>SDG 11: Sustainable Cities and Communities</h3>
<p>The pillar of “Large-scale relocation” is directly related to this goal. The article describes moving 9.6 million people from “uninhabitable zones” to new, planned settlements complete with modern housing, schools, clinics, and basic services, aiming to create safe and sustainable living conditions.</p>
</li>
<li>
<h3>SDG 15: Life on Land</h3>
<p>The “Eco-compensation” program is a direct link to this SDG. It describes how over a million people from poor households were employed as “forest rangers and ecological inspectors,” transforming them into “custodians of ecosystems” and linking poverty alleviation with environmental stewardship and the protection of terrestrial ecosystems.</p>
</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
<h3>Target 1.1: Eradicate extreme poverty</h3>
<p>The article’s main announcement that “In February 2021, China announced the complete eradication of absolute poverty” and that “Over four decades, more than 800 million people were lifted out of extreme poverty” is a direct claim of achieving this target.</p>
</li>
<li>
<h3>Target 1.3: Implement nationally appropriate social protection systems</h3>
<p>The article mentions the expansion of social safety nets, stating that “Medical insurance now covers over 95% of the population; the ‘dibao’ minimum income program reached the final 10 million in need,” which are key components of social protection systems.</p>
</li>
<li>
<h3>Target 4.4: Increase the number of youth and adults who have relevant skills for employment</h3>
<p>The focus on “vocational training” is a core part of the strategy. The article provides multiple examples, such as “free government welding courses,” training to become a “long-haul truck driver,” and “accelerated IT courses,” all aimed at equipping people with skills for better-paid jobs.</p>
</li>
<li>
<h3>Target 8.5: Achieve full and productive employment and decent work for all</h3>
<p>The strategy aimed to move beyond subsidies to create sustainable jobs. Examples include creating cooperatives for cash crops, employing over 1 million people as forest rangers, and building industrial parks near relocated communities to provide jobs in textiles and electronics.</p>
</li>
<li>
<h3>Target 9.1: Develop quality, reliable, sustainable and resilient infrastructure</h3>
<p>The article explicitly states that a tangible result was an “Infrastructure boom,” which included building or repairing “Over 1.1 million km of rural roads” to connect isolated regions.</p>
</li>
<li>
<h3>Target 9.c: Significantly increase access to information and communications technology</h3>
<p>This target is addressed by the finding that “100% of villages gained access to electricity, fiber-optic internet, and 4G.” This digital infrastructure enabled programs like “E-commerce in Villages.”</p>
</li>
<li>
<h3>Target 10.1: Sustain income growth of the bottom 40 percent</h3>
<p>The entire “Targeted (Precision) Poverty Alleviation” strategy, which focuses on specific households and individuals in the poorest regions, is designed to raise the incomes of the lowest earners at a faster rate than the national average. The article provides individual examples of dramatic income growth, such as a farmer’s income rising from “under 3,000 yuan to 50,000 yuan.”</p>
</li>
<li>
<h3>Target 11.1: Ensure access for all to adequate, safe and affordable housing and basic services</h3>
<p>The “Large-scale relocation” of 9.6 million people involved building new settlements with “two-story houses, a school, a clinic, and a supermarket,” directly addressing the need for adequate housing and access to basic services for populations previously living in “barren mountains without paved roads.”</p>
</li>
<li>
<h3>Target 15.2: Promote the implementation of sustainable management of all types of forests</h3>
<p>The “Eco-compensation” program, which employed “Over 1 million people from poor households… as forest rangers and ecological inspectors,” is a direct implementation of this target, linking poverty reduction with the active protection and management of forest ecosystems.</p>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article provides several quantitative and qualitative indicators:</p>
<ul>
<li>
<h3>For Target 1.1 (Eradicate poverty):</h3>
<p>The primary indicator is the “800 million people… lifted out of extreme poverty” over four decades, culminating in the “complete eradication of absolute poverty” in 2021.</p>
</li>
<li>
<h3>For Target 1.3 (Social protection):</h3>
<p>Indicators include “Medical insurance now covers over 95% of the population” and the “‘dibao’ minimum income program reached the final 10 million in need.”</p>
</li>
<li>
<h3>For Target 4.4 (Vocational skills):</h3>
<p>While no aggregate number of trainees is given, the article implies progress through case studies of individuals completing courses and securing high-paying jobs (e.g., a welder earning “7,000–8,000 yuan monthly”). The existence of programs like “Employment through vocational training” is a qualitative indicator of policy implementation.</p>
</li>
<li>
<h3>For Target 9.1 (Infrastructure):</h3>
<p>A clear indicator is that “Over 1.1 million km of rural roads were built or repaired.”</p>
</li>
<li>
<h3>For Target 9.c (ICT access):</h3>
<p>The indicator is that “100% of villages gained access to… fiber-optic internet, and 4G.”</p>
</li>
<li>
<h3>For Target 11.1 (Housing and basic services):</h3>
<p>The key indicator is the “relocation of 9.6 million people from uninhabitable zones” into new, fully serviced communities.</p>
</li>
<li>
<h3>For Target 15.2 (Forest management):</h3>
<p>A specific indicator is that “Over 1 million people from poor households were employed as forest rangers and ecological inspectors.”</p>
</li>
</ul>
<h3>4. Create a table with three columns titled ‘SDGs, Targets and Indicators” to present the findings from analyzing the article.</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td>SDG 1: No Poverty</td>
<td>1.1: Eradicate extreme poverty for all people everywhere.</td>
<td>Over 800 million people lifted out of extreme poverty; announcement of complete eradication of absolute poverty.</td>
</tr>
<tr>
<td>SDG 1: No Poverty</td>
<td>1.3: Implement nationally appropriate social protection systems and measures for all.</td>
<td>Medical insurance coverage for over 95% of the population; ‘dibao’ minimum income program reaching 10 million people.</td>
</tr>
<tr>
<td>SDG 4: Quality Education</td>
<td>4.4: Substantially increase the number of youth and adults who have relevant skills, including technical and vocational skills, for employment, decent jobs and entrepreneurship.</td>
<td>Implementation of the “Training + Employment” model; provision of free government courses in welding, logistics, IT, and agronomy.</td>
</tr>
<tr>
<td>SDG 8: Decent Work and Economic Growth</td>
<td>8.5: Achieve full and productive employment and decent work for all women and men.</td>
<td>Creation of jobs through localized industries, cooperatives, and eco-compensation programs; individual income increases (e.g., from 
</td></tr>
<tr>
<td>SDG 9: Industry, Innovation and Infrastructure</td>
<td>9.1: Develop quality, reliable, sustainable and resilient infrastructure… with a focus on affordable and equitable access for all.</td>
<td>Over 1.1 million km of rural roads built or repaired.</td>
</tr>
<tr>
<td>SDG 9: Industry, Innovation and Infrastructure</td>
<td>9.c: Significantly increase access to information and communications technology and strive to provide universal and affordable access to the Internet.</td>
<td>100% of villages gained access to fiber-optic internet and 4G.</td>
</tr>
<tr>
<td>SDG 10: Reduced Inequalities</td>
<td>10.1: Progressively achieve and sustain income growth of the bottom 40 per cent of the population at a rate higher than the national average.</td>
<td>Implementation of “Targeted (Precision) Poverty Alleviation” focusing on specific poor households and individuals; acknowledgment of the urban-rural income gap as the next challenge.</td>
</tr>
<tr>
<td>SDG 11: Sustainable Cities and Communities</td>
<td>11.1: Ensure access for all to adequate, safe and affordable housing and basic services.</td>
<td>Relocation of 9.6 million people from uninhabitable zones into new settlements with modern houses, schools, and clinics.</td>
</tr>
<tr>
<td>SDG 15: Life on Land</td>
<td>15.2: Promote the implementation of sustainable management of all types of forests, halt deforestation, and restore degraded forests.</td>
<td>Over 1 million people from poor households employed as forest rangers and ecological inspectors through the “Eco-compensation” program.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://news.az/news/phenomenon-of-chinas-poverty-alleviation-campaign">news.az</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>WFP Dominican Republic Country Brief October 2025 – ReliefWeb</title>
<link>https://sdgtalks.ai/wfp-dominican-republic-country-brief-october-2025-reliefweb</link>
<guid>https://sdgtalks.ai/wfp-dominican-republic-country-brief-october-2025-reliefweb</guid>
<description><![CDATA[ WFP Dominican Republic Country Brief October 2025  ReliefWeb ]]></description>
<enclosure url="https://reliefweb.int/sites/default/files/styles/large/public/previews/86/92/86921054-b062-45c2-96cd-deab0c261218.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 19:00:09 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>WFP, Dominican, Republic, Country, Brief, October, 2025, –, ReliefWeb</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Strengthening Shock-Responsive Social Protection in the Dominican Republic through SDG-Aligned Initiatives</h2>
<h3>Strategic Partnerships for Institutional Strengthening (SDG 16, SDG 17)</h3>
<p>A multi-stakeholder partnership has been formalized to enhance disaster risk governance and build effective, accountable institutions in the Dominican Republic, directly contributing to Sustainable Development Goals 16 and 17.</p>
<ul>
<li>A Memorandum of Understanding was signed between the World Food Programme (WFP) and the Social Development Directorate of Supérate (DDSS) to embed anticipatory action within national social protection systems.</li>
<li>This collaboration is supported by a US$ 600,000 investment from the host government, demonstrating national ownership and commitment to the goals.</li>
<li>A Technical Working Group on Anticipatory Action for Social Protection was established to advance these objectives. Key participants include:
<ol>
<li>World Food Programme (WFP)</li>
<li>Social Development Directorate of Supérate (DDSS)</li>
<li>Single Beneficiary System (SIUBEN)</li>
<li>Dominican Institute of Meteorology (INDOMET)</li>
</ol>
</li>
<li>The group’s initial focus is on designing an activation protocol for hurricane-triggered early response, defining institutional roles and enhancing coordination with national risk governance entities like the Emergency Operations Center (COE).</li>
</ul>
<h3>Advancing Climate Action and Community Resilience (SDG 11, SDG 13)</h3>
<p>Initiatives are underway to strengthen resilience and adaptive capacity to climate-related hazards, aligning with SDG 11 (Sustainable Cities and Communities) and SDG 13 (Climate Action).</p>
<ul>
<li>The ANACAONA system—an Automated System for Weather Analysis and Issuance of Operational Alerts developed with funding from DG-ECHO—was utilized during Tropical Storm and Hurricane Melissa.</li>
<li>This geospatial intelligence platform provided real-time monitoring to support decision-making for national and local institutions, reinforcing the link between adaptive social protection and emergency response.</li>
<li>The system enabled the activation of preparedness measures, demonstrating a proactive approach to making communities more resilient to climate shocks.</li>
</ul>
<h3>Protecting Vulnerable Populations and Reducing Inequalities (SDG 1, SDG 2, SDG 10)</h3>
<p>The project prioritizes the protection of vulnerable populations from climate shocks, contributing to the goals of No Poverty (SDG 1), Zero Hunger (SDG 2), and Reduced Inequalities (SDG 10).</p>
<ul>
<li>During a recent weather event, WFP activated the readiness phase for anticipatory actions targeting over 4,000 households in the Yaque del Norte watershed.</li>
<li>A contingency agreement was established to facilitate the rapid deployment of food assistance to up to 6,000 families, safeguarding them against food insecurity in a crisis.</li>
<li>In line with the principle of “leaving no one behind,” WFP coordinated with the United Nations High Commissioner for Refugees (UNHCR) to design support strategies for populations outside the formal social protection system, directly addressing inequalities in emergency response.</li>
</ul>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li><b>SDG 1: No Poverty</b> – The article focuses on strengthening social protection systems to protect vulnerable populations from shocks, which is central to poverty reduction and building resilience.</li>
<li><b>SDG 2: Zero Hunger</b> – The World Food Programme’s (WFP) role and the establishment of a contingency agreement for the rapid deployment of food assistance directly address food security in emergencies.</li>
<li><b>SDG 13: Climate Action</b> – The entire initiative is a response to climate-related hazards, specifically tropical storms and hurricanes, aiming to enhance adaptive capacity and resilience.</li>
<li><b>SDG 17: Partnerships for the Goals</b> – The article highlights extensive collaboration between a UN agency (WFP), national government bodies (DDSS, SIUBEN, INDOMET, COE), and other international partners (DG-ECHO, UNHCR) to achieve these goals.</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li><b>Target 1.3:</b> Implement nationally appropriate social protection systems and measures for all. The article details the formalization of a collaboration between WFP and the Social Development Directorate of Supérate (DDSS) to “strengthen shock responsive social protection in the Dominican Republic” and design support for “populations outside the social protection system.”</li>
<li><b>Target 1.5:</b> By 2030, build the resilience of the poor and those in vulnerable situations and reduce their exposure and vulnerability to climate-related extreme events and other economic, social and environmental shocks and disasters. The project’s aim to embed “anticipatory action within national systems” to protect vulnerable populations from hurricanes is a direct effort to build resilience and reduce vulnerability to climate-related disasters.</li>
<li><b>Target 2.1:</b> By 2030, end hunger and ensure access by all people… to safe, nutritious and sufficient food all year round. The article mentions a “contingency agreement was established to enable the rapid deployment of food assistance to up to 6,000 families,” which is a direct measure to ensure food access during an emergency.</li>
<li><b>Target 13.1:</b> Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters in all countries. The development and use of “ANACAONA —the Automated System for Weather Analysis and Issuance of Operational Alerts—” and the design of an “activation protocol for hurricane-triggered early response” are concrete examples of strengthening resilience and adaptive capacity to climate hazards.</li>
<li><b>Target 17.16:</b> Enhance the global partnership for sustainable development, complemented by multi-stakeholder partnerships. The article is a case study of this target, describing a partnership involving WFP, DDSS, SIUBEN, INDOMET, COE, SINI, UNHCR, and funding from DG-ECHO, all working together on a shared goal.</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li><b>Implied Indicator for Target 1.3:</b> Proportion of population covered by social protection systems. The article implies a focus on this by not only strengthening the existing system but also coordinating with UNHCR to “design support strategies for populations outside the social protection system,” indicating an effort to increase coverage.</li>
<li><b>Implied Indicator for Target 1.5 & 13.1:</b> Number of countries that have national and local disaster risk reduction strategies. The article describes the creation of such a strategy through the “joint project aimed at embedding anticipatory action within national systems” and the development of an “activation protocol for hurricane-triggered early response,” which are key components of a national disaster risk reduction strategy.</li>
<li><b>Implied Indicator for Target 2.1:</b> Prevalence of severe food insecurity. The activation of “readiness phase for anticipatory actions for over 4,000 households” and the contingency plan for “food assistance to up to 6,000 families” are direct measures intended to prevent food insecurity in the aftermath of a disaster.</li>
<li><b>Implied Indicator for Target 17.16:</b> Number of countries reporting progress in multi-stakeholder development effectiveness monitoring frameworks. The formal “Memorandum of Understanding” and the establishment of the “Technical Working Group on Anticipatory Action” are mechanisms that formalize and allow for the monitoring of this multi-stakeholder partnership. The $600K host government investment is a measurable financial commitment to the partnership.</li>
</ol>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators (Implied from the article)</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>SDG 1: No Poverty</b></td>
<td><b>1.3:</b> Implement nationally appropriate social protection systems.<br><b>1.5:</b> Build the resilience of the poor and vulnerable to climate-related extreme events.</td>
<td>– Increased coverage of the population by shock-responsive social protection systems.<br>– Existence of a national strategy for anticipatory action to protect vulnerable populations.</td>
</tr>
<tr>
<td><b>SDG 2: Zero Hunger</b></td>
<td><b>2.1:</b> End hunger and ensure access to food for all people, especially the vulnerable.</td>
<td>– Number of families covered by contingency plans for rapid food assistance (e.g., the 6,000 families mentioned).</td>
</tr>
<tr>
<td><b>SDG 13: Climate Action</b></td>
<td><b>13.1:</b> Strengthen resilience and adaptive capacity to climate-related hazards.</td>
<td>– Development and operationalization of an early warning system (ANACAONA).<br>– Establishment of an activation protocol for hurricane-triggered early response.</td>
</tr>
<tr>
<td><b>SDG 17: Partnerships for the Goals</b></td>
<td><b>17.16:</b> Enhance multi-stakeholder partnerships for sustainable development.</td>
<td>– Formalization of partnerships through a Memorandum of Understanding.<br>– Establishment of a multi-agency Technical Working Group.<br>– Mobilization of financial resources from government ($600K investment).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://reliefweb.int/report/dominican-republic/wfp-dominican-republic-country-brief-october-2025">reliefweb.int</a></strong></p>
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<title>Virtual reality transforms child welfare training at Florida State – WTXL ABC 27 Tallahassee News</title>
<link>https://sdgtalks.ai/virtual-reality-transforms-child-welfare-training-at-florida-state-wtxl-abc-27-tallahassee-news</link>
<guid>https://sdgtalks.ai/virtual-reality-transforms-child-welfare-training-at-florida-state-wtxl-abc-27-tallahassee-news</guid>
<description><![CDATA[ Virtual reality transforms child welfare training at Florida State  WTXL ABC 27 Tallahassee News ]]></description>
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<pubDate>Fri, 28 Nov 2025 09:56:12 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Virtual, reality, transforms, child, welfare, training, Florida, State, –, WTXL, ABC, Tallahassee, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Advancing Child Welfare and Sustainable Development through Innovative Virtual Reality Training</h2>
<h3>Introduction</h3>
<p>Florida State University’s (FSU) Florida Institute for Child Welfare is leveraging virtual reality (VR) technology to revolutionize the training of child welfare professionals. This initiative provides students with immersive, scenario-based learning to better prepare them for serving children and families. This program makes a significant contribution to several United Nations Sustainable Development Goals (SDGs), particularly those focused on health, education, equality, and strong institutions.</p>
<h3>Program Methodology and Technological Innovation</h3>
<p>The training program utilizes VR to create a controlled yet highly realistic learning environment. This approach allows students to experience and navigate complex situations they may encounter in the field without real-world risk. The technology is designed to be more impactful than traditional screen-based learning.</p>
<ul>
<li><b>Immersive Experience:</b> The VR headset provides a 360-degree view of simulated home environments, complete with sights and sounds, fully immersing the student in the scenario.</li>
<li><b>Controlled Learning Environment:</b> Students can practice critical decision-making skills and receive immediate feedback in a safe, controlled setting.</li>
<li><b>Dynamic Scenarios:</b> The system can generate a vast number of unique scenarios, with one experience offering 16 quadrillion variations, ensuring no two students face the exact same situation.</li>
<li><b>High-Stakes Simulation:</b> The use of VR for training mirrors its application in other high-stakes industries, such as medicine and the military, highlighting its effectiveness for preparing professionals for critical work. Program Manager Kyle Cook notes this technology is “long overdue” in human services.</li>
</ul>
<h3>Contribution to Sustainable Development Goals (SDGs)</h3>
<p>The FSU program directly supports the achievement of key SDGs by strengthening the workforce responsible for protecting vulnerable populations.</p>
<ol>
<li><b>SDG 16: Peace, Justice and Strong Institutions:</b> By producing more competent and prepared child welfare workers, the program helps build more effective and accountable child protection institutions. This directly addresses Target 16.2, which aims to end abuse, exploitation, and all forms of violence against children.</li>
<li><b>SDG 3: Good Health and Well-being:</b> Well-trained professionals are better equipped to make interventions that protect the physical and mental well-being of children and families, contributing to healthier communities.</li>
<li><b>SDG 4: Quality Education:</b> This initiative represents an innovation in higher education and professional development, providing students with the advanced skills necessary for effective employment in the critical human services sector (Target 4.4).</li>
<li><b>SDG 10: Reduced Inequalities:</b> The program aims to improve the quality of service delivered to vulnerable children and families, who are often from marginalized communities. Enhancing professional competency helps ensure more equitable and just outcomes, thereby reducing societal inequalities.</li>
</ol>
<h3>Community Impact and Future Directions</h3>
<p>The ultimate goal of the initiative is to improve outcomes for communities across Florida. Kristina Finch, Associate Director of Professional Development, stated, “We want them to be as prepared as possible to serve these families.” The Florida Institute for Child Welfare plans to continue expanding this innovative training model, including the future integration of live actors into simulation exercises to further enhance realism. This commitment to continuous improvement reinforces the program’s role in developing a skilled workforce capable of advancing community well-being and supporting global sustainability objectives.</p>
<h2>Analysis of SDGs in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
        <strong>SDG 4: Quality Education:</strong> The article’s central theme is the use of an innovative educational technology (Virtual Reality) to provide high-quality vocational training for students and professionals in the child welfare sector. It focuses on a “different way of learning” to enhance skills and preparedness.
    </li>
<li>
        <strong>SDG 16: Peace, Justice and Strong Institutions:</strong> The training is for child welfare workers, who are essential to the functioning of institutions designed to protect vulnerable populations. The goal of making these workers “as prepared as possible” directly contributes to developing more effective institutions (child welfare agencies) that uphold justice and protect children from violence and abuse.
    </li>
<li>
        <strong>SDG 3: Good Health and Well-being:</strong> The ultimate purpose of child welfare is to protect the physical and mental well-being of children and families. By improving the training of welfare workers, the initiative aims to improve the outcomes for the families they serve, thus promoting their overall health and well-being.
    </li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ul>
<li>
        <strong>Target 4.4:</strong> “By 2030, substantially increase the number of youth and adults who have relevant skills, including technical and vocational skills, for employment, decent jobs and entrepreneurship.” The article directly addresses this by describing a program at Florida State University that uses VR to provide students with relevant, practical skills for employment in the high-stakes field of child welfare. The quote, “We want them to be as prepared as possible to serve these families,” highlights the focus on job-relevant skills.
    </li>
<li>
        <strong>Target 16.2:</strong> “End abuse, exploitation, trafficking and all forms of violence against and torture of children.” The entire purpose of training child welfare workers is to equip them to effectively intervene in and prevent situations of child abuse and neglect. The immersive, real-life scenarios mentioned in the article are designed to prepare workers for the difficult situations they will face in protecting children.
    </li>
<li>
        <strong>Target 16.6:</strong> “Develop effective, accountable and transparent institutions at all levels.” The article describes an effort to improve a key public service institution. Kristina Finch’s statement, “The idea of the Florida Institute for Child Welfare is to really provide technical assistance to these other organizations to develop them,” shows a clear intent to build more effective child welfare systems by improving the capabilities of their personnel.
    </li>
</ul>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li>
        <strong>Indicator for Target 4.4:</strong> The article implies an indicator related to the adoption of innovative teaching and training methods. The implementation and expansion of the VR training program itself serves as a measure of progress. The text states that the institute has “plans to keep expanding on this,” which indicates growth in providing advanced vocational skills.
    </li>
<li>
        <strong>Indicator for Target 16.6:</strong> An implied indicator is the number of public service professionals trained using advanced, effective methods. The article notes that the program trains “students and workers” who are “going into these communities” to “serve all of Florida,” suggesting that the reach and scale of this improved training can be a metric for institutional strengthening.
    </li>
</ul>
<h2>SDGs, Targets, and Indicators Summary</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 4: Quality Education</strong></td>
<td><strong>4.4</strong> Increase the number of youth and adults with relevant technical and vocational skills for employment.</td>
<td>The implementation and expansion of innovative training technologies (Virtual Reality) for professional development in human services.</td>
</tr>
<tr>
<td><strong>SDG 16: Peace, Justice and Strong Institutions</strong></td>
<td><strong>16.2</strong> End abuse, exploitation, trafficking and all forms of violence against children.</td>
<td>The number of child welfare professionals trained with advanced, scenario-based tools designed to improve their effectiveness in protecting children.</td>
</tr>
<tr>
<td><strong>SDG 16: Peace, Justice and Strong Institutions</strong></td>
<td><strong>16.6</strong> Develop effective, accountable and transparent institutions at all levels.</td>
<td>Investment in and expansion of programs providing technical assistance and innovative training to improve the effectiveness of public service institutions.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.wtxl.com/college-town/virtual-reality-transforms-child-welfare-training-at-florida-state">wtxl.com</a></strong></p>
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<title>A visit to Somalia’s crumbling hospitals shows the toll of aid cuts and war – ABC News</title>
<link>https://sdgtalks.ai/a-visit-to-somalias-crumbling-hospitals-shows-the-toll-of-aid-cuts-and-war-abc-news</link>
<guid>https://sdgtalks.ai/a-visit-to-somalias-crumbling-hospitals-shows-the-toll-of-aid-cuts-and-war-abc-news</guid>
<description><![CDATA[ A visit to Somalia&#039;s crumbling hospitals shows the toll of aid cuts and war  ABC News ]]></description>
<enclosure url="https://i.abcnewsfe.com/a/be348eb5-7fdd-4959-a470-5cec5128cc9e/wirestory_8fdbc540700069b620b131e744ad2819_16x9.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 09:56:12 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>visit, Somalia’s, crumbling, hospitals, shows, the, toll, aid, cuts, and, war, –, ABC, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Somalia’s Healthcare Crisis and its Impact on Sustainable Development Goals</h2>
<h3>Executive Summary</h3>
<p>Somalia’s healthcare system is in a state of severe crisis, characterized by a lack of access, inadequate government funding, and a heavy dependency on volatile international aid. This situation directly impedes the nation’s progress towards several key Sustainable Development Goals (SDGs), particularly SDG 3 (Good Health and Well-being), SDG 2 (Zero Hunger), and SDG 16 (Peace, Justice and Strong Institutions). The recent withdrawal of significant funding from the U.S. Agency for International Development (USAID) has exacerbated these challenges, threatening the collapse of essential health services.</p>
<h2>Undermining Good Health and Well-being (SDG 3)</h2>
<h3>Critical Gaps in Healthcare Access and Infrastructure</h3>
<p>A significant portion of the Somali population, especially in rural areas, lacks access to basic healthcare facilities. This forces citizens, such as farmer Yusuf Bulle with his malnourished son, to undertake long and often perilous journeys to the capital, Mogadishu, to receive care. The few functioning public hospitals, like Banadir and De Martino, are overwhelmed and serve as the only hope for many, highlighting a failure to ensure universal health coverage.</p>
<h3>Impact of Aid Reduction on Health Services</h3>
<p>The withdrawal of USAID funding has had a direct and devastating impact on the healthcare system’s capacity. Key consequences that directly contravene the objectives of SDG 3 include:</p>
<ol>
<li>The loss of employment for over 6,000 health workers.</li>
<li>Negative operational impacts on up to 2,000 health facilities.</li>
<li>The degradation of specialized units, such as the malnutrition ward at Banadir Hospital, which lost 37 staff members and now depends entirely on other humanitarian groups like Concern Worldwide for salaries and supplies.</li>
</ol>
<h3>Resurgence of Preventable Diseases</h3>
<p>Insecurity and fear of militant attacks are preventing parents from accessing routine vaccinations for their children. This has led to the spread of preventable infectious diseases, such as diphtheria, placing further strain on already fragile health facilities and representing a significant setback for public health targets within SDG 3.</p>
<h2>Broader Impediments to Sustainable Development</h2>
<h3>Exacerbating Poverty and Hunger (SDG 1 & SDG 2)</h3>
<p>The healthcare crisis is intrinsically linked to the goals of No Poverty (SDG 1) and Zero Hunger (SDG 2). The prevalence of severe malnutrition, as seen in the case of the 3-year-old child at Banadir Hospital, underscores the failure to achieve food security. Lack of free and accessible healthcare forces impoverished families to forego treatment, perpetuating the cycle of poverty and ill-health.</p>
<h3>Weak Institutions and Security Prioritization (SDG 16)</h3>
<p>The Somali government’s primary focus on its military campaign against al-Shabab has resulted in the neglect of essential public services, undermining the goal of building effective and accountable institutions (SDG 16). Despite a national budget exceeding $1 billion, the Ministry of Health’s allocation is minimal and largely tied to donor-backed projects. Experts note the absence of a coherent “national health care plan,” reflecting a critical weakness in governance.</p>
<h2>The Fragility of Partnerships for the Goals (SDG 17)</h2>
<h3>Over-Reliance on International Partners</h3>
<p>Somalia’s public health sector is almost entirely sustained through international partnerships, a cornerstone of SDG 17. However, this reliance is unsustainable. Key contributors funding everything from staff salaries to medical equipment include:</p>
<ul>
<li>The United Nations</li>
<li>Concern Worldwide</li>
<li>International Rescue Committee (IRC)</li>
<li>Population Services International (PSI)</li>
<li>The Government of Turkey</li>
</ul>
<h3>The Peril of Donor Fatigue and Shifting Priorities</h3>
<p>The abrupt cuts in USAID funding demonstrate the vulnerability of a system built on external aid. Hospital administrators express grave concern over “donor fatigue” and the potential expiration of contracts with humanitarian groups, which would lead to a cessation of services. This dependency, without a sustainable national strategy, undermines the long-term viability of the healthcare system and the principle of resilient partnerships.</p>
<h3>Government Response and Future Outlook</h3>
<p>The Somali government has stated it is developing a “contingency plan” with remaining partners, though details remain unspecified. While there is hope among hospital staff that the Ministry of Health will assume responsibility if international partners withdraw, this is contrasted by expert analysis indicating that government budgets are not structured to support these services independently. Achieving the SDGs will require a fundamental shift in national priorities toward building a resilient and self-sufficient public health system.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<p>The article on Somalia’s healthcare crisis touches upon several interconnected Sustainable Development Goals (SDGs). The analysis reveals connections to the following goals:</p>
<ul>
<li><strong>SDG 2: Zero Hunger:</strong> The article explicitly mentions severe child malnutrition, a core issue addressed by this goal.</li>
<li><strong>SDG 3: Good Health and Well-being:</strong> This is the central theme of the article, which details the collapse of the healthcare system, lack of access to medical facilities, loss of health workers, and the spread of preventable diseases.</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions:</strong> The article highlights how the government’s focus on security and conflict (fighting al-Shabab) undermines public services like healthcare, pointing to issues with institutional capacity and governance.</li>
<li><strong>SDG 17: Partnerships for the Goals:</strong> The critical role of international aid and the devastating impact of its withdrawal are discussed at length, emphasizing the importance and fragility of global partnerships for development.</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<p>Based on the issues discussed, several specific SDG targets can be identified:</p>
<ol>
<li><strong>Under SDG 2 (Zero Hunger):</strong>
<ul>
<li><strong>Target 2.2:</strong> End all forms of malnutrition. The article’s opening story of a “badly malnourished 3-year-old son” and the mention of a hospital unit that “depends entirely on donor funds” to look after malnourished children directly relate to this target.</li>
</ul>
</li>
<li><strong>Under SDG 3 (Good Health and Well-being):</strong>
<ul>
<li><strong>Target 3.2:</strong> End preventable deaths of newborns and children under 5 years of age. The cases of severe malnutrition and the spread of diphtheria, a vaccine-preventable disease, among children highlight failures in achieving this target.</li>
<li><strong>Target 3.3:</strong> End the epidemics of… communicable diseases. The article notes that diphtheria, an “infectious disease of the throat preventable by vaccination,” is “now spreading in rural areas.”</li>
<li><strong>Target 3.8:</strong> Achieve universal health coverage, including financial risk protection and access to quality essential health-care services. The article illustrates a complete lack of universal health coverage, citing that in many areas “there is no hospital,” people must travel far for care, and rely on free services because they are jobless. The lack of routine vaccinations further underscores this gap.</li>
<li><strong>Target 3.c:</strong> Substantially increase health financing and the recruitment, development… and retention of the health workforce. The article provides stark evidence of regression on this target, stating that U.S. aid cuts led to “over 6,000 health workers losing their jobs” and affected “up to 2,000 health facilities.” It also notes the government’s low health budget, which is highly dependent on donors.</li>
</ul>
</li>
<li><strong>Under SDG 16 (Peace, Justice and Strong Institutions):</strong>
<ul>
<li><strong>Target 16.6:</strong> Develop effective, accountable and transparent institutions at all levels. The article suggests institutional failure, quoting a lawmaker who says the government’s priorities are “deficient” and that “There is no national health care plan.” The government’s inability to fund its own health system, which is “heavily dependent on donor money,” points to weak national institutions.</li>
</ul>
</li>
<li><strong>Under SDG 17 (Partnerships for the Goals):</strong>
<ul>
<li><strong>Target 17.2:</strong> Developed countries to implement fully their official development assistance commitments. The article’s main premise is the crisis “exacerbated by the Trump administration’s dismantling of the U.S. Agency for International Development this year,” which represents a failure to maintain development assistance.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article contains several quantitative and qualitative indicators that can be used to measure progress (or lack thereof) towards the identified targets:</p>
<ul>
<li><strong>Indicator for Target 2.2 (Malnutrition):</strong> The existence of specialized hospital units for malnourished children, such as the one at Banadir Hospital, serves as a qualitative indicator of the prevalence and severity of malnutrition.</li>
<li><strong>Indicator for Target 3.3 (Communicable Diseases):</strong> The reported spread of diphtheria in rural areas is a direct indicator of a failure to control vaccine-preventable diseases.</li>
<li><strong>Indicators for Target 3.8 (Universal Health Coverage):</strong>
<ul>
<li>Geographic accessibility of healthcare: The statement, “Where I come from, there is no hospital,” indicates a lack of physical access to health facilities.</li>
<li>Financial accessibility: The fact that a patient went to a hospital because she “knew she would not be asked for money” and was told “there is free medication” indicates a high need for financial risk protection that the state is not providing.</li>
<li>Vaccination coverage: The observation that “Parents are not taking their kids for routine vaccinations because they are afraid of militant attacks” implies low vaccination rates.</li>
</ul>
</li>
<li><strong>Indicators for Target 3.c (Health Financing and Workforce):</strong>
<ul>
<li>Number of health workers: The specific figure of “over 6,000 health workers losing their jobs.”</li>
<li>Number of health facilities: The report that “up to 2,000 health facilities were affected” by funding cuts.</li>
<li>Government health expenditure: The national health budget allocation figures of “$91 million” this year versus “$52 million” last year, with the crucial context that “almost all of that increase came from donors.”</li>
</ul>
</li>
<li><strong>Indicator for Target 16.6 (Effective Institutions):</strong> The explicit statement that “There is no national health care plan” serves as a clear indicator of a lack of effective institutional planning and governance in the health sector.</li>
<li><strong>Indicator for Target 17.2 (Development Assistance):</strong> The “loss of USAID funding” is a direct negative indicator related to the fulfillment of official development assistance commitments by a developed country.</li>
</ul>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 2:</strong> Zero Hunger</td>
<td><strong>2.2:</strong> End all forms of malnutrition.</td>
<td>The case of a “badly malnourished 3-year-old son”; existence of a hospital unit dedicated to malnourished children.</td>
</tr>
<tr>
<td rowspan="4"><strong>SDG 3:</strong> Good Health and Well-being</td>
<td><strong>3.2:</strong> End preventable deaths of children under 5.</td>
<td>Children suffering from severe malnutrition and diphtheria.</td>
</tr>
<tr>
<td><strong>3.3:</strong> End epidemics of communicable diseases.</td>
<td>The spread of diphtheria, a vaccine-preventable disease, in rural areas.</td>
</tr>
<tr>
<td><strong>3.8:</strong> Achieve universal health coverage.</td>
<td>Lack of hospitals in remote areas; patients needing free medical services; low routine vaccination rates due to insecurity.</td>
</tr>
<tr>
<td><strong>3.c:</strong> Increase health financing and health workforce.</td>
<td>Loss of over 6,000 health workers; 2,000 health facilities affected by cuts; national health budget is heavily dependent on donor funds.</td>
</tr>
<tr>
<td><strong>SDG 16:</strong> Peace, Justice and Strong Institutions</td>
<td><strong>16.6:</strong> Develop effective, accountable institutions.</td>
<td>The explicit statement that “There is no national health care plan”; government priorities described as “deficient” due to focus on security over public services.</td>
</tr>
<tr>
<td><strong>SDG 17:</strong> Partnerships for the Goals</td>
<td><strong>17.2:</strong> Developed countries to implement ODA commitments.</td>
<td>The “dismantling of the U.S. Agency for International Development” and the resulting loss of funding for Somalia’s health sector.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://abcnews.go.com/Health/wireStory/visit-somalias-crumbling-hospitals-shows-toll-aid-cuts-127937190">abcnews.go.com</a></strong></p>
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<title>Stephen Cottrell: Working together to end poverty – anglican.ink</title>
<link>https://sdgtalks.ai/stephen-cottrell-working-together-to-end-poverty-anglicanink</link>
<guid>https://sdgtalks.ai/stephen-cottrell-working-together-to-end-poverty-anglicanink</guid>
<description><![CDATA[ Stephen Cottrell: Working together to end poverty  anglican.ink ]]></description>
<enclosure url="https://anglican.ink/wp-content/uploads/2025/01/Stephen-Cottrell-Easter-2024.png" length="49398" type="image/jpeg"/>
<pubDate>Fri, 28 Nov 2025 05:30:10 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Stephen, Cottrell:, Working, together, end, poverty, –, anglican.ink</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Poverty in the United Kingdom and Alignment with Sustainable Development Goals</h2>
<h3>1.0 Introduction: The Challenge to SDG 1 (No Poverty)</h3>
<p>A recent analysis by Archbishop Stephen Cottrell highlights the significant challenge the United Kingdom faces in achieving Sustainable Development Goal 1 (No Poverty). The report underscores that poverty is a pressing moral issue requiring a multi-faceted approach involving government, civil society, and individuals, in line with the collaborative spirit of the SDGs.</p>
<h3>2.0 Key Findings on Poverty and Inequality</h3>
<p>The current situation presents a direct contradiction to several core SDG principles, particularly those concerning poverty, hunger, and inequality.</p>
<ul>
<li><b>Prevalence of Poverty (SDG 1):</b> One in five people across the United Kingdom currently lives below the poverty line. This statistic indicates a substantial failure to progress towards the primary target of SDG 1.</li>
<li><b>Food Insecurity (SDG 2 – Zero Hunger):</b> Anecdotal evidence from communities in Middlesbrough and Hull, such as children taking empty lunchboxes to school in hope of filling them, points to critical levels of food insecurity and a failure to ensure access to safe, nutritious, and sufficient food.</li>
<li><b>Disproportionate Impact (SDG 10 – Reduced Inequalities):</b> The burden of poverty is not shared equally. Data shows that children, disabled people, and individuals from some minority ethnic groups face particularly high and deep levels of poverty, undermining the objective of SDG 10 to reduce inequality within and among countries.</li>
</ul>
<h3>3.0 Structural Issues and Urban Development</h3>
<p>A historical perspective, referencing the 40-year-old ‘Faith in the City’ report, reveals that poverty is often a result of systemic and structural issues, a challenge central to SDG 11 (Sustainable Cities and Communities) and SDG 16 (Peace, Justice and Strong Institutions).</p>
<h4>3.1 Historical Context: ‘Faith in the City’</h4>
<p>The landmark report called for a fundamental shift in priorities to support marginalized urban communities. It argued that the exclusion of the poor is not accidental but is imposed by powerful institutions. This historical analysis remains relevant to the modern pursuit of inclusive and sustainable urban development as outlined in SDG 11.</p>
<h4>3.2 The Need for Institutional Reform</h4>
<p>Addressing poverty requires confronting the structural issues that cause and exacerbate it. This aligns with SDG 16’s aim to build effective, accountable, and inclusive institutions at all levels. A robust and fair welfare state is identified as a key institutional mechanism for protecting citizens and advancing social justice.</p>
<h3>4.0 Recommendations for Policy and Collaborative Action</h3>
<p>To advance the 2030 Agenda for Sustainable Development, a clear vision and decisive action are required. The report implicitly calls for a strategy rooted in partnership and targeted policy-making.</p>
<ol>
<li><b>Strengthen Social Protection Systems (SDG 1, SDG 10):</b> The government must reinforce the welfare state to protect all individuals in times of need. A specific, actionable policy recommendation is the abolition of the two-child limit, which would directly alleviate poverty for many families.</li>
<li><b>Develop a Clear National Strategy (SDG 1):</b> A coherent and articulated vision for tackling poverty and injustice is necessary. This strategy must be embraced by political leaders to provide hope and tangible opportunities for affected communities.</li>
<li><b>Foster Multi-Stakeholder Partnerships (SDG 17 – Partnerships for the Goals):</b> The task of ending poverty requires a collaborative effort. Government, faith-based organizations, charities, and individuals must work in partnership, sharing a vision for communities to flourish free from poverty. This approach embodies the core principle of SDG 17, which calls for revitalizing the global partnership for sustainable development.</li>
</ol>
<h2>Analysis of the Article in Relation to Sustainable Development Goals</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
        <strong>SDG 1: No Poverty</strong>
<p>This is the central theme of the article. The text explicitly discusses the goal of “ending poverty,” citing statistics like “One in five people across the United Kingdom are living below the poverty line” and describing it as “one of the moral missions of our times.”</p>
</li>
<li>
        <strong>SDG 2: Zero Hunger</strong>
<p>The article directly addresses food insecurity, a key component of SDG 2. The poignant example of “children who take empty lunchboxes with them into school so they can fill them up with food provided during the day, in case there is nothing for dinner when they get home” highlights a lack of access to sufficient food.</p>
</li>
<li>
        <strong>SDG 10: Reduced Inequalities</strong>
<p>The article emphasizes that poverty disproportionately affects certain groups. It states that “the pain is not equally shared” and that “Children, disabled people, and people from some minority ethnic groups face particularly high and deep levels of poverty,” directly connecting to the goal of reducing inequalities within a country.</p>
</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>
        <strong>Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions.
<p>The article’s focus on UK-specific poverty, citing the national statistic of “One in five people… living below the poverty line,” aligns perfectly with this target, which addresses poverty as defined by national standards rather than a global extreme poverty line.</p>
</li>
<li>
        <strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all, including floors, and by 2030 achieve substantial coverage of the poor and the vulnerable.
<p>The discussion about strengthening the “welfare state which protects people in their moment of need” and the specific policy suggestion to “Abolish the two-child limit” are direct references to the implementation and reform of social protection systems aimed at supporting the poor and vulnerable.</p>
</li>
</ul>
<h3>SDG 2: Zero Hunger</h3>
<ul>
<li>
        <strong>Target 2.1:</strong> By 2030, end hunger and ensure access by all people, in particular the poor and people in vulnerable situations, including infants, to safe, nutritious and sufficient food all year round.
<p>The story of children with empty lunchboxes is a direct illustration of a failure to meet this target. It describes children in a vulnerable situation (poverty) who lack access to sufficient food. The mention of food banks also points to community efforts to address this gap.</p>
</li>
</ul>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li>
        <strong>Target 10.2:</strong> By 2030, empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.
<p>The article highlights the “exclusion of the poor” and points out that specific groups like “Children, disabled people, and people from some minority ethnic groups” face higher levels of poverty. The call to support the “poorest and most marginalised people and communities” is a call for greater social and economic inclusion, which is the core of this target.</p>
</li>
<li>
        <strong>Target 10.3:</strong> Ensure equal opportunity and reduce inequalities of outcome, including by eliminating discriminatory laws, policies and practices and promoting appropriate legislation, policies and action in this regard.
<p>The article’s critique of “structural issues which cause and exacerbate poverty” and its specific call to abolish the “two-child limit” can be seen as an effort to address policies that may lead to inequalities of outcome for larger families or those in poverty.</p>
</li>
</ul>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li>
        <strong>Indicator for Target 1.2:</strong> Proportion of population living below the national poverty line.
<p>The article explicitly provides this data point: “One in five people across the United Kingdom are living below the poverty line.” This statistic is a direct measure used to track progress against Target 1.2.</p>
</li>
<li>
        <strong>Indicator for Target 2.1:</strong> Prevalence of moderate or severe food insecurity in the population.
<p>While not providing a quantitative statistic, the article implies the existence of food insecurity through the powerful anecdote of “children who take empty lunchboxes with them into school.” The mention of community responses like “food banks” also serves as an indirect indicator of food insecurity levels within communities.</p>
</li>
<li>
        <strong>Indicator for Target 10.2:</strong> Proportion of population living below 50 per cent of median income, disaggregated by age and disability status.
<p>The article implies this indicator by stating that “Children, disabled people… face particularly high and deep levels of poverty.” This suggests that poverty rates are disproportionately high for these specific demographic groups, which is what this indicator is designed to measure.</p>
</li>
</ul>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>
                <strong>1.2:</strong> Reduce at least by half the proportion of people living in poverty according to national definitions.
<p>                <strong>1.3:</strong> Implement nationally appropriate social protection systems.
            </p></td>
<td>
                Proportion of population living below the national poverty line (explicitly mentioned as “One in five people”).
<p>                Existence and scope of social protection policies like the “welfare state” and the “two-child limit.”
            </p></td>
</tr>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td>
                <strong>2.1:</strong> End hunger and ensure access by all people, in particular the poor and vulnerable, to sufficient food.
            </td>
<td>
                Prevalence of food insecurity (implied through the anecdote of “children with empty lunchboxes” and the existence of “food banks”).
            </td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>
                <strong>10.2:</strong> Empower and promote the social and economic inclusion of all, irrespective of disability, race, ethnicity, etc.
<p>                <strong>10.3:</strong> Ensure equal opportunity and reduce inequalities of outcome.
            </p></td>
<td>
                Poverty rates disaggregated by demographic groups (implied by the statement that “Children, disabled people, and people from some minority ethnic groups face particularly high… poverty”).
<p>                Analysis of policies like the “two-child limit” for their impact on different groups.
            </p></td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://anglican.ink/2025/11/27/stephen-cottrell-working-together-to-end-poverty/">anglican.ink</a></strong></p>
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<title>Over 62% of All Microloans in Kyrgyzstan Are for Consumer Purposes – The Times Of Central Asia</title>
<link>https://sdgtalks.ai/over-62-of-all-microloans-in-kyrgyzstan-are-for-consumer-purposes-the-times-of-central-asia</link>
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<description><![CDATA[ Over 62% of All Microloans in Kyrgyzstan Are for Consumer Purposes  The Times Of Central Asia ]]></description>
<enclosure url="https://timesca.com/wp-content/uploads/2025/11/2025-11-27-15.29.56.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 23:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Over, 62, All, Microloans, Kyrgyzstan, Are, for, Consumer, Purposes, –, The, Times, Central, Asia</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Analysis of Microfinance Trends in Kyrgyzstan (Jan-Sep 2025) in the Context of Sustainable Development Goals</h2>
<h3>Overview of Microfinance Sector Performance and Contribution to SDG 1 (No Poverty)</h3>
<p>Between January and September 2025, the microfinance sector in Kyrgyzstan demonstrated significant activity, playing a crucial role in financial inclusion and poverty alleviation efforts aligned with SDG 1. Key performance indicators include:</p>
<ul>
<li><b>Total Loan Volume:</b> Approximately $720 million was disbursed, marking a 33.6% increase compared to the same period in 2024.</li>
<li><b>Total Recipients:</b> Loans were issued to nearly 797,000 individuals.</li>
<li><b>Borrower Trend:</b> The number of borrowers decreased by 13.2% from the previous year, indicating a trend towards larger average loan sizes, which can provide more substantial capital for income-generating activities.</li>
</ul>
<h3>Sectoral Loan Distribution: Implications for SDG 2 (Zero Hunger) and SDG 8 (Decent Work and Economic Growth)</h3>
<p>The allocation of microloans across different sectors reveals critical trends impacting sustainable development priorities.</p>
<ol>
<li><b>Consumer Lending:</b> Constituting over 62% of all microloans, this category grew by 9.7 percentage points. While supporting household consumption, this dominance raises questions about the volume of capital being directed toward productive investments essential for SDG 8.</li>
<li><b>Agricultural Development:</b> Representing just over 15% of loans, this sector’s share declined by 4.6 percentage points. This reduction poses a significant challenge to advancing SDG 2, which aims to promote sustainable agriculture and ensure food security.</li>
<li><b>Trade and Commerce:</b> Loans for trade and the catering sector accounted for 9.5%, directly supporting small and medium-sized enterprises (SMEs), which are vital for job creation and achieving the objectives of SDG 8.</li>
</ol>
<h3>Regional Distribution and SDG 10 (Reduced Inequalities)</h3>
<p>The geographic distribution of microcredit highlights a potential imbalance in financial access, a key concern for SDG 10.</p>
<ul>
<li><b>Urban Concentration:</b> The capital, Bishkek, accounted for 32.5% of all microloan recipients (nearly 259,000 people).</li>
<li><b>Inequality Implications:</b> This concentration suggests a disparity in financial inclusion between urban and rural areas, potentially hindering efforts to reduce regional inequalities.</li>
</ul>
<h3>Financial Innovation and Institutional Integrity: Aligning with SDG 9 and SDG 16</h3>
<p>The Kyrgyz financial sector is evolving through technological adoption and regulatory enhancements, supporting progress on innovation and institutional strength.</p>
<ul>
<li><b>Digital Transformation (SDG 9):</b> The financial sector’s client base expanded by 40%, largely driven by increased use of mobile banking and online lending platforms. This reflects advancements in financial innovation and digital infrastructure.</li>
<li><b>Strengthening Institutions (SDG 16):</b> In response to digital fraud, a self-restriction mechanism was introduced on November 1. This system allows individuals to voluntarily block new credit issuance in their name, enhancing consumer protection. By legally requiring financial institutions to verify this status, the regulation strengthens institutional accountability and trust, which are core principles of SDG 16.</li>
</ul>
<h2>Analysis of SDGs, Targets, and Indicators in the Article</h2>
<h2>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h2>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<p>The article focuses on microcredit, a financial tool aimed at providing economic resources to individuals who may lack access to traditional banking. By enabling loans for activities like agriculture and trade, microfinance directly supports income-generating opportunities, which is a key strategy for poverty alleviation.</p>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>The provision of microloans to sectors such as agriculture (15%) and trade/catering (9.5%) supports entrepreneurship and the growth of small-scale enterprises. This fosters economic activity and has the potential to create jobs, contributing to overall economic growth.</p>
</li>
<li>
<h3>SDG 9: Industry, Innovation, and Infrastructure</h3>
<p>The article highlights the role of technology in expanding financial inclusion. The 40% growth in the financial sector’s client base is attributed to the “increased adoption of mobile banking and the rise of online lending,” which points to innovation in financial infrastructure to increase access to credit for small enterprises.</p>
</li>
<li>
<h3>SDG 16: Peace, Justice and Strong Institutions</h3>
<p>The introduction of a “self-restriction mechanism” to combat digital financial fraud is a direct example of institutional development. This regulation strengthens consumer protection and builds more accountable and transparent financial institutions by legally requiring them to verify a client’s status before issuing a loan.</p>
</li>
</ol>
<h2>2. What specific targets under those SDGs can be identified based on the article’s content?</h2>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>
                <strong>Target 1.4:</strong> By 2030, ensure that all men and women, in particular the poor and the vulnerable, have equal rights to economic resources, as well as access to… financial services, including microfinance.<br>
                <br>
                <strong>Explanation:</strong> The entire article is centered on the issuance of microloans in Kyrgyzstan, detailing the volume ($720 million) and number of recipients (797,000), which directly relates to providing access to microfinance.
            </li>
</ul>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>
                <strong>Target 8.3:</strong> Promote development-oriented policies that support productive activities… entrepreneurship… and encourage the formalization and growth of micro-, small- and medium-sized enterprises, including through access to financial services.<br>
                <br>
                <strong>Explanation:</strong> The article specifies that loans were issued for “agricultural development” and “trade and the catering sector,” which are productive, entrepreneurial activities often undertaken by micro and small enterprises.
            </li>
<li>
                <strong>Target 8.10:</strong> Strengthen the capacity of domestic financial institutions to encourage and expand access to banking, insurance and financial services for all.<br>
                <br>
                <strong>Explanation:</strong> The article mentions the existence of “21 commercial banks and 515 non-bank financial institutions” and a “40% growth” in their client base, demonstrating the expansion of access to financial services.
            </li>
</ul>
</li>
<li>
<h3>SDG 9: Industry, Innovation, and Infrastructure</h3>
<ul>
<li>
                <strong>Target 9.3:</strong> Increase the access of small-scale industrial and other enterprises… to financial services, including affordable credit.<br>
                <br>
                <strong>Explanation:</strong> The core subject of the article is the provision of microcredit, which is a form of financial service aimed at individuals and small-scale enterprises in sectors like agriculture and trade.
            </li>
</ul>
</li>
<li>
<h3>SDG 16: Peace, Justice and Strong Institutions</h3>
<ul>
<li>
                <strong>Target 16.6:</strong> Develop effective, accountable and transparent institutions at all levels.<br>
                <br>
                <strong>Explanation:</strong> Kyrgyzstan’s introduction of a “self-restriction mechanism” and the legal requirement for financial institutions to verify it before issuing loans is a concrete measure to create a more accountable and transparent financial system that protects consumers from fraud.
            </li>
</ul>
</li>
</ol>
<h2>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h2>
<ol>
<li>
<h3>For Target 1.4 (Access to microfinance)</h3>
<ul>
<li>
                <strong>Indicator:</strong> The number and volume of microloans issued.<br>
                <br>
                <strong>Explanation:</strong> The article provides precise data that can be used as an indicator: “approximately $720 million to nearly 797,000 recipients” between January and September 2025. This directly measures the reach of microfinance services.
            </li>
</ul>
</li>
<li>
<h3>For Target 8.10 (Access to financial services)</h3>
<ul>
<li>
                <strong>Indicator:</strong> Proportion of adults with an account at a financial institution or with a mobile-money-service provider (related to Indicator 8.10.2).<br>
                <br>
                <strong>Explanation:</strong> The article implies progress on this indicator by stating that the “financial sector’s client base grew by 40% in the first nine months of 2025, largely due to increased adoption of mobile banking.”
            </li>
</ul>
</li>
<li>
<h3>For Target 9.3 (Access of small enterprises to credit)</h3>
<ul>
<li>
                <strong>Indicator:</strong> The proportion of total microloans allocated to productive sectors.<br>
                <br>
                <strong>Explanation:</strong> The article provides a breakdown of loan purposes, which can serve as an indicator. It states that “loans for agricultural development comprised just over 15%, while those for trade and the catering sector represented 9.5%.”
            </li>
</ul>
</li>
<li>
<h3>For Target 16.6 (Development of accountable institutions)</h3>
<ul>
<li>
                <strong>Indicator:</strong> The implementation of new regulations to protect consumers and ensure financial transparency.<br>
                <br>
                <strong>Explanation:</strong> The article explicitly mentions the introduction of the “self-restriction mechanism on November 1” and the legal obligation for banks and microfinance institutions to comply, which is a tangible indicator of institutional reform.
            </li>
</ul>
</li>
</ol>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.4:</strong> Ensure access to economic resources and financial services, including microfinance.</td>
<td>Number of microloan recipients (797,000) and total volume of loans ($720 million).</td>
</tr>
<tr>
<td rowspan="2"><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td><strong>8.3:</strong> Promote policies that support entrepreneurship and the growth of micro- and small enterprises through access to financial services.</td>
<td>Percentage of loans allocated to productive sectors: agriculture (15%) and trade/catering (9.5%).</td>
</tr>
<tr>
<td><strong>8.10:</strong> Strengthen domestic financial institutions to expand access to financial services for all.</td>
<td>Growth in the financial sector’s client base (40%) driven by mobile and online banking.</td>
</tr>
<tr>
<td><strong>SDG 9: Industry, Innovation, and Infrastructure</strong></td>
<td><strong>9.3:</strong> Increase the access of small-scale enterprises to financial services, including affordable credit.</td>
<td>The existence of 515 non-bank financial institutions providing microcredit and the rise of online lending platforms.</td>
</tr>
<tr>
<td><strong>SDG 16: Peace, Justice and Strong Institutions</strong></td>
<td><strong>16.6:</strong> Develop effective, accountable and transparent institutions.</td>
<td>Implementation of a new regulation: the “self-restriction mechanism” to combat financial fraud, with legal requirements for institutions to comply.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://timesca.com/over-62-of-all-microloans-in-kyrgyzstan-are-for-consumer-purposes/">timesca.com</a></strong></p>
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<title>Ozempic generics are coming. But will low&#45;income countries benefit? – Devex</title>
<link>https://sdgtalks.ai/ozempic-generics-are-coming-but-will-low-income-countries-benefit-devex</link>
<guid>https://sdgtalks.ai/ozempic-generics-are-coming-but-will-low-income-countries-benefit-devex</guid>
<description><![CDATA[ Ozempic generics are coming. But will low-income countries benefit?  Devex ]]></description>
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<pubDate>Thu, 27 Nov 2025 17:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Ozempic, generics, are, coming., But, will, low-income, countries, benefit, –, Devex</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Global Health Challenges and Sustainable Development Goals</h2>
<h3>Addressing Non-Communicable Diseases and Health Equity</h3>
<p>The rise of non-communicable diseases (NCDs) presents a significant challenge to achieving <strong>Sustainable Development Goal 3 (Good Health and Well-being)</strong>. A key area of focus is the management of obesity and diabetes through new pharmaceuticals.</p>
<ul>
<li>Semaglutide-based drugs, such as Ozempic and Wegovy, have proven effective for weight loss and managing related health conditions, including diabetes, kidney failure, and cardiovascular disease. These conditions account for 75% of all global deaths, with a majority occurring in low- and middle-income countries (LMICs).</li>
<li>However, access to these treatments is severely limited by high costs, undermining <strong>SDG 10 (Reduced Inequalities)</strong>. In the Philippines, a monthly course can cost over half of the capital’s monthly minimum wage, creating a significant barrier to health equity.</li>
<li>The patent expiry for semaglutide in 2026 is anticipated to introduce generic alternatives, potentially reducing prices by up to 80%. This development could substantially improve access and advance progress towards universal health coverage, a key target of SDG 3.</li>
<li>Concerns remain that generic manufacturers may prioritize profitable private weight-loss markets over public health needs, potentially leaving diabetes patients and populations in LMICs with continued limited access. This highlights the tension between market forces and the public health objectives of the SDGs.</li>
</ul>
<h2>Evolving Global Health Partnerships and Strategies</h2>
<h3>The “America First” Approach to Global Health Partnerships</h3>
<p>Recent U.S. foreign aid strategies reflect a shift in partnership models, impacting <strong>SDG 17 (Partnerships for the Goals)</strong> and the financing of global health initiatives.</p>
<ol>
<li><strong>Private Sector Engagement and Host Country Co-financing:</strong> A $150 million grant to Zipline, an American drone delivery company, aims to expand health supply chain operations in five African countries. This initiative, which supports <strong>SDG 9 (Industry, Innovation, and Infrastructure)</strong>, requires African governments to co-finance the logistics services, shifting greater financial responsibility to partner nations.</li>
<li><strong>Focus on Domestic Benefits and Innovation:</strong> The strategy aims to support American companies and scale innovations while promoting health security. This model has been praised for fostering direct government-to-government relationships and promoting national ownership of health programs.</li>
<li><strong>Data Sovereignty Concerns:</strong> The strategy includes requirements for extensive data sharing, raising concerns among African leaders about data sovereignty and the potential for exploitation. This challenges the principle of equitable partnerships central to SDG 17.</li>
</ol>
<h3>Commitment to Multilateral Health Funds</h3>
<ul>
<li>The United States has pledged $4.6 billion to The Global Fund to Fight AIDS, Tuberculosis and Malaria for the next three years. The Global Fund is a critical partner in achieving the targets of <strong>SDG 3</strong>.</li>
<li>This commitment is framed within the “America First” strategy, which praises The Global Fund’s model of requiring co-investments from recipient countries, aligning with the SDG 17 focus on domestic resource mobilization.</li>
<li>While the pledge is lower than the previous $6 billion commitment, it is considered a strong signal of continued support for multilateral health partnerships, pending the release of nearly $2 billion in previously appropriated funds.</li>
</ul>
<h2>Progress and Challenges in Global Health Initiatives</h2>
<h3>Advancing Child Health Through Vaccine Accessibility</h3>
<p>A multi-stakeholder partnership has achieved a significant milestone in the fight against malaria, directly contributing to the <strong>SDG 3</strong> target of ending preventable deaths of children under five.</p>
<ul>
<li>An agreement between UNICEF, Gavi, the Vaccine Alliance, and the Serum Institute of India will reduce the price of the R21 malaria vaccine from $3.90 to $2.99 per dose.</li>
<li>This price reduction is expected to generate up to $90 million in savings, allowing for the purchase of an additional 30 million doses.</li>
<li>This will enable the vaccination of nearly 7 million more children over five years, primarily in the African region, where malaria caused nearly 600,000 deaths in 2023, with 76% being children under five. This directly addresses health inequalities targeted by <strong>SDG 10</strong>.</li>
</ul>
<h3>Addressing Gender-Based Violence as a Public Health Crisis</h3>
<p>Gender-based violence (GBV) remains a persistent human rights crisis, undermining progress on <strong>SDG 5 (Gender Equality)</strong> and <strong>SDG 3 (Good Health and Well-being)</strong>.</p>
<ul>
<li>An estimated 840 million women globally have experienced physical or sexual violence in their lifetime.</li>
<li>In South Africa, high rates of femicide and rape prompted large-scale protests, leading the government to declare GBV a national disaster.</li>
<li>This declaration elevates the issue to the executive level, signaling a commitment to strengthening institutional responses, which is crucial for <strong>SDG 16 (Peace, Justice, and Strong Institutions)</strong>. However, the allocation of additional funding to tackle the crisis remains to be clarified.</li>
</ul>
<h2>Analysis of the Article in Relation to Sustainable Development Goals</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
        <strong>SDG 3: Good Health and Well-being</strong>
<ul>
<li>The article extensively discusses health issues, including the rise of weight-loss drugs to combat non-communicable diseases (NCDs) like obesity and diabetes, the funding for fighting communicable diseases such as AIDS, tuberculosis, and malaria, and the development and pricing of a new malaria vaccine. It also touches upon health systems and access to medicines in low- and middle-income countries.</li>
</ul>
</li>
<li>
        <strong>SDG 5: Gender Equality</strong>
<ul>
<li>This goal is directly addressed in the section on South Africa, which highlights the severe problem of gender-based violence (GBV). The article cites statistics on violence against women, femicide, and rape, and discusses the public protests and government response, making a clear connection to the goal of eliminating violence against women and girls.</li>
</ul>
</li>
<li>
        <strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article points to significant inequalities in access to healthcare. The high cost of weight-loss drugs like Ozempic, which is “more than half of the monthly minimum wage” in the Philippines, illustrates the economic disparity that prevents access for many. The concern that generic versions might prioritize “highly profitable private weight-loss market” over diabetes patients in lower-income countries further emphasizes this inequality.</li>
</ul>
</li>
<li>
        <strong>SDG 16: Peace, Justice and Strong Institutions</strong>
<ul>
<li>This goal is relevant to the discussion on gender-based violence in South Africa. The article mentions citizens protesting to demand government action (“put a stop to soaring rates of gender-based violence”), leading to the President declaring it a “national disaster.” This reflects the interaction between citizens and state institutions in addressing violence and seeking justice.</li>
</ul>
</li>
<li>
        <strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The article highlights several partnerships. The “America First” global health strategy, involving the U.S. government, African governments, and a private American company (Zipline), is a form of multi-stakeholder partnership. The U.S. pledge to The Global Fund and the deal between UNICEF, Gavi, and the Serum Institute of India for the malaria vaccine are other prime examples of global partnerships for sustainable development.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
        <strong>Under SDG 3 (Good Health and Well-being):</strong>
<ul>
<li><strong>Target 3.2:</strong> End preventable deaths of newborns and children under 5 years of age. This is directly relevant to the section on the new malaria vaccine, as the article states that in the African region, 76% of the nearly 600,000 malaria deaths were “children under the age of 5 years old.”</li>
<li><strong>Target 3.3:</strong> End the epidemics of AIDS, tuberculosis, malaria and neglected tropical diseases. This target is central to the discussion of the U.S. pledging $4.6 billion to “The Global Fund to Fight AIDS, Tuberculosis and Malaria” and the new agreement to slash the price of the R21 malaria vaccine.</li>
<li><strong>Target 3.4:</strong> Reduce by one-third premature mortality from non-communicable diseases (NCDs). The article discusses weight-loss drugs that address “obesity and diabetes” and reduce the risk of “kidney failure and cardiovascular disease,” which are major NCDs.</li>
<li><strong>Target 3.8:</strong> Achieve universal health coverage, including access to affordable essential medicines and vaccines. This is a recurring theme, highlighted by the “steep prices and limited stock” of weight-loss drugs and the price reduction of the malaria vaccine from “$3.90 to $2.99 per dose” to improve access.</li>
</ul>
</li>
<li>
        <strong>Under SDG 5 (Gender Equality):</strong>
<ul>
<li><strong>Target 5.2:</strong> Eliminate all forms of violence against all women and girls. The article’s final section focuses entirely on this, citing that “840 million women globally who have experienced physical or sexual violence” and detailing the crisis in South Africa where “Nearly 120 women report rape cases each day.”</li>
</ul>
</li>
<li>
        <strong>Under SDG 16 (Peace, Justice and Strong Institutions):</strong>
<ul>
<li><strong>Target 16.1:</strong> Significantly reduce all forms of violence and related death rates everywhere. This is supported by the statistics on femicide in South Africa, where “15 women are killed every day” and cases “rose by nearly 34%” between 2022 and 2024.</li>
</ul>
</li>
<li>
        <strong>Under SDG 17 (Partnerships for the Goals):</strong>
<ul>
<li><strong>Target 17.2:</strong> Developed countries to implement fully their official development assistance commitments. The article discusses the U.S. pledge of “$4.6 billion for the work of the Global Fund,” which is a form of official development assistance.</li>
<li><strong>Target 17.3:</strong> Mobilize additional financial resources for developing countries from multiple sources. The Global Fund replenishment and the Gavi-backed agreement for the malaria vaccine are examples of mobilizing financial resources from public and private sources.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
        <strong>For SDG 3 Targets:</strong>
<ul>
<li><strong>Indicator 3.2.1 (Under-5 mortality rate):</strong> The article provides data that can be used to track this indicator, stating that 76% of the nearly 600,000 malaria deaths in Africa were children under 5. Reducing these deaths through vaccination would directly impact this indicator.</li>
<li><strong>Indicator 3.3.3 (Malaria incidence per 1,000 population):</strong> The introduction of a more affordable malaria vaccine, intended to protect “nearly 7 million more children,” directly aims to reduce malaria incidence.</li>
<li><strong>Indicator 3.4.1 (Mortality rate attributed to cardiovascular disease, cancer, diabetes or chronic respiratory disease):</strong> The article implies this indicator by discussing drugs that reduce the risk of cardiovascular disease and help manage diabetes, noting that “Chronic diseases account for 75% of all deaths globally.”</li>
<li><strong>Indicator 3.b.1 (Proportion of the population with access to affordable medicines and vaccines):</strong> The article provides concrete data points for this indicator. The price of weight-loss drugs ($150 in the Philippines) shows a lack of affordability, while the malaria vaccine price drop (to $2.99) and the potential 80% price slash for generics are measures of progress.</li>
</ul>
</li>
<li>
        <strong>For SDG 5 and 16 Targets:</strong>
<ul>
<li><strong>Indicator 5.2.1 (Proportion of ever-partnered women and girls subjected to physical, sexual or psychological violence):</strong> The article provides a global baseline figure of “840 million women globally who have experienced physical or sexual violence in their lifetime.”</li>
<li><strong>Indicator 5.2.2 (Proportion of women and girls subjected to sexual violence by persons other than an intimate partner):</strong> The statistic that “Nearly 120 women report rape cases each day” in South Africa is a direct measure related to this indicator.</li>
<li><strong>Indicator 16.1.1 (Number of victims of intentional homicide per 100,000 population, by sex):</strong> The article provides raw numbers for this indicator, stating that in South Africa “15 women are killed every day” and that “femicide cases rose by nearly 34%.” These figures can be used to calculate the rate of intentional homicide against women.</li>
</ul>
</li>
<li>
        <strong>For SDG 17 Targets:</strong>
<ul>
<li><strong>Indicator 17.9.1 (Dollar value of financial and technical assistance):</strong> The article provides specific dollar values for this indicator, including the “$150 million grant to Zipline” and the “$4.6 billion” U.S. pledge to the Global Fund.</li>
</ul>
</li>
</ol>
<h3>4. Summary Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators (Mentioned or Implied in the Article)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 3: Good Health and Well-being</strong></td>
<td>
                <strong>3.2:</strong> End preventable deaths of children under 5.
<p>                <strong>3.3:</strong> End epidemics of AIDS, TB, malaria.</p>
<p>                <strong>3.4:</strong> Reduce premature mortality from NCDs.</p>
<p>                <strong>3.8:</strong> Achieve universal health coverage and access to affordable essential medicines.
            </p></td>
<td>
                – 76% of nearly 600,000 malaria deaths in Africa are children under 5.
<p>                – U.S. pledge of $4.6 billion to the Global Fund to fight AIDS, TB, and Malaria.</p>
<p>                – Mention of drugs addressing obesity, diabetes, and reducing risk of cardiovascular disease.</p>
<p>                – Cost of weight-loss drugs ($150/month in the Philippines); price of malaria vaccine slashed to $2.99 per dose.
            </p></td>
</tr>
<tr>
<td><strong>SDG 5: Gender Equality</strong></td>
<td>
                <strong>5.2:</strong> Eliminate all forms of violence against all women and girls.
            </td>
<td>
                – 840 million women globally have experienced physical or sexual violence.<br>
                – In South Africa, 120 women report rape daily.
            </td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>
                <strong>10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality.
            </td>
<td>
                – The cost of a monthly course of weight-loss drugs ($150) is more than half the monthly minimum wage in the Philippines’ capital, highlighting economic inequality in access to health products.
            </td>
</tr>
<tr>
<td><strong>SDG 16: Peace, Justice and Strong Institutions</strong></td>
<td>
                <strong>16.1:</strong> Significantly reduce all forms of violence and related death rates.
            </td>
<td>
                – In South Africa, 15 women are killed every day.<br>
                – Femicide cases rose by nearly 34% between 2022 and 2024.
            </td>
</tr>
<tr>
<td><strong>SDG 17: Partnerships for the Goals</strong></td>
<td>
                <strong>17.2:</strong> Developed countries to implement ODA commitments.
<p>                <strong>17.3:</strong> Mobilize additional financial resources.
            </p></td>
<td>
                – U.S. pledge of $4.6 billion to the Global Fund.
<p>                – $150 million grant from U.S. State Department to Zipline; Gavi financially backing the malaria vaccine deal.
            </p></td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.devex.com/news/devex-checkup-ozempic-generics-promises-galore-pitfalls-aplenty-111386">devex.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>How Kerala eliminated extreme poverty – Brookings</title>
<link>https://sdgtalks.ai/how-kerala-eliminated-extreme-poverty-brookings</link>
<guid>https://sdgtalks.ai/how-kerala-eliminated-extreme-poverty-brookings</guid>
<description><![CDATA[ How Kerala eliminated extreme poverty  Brookings ]]></description>
<enclosure url="https://www.brookings.edu/wp-content/uploads/2025/11/shutterstock_1461564317.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 11:05:15 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>How, Kerala, eliminated, extreme, poverty, –, Brookings</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Kerala’s Progress in Eliminating Extreme Poverty</h2>
<p>In November 2025, the Indian state of Kerala announced the elimination of extreme poverty, a significant achievement for a lower-middle-income economy. This accomplishment, realized through a multi-decade strategy combining economic growth with robust social development, offers a powerful model for achieving the Sustainable Development Goals (SDGs), particularly SDG 1 (No Poverty). The state’s success underscores that targeted interventions, community participation, and a focus on the most vulnerable can eradicate severe destitution, providing valuable lessons for both low- and high-income nations.</p>
<h2>Alignment with Sustainable Development Goals (SDGs)</h2>
<h3>SDG 1: No Poverty & SDG 2: Zero Hunger</h3>
<p>Kerala’s initiative directly addresses the core targets of SDG 1 by aiming to eradicate extreme poverty in all its forms.</p>
<ul>
<li>The state utilized India’s National Multidimensional Poverty Index (MPI), which assesses deprivations across health, education, and living standards, to identify and target the poorest individuals.</li>
<li>The MPI for Kerala was 0.55% (2019-21), the lowest in India, indicating a small but persistent pocket of extreme poverty that the program specifically targeted.</li>
<li>A primary intervention was the provision of essential food and medical care, directly contributing to SDG 2 by ensuring access to nutrition for the most vulnerable.</li>
</ul>
<h3>SDG 3: Good Health and Well-being & SDG 4: Quality Education</h3>
<p>The state’s success is built upon a long-term foundation of investment in public services, aligning with SDG 3 and SDG 4.</p>
<ul>
<li>Decades of focus on public health and education have resulted in a more equitable distribution of social markers.</li>
<li>Kerala has the highest life expectancy in India at 75 years, a key indicator of progress toward SDG 3.</li>
<li>This foundation of an educated and healthy populace was critical for the effective implementation of poverty eradication programs.</li>
</ul>
<h3>SDG 10: Reduced Inequalities</h3>
<p>A core element of the Kerala model is its emphasis on inclusivity and reducing inequality.</p>
<ul>
<li>The state has historically maintained a more egalitarian distribution of consumption, with a Gini coefficient in the 0.30s, lower than many comparator economies. This ensures the bottom 50% of the population has a higher share of resources.</li>
<li>The poverty elimination program was distinguished by its “last mile” approach, proactively seeking out and including individuals who are often invisible to traditional support systems, thereby ensuring that the most vulnerable were not left behind.</li>
</ul>
<h2>Implementation Strategy and Community Engagement</h2>
<h3>The Athidaridrya Nirmarjana Project</h3>
<p>The state instituted a specific project to identify and uplift those living in extreme poverty. The methodology involved a systematic, multi-step process:</p>
<ol>
<li>Conducting ground-level surveys to identify basic needs and include otherwise excluded individuals.</li>
<li>Utilizing multiple tests to refine the definition and measurement of deprivation.</li>
<li>Formalizing the list of beneficiaries through official rights documents like Aadhar and ration cards.</li>
<li>Engaging in extensive field-level validation to ensure accuracy.</li>
</ol>
<h3>Role of Local Institutions and Partnerships (SDG 11, 16, 17)</h3>
<p>The program’s success was heavily reliant on strong local institutions and partnerships, reflecting the principles of SDG 11 (Sustainable Cities and Communities), SDG 16 (Peace, Justice and Strong Institutions), and SDG 17 (Partnerships for the Goals).</p>
<ul>
<li>Local governments were at the forefront of the implementation effort.</li>
<li>Community participation was extensive, supported by community extension workers from networks such as ASHA (Accredited Social Health Activists) and Kudumbashree (a women’s empowerment and poverty eradication program).</li>
<li>This collaborative structure ensured that interventions were well-targeted and responsive to local needs.</li>
</ul>
<h2>Economic Context and Sustainability Challenges</h2>
<h3>Economic Growth and Fiscal Management (SDG 8)</h3>
<p>Kerala’s achievement demonstrates the effective use of resources in the context of modest growth, aligning with the principles of SDG 8 (Decent Work and Economic Growth).</p>
<ul>
<li>The state sustained an average economic growth rate of 6-7% over the last two decades, which, combined with effective social programs, facilitated poverty reduction.</li>
<li>A significant portion of the state’s finances is supported by remittances from its overseas workforce.</li>
<li>To ensure long-term sustainability and resilience, there is a recognized need to improve the domestic investment climate to create more productive, local employment opportunities.</li>
</ul>
<h3>Sustaining Progress and Addressing New Challenges</h3>
<p>The eradication of extreme poverty is not a one-time event but requires continuous effort and adaptation.</p>
<ul>
<li>A large number of people remain “near poor” and are vulnerable to economic or environmental shocks. Active monitoring and rapid-response mechanisms are essential to prevent them from falling back into poverty.</li>
<li>Success in longevity (SDG 3) has created new challenges related to an aging population, requiring safety nets that cover aged care, mental health, and social isolation.</li>
<li>Long-term sustainability requires that beneficiaries are eventually weaned off support programs through integration into the mainstream economy.</li>
</ul>
<h2>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h2>
<p>The article on Kerala’s efforts to eliminate extreme poverty directly addresses and connects to several Sustainable Development Goals (SDGs). The analysis reveals a multi-faceted approach that touches upon core aspects of sustainable development.</p>
<ul>
<li>
<h3>SDG 1: No Poverty</h3>
<p>This is the central theme of the article. The entire text revolves around Kerala’s announcement of having “eliminated extreme poverty.” It discusses the definitions, measurement (using the National Multidimensional Poverty Index), and the specific programs like the ‘Athidaridrya Nirmarjana’ project designed to eradicate destitution.</p>
</li>
<li>
<h3>SDG 2: Zero Hunger</h3>
<p>The article connects poverty with hunger. It explicitly mentions that “The provision of essential food… was the top priority” for the extremely poor identified by the state. This is contrasted with the situation in the U.S., where “42 million Americans—at risk of going hungry without food stamps,” highlighting the importance of food security as a component of poverty alleviation.</p>
</li>
<li>
<h3>SDG 3: Good Health and Well-being</h3>
<p>Health is presented as a key dimension of poverty and well-being. The article notes that the Multidimensional Poverty Index (MPI) considers deprivations in health. Furthermore, it states that providing “medical care was the top priority” and cites Kerala’s high life expectancy of 75 years as a major success. It also touches upon emerging health challenges like aged care and mental health.</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>The article emphasizes that Kerala’s success is partly due to its focus on equitable distribution. It highlights the state’s “more egalitarian distribution” and a relatively low “consumption Gini coefficient in the 0.30s.” The strategy of going the “last mile to ensure that the most vulnerable are not left out” and the “ground-level efforts to include the excluded” are direct actions aimed at reducing inequality.</p>
</li>
</ul>
<h2>2. What specific targets under those SDGs can be identified based on the article’s content?</h2>
<p>Based on the specific actions and outcomes described in the article, several SDG targets can be clearly identified.</p>
<ol>
<li>
<h3>Targets under SDG 1 (No Poverty)</h3>
<ul>
<li><strong>Target 1.1:</strong> Eradicate extreme poverty for all people everywhere. The article’s main claim, that Kerala “had eliminated extreme poverty,” directly aligns with this target.</li>
<li><strong>Target 1.2:</strong> Reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions. The article’s use of India’s National Multidimensional Poverty Index (MPI) to identify the poor (0.55% of the population) and track progress is a direct application of this target.</li>
<li><strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all. The article describes Kerala’s “safety nets with targeted interventions,” the ‘Athidaridrya Nirmarjana’ project, and the provision of food and medical care, which are all examples of social protection systems mentioned in this target.</li>
</ul>
</li>
<li>
<h3>Target under SDG 2 (Zero Hunger)</h3>
<ul>
<li><strong>Target 2.1:</strong> End hunger and ensure access by all people, in particular the poor and the vulnerable, to safe, nutritious and sufficient food all year round. The article states that the “provision of essential food” was a top priority for the identified poor, directly addressing this target’s goal of ensuring food access for the vulnerable.</li>
</ul>
</li>
<li>
<h3>Targets under SDG 3 (Good Health and Well-being)</h3>
<ul>
<li><strong>Target 3.8:</strong> Achieve universal health coverage, including financial risk protection, access to quality essential health-care services. The article’s mention of prioritizing “medical care” for the poorest and the state’s high life expectancy implies a system geared towards universal health access, which is the core of this target.</li>
</ul>
</li>
<li>
<h3>Target under SDG 10 (Reduced Inequalities)</h3>
<ul>
<li><strong>Target 10.2:</strong> Empower and promote the social, economic and political inclusion of all. The article’s description of “ground-level efforts to include the excluded,” reaching the “invisible and voiceless,” and ensuring the “most vulnerable are not left out” directly reflects the spirit and letter of this target.</li>
</ul>
</li>
</ol>
<h2>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h2>
<p>The article provides several specific quantitative and qualitative indicators that can be used to measure progress towards the identified SDG targets.</p>
<ul>
<li>
<h3>Indicators for SDG 1 (No Poverty)</h3>
<ul>
<li><strong>Proportion of population living in multidimensional poverty (Indicator 1.2.2):</strong> The article explicitly states that according to the National Multidimensional Poverty Index (MPI), Kerala’s poverty rate was “0.55% of the population (for 2019-21).” This is a direct, measurable indicator.</li>
<li><strong>Number of beneficiaries in social protection programs:</strong> The article mentions that the state’s program “has included 103,099 of the poorest, so far,” which serves as an indicator for the coverage of social protection systems (related to Target 1.3).</li>
<li><strong>Historical poverty reduction rate:</strong> The article provides a long-term indicator of progress by stating that Kerala “has reduced poverty from 59.8% in the 1970s to practically zero.”</li>
</ul>
</li>
<li>
<h3>Indicators for SDG 3 (Good Health and Well-being)</h3>
<ul>
<li><strong>Life expectancy at birth (related to overall health outcomes under SDG 3):</strong> The article provides a clear indicator of health outcomes by stating, “Kerala has the highest life expectancy in India at 75 years.”</li>
</ul>
</li>
<li>
<h3>Indicators for SDG 10 (Reduced Inequalities)</h3>
<ul>
<li><strong>Gini coefficient (Indicator 10.2.1):</strong> The article directly mentions this indicator of inequality, stating that “Kerala’s consumption Gini coefficient in the 0.30s compares with over 0.4 in comparator economies.”</li>
<li><strong>Consumption share of the bottom population quintiles:</strong> While not providing a precise number, the article implies this indicator by stating, “the bottom 50% of the population has a higher share of consumption in Kerala compared to” other similar economies, which is a measure of equitable distribution.</li>
</ul>
</li>
</ul>
<h2>4. Create a table with three columns titled ‘SDGs, Targets and Indicators” to present the findings from analyzing the article. In this table, list the Sustainable Development Goals (SDGs), their corresponding targets, and the specific indicators identified in the article.</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>
                <strong>1.1:</strong> Eradicate extreme poverty.
<p>                <strong>1.2:</strong> Reduce poverty in all its dimensions according to national definitions.</p>
<p>                <strong>1.3:</strong> Implement nationally appropriate social protection systems.
            </p></td>
<td>
                – Reduction of poverty from 59.8% (1970s) to “practically zero.”<br>
                – National Multidimensional Poverty Index (MPI) rate of 0.55% of the population.<br>
                – 103,099 people included in the ‘Athidaridrya Nirmarjana’ support program.
            </td>
</tr>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td>
                <strong>2.1:</strong> End hunger and ensure access to food for all, especially the poor and vulnerable.
            </td>
<td>
                – Prioritization of “provision of essential food” for the extremely poor. (Qualitative indicator of policy focus).
            </td>
</tr>
<tr>
<td><strong>SDG 3: Good Health and Well-being</strong></td>
<td>
                <strong>3.8:</strong> Achieve universal health coverage.
            </td>
<td>
                – Life expectancy of 75 years.<br>
                – Prioritization of “medical care” for the poorest. (Qualitative indicator).
            </td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>
                <strong>10.2:</strong> Empower and promote the social, economic and political inclusion of all.
            </td>
<td>
                – Consumption Gini coefficient in the 0.30s.<br>
                – Higher share of consumption for the bottom 50% of the population compared to similar economies.
            </td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.brookings.edu/articles/how-kerala-eliminated-extreme-poverty/">brookings.edu</a></strong></p>
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<title>At some food banks, surging demand means a struggle to feed families – CNN</title>
<link>https://sdgtalks.ai/at-some-food-banks-surging-demand-means-a-struggle-to-feed-families-cnn</link>
<guid>https://sdgtalks.ai/at-some-food-banks-surging-demand-means-a-struggle-to-feed-families-cnn</guid>
<description><![CDATA[ At some food banks, surging demand means a struggle to feed families  CNN ]]></description>
<enclosure url="https://media.cnn.com/api/v1/images/stellar/prod/534a6697-3.jpg" length="49398" type="image/jpeg"/>
<pubDate>Thu, 27 Nov 2025 11:05:14 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>some, food, banks, surging, demand, means, struggle, feed, families, –, CNN</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Rising Food Insecurity and its Intersection with Sustainable Development Goals</h2>
<h3>Executive Summary</h3>
<p>Recent data from food assistance organizations across the United States indicates a significant surge in demand, highlighting critical challenges to achieving Sustainable Development Goal 2 (SDG 2: Zero Hunger) and Sustainable Development Goal 1 (SDG 1: No Poverty). Economic pressures, including sustained price increases and inadequate wage growth, are straining household budgets and increasing reliance on food pantries. This report analyzes the contributing factors and community responses through the lens of the SDGs.</p>
<h2>Economic Pressures and a Widening Inequality Gap</h2>
<h3>Challenges to SDG 1 (No Poverty) and SDG 8 (Decent Work and Economic Growth)</h3>
<p>Several economic factors are undermining progress towards poverty eradication and decent work for all. These factors place immense pressure on household budgets, pushing more families toward food insecurity.</p>
<ul>
<li><b>Accumulated Price Increases:</b> While recent inflation rates are relatively low, they build upon years of significantly higher rates, leaving many Americans struggling with the accumulated cost of living. Grocery prices gained 1.4% between January and September, following a multi-decade high of 9.1% annual inflation post-pandemic.</li>
<li><b>Stagnant Wage Growth:</b> Wage growth for many workers has not kept pace with inflation or the economic gains seen at the top of the economy, directly impacting SDG 8’s goal of productive employment and decent work for all.</li>
<li><b>Interruption of Social Safety Nets:</b> The temporary pause in full Supplemental Nutrition Assistance Program (SNAP) benefits following a government shutdown drove many households into further economic precarity.</li>
</ul>
<h3>Impact on SDG 10 (Reduced Inequalities)</h3>
<p>The current economic climate has exacerbated inequalities within the nation, a direct challenge to SDG 10.</p>
<ul>
<li>The number of households receiving SNAP benefits has grown since 2023, indicating an expansion of economic vulnerability among lower-income populations.</li>
<li>This trend contrasts sharply with stock market gains and surging home prices that have benefited wealthier Americans, widening the inequality gap.</li>
</ul>
<h2>Surge in Demand for Food Assistance: A Threat to SDG 2 (Zero Hunger)</h2>
<h3>Case Studies from US Food Pantries</h3>
<p>The increased need for food assistance is not an abstract trend but a reality faced by local organizations nationwide. The following cases illustrate the scale of the challenge to achieving Zero Hunger.</p>
<ol>
<li><b>Urbandale Food Pantry, Polk County, Iowa:</b> Experienced demand described as “unlike anything we’ve seen,” serving over 2,000 families in a single month. The pantry exhausted its initial allotment of Thanksgiving staples due to the high volume of visitors.</li>
<li><b>Los Angeles Regional Food Bank:</b> Despite being unable to fully keep up with demand, the organization increased its total food distribution by 24% compared to the previous year’s Thanksgiving period, demonstrating a substantial rise in need.</li>
<li><b>Share Food Program, Philadelphia:</b> The network of pantries saw a twelve-fold increase in new registrants seeking food support, with its executive director calling the period the “most challenging in the history of our organization.”</li>
</ol>
<h2>Community and Institutional Responses: Activating SDG 17 (Partnerships for the Goals)</h2>
<h3>Collaborative Efforts to Mitigate Crisis</h3>
<p>In response to the crisis, communities are demonstrating the importance of SDG 17 (Partnerships for the Goals) by mobilizing resources to support vulnerable populations.</p>
<ul>
<li><b>Community Donations:</b> Additional funding from community members has been crucial for pantries like Urbandale to continue purchasing and supplying essential food items.</li>
<li><b>Government Support:</b> Emergency funding from state governments has enabled programs like Philadelphia’s Share Food Program to continue operations amidst overwhelming demand.</li>
<li><b>Volunteer Mobilization:</b> Volunteers are providing the essential workforce needed to manage the increased operational load. The LA Regional Food Bank, for example, expanded its distribution sites thanks to robust volunteer support, showcasing a powerful partnership between institutions and individuals to advance SDG 2.</li>
</ul>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<p>The article highlights issues directly related to several Sustainable Development Goals (SDGs). The primary themes of food insecurity, economic hardship, and community response connect to the following goals:</p>
<ul>
<li><strong>SDG 1: No Poverty:</strong> The article discusses the financial struggles of American families, evidenced by their inability to afford food due to “high prices squeez[ing] Americans’ wallets,” stagnant wage growth for many workers, and the reliance on social safety nets like the Supplemental Nutrition Assistance Program (SNAP). This directly relates to ending poverty in all its forms.</li>
<li><strong>SDG 2: Zero Hunger:</strong> This is the most prominent SDG in the article. The entire piece focuses on the “surge of demand” at food pantries, the inability of families to afford Thanksgiving staples, and the increased need for food assistance. The work of organizations like the Urbandale Food Pantry and the Los Angeles Regional Food Bank is a direct response to food insecurity, which is the core of SDG 2.</li>
<li><strong>SDG 17: Partnerships for the Goals:</strong> The article repeatedly emphasizes the importance of collaboration to address the food crisis. It mentions that food pantries rely on “additional funding, including donations from the community,” “emergency funding from the state,” and the critical efforts of “volunteers who power these food banks.” This highlights the multi-stakeholder partnerships between civil society, the public sector, and private citizens needed to achieve the SDGs.</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<p>Based on the specific issues discussed, the following SDG targets can be identified:</p>
<ol>
<li><strong>Target 1.3: Implement nationally appropriate social protection systems and measures for all, including floors, and by 2030 achieve substantial coverage of the poor and the vulnerable.</strong>
<ul>
<li>The article directly references the SNAP benefits program, a key social protection system in the US. The mention of families “recovering from the interruption in SNAP benefits because of the government shutdown” and the fact that the “number of households receiving SNAP benefits has grown since 2023” points directly to the implementation and challenges of this social safety net.</li>
</ul>
</li>
<li><strong>Target 2.1: By 2030, end hunger and ensure access by all people, in particular the poor and people in vulnerable situations, including infants, to safe, nutritious and sufficient food all year round.</strong>
<ul>
<li>This target is central to the article. The “increased need” at food pantries, with one seeing demand “unlike anything we’ve seen,” and the struggle of families to afford groceries due to high food prices, directly address the challenge of ensuring year-round access to sufficient food for vulnerable populations.</li>
</ul>
</li>
<li><strong>Target 17.17: Encourage and promote effective public, public-private and civil society partnerships, building on the experience and resourcing strategies of partnerships.</strong>
<ul>
<li>The article provides clear examples of such partnerships in action. The Urbandale Food Pantry continued its operations thanks to “donations from the community.” The Share Food Program in Philadelphia was sustained by “emergency funding from the state and community donations.” The LA Regional Food Bank expanded its distribution with “support from volunteers.” These examples illustrate the civil society and public partnerships necessary to address complex social challenges.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article contains several quantitative and qualitative indicators that can be used to measure the extent of the problem and the progress towards the identified targets.</p>
<ul>
<li><strong>Indicators for Target 2.1 (End Hunger):</strong>
<ul>
<li><strong>Number of people seeking food assistance:</strong> The article states that “over 2,000 families” visited the Urbandale Food Pantry in a single month.</li>
<li><strong>Rate of increase in demand for food aid:</strong> The Share Food Program in Philadelphia saw a “12-fold increase in new registrants looking for food support.”</li>
<li><strong>Volume of food distribution:</strong> The LA Regional Food Bank increased its “total food distribution up 24% compared to the Thanksgiving period last year.”</li>
<li><strong>Prevalence of food insecurity (implied):</strong> The fact that Google searches for “food banks near me” hit a new high implies a widespread and increasing need for food assistance.</li>
</ul>
</li>
<li><strong>Indicators for Target 1.3 (Social Protection):</strong>
<ul>
<li><strong>Proportion of population covered by social protection floors/systems:</strong> The article mentions that the “number of households receiving SNAP benefits has grown since 2023,” which serves as a direct indicator of the program’s reach and the population’s need.</li>
</ul>
</li>
<li><strong>Indicators for Target 17.17 (Partnerships):</strong>
<ul>
<li><strong>Value of financial and in-kind contributions:</strong> The article mentions “additional funding,” “donations from the community,” and “emergency funding from the state” as crucial resources, which could be quantified.</li>
<li><strong>Level of volunteer engagement:</strong> The article notes that “volunteers who power these food banks are stepping up their efforts” and that there are “more than enough people out volunteering,” indicating a high level of civil society participation.</li>
</ul>
</li>
</ul>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.3:</strong> Implement nationally appropriate social protection systems and measures for all.</td>
<td>
<ul>
<li>Number of households receiving SNAP benefits has grown since 2023.</li>
<li>Impact of interruptions in SNAP benefits on families.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td><strong>2.1:</strong> By 2030, end hunger and ensure access by all people… to safe, nutritious and sufficient food all year round.</td>
<td>
<ul>
<li>Number of families visiting food pantries (over 2,000 in one month).</li>
<li>Rate of increase in new registrants for food support (12-fold increase).</li>
<li>Percentage increase in food distribution (up 24%).</li>
<li>Increase in online searches for “food banks near me.”</li>
<li>Rising food prices (Grocery prices gained 1.4%, consumer prices rose 1.7%).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 17: Partnerships for the Goals</strong></td>
<td><strong>17.17:</strong> Encourage and promote effective public, public-private and civil society partnerships.</td>
<td>
<ul>
<li>Reliance on community donations and additional funding.</li>
<li>Provision of emergency funding from the state.</li>
<li>Significant contribution of volunteers stepping up efforts.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.cnn.com/2025/11/27/business/thanksgiving-food-banks-strained">cnn.com</a></strong></p>
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<title>Brazil’s Lula sanctions an increase in tax exemptions for low&#45;income people – ABC News</title>
<link>https://sdgtalks.ai/brazils-lula-sanctions-an-increase-in-tax-exemptions-for-low-income-people-abc-news</link>
<guid>https://sdgtalks.ai/brazils-lula-sanctions-an-increase-in-tax-exemptions-for-low-income-people-abc-news</guid>
<description><![CDATA[ Brazil’s Lula sanctions an increase in tax exemptions for low-income people  ABC News ]]></description>
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<pubDate>Wed, 26 Nov 2025 19:00:09 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Brazil’s, Lula, sanctions, increase, tax, exemptions, for, low-income, people, –, ABC, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Brazil’s New Income Tax Legislation and its Alignment with Sustainable Development Goals</h2>
<h3>1.0 Policy Overview</h3>
<p>The government of Brazil has enacted a significant tax reform bill, sanctioned by President Luiz Inácio Lula da Silva, which fundamentally alters the nation’s income tax structure. The legislation, which passed unanimously through both the House and Senate, fulfills a key 2022 election campaign promise and is set to take effect next year. The core objective of the reform is to provide financial relief to low and middle-income citizens, directly supporting national efforts to achieve key Sustainable Development Goals (SDGs).</p>
<h3>2.0 Key Provisions and Beneficiary Impact</h3>
<p>The new law introduces substantial changes aimed at easing the tax burden on a large portion of the population.</p>
<ul>
<li><b>Increased Exemption Threshold:</b> The income level for tax exemption has been more than doubled, exempting individuals earning up to 5,000 reais ($940) per month.</li>
<li><b>Tax Discounts:</b> Progressive tax discounts are established for incomes up to 7,350 reais ($1,400) per month.</li>
<li><b>Population Impact:</b> An estimated 15 million Brazilians will benefit from this measure.
<ul>
<li>Approximately 10 million citizens will be fully exempt from income tax payments.</li>
<li>An additional 5 million will benefit from a tax reduction.</li>
</ul>
</li>
</ul>
<h3>3.0 Fiscal Measures and Progressive Taxation</h3>
<p>To offset the reduction in state revenue and further advance the goal of reducing inequality, the legislation introduces a minimum effective tax rate for high-income individuals.</p>
<ol>
<li><b>Target Demographics:</b> The new tax targets approximately 140,000 of the country’s wealthiest individuals, who currently pay a low average effective tax rate of 2.5%.</li>
<li><b>Income Tiers:</b> The tax applies to individuals earning over 600,000 reais (approx. $113,000) annually, with the rate increasing to 10% for those with annual incomes exceeding 1,200,000 reais (approx. $226,000).</li>
</ol>
<h3>4.0 Contribution to Sustainable Development Goals (SDGs)</h3>
<p>This tax reform is a significant policy action that aligns directly with the United Nations’ 2030 Agenda for Sustainable Development, with a pronounced impact on the following goals:</p>
<ul>
<li><b>SDG 1: No Poverty:</b> By increasing the disposable income of millions of citizens, the law directly contributes to poverty alleviation. This is particularly impactful in a context where, according to Brazil’s national statistics agency, 90% of the population had a per capita household income below 4,040 reais in 2024.</li>
<li><b>SDG 10: Reduced Inequalities:</b> The policy is explicitly designed to reduce economic disparity. By simultaneously exempting lower earners and introducing a minimum tax for the highest earners, the reform creates a more progressive and equitable tax system, directly addressing the core objective of SDG 10.</li>
<li><b>SDG 8: Decent Work and Economic Growth:</b> Increasing the purchasing power of a substantial portion of the workforce is anticipated to stimulate domestic demand and consumption, fostering inclusive and sustainable economic growth.</li>
</ul>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<p>The article discusses a new tax law in Brazil that exempts lower-income individuals from income tax while increasing taxes on the wealthy. This policy directly addresses the following Sustainable Development Goals (SDGs):</p>
<ul>
<li><strong>SDG 1: No Poverty</strong> – By increasing the disposable income of millions of lower-income Brazilians, the tax exemption policy serves as a measure to alleviate financial hardship and prevent individuals from falling into poverty. The article notes that “10 million will no longer pay income tax,” directly impacting their financial stability.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The core of the policy is to reduce income inequality. It achieves this by providing tax relief to those earning up to 5,000 reais a month and, conversely, introducing a “minimum effective tax rate for high-income individuals” who earn over 600,000 reais a year. This fiscal redistribution is a direct attempt to narrow the gap between the rich and the poor.</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<p>Based on the article’s focus on fiscal policy and social protection, the following specific targets can be identified:</p>
<ul>
<li><strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all, including floors, and by 2030 achieve substantial coverage of the poor and the vulnerable. The new tax exemption law is a form of social protection measure implemented at a national level. The article states that “Some 15 million Brazilians will benefit from the new law,” demonstrating a move towards substantial coverage.</li>
<li><strong>Target 10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality. The article is entirely about the adoption of a new fiscal policy. The Brazilian government has sanctioned a bill that changes the income tax structure to benefit lower earners and increase the tax burden on the “140,000 wealthy individuals,” which is a clear implementation of a fiscal policy aimed at achieving greater equality.</li>
</ul>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article contains specific data points that can serve as indicators to measure progress:</p>
<ul>
<li>For <strong>Target 1.3</strong>, a direct indicator is the number of people covered by this social protection measure. The article explicitly states: “Some 15 million Brazilians will benefit from the new law,” with “10 million” no longer paying income tax and “5 million” benefiting from a reduction. This number serves as a baseline to measure the reach of the policy (related to Indicator 1.3.1: Proportion of population covered by social protection floors/systems).</li>
<li>For <strong>Target 10.4</strong>, the article provides clear metrics of the fiscal policy itself. These include the new income tax exemption threshold of “5,000 reais ($940) a month” and the new minimum effective tax rates for those earning over “600,000 reais (approximately $113,000) a year.” These figures are direct indicators of the fiscal policy adjustments made to achieve greater equality (related to Indicator 10.4.1, which concerns fiscal and social protection policies).</li>
</ul>
<h2>SDGs, Targets, and Indicators Table</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.3:</strong> Implement nationally appropriate social protection systems and measures for all.</td>
<td>The number of beneficiaries of the tax exemption policy: “Some 15 million Brazilians will benefit from the new law.”</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality.</td>
<td>The specific fiscal policy measures implemented:
<ul>
<li>Income tax exemption for individuals earning up to 5,000 reais ($940) a month.</li>
<li>Introduction of a minimum effective tax rate for individuals earning over 600,000 reais a year.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://abcnews.go.com/International/wireStory/brazils-lula-sanctions-increase-tax-exemptions-low-income-127903515">abcnews.go.com</a></strong></p>
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<title>Financial Learning and Resiliency through Empowerment (FLARE) – WhatcomTalk</title>
<link>https://sdgtalks.ai/financial-learning-and-resiliency-through-empowerment-flare-whatcomtalk</link>
<guid>https://sdgtalks.ai/financial-learning-and-resiliency-through-empowerment-flare-whatcomtalk</guid>
<description><![CDATA[ Financial Learning and Resiliency through Empowerment (FLARE)  WhatcomTalk ]]></description>
<enclosure url="https://cdn.printfriendly.com/buttons/print-button.png" length="49398" type="image/jpeg"/>
<pubDate>Wed, 26 Nov 2025 13:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Financial, Learning, and, Resiliency, through, Empowerment, FLARE, –, WhatcomTalk</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Financial Learning and Resiliency through Empowerment (FLARE) Program</h2>
<h3>Program Overview</h3>
<p>The Financial Learning and Resiliency through Empowerment (FLARE) program is an educational initiative consisting of eight sequential classes. The program is designed to improve participants’ financial literacy and resilience by increasing awareness of the behaviors and beliefs that influence financial management.</p>
<h3>Alignment with Sustainable Development Goals (SDGs)</h3>
<p>The FLARE program directly contributes to the achievement of several United Nations Sustainable Development Goals (SDGs) by empowering individuals with critical financial knowledge.</p>
<ul>
<li><b>SDG 1 (No Poverty) & SDG 10 (Reduced Inequalities):</b> By providing accessible financial education at no cost, the program equips individuals with the skills needed for effective budgeting, saving, and asset management. This empowerment is a direct mechanism for poverty reduction and helps to lessen economic inequalities within the community.</li>
<li><b>SDG 4 (Quality Education):</b> FLARE offers inclusive and equitable quality education, promoting lifelong learning opportunities in the crucial area of financial literacy for all adults.</li>
<li><b>SDG 5 (Gender Equality):</b> Financial independence is a cornerstone of gender equality. This program provides essential tools that empower all individuals, particularly women and vulnerable populations, to achieve greater economic autonomy.</li>
<li><b>SDG 8 (Decent Work and Economic Growth):</b> A populace with strong financial literacy is fundamental to stable and sustainable economic growth. Understanding concepts like credit and banking fosters entrepreneurship and supports broader economic participation.</li>
</ul>
<h3>Course Curriculum</h3>
<p>The curriculum is structured to cover key aspects of personal finance. The topics addressed include:</p>
<ol>
<li>Goal Setting</li>
<li>Budgeting</li>
<li>Credit</li>
<li>Banking</li>
<li>Identity Theft</li>
<li>Fraud</li>
</ol>
<h3>Logistical Details</h3>
<ul>
<li><b>Format:</b> The classes are conducted virtually via Zoom.</li>
<li><b>Schedule:</b> Sessions are held on Wednesday evenings from 5:30 PM to 7:30 PM.</li>
<li><b>Start Date:</b> The program commences on October 15.</li>
<li><b>Attendance:</b> Full participation in all eight classes is strongly recommended to achieve the intended learning outcomes.</li>
<li><b>Accessibility:</b> The program is open to all members of the public.</li>
<li><b>Registration:</b> Prospective participants must register at the following link to receive an invitation: https://www.oppco.org/flare-registration/</li>
</ul>
<h2>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h2>
<ul>
<li>
<h3>SDG 1: No Poverty</h3>
<p>The article describes a program aimed at building “Financial Learning and Resiliency through Empowerment.” Financial resiliency is a critical component in preventing and alleviating poverty. By teaching core skills like “goal setting” and “budgeting,” the program equips individuals with the tools to manage their financial resources effectively, build assets, and avoid falling into poverty.</p>
</li>
<li>
<h3>SDG 4: Quality Education</h3>
<p>The FLARE program is fundamentally an educational initiative. It provides a “FREE series of eight consecutive classes” focused on financial literacy. This directly contributes to lifelong learning by offering adults accessible education on practical life skills that are essential for personal and economic well-being, going beyond traditional academic subjects.</p>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>Understanding personal finance, including “credit” and “banking,” is crucial for stable economic participation. Financial literacy empowers individuals to make informed decisions, manage debt, and save for the future, which are foundational for securing decent work and fostering personal economic growth. These skills can also be a stepping stone towards entrepreneurship.</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>Financial illiteracy can be a significant barrier that perpetuates inequality. By offering a free program where “Everyone’s welcome,” the initiative promotes economic inclusion. It provides access to crucial knowledge for all, regardless of their economic status, empowering them to improve their financial situation and reducing disparities in financial capability.</p>
</li>
</ul>
<h2>2. What specific targets under those SDGs can be identified based on the article’s content?</h2>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li><strong>Target 1.4:</strong> By 2030, ensure that all men and women, in particular the poor and the vulnerable, have equal rights to economic resources, as well as access to basic services… and financial services.</li>
<li><strong>Explanation:</strong> The program’s focus on “banking” and “credit” directly addresses the need for individuals to understand and access financial services, which is a key component of this target.</li>
</ul>
</li>
<li>
<h3>SDG 4: Quality Education</h3>
<ul>
<li><strong>Target 4.4:</strong> By 2030, substantially increase the number of youth and adults who have relevant skills, including technical and vocational skills, for employment, decent jobs and entrepreneurship.</li>
<li><strong>Explanation:</strong> The financial management skills taught in the FLARE program, such as “budgeting” and understanding “credit,” are relevant life skills that enhance an individual’s capacity for stable employment and personal financial management.</li>
</ul>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li><strong>Target 8.10:</strong> Strengthen the capacity of domestic financial institutions to encourage and expand access to banking, insurance and financial services for all.</li>
<li><strong>Explanation:</strong> While the program does not directly strengthen institutions, it works on the demand side. By educating people about “banking,” it encourages and prepares them to access and utilize these financial services, thereby supporting the overall goal of expanded access.</li>
</ul>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li><strong>Target 10.2:</strong> By 2030, empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status.</li>
<li><strong>Explanation:</strong> The program’s title, “Financial Learning and Resiliency through Empowerment (FLARE),” and its open invitation to “Everyone” directly align with the goal of empowering individuals for greater economic inclusion.</li>
</ul>
</li>
</ol>
<h2>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h2>
<p>The article, being a promotional announcement, does not contain explicit data. However, it implies several indicators that could be used to measure the program’s impact:</p>
<ol>
<li>
<h3>Indicator: Program Participation and Completion</h3>
<p>The article mentions a “series of eight consecutive classes” and “STRONGLY ENCOURAGED” attendance. This implies that a key metric for success is the <em>number of individuals who register for and complete the full educational series</em>. This would measure progress towards Target 4.4 by quantifying the number of adults receiving skills training.</p>
</li>
<li>
<h3>Indicator: Knowledge Acquisition on Financial Topics</h3>
<p>The program is “designed to increase awareness of behaviors and beliefs surrounding money.” This implies an indicator related to learning outcomes. Progress could be measured by the <em>percentage increase in financial literacy scores</em> among participants, assessed before and after the course on the specific topics mentioned: “goal setting, budgeting, credit, banking, identity theft and fraud.”</p>
</li>
<li>
<h3>Indicator: Access to and Use of Financial Services</h3>
<p>By teaching about “banking” and “credit,” the program aims to enable participants to engage with the formal financial system. An implied indicator would be the <em>proportion of participants who open a bank account, apply for credit, or create a formal budget for the first time</em> after completing the course, which would measure progress towards Targets 1.4 and 8.10.</p>
</li>
</ol>
<h2>4. Create a table with three columns titled ‘SDGs, Targets and Indicators” to present the findings from analyzing the article.</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators (Implied from the Article)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1:</strong> No Poverty</td>
<td><strong>Target 1.4:</strong> Ensure equal rights to economic resources and access to financial services.</td>
<td>Proportion of participants who report increased confidence in managing money and using financial services like banking and credit.</td>
</tr>
<tr>
<td><strong>SDG 4:</strong> Quality Education</td>
<td><strong>Target 4.4:</strong> Increase the number of adults with relevant skills for employment and entrepreneurship.</td>
<td>Number of participants who complete the 8-class series; Measured improvement in knowledge on topics like budgeting, credit, and fraud.</td>
</tr>
<tr>
<td><strong>SDG 8:</strong> Decent Work and Economic Growth</td>
<td><strong>Target 8.10:</strong> Encourage and expand access to banking and financial services for all.</td>
<td>Number of participants who take action to engage with formal financial institutions (e.g., opening an account) after the course.</td>
</tr>
<tr>
<td><strong>SDG 10:</strong> Reduced Inequalities</td>
<td><strong>Target 10.2:</strong> Empower and promote the social and economic inclusion of all.</td>
<td>Number of individuals participating in the free empowerment program, reflecting its accessibility to “Everyone.”</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.whatcomtalk.com/bellingham-event/financial-learning-and-resiliency-through-empowerment-flare/2025-11-26/">whatcomtalk.com</a></strong></p>
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<title>Polk County launches free financial consulting program – weareiowa.com</title>
<link>https://sdgtalks.ai/polk-county-launches-free-financial-consulting-program-weareiowacom</link>
<guid>https://sdgtalks.ai/polk-county-launches-free-financial-consulting-program-weareiowacom</guid>
<description><![CDATA[ Polk County launches free financial consulting program  weareiowa.com ]]></description>
<enclosure url="https://media.tegna-media.com/assets/KFMB/images/d3063e74-0f43-452e-a998-5ce4086bcb10/20241126T003628/d3063e74-0f43-452e-a998-5ce4086bcb10_1140x641.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 13:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Polk, County, launches, free, financial, consulting, program, –, weareiowa.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Polk County Financial Empowerment Initiative: A Report on Alignment with Sustainable Development Goals</h2>
<h3>Program Overview</h3>
<p>Polk County has established a partnership with the non-profit organization Cities for Financial Empowerment Fund. The objective of this collaboration is to provide residents with professional, one-on-one financial counseling and support services. This initiative is designed to enhance the financial stability of individuals and families throughout the county.</p>
<h3>Key Program Objectives</h3>
<ul>
<li>To provide residents with strategies for debt reduction.</li>
<li>To assist residents in building personal savings.</li>
<li>To offer comprehensive support for improving overall financial health.</li>
</ul>
<h3>Contribution to Sustainable Development Goals (SDGs)</h3>
<p>The Polk County financial empowerment program makes direct and significant contributions to several key United Nations Sustainable Development Goals (SDGs) by addressing economic vulnerability at the local level.</p>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<p>By offering tools and guidance to manage debt and build assets, the initiative directly tackles economic instability, a primary driver of poverty. Empowering residents to achieve financial control is a critical step toward eradicating poverty in all its forms.</p>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>Financial stability is foundational to sustained, inclusive, and sustainable economic growth. This program supports a more resilient local workforce and contributes to the overall economic health of the community by improving the financial capacity of its citizens.</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>The program promotes economic inclusion by providing accessible financial resources and counseling to all residents. This helps to reduce financial disparities within the county and ensures that individuals have an equal opportunity to improve their economic standing.</p>
</li>
</ol>
<h3>Source Information</h3>
<ul>
<li>Source Publication: weareiowa.com</li>
<li>Date Published: November 24, 2025</li>
<li>Date Updated: November 24, 2025</li>
</ul>
<h2>Analysis of Sustainable Development Goals (SDGs) in the Article</h2>
<h3>1. Relevant Sustainable Development Goals (SDGs)</h3>
<ol>
<li>
        <strong>SDG 1: No Poverty</strong>
<ul>
<li>The article discusses a program aimed at helping residents reduce debt and build savings. These are fundamental strategies for poverty reduction and prevention. Financial instability, high debt, and lack of savings are key characteristics of poverty and economic vulnerability. By addressing these issues, the initiative directly contributes to ending poverty in all its forms.</li>
</ul>
</li>
<li>
        <strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>Financial empowerment programs, like the one mentioned, often target low-income and vulnerable populations who are disproportionately affected by debt and lack of access to financial services. By providing these residents with tools to improve their financial health, the program aims to promote economic inclusion and reduce financial inequalities within Polk County.</li>
</ul>
</li>
<li>
        <strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The article explicitly states that “Polk County is partnering with the nonprofit Cities for Financial Empowerment Fund.” This collaboration between a local government and a civil society organization (nonprofit) is a direct example of a multi-stakeholder partnership working towards a common goal, which is the core principle of SDG 17.</li>
</ul>
</li>
</ol>
<h3>2. Specific SDG Targets</h3>
<ol>
<li>
        <strong>Target 1.4:</strong> By 2030, ensure that all men and women, in particular the poor and the vulnerable, have equal rights to economic resources, as well as access to… financial services.
<ul>
<li>The program’s goal of providing residents with “help reducing debt, building savings and more” is a direct effort to improve access to financial services and counseling, thereby empowering the poor and vulnerable with control over their economic resources.</li>
</ul>
</li>
<li>
        <strong>Target 10.2:</strong> By 2030, empower and promote the social, economic and political inclusion of all…
<ul>
<li>The initiative promotes the economic inclusion of residents by equipping them with the means to achieve financial stability. Reducing debt and building savings are critical steps for individuals to participate more fully and securely in the local economy.</li>
</ul>
</li>
<li>
        <strong>Target 17.17:</strong> Encourage and promote effective public, public-private and civil society partnerships…
<ul>
<li>The partnership between Polk County (a public entity) and the Cities for Financial Empowerment Fund (a civil society organization) is a clear manifestation of this target. It demonstrates a collaborative approach to addressing local development challenges.</li>
</ul>
</li>
</ol>
<h3>3. Mentioned or Implied Indicators</h3>
<ol>
<li>
        <strong>Implied Indicator: Proportion of population with reduced personal debt.</strong>
<ul>
<li>The article states a key goal is “reducing debt.” Progress towards this goal would be measured by tracking the change in debt levels among the residents who participate in the program.</li>
</ul>
</li>
<li>
        <strong>Implied Indicator: Proportion of population with personal savings.</strong>
<ul>
<li>The stated aim of “building savings” implies that a key metric for success would be the number of residents who start or increase their savings as a result of the program’s assistance.</li>
</ul>
</li>
<li>
        <strong>Indicator: Existence of a public-nonprofit partnership.</strong>
<ul>
<li>The article’s central point is the formation of this partnership. The existence and operational status of this collaboration serve as a direct indicator for progress on partnership-related goals (SDG 17).</li>
</ul>
</li>
</ol>
<h2>Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1:</strong> No Poverty</td>
<td><strong>1.4:</strong> Ensure equal rights to economic resources and access to financial services for the poor and vulnerable.</td>
<td>Implied: Change in average household debt and savings for program participants.</td>
</tr>
<tr>
<td><strong>SDG 10:</strong> Reduced Inequalities</td>
<td><strong>10.2:</strong> Empower and promote the social and economic inclusion of all.</td>
<td>Implied: Number of residents from vulnerable groups accessing financial empowerment services.</td>
</tr>
<tr>
<td><strong>SDG 17:</strong> Partnerships for the Goals</td>
<td><strong>17.17:</strong> Encourage and promote effective public, public-private and civil society partnerships.</td>
<td>Mentioned: The establishment of a partnership between Polk County and the Cities for Financial Empowerment Fund.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.weareiowa.com/video/news/local/polk-county-launches-free-financial-consulting-program/524-057ead43-d84c-4315-869f-eaac2c089ed6">weareiowa.com</a></strong></p>
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<title>From Wealth to Inclusion: Pathways for Poverty Reduction and Middle&#45;Class Expansion in Equatorial Guinea – World Bank Group</title>
<link>https://sdgtalks.ai/from-wealth-to-inclusion-pathways-for-poverty-reduction-and-middle-class-expansion-in-equatorial-guinea-world-bank-group</link>
<guid>https://sdgtalks.ai/from-wealth-to-inclusion-pathways-for-poverty-reduction-and-middle-class-expansion-in-equatorial-guinea-world-bank-group</guid>
<description><![CDATA[ From Wealth to Inclusion: Pathways for Poverty Reduction and Middle-Class Expansion in Equatorial Guinea  World Bank Group ]]></description>
<enclosure url="https://www.worldbank.org/content/dam/photos/780x439/2025/nov-4/poverty-assessment-report-2025-eqg-780w.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 25 Nov 2025 07:00:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>From, Wealth, Inclusion:, Pathways, for, Poverty, Reduction, and, Middle-Class, Expansion, Equatorial, Guinea, –, World, Bank, Group</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Equatorial Guinea’s Development Crossroads: A Report on Poverty, Equity, and the Sustainable Development Goals</h2>
<h3>Executive Summary</h3>
<p>A World Bank Group assessment, “The Equatorial Guinea Poverty and Equity Assessment,” reveals a critical divergence between Equatorial Guinea’s upper-middle-income status and the well-being of its populace. Despite significant oil wealth, the nation faces substantial challenges in achieving key Sustainable Development Goals (SDGs), particularly <strong>SDG 1 (No Poverty)</strong>, with nearly half the population living below the national poverty line. As oil revenues decline, the country must implement critical reforms to prevent a rise in poverty and translate its natural wealth into sustainable human development.</p>
<h3>Key Challenges to SDG Achievement</h3>
<p>The report identifies three primary structural impediments that limit progress towards the SDGs and constrain the income-generating capacity of the poor.</p>
<ul>
<li><strong>Human Capital Deficit:</strong> Low public investment in social sectors, approximately 2% of GDP, severely hampers progress on <strong>SDG 3 (Good Health and Well-being)</strong> and <strong>SDG 4 (Quality Education)</strong>. This underinvestment results in a significant loss of potential, with children born today expected to achieve only half of their productive capacity.</li>
<li><strong>Labor Market and Economic Growth Failures:</strong> The current labor market structure is a major barrier to <strong>SDG 8 (Decent Work and Economic Growth)</strong>. Fewer than one in five workers holds a formal job, and job creation in non-oil sectors is insufficient to absorb new entrants, undermining efforts to reduce poverty and inequality.</li>
<li><strong>Inadequate Social Protection and Resilience:</strong> A weak social protection system fails to shield households from economic and climate-related shocks. This lack of a safety net increases vulnerability and directly threatens progress on <strong>SDG 1 (No Poverty)</strong> and <strong>SDG 10 (Reduced Inequalities)</strong>.</li>
</ul>
<h3>Policy Recommendations for an SDG-Aligned Future</h3>
<p>To reverse the trend of rising poverty and align with the 2030 Agenda, the report proposes a coordinated policy package focused on three core areas.</p>
<ol>
<li><strong>Invest in Human Capital:</strong> Prioritize investments that directly support <strong>SDG 3</strong> and <strong>SDG 4</strong>. This includes enhancing early childhood nutrition, ensuring access to quality public education and affordable health services, and implementing social assistance programs designed to break the intergenerational cycle of poverty, a cornerstone of achieving <strong>SDG 1</strong>.</li>
<li><strong>Enable Inclusive and Sustainable Economic Growth:</strong> Foster a vibrant private sector to advance <strong>SDG 8</strong>. Key actions include improving the business environment, expanding access to finance for entrepreneurs, and easing regulatory and tax burdens that currently constrain firm growth and job creation.</li>
<li><strong>Strengthen Household Resilience:</strong> Develop adaptive social protection systems and implement fiscal policies that protect vulnerable households during economic downturns. This is crucial for building resilience and ensuring sustained progress towards <strong>SDG 1</strong> and <strong>SDG 10</strong>.</li>
</ol>
<h3>Strategic Sequencing and Conclusion</h3>
<p>The report emphasizes that for reforms to be effective, strategic sequencing is essential. Priority should be given to job creation to utilize the country’s existing human capital, as even the most educated workers currently face significant employment challenges. This focus on <strong>SDG 8</strong> is a prerequisite for realizing the full returns on investments in <strong>SDG 4</strong>.</p>
<p>Ultimately, with coordinated action that prioritizes human development, supports entrepreneurship, and strengthens resilience, Equatorial Guinea can transform its natural resource wealth into lasting, inclusive prosperity and achieve the Sustainable Development Goals for all its citizens.</p>
<h2>SDGs Addressed in the Article</h2>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>The article’s central theme is the high poverty rate in Equatorial Guinea, stating that “nearly half of the population still lives in poverty according to the national poverty line.” It directly addresses the goal of eradicating poverty in all its forms.</li>
</ul>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li>The report points to “relatively low public spending on health” as a key issue limiting human capital. It calls for “affordable health services” and better nutrition, connecting directly to the goal of ensuring healthy lives and promoting well-being.</li>
</ul>
<h3>SDG 4: Quality Education</h3>
<ul>
<li>The article highlights that low public spending on education limits human capital accumulation. It recommends investing in “quality public education,” especially in “early childhood,” to break the cycle of poverty, which aligns with the goal of inclusive and equitable quality education.</li>
</ul>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>The text extensively discusses labor market issues, noting that “fewer than one in five workers has a formal job” and that “job creation in non-oil sectors remains insufficient.” The call to enable “private-sector growth” and improve the business environment to create jobs is a core component of this SDG.</li>
</ul>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li>The article emphasizes the paradox of a wealthy nation with high poverty, pointing to a need for a more equitable distribution of resources. It calls for “equity-enhancing reforms” and “targeted support to households” to create a “more inclusive and resilient future,” directly addressing the goal of reducing inequality.</li>
</ul>
<h2>Specific SDG Targets Identified</h2>
<h3>SDG 1: No Poverty</h3>
<ul>
<li><strong>Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions. The article’s finding that “nearly half of the population still lives in poverty according to the national poverty line” makes this target central.</li>
<li><strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all. The article identifies an “inadequate social protection system” as a key problem and recommends strengthening “household resilience through adaptive social protection systems.”</li>
</ul>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li><strong>Target 3.8:</strong> Achieve universal health coverage, including financial risk protection, access to quality essential health-care services. The recommendation to invest in “affordable health services” directly supports the aim of this target.</li>
</ul>
<h3>SDG 4: Quality Education</h3>
<ul>
<li><strong>Target 4.2:</strong> By 2030, ensure that all girls and boys have access to quality early childhood development, care and pre-primary education. The report specifically calls for “investing in human capital, especially in early childhood, through better nutrition, quality public education.”</li>
</ul>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li><strong>Target 8.3:</strong> Promote development-oriented policies that support productive activities, decent job creation, entrepreneurship, creativity and innovation. The call to enable “private-sector growth by improving the business environment, expanding access to finance, and easing regulatory and tax burdens” aligns perfectly with this target.</li>
<li><strong>Target 8.5:</strong> By 2030, achieve full and productive employment and decent work for all women and men. The article’s concern that “fewer than one in five workers has a formal job” and that “job creation… remains insufficient” highlights the relevance of this target.</li>
</ul>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li><strong>Target 10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality. The recommendation for “fiscal policies that protect vulnerable households during economic downturns” is a direct reference to this target.</li>
</ul>
<h2>Indicators Mentioned or Implied</h2>
<h3>Indicator for Target 1.2</h3>
<ul>
<li><strong>Proportion of population living below the national poverty line:</strong> The article explicitly states that “nearly half of the population still lives in poverty according to the national poverty line,” making this a direct indicator used in the report.</li>
</ul>
<h3>Indicator for Targets 1.3, 3.8, and 4.2</h3>
<ul>
<li><strong>Proportion of government spending on essential services (education, health, and social protection):</strong> The article provides a specific figure, stating that “public spending on health, education, and social protection—around 2% of GDP—limits the accumulation of human capital.” This serves as a key indicator of government commitment.</li>
</ul>
<h3>Indicator for Target 4.2</h3>
<ul>
<li><strong>Human Capital Index:</strong> The statement that “children born today expected to reach only half of their productive potential” is a direct reference to the concept and findings of the Human Capital Index, which measures the human capital that a child born today can expect to attain by age 18, given the risks of poor health and education in the country where they live.</li>
</ul>
<h3>Indicator for Target 8.5</h3>
<ul>
<li><strong>Proportion of informal employment in total employment:</strong> The article implies this indicator by stating that “fewer than one in five workers has a formal job,” which means that over 80% of workers are in informal employment. This is a direct measure of the lack of decent work.</li>
</ul>
<h2>Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>1.2: Reduce poverty according to national definitions.<br>1.3: Implement social protection systems.</td>
<td>Proportion of population living below the national poverty line (“nearly half of the population”).</td>
</tr>
<tr>
<td><strong>SDG 3: Good Health and Well-being</strong></td>
<td>3.8: Achieve universal health coverage.</td>
<td>Proportion of government spending on health (part of the “around 2% of GDP” figure).</td>
</tr>
<tr>
<td><strong>SDG 4: Quality Education</strong></td>
<td>4.2: Ensure access to quality early childhood development and education.</td>
<td>Human Capital Index (implied by “children… expected to reach only half of their productive potential”).</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td>8.3: Promote policies for decent job creation and entrepreneurship.<br>8.5: Achieve full and productive employment.</td>
<td>Proportion of informal employment (implied by “fewer than one in five workers has a formal job”).</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>10.4: Adopt fiscal and social protection policies to achieve equality.</td>
<td>Proportion of government spending on social protection (part of the “around 2% of GDP” figure).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.worldbank.org/en/news/press-release/2025/11/24/from-wealth-to-inclusion-pathways-for-poverty-reduction-and-middle-class-expansion-in-equatorial-guinea">worldbank.org</a></strong></p>
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<title>Here are the SASSA grant payment dates for December 2025 – TechCabal</title>
<link>https://sdgtalks.ai/here-are-the-sassa-grant-payment-dates-for-december-2025-techcabal</link>
<guid>https://sdgtalks.ai/here-are-the-sassa-grant-payment-dates-for-december-2025-techcabal</guid>
<description><![CDATA[ Here are the SASSA grant payment dates for December 2025  TechCabal ]]></description>
<enclosure url="https://c76c7bbc41.mjedge.net/wp-content/uploads/tc/2025/11/TC-Featured-Image-design-22-1.png" length="49398" type="image/jpeg"/>
<pubDate>Mon, 24 Nov 2025 11:17:38 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Here, are, the, SASSA, grant, payment, dates, for, December, 2025, –, TechCabal</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on SASSA Grant Disbursements and System Enhancements in Alignment with Sustainable Development Goals</h2>
<h3>Introduction: Advancing Social Protection and Institutional Integrity</h3>
<p>The South African Social Security Agency (SASSA) has announced its grant payment schedule for December 2025, strategically advancing disbursement dates to support households during a period of increased expenditure. This initiative directly supports the achievement of <strong>Sustainable Development Goal 1 (No Poverty)</strong> and <strong>SDG 2 (Zero Hunger)</strong> by ensuring beneficiaries have timely access to essential funds. Concurrently, SASSA is reinforcing its operational framework through technological advancements aimed at fraud prevention. This commitment to robust governance aligns with <strong>SDG 16 (Peace, Justice and Strong Institutions)</strong>, ensuring that social protection funds are distributed accurately and efficiently to intended recipients, thereby strengthening public trust and institutional effectiveness.</p>
<h2>Extension of Social Relief of Distress (SRD) Grant: A Commitment to Reducing Inequality</h2>
<h3>Strengthening the Social Safety Net (SDG 1 & SDG 10)</h3>
<p>In a significant policy development announced during the Medium-Term Budget Policy Statement, the Social Relief of Distress (SRD) grant has been extended for an additional 14 months, continuing through March 2027. This extension reaffirms the government’s commitment to <strong>SDG 1 (No Poverty)</strong> and <strong>SDG 10 (Reduced Inequalities)</strong> by providing a critical income safety net for the most vulnerable. The extension also serves as a transitional measure while a more permanent basic income support framework is developed, reflecting a long-term strategy for poverty eradication.</p>
<h3>Enhancing Eligibility Verification for Institutional Accountability (SDG 16)</h3>
<p>To uphold the principles of <strong>SDG 16 (Peace, Justice and Strong Institutions)</strong>, the government is implementing stricter eligibility verification processes for the SRD grant. To ensure resources are allocated exclusively to qualified individuals, applications will undergo rigorous cross-verification against national databases, including tax records from the South African Revenue Service (SARS), Unemployment Insurance Fund (UIF) data, and the national population register. Furthermore, SASSA has proactively addressed and rectified previous deficiencies in its application system to improve efficiency and reliability for all beneficiaries.</p>
<h2>December 2025 Grant Payment Schedule and Amounts</h2>
<h3>Supporting Vulnerable Groups (SDG 1, 3, 5, 10)</h3>
<p>The scheduled disbursements for December 2025 are structured to provide financial support to various vulnerable segments of the population, contributing to several SDGs. Payments to older persons and individuals with disabilities support <strong>SDG 3 (Good Health and Well-being)</strong>. Children’s grants are crucial for household stability and child development, often administered to female caregivers, thereby advancing <strong>SDG 5 (Gender Equality)</strong>. Collectively, these grants are a primary tool for achieving <strong>SDG 1 (No Poverty)</strong> and <strong>SDG 10 (Reduced Inequalities)</strong>.</p>
<h3>Payment Dates for December 2025</h3>
<ul>
<li>Older Persons Grant – Tuesday, 2 December 2025</li>
<li>Disability Grant – Wednesday, 3 December 2025</li>
<li>Children’s Grants – Thursday, 4 December 2025</li>
</ul>
<h3>Grant Amounts</h3>
<ul>
<li>Old Age (60-74 years) and Disability grants – R2,315</li>
<li>Old Age (75+ years) Grant – R2,335</li>
<li>War Veterans Grant – R2,315</li>
<li>Care Dependency Grant – R2,315</li>
<li>Child Support Grant – R560</li>
<li>Foster Care Grant – R1,250</li>
<li>SRD Grant – R370</li>
</ul>
<h2>Beneficiary Status Verification Procedures</h2>
<h3>Ensuring Access to Information and Responsive Services (SDG 16)</h3>
<p>In line with <strong>SDG 16</strong>, which calls for effective, accountable, and transparent institutions, SASSA provides multiple secure and convenient channels for beneficiaries to check the status of their grant applications. These accessible platforms ensure that all individuals, regardless of their technological literacy or location, can access vital information about their social assistance.</p>
<ol>
<li>
<h3>Online Portal</h3>
<ul>
<li>Access the official SASSA SRD status check website: https://srd.sassa.gov.za/sc19/status</li>
<li>Input the South African ID number and the mobile phone number used during the application.</li>
<li>Submit the information to view the application status (approved, pending, or declined) and scheduled payment dates if approved.</li>
</ul>
</li>
<li>
<h3>WhatsApp Service</h3>
<ul>
<li>Save the official SASSA WhatsApp number: 082 046 8553.</li>
<li>Initiate a chat and follow the automated prompts to provide the necessary application details.</li>
<li>The grant status will be delivered directly within the WhatsApp chat.</li>
</ul>
</li>
<li>
<h3>SMS Service</h3>
<ul>
<li>Send an SMS with the text: STATUS [space] [ID number] to 32555.</li>
<li>A reply SMS will be sent containing the current grant status.</li>
</ul>
</li>
<li>
<h3>Direct Contact</h3>
<ul>
<li>Call the SASSA toll-free number at 080 060 1011 for telephonic assistance.</li>
<li>Visit the nearest SASSA office for in-person support, including assistance with biometric-related queries.</li>
</ul>
</li>
</ol>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
<h3>SDG 1: No Poverty</h3>
<p>The article directly addresses SDG 1 by focusing on the provision of social security grants (SASSA grants) in South Africa. These grants, such as the Social Relief of Distress (SRD), Older Persons Grant, and Child Support Grant, are fundamental components of a social protection system designed to alleviate poverty and provide a basic income floor for the most vulnerable populations.</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>The article connects to SDG 10 by detailing grants specifically targeted at vulnerable and marginalized groups, including older persons, people with disabilities, and children. By providing financial support to these specific demographics, the social grant system aims to reduce economic disparities and promote social inclusion for those who might otherwise be left behind.</p>
</li>
<li>
<h3>SDG 16: Peace, Justice and Strong Institutions</h3>
<p>The article highlights efforts by SASSA, a public institution, to become more effective, accountable, and transparent. The focus on using technology to prevent fraud, tightening eligibility checks through data cross-verification, and improving the efficiency of the application system are all measures aimed at strengthening the institution’s integrity and ensuring public resources are managed responsibly.</p>
</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ul>
<li>
<h3>Target 1.3: Implement nationally appropriate social protection systems and measures for all, including floors, and by 2030 achieve substantial coverage of the poor and the vulnerable.</h3>
<p>The entire article is about South Africa’s social protection system. The extension of the SRD grant until March 2027 and the listing of various grants (for older persons, children, people with disabilities) demonstrate the implementation and continuation of this system to cover the poor and vulnerable.</p>
</li>
<li>
<h3>Target 10.4: Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality.</h3>
<p>The SASSA grant system is a clear example of a social protection policy discussed in the article. The announcement by the Finance Minister to extend the SRD grant is a fiscal policy decision aimed at supporting the unemployed and reducing inequality.</p>
</li>
<li>
<h3>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</h3>
<p>The article explicitly mentions SASSA’s efforts to “tighten its system using technology to prevent fraud” and “ensure that social grants are paid to the correct individuals.” Furthermore, the provision of multiple, accessible channels (Online, WhatsApp, SMS, Phone) for beneficiaries to check their grant status is a direct measure to increase the institution’s transparency and accountability.</p>
</li>
</ul>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li>
<h3>Indicator 1.3.1: Proportion of population covered by social protection floors/systems… distinguishing children, unemployed persons, older persons, persons with disabilities…</h3>
<p>The article implies this indicator by listing the different types of grants available, which correspond to the distinct population groups mentioned in the indicator: Older Persons Grant, Disability Grant, Children’s Grants, and the SRD grant for the unemployed. The extension of the SRD grant to March 2027 is a specific measure of continued coverage for unemployed persons.</p>
</li>
<li>
<h3>Indicator related to Target 10.4:</h3>
<p>The specific monetary amounts of the grants (e.g., R2,315 for Disability Grant, R560 for Child Support Grant, R370 for SRD Grant) serve as a direct indicator of the level of financial support provided through this social protection policy. These amounts can be tracked over time to measure the government’s fiscal commitment to reducing inequality.</p>
</li>
<li>
<h3>Indicator related to Target 16.6:</h3>
<p>The article points to several indicators of institutional effectiveness and accountability. These include:</p>
<ul>
<li>The implementation of technology to prevent fraud.</li>
<li>The use of cross-verification against tax records, UIF data, and the national population register to tighten eligibility.</li>
<li>The number and type of channels available for citizens to access information (Online, WhatsApp, SMS, Call), which measures transparency and accessibility.</li>
</ul>
</li>
</ul>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.3:</strong> Implement nationally appropriate social protection systems and measures for all.</td>
<td>
<ul>
<li>Existence and types of grants (Older Persons, Disability, Children’s, SRD).</li>
<li>Extension of the SRD grant to March 2027.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality.</td>
<td>
<ul>
<li>Specific monetary amounts for each grant type (e.g., R560 for Child Support Grant).</li>
<li>Targeting of specific vulnerable groups (elderly, disabled, children).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 16: Peace, Justice and Strong Institutions</strong></td>
<td><strong>16.6:</strong> Develop effective, accountable and transparent institutions at all levels.</td>
<td>
<ul>
<li>Use of technology to prevent fraud.</li>
<li>Cross-verification of applications against tax, UIF, and population data.</li>
<li>Provision of multiple channels (Online, WhatsApp, SMS, Call) for status checks.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://techcabal.com/2025/11/21/sassa-grant-payment-dates-for-december-2025/">techcabal.com</a></strong></p>
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<title>Overleveraged borrowers in microfinance down by half – The Economic Times</title>
<link>https://sdgtalks.ai/overleveraged-borrowers-in-microfinance-down-by-half-the-economic-times</link>
<guid>https://sdgtalks.ai/overleveraged-borrowers-in-microfinance-down-by-half-the-economic-times</guid>
<description><![CDATA[ Overleveraged borrowers in microfinance down by half  The Economic Times ]]></description>
<enclosure url="https://img.etimg.com/thumb/msid-125524563,width-1200,height-630,imgsize-100974,overlay-economictimes/articleshow.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 23:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Overleveraged, borrowers, microfinance, down, half, –, The, Economic, Times</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Microfinance Sector Consolidation and Alignment with Sustainable Development Goals (SDGs)</h2>
<h3>Executive Summary</h3>
<p>A recent analysis of India’s microfinance sector reveals a significant consolidation, marked by a substantial decrease in loan exposure to the most vulnerable, over-leveraged borrowers. This trend, driven by the implementation of stringent industry guardrails, reflects a strategic move towards de-risking the sector. This report examines these developments and their profound implications for achieving key Sustainable Development Goals (SDGs), particularly those related to poverty, economic growth, and inequality reduction.</p>
<h3>Key Statistical Findings</h3>
<ol>
<li><b>Reduction in High-Risk Loan Exposure:</b> The total loan exposure to vulnerable microfinance borrowers with loans from four or more lenders has decreased dramatically. It fell from Rs 70,152 crore (16.9% of the total market) to Rs 30,494 crore (8.8% of the total market) over the past year.</li>
<li><b>Decline in Over-Leveraged Borrowers:</b> The number of low-income individuals borrowing from four or more lenders dropped from 5 million to 2.8 million in the year ending September. This segment now represents just 3.7% of the total 75 million microfinance borrowers.</li>
<li><b>Causal Factor:</b> This positive consolidation is a direct result of lenders enforcing industry-wide guardrails and adopting stricter lending practices, specifically by ceasing the issuance of repeat loans to already over-leveraged clients.</li>
</ol>
<h3>Analysis of SDG Impact</h3>
<p>The observed trends in the microfinance sector directly support the advancement of several United Nations Sustainable Development Goals:</p>
<ul>
<li><b>SDG 1 (No Poverty):</b> By implementing guardrails that prevent over-indebtedness, the sector is ensuring that microfinance serves as a sustainable pathway out of poverty rather than a debt trap. This protects the financial well-being of the most economically vulnerable households.</li>
<li><b>SDG 8 (Decent Work and Economic Growth):</b> The move towards a more stable and de-risked microfinance environment fosters responsible lending. This promotes sustainable entrepreneurship and contributes to inclusive and stable economic growth by ensuring the long-term viability of financial services for the poor.</li>
<li><b>SDG 10 (Reduced Inequalities):</b> Stricter lending criteria help curb predatory lending practices that can exacerbate financial inequality. By promoting responsible access to credit, these measures ensure that financial inclusion genuinely empowers low-income segments of the population.</li>
<li><b>SDG 5 (Gender Equality):</b> Given that a significant majority of microfinance clients are women, these protective measures are crucial for safeguarding their economic empowerment. Preventing over-indebtedness ensures that female entrepreneurs can build financial resilience and security.</li>
</ul>
<h3>Challenges and Future Outlook</h3>
<ul>
<li><b>Short-Term Challenges:</b> The enforcement of stricter lending has created immediate challenges. Borrowers have experienced a dip in cash flow, which has contributed to a rise in the non-repayment of loans. Furthermore, some smaller microfinance lenders are facing existential threats due to the altered business environment.</li>
<li><b>Long-Term Outlook:</b> Despite the short-term difficulties, the reduction in the proportion of over-leveraged borrowers reinforces a positive long-term outlook. The industry anticipates a turnaround and recovery in business volume by the 2025-26 fiscal year, positioning the sector for more sustainable and impactful growth in alignment with global development objectives.</li>
</ul>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
<h3>SDG 1: No Poverty</h3>
<p>The article directly addresses poverty by focusing on “vulnerable segments” and “low-income borrowers.” Microfinance is a key tool for poverty alleviation, providing financial services to those who lack access to traditional banking, thereby enabling them to manage finances, start small businesses, and build economic resilience.</p>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>The article’s discussion on the health and stability of the “microfinance market” connects to SDG 8. A stable microfinance sector supports grassroots entrepreneurship and economic activity, contributing to sustainable and inclusive economic growth. The implementation of “guardrails” to “derisk the microfinance business” aims to ensure the long-term viability of these financial institutions, which is crucial for sustained economic support.</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>By focusing on providing financial services to “low-income borrowers,” the article touches upon the goal of reducing economic inequalities. Microfinance promotes financial inclusion for marginalized populations, giving them access to capital and opportunities that can help bridge the gap between different economic strata.</p>
</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
<h3>Target 1.4 (under SDG 1)</h3>
<p><strong>“By 2030, ensure that all men and women, in particular the poor and the vulnerable, have equal rights to economic resources, as well as access to… financial services, including microfinance.”</strong></p>
<p>The article is entirely centered on the provision of microfinance to “vulnerable segments” and “low-income borrowers,” making this target directly relevant. It discusses the scale of access (75 million total borrowers) and the quality of that access by analyzing the problem of over-indebtedness.</p>
</li>
<li>
<h3>Target 8.10 (under SDG 8)</h3>
<p><strong>“Strengthen the capacity of domestic financial institutions to encourage and expand access to banking, insurance and financial services for all.”</strong></p>
<p>The article highlights efforts to strengthen the microfinance sector through “positive consolidation” and the implementation of “industry-wise guardrail[s].” These actions are aimed at making the financial institutions more stable and sustainable, ensuring they can continue to provide services effectively and responsibly.</p>
</li>
<li>
<h3>Target 10.2 (under SDG 10)</h3>
<p><strong>“By 2030, empower and promote the social, economic and political inclusion of all, irrespective of… economic or other status.”</strong></p>
<p>The provision of microloans is a direct mechanism for the economic inclusion of “low-income borrowers.” The article’s analysis of lending practices and borrower health reflects the ongoing effort to ensure this inclusion is sustainable and beneficial, rather than predatory.</p>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li>
<h3>Indicators for Target 1.4 (Access to Microfinance)</h3>
<p>The article provides specific data points that can serve as indicators for the quality and sustainability of financial access for the poor:</p>
<ul>
<li><strong>Proportion of overleveraged borrowers:</strong> The article explicitly tracks this, noting a decrease in the number of borrowers with loans from four or more lenders from 5 million to 2.8 million, which is “3.7% of the total borrower base.”</li>
<li><strong>Loan exposure to vulnerable segments:</strong> Progress is measured by the reduction in high-risk loan exposure, which fell “to Rs 30,494 crore, or 8.8% of the total microfinance market, from Rs 70,152 crore or 16.9%.”</li>
</ul>
</li>
<li>
<h3>Indicators for Target 8.10 (Financial Institution Stability)</h3>
<p>The article implies several indicators related to the health of the microfinance sector:</p>
<ul>
<li><strong>Rate of non-repayment of loans:</strong> The article mentions that stricter lending practices “led to higher non-repayment of loans,” identifying this as a key metric for assessing both borrower stress and institutional risk.</li>
<li><strong>Sector consolidation and business volume:</strong> The article points to “positive consolidation in the sector” and the “expectation of a turnaround… in terms of business volume” as indicators of the overall health and stability of the microfinance market.</li>
</ul>
</li>
<li>
<h3>Indicators for Target 10.2 (Financial Inclusion)</h3>
<p>The article provides a key baseline indicator for measuring the scale of financial inclusion:</p>
<ul>
<li><strong>Total number of microfinance borrowers:</strong> The article states a “total borrower base of 75 million,” which serves as a primary indicator of the reach of microfinance services among the target population of low-income individuals.</li>
</ul>
</li>
</ul>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.4:</strong> Ensure the poor and vulnerable have access to financial services, including microfinance.</td>
<td>
<ul>
<li>Number/proportion of overleveraged borrowers (decreased from 5 million to 2.8 million).</li>
<li>Total loan exposure to the most vulnerable segments (decreased from 16.9% to 8.8% of the market).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td><strong>8.10:</strong> Strengthen domestic financial institutions to expand access to financial services for all.</td>
<td>
<ul>
<li>Rate of non-repayment of loans (mentioned as having increased due to stricter lending).</li>
<li>Evidence of market stability (e.g., “positive consolidation in the sector”).</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.2:</strong> Empower and promote the economic inclusion of all, irrespective of economic status.</td>
<td>
<ul>
<li>Total number of people accessing microfinance services (“total borrower base of 75 million”).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://m.economictimes.com/industry/banking/finance/banking/overleveraged-borrowers-in-microfinance-down-by-half/articleshow/125524521.cms">m.economictimes.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>Rashida Tlaib’s Plan to Combat Poverty – Jacobin</title>
<link>https://sdgtalks.ai/rashida-tlaibs-plan-to-combat-poverty-jacobin</link>
<guid>https://sdgtalks.ai/rashida-tlaibs-plan-to-combat-poverty-jacobin</guid>
<description><![CDATA[ Rashida Tlaib’s Plan to Combat Poverty  Jacobin ]]></description>
<enclosure url="https://images.jacobinmag.com/wp-content/uploads/2025/11/21163342/tlaib.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 10:58:13 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Rashida, Tlaib’s, Plan, Combat, Poverty, –, Jacobin</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the “Economic Dignity for All Agenda” and its Alignment with Sustainable Development Goals</h2>
<p>A legislative framework titled the “Economic Dignity for All Agenda” (EDAA), proposed by Representative Rashida Tlaib, aims to establish a comprehensive system of economic security in the United States. The agenda, comprising three distinct bills, directly addresses key United Nations Sustainable Development Goals (SDGs), with a primary focus on SDG 1 (No Poverty) and SDG 10 (Reduced Inequalities). This report analyzes the components of the proposed legislation and its projected impact on these global development targets.</p>
<h2>Analysis of Legislative Components</h2>
<p>The EDAA is structured around three core legislative proposals designed to provide universal economic support across different life stages. The administration of these programs is designated to the Social Security Administration (SSA) to enhance efficiency and reduce administrative barriers, contributing to SDG 16 (Peace, Justice, and Strong Institutions) by creating more effective and inclusive institutions.</p>
<ol>
<li>
<h3>The Baby Bonus Act</h3>
<p>This act proposes a one-time payment of $2,000 to families with a newborn child. The provision is designed to mitigate the economic insecurity often experienced around childbirth. By providing direct financial support, this bill aligns with:</p>
<ul>
<li><b>SDG 1 (No Poverty):</b> Alleviating financial strain on new families, preventing a slide into poverty during a vulnerable period.</li>
<li><b>SDG 3 (Good Health and Well-being):</b> Allowing families to afford necessary care and supplies for a newborn, contributing to a healthy start in life.</li>
</ul>
</li>
<li>
<h3>The End Child Poverty Act (ECPA)</h3>
<p>The ECPA seeks to replace the existing Child Tax Credit (CTC) and Earned Income Tax Credit (EITC) with a universal child allowance. Key features include:</p>
<ul>
<li>A universal monthly benefit for every child under nineteen, projected to be $469 per month ($5,630 annually) in 2026.</li>
<li>Tax credits for single ($700) and joint ($1,400) filers aged 19-64.</li>
<li>An additional $700 credit for adult dependents.</li>
</ul>
<p>This act is a direct mechanism for achieving <b>SDG 1 (No Poverty)</b>, specifically targeting the reduction of child poverty in all its dimensions as outlined in Target 1.2.</p>
</li>
<li>
<h3>The BOOST Act</h3>
<p>This legislation introduces a universal basic income of $250 per month for working-age adults (19-67). It replaces a previous phase-out structure with a 2.5% tax on adjusted gross income above specified thresholds. The BOOST Act contributes to the establishment of a national social protection floor, a critical component of:</p>
<ul>
<li><b>SDG 1 (No Poverty):</b> Target 1.3 calls for implementing nationally appropriate social protection systems and measures for all, including floors.</li>
<li><b>SDG 10 (Reduced Inequalities):</b> Providing a universal income floor helps reduce economic disparity and supports the income growth of the bottom 40 percent of the population (Target 10.1).</li>
</ul>
</li>
</ol>
<h2>Projected Impacts on Sustainable Development Goals</h2>
<p>Microsimulation modeling indicates that the combined effect of the EDAA would significantly advance progress on several SDGs.</p>
<h3>SDG 1: No Poverty</h3>
<p>The agenda’s most significant impact is on poverty reduction. Projections show the EDAA would:</p>
<ul>
<li>Reduce the overall poverty rate by 42%.</li>
<li>Decrease deep poverty (households below 50% of the poverty line) by 47%.</li>
<li>Lower child poverty by two-thirds.</li>
<li>Nearly eliminate deep child poverty, with a projected reduction of 83%.</li>
</ul>
<p>For a single-parent household with a newborn and no earnings, the agenda would provide an estimated $11,330 annually, lifting the family out of deep poverty.</p>
<h3>SDG 10: Reduced Inequalities</h3>
<p>The universal and progressive nature of the benefits is projected to have a substantial effect on income inequality. Key impacts include:</p>
<ul>
<li>A 21% average gain in net income for households in the bottom decile.</li>
<li>An 8.1% reduction in the Gini index, a primary measure of income inequality.</li>
<li>A decline in the share of net income held by the top 10% and 1% of households.</li>
</ul>
<p>These outcomes directly align with SDG Target 10.2, which aims to empower and promote the social and economic inclusion of all.</p>
<h2>Conclusion and Financial Considerations</h2>
<p>The “Economic Dignity for All Agenda” represents a transformative policy framework aimed at creating a permanent, universal social safety net. Its provisions are directly aligned with the objectives of the Sustainable Development Goals, particularly in the areas of poverty eradication (SDG 1) and inequality reduction (SDG 10). The projected cost of the agenda is estimated at $685 billion in 2026. The successful implementation of this framework would represent a substantial investment in social protection and a significant step toward achieving key national and global development targets.</p>
<h2>Analysis of SDGs in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<p>The article primarily addresses two Sustainable Development Goals (SDGs) through its discussion of the “Economic Dignity for All Agenda” (EDAA). These goals are central to the legislation’s intent to combat poverty and reduce economic disparity.</p>
<ul>
<li>
        <strong>SDG 1: No Poverty:</strong> The article’s core focus is on poverty reduction. The proposed legislation, including the End Child Poverty Act, the BOOST Act, and the Baby Bonus Act, is explicitly designed to provide a financial safety net to lift millions of Americans out of poverty. The text quantifies this impact, stating the agenda would cause overall poverty to fall by 42% and child poverty by two-thirds.
    </li>
<li>
        <strong>SDG 10: Reduced Inequalities:</strong> The article directly connects the EDAA to the reduction of income inequality. It highlights that the agenda would lower the Gini index by 8.1%, reduce the share of income held by the wealthiest households, and provide a 21% net income gain for households in the bottom decile. These measures are aimed at creating a more equitable distribution of economic resources.
    </li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<p>Several specific targets under SDG 1 and SDG 10 are directly relevant to the legislative proposals and their projected outcomes as described in the article.</p>
<ol>
<li>
<h4>SDG 1: No Poverty</h4>
<ul>
<li>
                <strong>Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women, and children of all ages living in poverty in all its dimensions according to national definitions. The article states the EDAA would reduce overall poverty by 42% and child poverty by two-thirds, which directly aligns with and nearly achieves this target for the US.
            </li>
<li>
                <strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all, including floors, and by 2030 achieve substantial coverage of the poor and the vulnerable. The three bills—providing a universal child allowance, a universal basic income for working-age adults, and a bonus for newborns—collectively create a comprehensive social protection system designed for universal coverage, as mentioned in the article: “the agenda as a whole establishes a universal system of economic security from infancy through retirement age.”
            </li>
</ul>
</li>
<li>
<h4>SDG 10: Reduced Inequalities</h4>
<ul>
<li>
                <strong>Target 10.1:</strong> By 2030, progressively achieve and sustain income growth of the bottom 40 percent of the population at a rate higher than the national average. The article supports this target by noting that “Households in the bottom decile would experience an average gain of 21% to their net income.” This significant boost for the lowest earners is a direct measure of progress toward this target.
            </li>
<li>
                <strong>Target 10.2:</strong> By 2030, empower and promote the social, economic, and political inclusion of all, irrespective of age… or economic or other status. The universal design of the proposed benefits, which are not tied to employment status (unlike the EITC and CTC phase-in structures mentioned), promotes the economic inclusion of the most vulnerable, including families with no income.
            </li>
<li>
                <strong>Target 10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality. The entire “Economic Dignity for All Agenda” is a prime example of using fiscal and social protection policies to achieve greater equality, as evidenced by its projected impact on the Gini index and income distribution.
            </li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article provides several specific quantitative indicators, derived from a microsimulation model, that can be used to measure progress towards the identified targets.</p>
<ul>
<li>
        <strong>Indicator for SDG Target 1.2 (Poverty Reduction):</strong> The article provides precise metrics for the “proportion of population living below the national poverty line.”
<ul>
<li>A 42% reduction in the overall poverty rate (as measured by the Supplemental Poverty Measure).</li>
<li>A 66.7% (two-thirds) reduction in the child poverty rate.</li>
<li>A 47% reduction in the deep poverty rate (households below 50% of the poverty line).</li>
<li>An 83% reduction in the deep child poverty rate.</li>
</ul>
</li>
<li>
        <strong>Indicator for SDG Target 1.3 (Social Protection Coverage):</strong> The article implies an indicator related to the “proportion of population covered by social protection floors/systems.”
<ul>
<li>The establishment of a universal system providing benefits to newborns (Baby Bonus), children under 19 (End Child Poverty Act), and working-age adults from 19-67 (BOOST Act), aiming for near-total coverage of the population.</li>
</ul>
</li>
<li>
        <strong>Indicator for SDG Target 10.1 (Income Growth for the Bottom 40%):</strong> The article uses an indicator that aligns with tracking the “growth rates of household expenditure or income per capita among the bottom 40 per cent of the population.”
<ul>
<li>An average 21% gain in net income for households in the bottom decile.</li>
</ul>
</li>
<li>
        <strong>Indicator for SDG Target 10.4 (Achieving Greater Equality):</strong> The article mentions a key indicator for measuring income inequality.
<ul>
<li>An 8.1% reduction in the Gini index, which measures income distribution and inequality.</li>
<li>A decline in the “share of net income held by households in the top 10 percent and 1 percent.”</li>
</ul>
</li>
</ul>
<h2>4. Summary Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>
                <strong>1.2:</strong> Reduce at least by half the proportion of people living in poverty according to national definitions.
<p>                <strong>1.3:</strong> Implement nationally appropriate social protection systems for all.
            </p></td>
<td>
<ul>
<li>Overall poverty reduction: 42%</li>
<li>Child poverty reduction: Two-thirds (~66.7%)</li>
<li>Deep poverty reduction: 47%</li>
<li>Deep child poverty reduction: 83%</li>
<li>Creation of a universal social protection system covering newborns, children, and working-age adults.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>
                <strong>10.1:</strong> Sustain income growth of the bottom 40% of the population at a rate higher than the national average.
<p>                <strong>10.2:</strong> Empower and promote the social and economic inclusion of all.</p>
<p>                <strong>10.4:</strong> Adopt fiscal and social protection policies to achieve greater equality.
            </p></td>
<td>
<ul>
<li>Gini index reduction: 8.1%</li>
<li>Average net income gain for the bottom decile: 21%</li>
<li>Decline in the share of net income held by the top 10% and 1%.</li>
<li>Implementation of universal benefits (Baby Bonus, child allowance, basic income) to ensure economic inclusion regardless of income status.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://jacobin.com/2025/11/tlaib-poverty-inequality-reduction-legislation">jacobin.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>F&amp;amp;M Bank’s Nick Means expands financial empowerment efforts across Rowan County: Community banking officer builds trust, access, and opportunity through education and leadership – Salisbury Post</title>
<link>https://sdgtalks.ai/fm-banks-nick-means-expands-financial-empowerment-efforts-across-rowan-county-community-banking-officer-builds-trust-access-and-opportunity-through-education-and-leadership-salisbury-post</link>
<guid>https://sdgtalks.ai/fm-banks-nick-means-expands-financial-empowerment-efforts-across-rowan-county-community-banking-officer-builds-trust-access-and-opportunity-through-education-and-leadership-salisbury-post</guid>
<description><![CDATA[ F&amp;M Bank’s Nick Means expands financial empowerment efforts across Rowan County: Community banking officer builds trust, access, and opportunity through education and leadership  Salisbury Post ]]></description>
<enclosure url="https://www.salisburypost.com/wp-content/uploads/sites/9/2025/11/Nick-Means2.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sun, 23 Nov 2025 09:40:49 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>F&amp;M, Bank’s, Nick, Means, expands, financial, empowerment, efforts, across, Rowan, County:, Community, banking, officer, builds, trust, access, and, opportunity, through, education, and, leadership, –, Salisbury, Post</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>F&M Bank Initiative Advances Sustainable Development Goals in Rowan County</h2>
<h3>Report on Financial Empowerment and Community Partnership</h3>
<p>A community-focused initiative led by F&M Bank’s Community Banking Officer, Nick Means, is actively contributing to several United Nations Sustainable Development Goals (SDGs) throughout Rowan County. The program centers on expanding financial empowerment through education and strategic partnerships, directly addressing key global development targets.</p>
<h2>Alignment with SDG 4: Quality Education</h2>
<h3>Promoting Lifelong Learning and Financial Literacy</h3>
<p>The core of the initiative is the provision of accessible financial education, a direct contribution to SDG 4. By leading workshops and implementing new curricula, the program equips individuals with essential skills for sustainable livelihoods.</p>
<ul>
<li><b>Target 4.4: Skills for Employment:</b> The program delivers financial literacy training to students, preparing them with practical skills necessary for economic self-sufficiency and decent work.</li>
<li><b>Target 4.7: Education for Sustainable Development:</b> By teaching lasting financial habits, the initiative provides knowledge and skills needed to promote sustainable development and responsible lifestyles.</li>
</ul>
<h3>Educational Partnerships</h3>
<p>Key collaborations have been established with a range of educational institutions to maximize reach and impact:</p>
<ul>
<li>North Rowan High School</li>
<li>Livingstone College</li>
<li>Salisbury Academy</li>
<li>South Rowan High School’s L.I.F.E. program</li>
</ul>
<h2>Advancing Economic and Social Equity</h2>
<h3>Contribution to SDG 8 and SDG 10</h3>
<p>The program’s focus on financial inclusion serves as a catalyst for local economic growth and the reduction of systemic inequalities.</p>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>By building a strong financial foundation for community members, the initiative supports inclusive and sustainable economic growth. Financial stability empowers individuals to participate more fully in the local economy, fostering resilience and opportunity.</p>
<h3>SDG 10: Reduced Inequalities</h3>
<p>A primary objective is to bridge the gap between financial institutions and historically underserved populations, particularly communities of color. This effort directly confronts financial exclusion by building trust and making banking services more approachable and accessible, thereby working to reduce inequality within the community.</p>
<h2>Fostering SDG 17: Partnerships for the Goals</h2>
<h3>Multi-Stakeholder Collaboration</h3>
<p>The success of this initiative is built upon a foundation of cross-sector partnerships, exemplifying the spirit of SDG 17. Mr. Means’ engagement with various local boards strengthens the connection between the private sector and community organizations, creating a unified approach to development.</p>
<ol>
<li>The Blanche & Julian Robertson Family Foundation</li>
<li>Catawba College Board of Trustees</li>
<li>Rowan County Chamber of Commerce Leadership Rowan Steering Committee</li>
<li>Next Generation Academy</li>
<li>Rowan-Salisbury School System Career and Technical Education Advisory Board</li>
</ol>
<p>These partnerships demonstrate a robust model for how corporate entities can collaborate with educational, civic, and non-profit organizations to achieve shared sustainable development objectives.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
        <strong>SDG 1: No Poverty</strong>
<ul>
<li>The article discusses efforts to expand financial empowerment and teach lasting financial habits. Financial literacy and access to banking services are fundamental tools that enable individuals and families to manage resources, build assets, and move out of poverty.</li>
</ul>
</li>
<li>
        <strong>SDG 4: Quality Education</strong>
<ul>
<li>This is a central theme of the article. Nick Means leads workshops and teaches a financial literacy curriculum in various educational institutions, from high schools like North Rowan High to colleges like Livingstone College. This directly contributes to providing relevant life skills education.</li>
</ul>
</li>
<li>
        <strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>By providing financial education and access to banking, the initiative supports local economic growth. It equips individuals with the financial knowledge necessary for entrepreneurship and stable employment. The partnership with the Career and Technical Education Advisory Board further strengthens this link.</li>
</ul>
</li>
<li>
        <strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article explicitly mentions the goal of bridging the “distrust between financial institutions and communities of color.” By making banking more accessible and building trust, the program aims to reduce inequalities in access to financial services for marginalized communities.</li>
</ul>
</li>
<li>
        <strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>The entire initiative is built on partnerships. F&M Bank, a private entity, collaborates with schools, colleges, churches, and community organizations (like The Blanche & Julian Robertson Family Foundation and the Rowan County Chamber of Commerce) to achieve its goals.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
        <strong>Target 1.4:</strong> <em>“By 2030, ensure that all men and women, in particular the poor and the vulnerable, have equal rights to economic resources, as well as access to basic services… and financial services…”</em>
<ul>
<li>The work of Nick Means to make “banking more approachable and accessible” directly aligns with increasing access to financial services for the entire community.</li>
</ul>
</li>
<li>
        <strong>Target 4.4:</strong> <em>“By 2030, substantially increase the number of youth and adults who have relevant skills, including technical and vocational skills, for employment, decent jobs and entrepreneurship.”</em>
<ul>
<li>The article highlights the new “financial literacy curriculum at North Rowan High” and workshops for “audiences of all ages” designed to “build lasting financial habits,” which are relevant skills for economic self-sufficiency and entrepreneurship.</li>
</ul>
</li>
<li>
        <strong>Target 8.10:</strong> <em>“Strengthen the capacity of domestic financial institutions to encourage and expand access to banking, insurance and financial services for all.”</em>
<ul>
<li>F&M Bank’s creation of the “community banking officer” position is a direct action to strengthen its capacity to expand access to financial services and education throughout Rowan County.</li>
</ul>
</li>
<li>
        <strong>Target 10.2:</strong> <em>“By 2030, empower and promote the social, economic and political inclusion of all, irrespective of… race, ethnicity… or other status.”</em>
<ul>
<li>The initiative’s specific focus on rebuilding trust with “communities of color” is a clear effort to promote the economic inclusion of historically marginalized groups.</li>
</ul>
</li>
<li>
        <strong>Target 17.17:</strong> <em>“Encourage and promote effective public, public-private and civil society partnerships…”</em>
<ul>
<li>The article details partnerships between F&M Bank (private sector) and various community entities like North Rowan High School (public), Livingstone College (private/civil society), and The Blanche & Julian Robertson Family Foundation (civil society).</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
        <strong>Implied Indicator for Target 4.4:</strong> <em>Proportion of youth/adults with financial literacy skills.</em>
<ul>
<li>While the article does not provide numbers, progress could be measured by the <strong>number of students who complete the financial literacy curriculum</strong> at North Rowan High School and other partner schools. The number of attendees at community workshops is another metric.</li>
</ul>
</li>
<li>
        <strong>Implied Indicator for Targets 1.4, 8.10, and 10.2:</strong> <em>Proportion of population with a bank account.</em>
<ul>
<li>The goal of making banking “approachable and accessible” implies a desire to increase the number of people using formal financial services. Progress could be measured by the <strong>number of new bank accounts opened by individuals from targeted communities</strong>, including students and members of communities of color.</li>
</ul>
</li>
<li>
        <strong>Implied Indicator for Target 17.17:</strong> <em>Number of multi-stakeholder partnerships.</em>
<ul>
<li>The article explicitly lists numerous partners. Progress can be measured by the <strong>number and strength of partnerships formed</strong> between F&M Bank and community organizations. The article names several, including North Rowan High School, Livingstone College, Salisbury Academy, The Blanche & Julian Robertson Family Foundation, and the Rowan County Chamber of Commerce.</li>
</ul>
</li>
</ol>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators (Implied from the Article)</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1:</strong> No Poverty</td>
<td><strong>1.4:</strong> Ensure equal rights to economic resources and access to financial services for all, especially the poor and vulnerable.</td>
<td>Increased access to and use of formal banking services by community members.</td>
</tr>
<tr>
<td><strong>SDG 4:</strong> Quality Education</td>
<td><strong>4.4:</strong> Substantially increase the number of youth and adults who have relevant skills for employment and entrepreneurship.</td>
<td>Number of students and community members participating in and completing financial literacy workshops and curricula.</td>
</tr>
<tr>
<td><strong>SDG 8:</strong> Decent Work and Economic Growth</td>
<td><strong>8.10:</strong> Strengthen the capacity of domestic financial institutions to expand access to banking and financial services for all.</td>
<td>The establishment and activities of the Community Banking Officer role to expand financial outreach.</td>
</tr>
<tr>
<td><strong>SDG 10:</strong> Reduced Inequalities</td>
<td><strong>10.2:</strong> Empower and promote the social and economic inclusion of all, irrespective of race or ethnicity.</td>
<td>Increased trust and engagement with financial institutions among communities of color.</td>
</tr>
<tr>
<td><strong>SDG 17:</strong> Partnerships for the Goals</td>
<td><strong>17.17:</strong> Encourage and promote effective public-private and civil society partnerships.</td>
<td>The number of active partnerships between F&M Bank and local schools, colleges, foundations, and community organizations.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.salisburypost.com/2025/11/23/fm-banks-nick-means-expands-financial-empowerment-efforts-across-rowan-county-community-banking-officer-builds-trust-access-and-opportunity-through-education-and-leadership/">salisburypost.com</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Strengthening AI Foundations: Emerging Opportunities for Developing Countries – World Bank Group</title>
<link>https://sdgtalks.ai/strengthening-ai-foundations-emerging-opportunities-for-developing-countries-world-bank-group</link>
<guid>https://sdgtalks.ai/strengthening-ai-foundations-emerging-opportunities-for-developing-countries-world-bank-group</guid>
<description><![CDATA[ Strengthening AI Foundations: Emerging Opportunities for Developing Countries  World Bank Group ]]></description>
<enclosure url="https://www.worldbank.org/content/dam/photos/780x439/2025/nov-3/DPTR-AI-foundations-780x439.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 22 Nov 2025 20:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Strengthening, Foundations:, Emerging, Opportunities, for, Developing, Countries, –, World, Bank, Group</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on AI Adoption and its Implications for Sustainable Development Goals</h2>
<h3>AI Momentum and its Potential for Economic Growth (SDG 8)</h3>
<p>An analysis based on the World Bank’s Digital Progress and Trends Report 2025 indicates a significant increase in Artificial Intelligence (AI) adoption within developing nations, presenting opportunities to advance <strong>Sustainable Development Goal 8 (Decent Work and Economic Growth)</strong>. Middle-income countries, including Brazil, India, Indonesia, and Viet Nam, are emerging as major users of Generative AI (GenAI), accounting for over 40% of global ChatGPT traffic in mid-2025. This trend is coupled with a nine-fold surge in GenAI-related job vacancies globally between 2021 and 2024, with one-fifth of these positions located in middle-income countries. These developments signal a strong potential for building skilled AI workforces and enhancing participation in the global digital economy.</p>
<h3>The Digital Divide: A Challenge to Innovation and Inequality Reduction (SDG 9, SDG 10)</h3>
<p>Despite progress, significant disparities persist, undermining <strong>SDG 9 (Industry, Innovation, and Infrastructure)</strong> and <strong>SDG 10 (Reduced Inequalities)</strong>. The concentration of AI innovation remains heavily skewed towards high-income countries, which represent only 17% of the global population but account for:</p>
<ul>
<li>87% of notable AI models</li>
<li>86% of AI start-ups</li>
<li>91% of venture capital funding</li>
</ul>
<p>This innovation gap poses adaptation challenges for developing economies. However, the proliferation of open-source technologies offers a pathway to democratize AI, allowing countries to tailor solutions to local contexts. This collaborative approach aligns with the principles of <strong>SDG 17 (Partnerships for the Goals)</strong>.</p>
<h3>Localized AI Applications Advancing Health and Livelihoods (SDG 1, SDG 3)</h3>
<p>Affordable and accessible “small AI” applications are delivering tangible impacts in developing economies, directly contributing to key SDGs. These tools, designed to operate on common devices without requiring extensive digital infrastructure, are enabling progress in critical areas. For example, they are helping doctors analyze health data, supporting <strong>SDG 3 (Good Health and Well-being)</strong>, and allowing small businesses to access new markets, which promotes <strong>SDG 1 (No Poverty)</strong> and <strong>SDG 8 (Decent Work and Economic Growth)</strong>. Such ground-up innovations empower countries to overcome traditional development barriers.</p>
<h3>Foundational Pillars for Equitable AI Integration: The “Four Cs”</h3>
<p>To ensure AI’s potential is realized equitably and contributes effectively to the Sustainable Development Goals, investment in four foundational pillars is critical. These “Four Cs” highlight the infrastructure and capacity gaps that must be addressed.</p>
<ol>
<li><strong>Connectivity:</strong> Reliable internet access is fundamental for AI participation. The disparity is stark, with 93% internet usage in high-income countries compared to only 54% in lower-middle-income and 27% in low-income countries. This gap is a major barrier to achieving <strong>SDG 9</strong> and exacerbates inequalities targeted by <strong>SDG 10</strong>.</li>
<li><strong>Compute:</strong> AI relies on significant computing resources. Middle- and low-income countries collectively hold only 23% of global co-location data center capacity, with low-income countries holding less than 0.1%. This severe infrastructure deficit under <strong>SDG 9</strong> limits their ability to develop and deploy AI technologies.</li>
<li><strong>Context:</strong> For AI to be effective, it must be relevant to local languages, data, and cultural realities. The current dominance of English-language training data presents a significant challenge. However, emerging formats like video and audio create new opportunities for developing countries to generate diverse, contextualized data.</li>
<li><strong>Competency:</strong> AI readiness is contingent upon human capital. A profound skills gap exists, with less than 5% of the population in low-income countries possessing basic digital skills, versus 66% in high-income nations. Bridging this divide is essential for <strong>SDG 4 (Quality Education)</strong> and for preparing the workforce for the future of work under <strong>SDG 8</strong>.</li>
</ol>
<h2>Analysis of SDGs, Targets, and Indicators</h2>
<ol>
<li>
<h3>Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<p>The article highlights several issues related to digital progress, artificial intelligence, and development disparities, which connect to the following Sustainable Development Goals (SDGs):</p>
<ul>
<li><strong>SDG 4: Quality Education</strong> – The article emphasizes the “Competency” gap, noting that digital literacy and advanced skills are crucial for AI readiness. It points out the stark difference in basic digital skills between low-income (less than 5%) and high-income countries (66%), directly linking to the goal of inclusive and equitable quality education and lifelong learning opportunities.</li>
<li><strong>SDG 8: Decent Work and Economic Growth</strong> – The text discusses AI as a driver for growth opportunities, citing the nine-fold surge in GenAI job vacancies globally and the fact that one in five of these jobs are in middle-income countries. This connects to the goal of promoting sustained, inclusive, and sustainable economic growth, full and productive employment, and decent work for all.</li>
<li><strong>SDG 9: Industry, Innovation, and Infrastructure</strong> – This is a central theme. The article focuses on the foundational elements for AI, such as “Connectivity” (internet access) and “Compute” (data center capacity). It details the massive infrastructure gap, with high-income countries hosting 77% of global data center capacity while low-income countries have less than 0.1%. It also touches on the innovation gap, with 87% of notable AI models originating in high-income countries.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The core argument of the article is the uneven progress and widening gap between developing and developed nations in the AI sphere. It repeatedly contrasts high-income countries with middle- and low-income countries regarding AI innovation, funding, infrastructure, and skills, directly addressing the goal of reducing inequality within and among countries.</li>
</ul>
</li>
<li>
<h3>What specific targets under those SDGs can be identified based on the article’s content?</h3>
<p>Based on the article’s discussion, the following specific SDG targets can be identified:</p>
<ul>
<li><strong>Target 4.4 (under SDG 4):</strong> “By 2030, substantially increase the number of youth and adults who have relevant skills, including technical and vocational skills, for employment, decent jobs and entrepreneurship.” The article’s focus on the “Competency” pillar and the disparity in digital skills (66% in high-income vs. 
</li><li><strong>Target 8.2 (under SDG 8):</strong> “Achieve higher levels of economic productivity through diversification, technological upgrading and innovation…” The article presents AI as a tool for driving growth and creating new job opportunities (e.g., GenAI vacancies), which aligns with this target of leveraging technology for economic productivity.</li>
<li><strong>Target 9.b (under SDG 9):</strong> “Support domestic technology development, research and innovation in developing countries…” The article highlights the concentration of AI innovation (87% of models, 86% of start-ups) in high-income countries, implying a need to support this in developing nations. The mention of open-source technologies helping developing countries tailor solutions also connects to this target.</li>
<li><strong>Target 9.c (under SDG 9):</strong> “Significantly increase access to information and communications technology and strive to provide universal and affordable access to the Internet in least developed countries.” The “Connectivity” pillar is a direct reference to this target, with the article providing specific data on the internet usage gap (93% in high-income vs. 27% in low-income countries).</li>
<li><strong>Target 10.2 (under SDG 10):</strong> “By 2030, empower and promote the social, economic and political inclusion of all…” The article’s central theme of uneven progress and the digital divide in AI access, capacity, and innovation directly relates to the challenge of ensuring economic inclusion for developing countries in the global digital economy.</li>
</ul>
</li>
<li>
<h3>Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article provides several quantitative data points that can serve as indicators to measure progress towards the identified targets:</p>
<ul>
<li><strong>For Target 4.4 (Skills):</strong> The “Percentage of the population with basic digital skills” is a direct indicator. The article provides a baseline: less than 5% in low-income countries versus 66% in high-income countries.</li>
<li><strong>For Target 8.2 (Economic Growth):</strong> The “Growth rate of GenAI job vacancies” is an implied indicator of technological upgrading and its impact on the labor market. The article states it surged 9-fold from 2021-2024. Another indicator is the “Proportion of global GenAI jobs located in middle-income countries” (one in five).</li>
<li><strong>For Target 9.b (Innovation):</strong> The article provides several indicators of the innovation gap:
<ul>
<li>Proportion of notable AI models by country income group (87% in high-income).</li>
<li>Proportion of AI start-ups by country income group (86% in high-income).</li>
<li>Proportion of venture capital funding for AI by country income group (91% in high-income).</li>
</ul>
</li>
<li><strong>For Target 9.c (Internet Access):</strong> The “Percentage of people using the internet” is a key indicator. The article gives figures by income level: 93% in high-income, 54% in lower-middle-income, and 27% in low-income countries.</li>
<li><strong>For Target 10.2 (Inequality/Inclusion):</strong> The “Share of global co-location data center capacity” is a powerful indicator of the infrastructure inequality. The article breaks it down: 77% in high-income, 18% in upper-middle-income, 5% in lower-middle-income, and less than 0.1% in low-income countries.</li>
</ul>
</li>
<li>
<h3>Create a table with three columns titled ‘SDGs, Targets and Indicators” to present the findings from analyzing the article.</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 4: Quality Education</strong></td>
<td><strong>4.4:</strong> Increase the number of adults with relevant skills for employment.</td>
<td>Percentage of the population with basic digital skills (e.g., 
</td></tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td><strong>8.2:</strong> Achieve higher economic productivity through technological upgrading and innovation.</td>
<td>Growth rate of GenAI job vacancies (9-fold surge from 2021-2024); Proportion of global GenAI jobs in middle-income countries (one in five).</td>
</tr>
<tr>
<td rowspan="2"><strong>SDG 9: Industry, Innovation, and Infrastructure</strong></td>
<td><strong>9.b:</strong> Support domestic technology development and innovation in developing countries.</td>
<td>Proportion of notable AI models, AI start-ups, and venture capital funding concentrated in high-income countries (87%, 86%, and 91% respectively).</td>
</tr>
<tr>
<td><strong>9.c:</strong> Significantly increase access to the Internet in least developed countries.</td>
<td>Percentage of people using the internet by country income level (e.g., 27% in low-income vs. 93% in high-income countries).</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.2:</strong> Empower and promote social and economic inclusion.</td>
<td>Share of global co-location data center capacity by country income level (e.g., 
</td></tr>
</tbody>
</table>
</li>
</ol>
<p></p>
<p><strong>Source: <a href="https://www.worldbank.org/en/news/factsheet/2025/11/21/strengthening-ai-foundations-emerging-opportunities-for-developing-countries">worldbank.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<title>At a time of affordability and urban poverty debates in USA, writings of Barbara Ehrenreich have a new relevance – Countercurrents</title>
<link>https://sdgtalks.ai/at-a-time-of-affordability-and-urban-poverty-debates-in-usa-writings-of-barbara-ehrenreich-have-a-new-relevance-countercurrents</link>
<guid>https://sdgtalks.ai/at-a-time-of-affordability-and-urban-poverty-debates-in-usa-writings-of-barbara-ehrenreich-have-a-new-relevance-countercurrents</guid>
<description><![CDATA[ At a time of affordability and urban poverty debates in USA, writings of Barbara Ehrenreich have a new relevance  Countercurrents ]]></description>
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<pubDate>Sat, 22 Nov 2025 13:38:16 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>time, affordability, and, urban, poverty, debates, USA, writings, Barbara, Ehrenreich, have, new, relevance, –, Countercurrents</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Analysis of “Nickel and Dimed” in the Context of Sustainable Development Goals</h2>
<h3>Challenges to SDG 1 (No Poverty) and SDG 8 (Decent Work and Economic Growth)</h3>
<p>Barbara Ehrenreich’s investigative work, “Nickel and Dimed,” provides a critical analysis of economic hardships that directly conflict with the objectives of the Sustainable Development Goals, particularly SDG 1 (No Poverty) and SDG 8 (Decent Work and Economic Growth). The findings reveal a systemic failure to provide a living wage, which is fundamental to achieving these goals.</p>
<ul>
<li>The research highlights a significant disparity between the prevailing wages for the working class and the income required to meet basic needs without falling into poverty.</li>
<li>This gap demonstrates a failure in promoting full and productive employment and decent work for all, as mandated by SDG 8.</li>
</ul>
<p>The report quantifies this disparity with the following data points from the late 1990s:</p>
<ol>
<li><b>Required Living Wage:</b> The Economic Policy Institute determined that a wage of $14 per hour was necessary to support a family of one adult and two children.</li>
<li><b>Prevailing Low-Wage Rate:</b> Ehrenreich’s undercover work consistently found that the most common available wages were only $7 to $8 per hour.</li>
<li><b>Widespread Impact:</b> It was estimated that approximately 60% of American workers earned less than the $14 per hour living wage, indicating a widespread challenge to achieving SDG 1.</li>
</ol>
<h3>Violations of Decent Work Principles under SDG 8</h3>
<p>The book details working conditions that undermine SDG Target 8.8, which aims to protect labor rights and promote safe and secure working environments. The author’s experiences suggest that low-wage workplaces often fail to uphold the dignity and rights of workers.</p>
<ul>
<li><b>Suppression of Rights:</b> Ehrenreich asserts that upon entering the low-wage workplace, workers must “check your civil liberties at the door,” describing the environment as a “dictatorship” where freedom of expression is curtailed.</li>
<li><b>Harm to Health and Dignity:</b> The conditions were reported to be injurious to both physical health and personal dignity, creating what the author terms a “state of emergency” for millions of low-wage Americans.</li>
</ul>
<h3>Inadequate and Unaffordable Housing: A Failure of SDG 11</h3>
<p>The research underscores a critical barrier to achieving SDG 11 (Sustainable Cities and Communities), specifically Target 11.1, which calls for access to adequate, safe, and affordable housing for all. For the urban working poor, housing affordability is a primary crisis.</p>
<ul>
<li>A substantial portion of earnings, often 50% or more, is allocated to rent for housing that is frequently of poor quality.</li>
<li>This financial strain severely limits the ability of individuals and families to meet other essential needs, thereby perpetuating a cycle of poverty and preventing the establishment of sustainable and inclusive communities.</li>
</ul>
<h3>Systemic Disparities and Contradictions to SDG 10 (Reduced Inequalities)</h3>
<p>“Nickel and Dimed” exposes how government policies can exacerbate economic disparities, running counter to the objectives of SDG 10 (Reduced Inequalities). The analysis points to a structural bias in fiscal policy that favors the wealthy.</p>
<ul>
<li>A primary example is the mortgage-interest deduction, a government subsidy that disproportionately benefits higher-income homeowners.</li>
<li>Ehrenreich calculated her personal annual housing subsidy from this deduction to be over $20,000.</li>
<li>This figure is contrasted with the lack of sufficient support for low-income families, illustrating how budgetary priorities can widen the inequality gap rather than close it, thereby hindering progress on SDG 10.</li>
</ul>
<h2>Analysis of SDGs, Targets, and Indicators</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
<h3>SDG 1: No Poverty</h3>
<p>The article directly addresses poverty by discussing the “increasing difficulties faced by the working class… to meet their essential needs.” It highlights the book ‘Nickel and Dimed’, which explores the theme of “(Not) Getting By in America” and describes the poverty of low-wage Americans as a “state of emergency.”</p>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>This goal is central to the article. It details the experiences of a low-wage worker, focusing on insufficient wages (“difficult to earn enough to meet essential expenses”), the gap between common wages ($7-$8/hour) and a living wage ($14/hour), and poor working conditions that are “injurious to health as well as to dignity” and amount to a “dictatorship.”</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>The article highlights significant inequalities. It contrasts the financial struggles of the working poor with the benefits available to the rich, such as a mortgage-interest deduction described as an “annual housing subsidy… over $20,000 a year.” This illustrates how government budgets can be “biased in favor of the rich.” The fact that 60% of American workers earned less than a living wage also points to widespread income inequality.</p>
</li>
<li>
<h3>SDG 11: Sustainable Cities and Communities</h3>
<p>The issue of affordable housing in urban areas is explicitly mentioned. The article states that “Housing is a serious problem for the urban poor as half or more of the earnings go to paying the rent for whatever poor housing conditions they can manage,” directly connecting to the goal of making cities inclusive and sustainable.</p>
</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li><strong>Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions. The article’s focus on the inability of the working class to meet “essential needs” and the description of their situation as a “state of emergency” directly relates to reducing poverty within a national context (the USA).</li>
</ul>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li><strong>Target 8.5:</strong> By 2030, achieve full and productive employment and decent work for all women and men… and equal pay for work of equal value. The article’s core argument is the lack of “decent work.” It contrasts the prevailing low wages ($7-$8/hour) with a calculated “living wage” ($14/hour), showing a failure to provide wages sufficient for a decent standard of living.</li>
<li><strong>Target 8.8:</strong> Protect labour rights and promote safe and secure working environments for all workers. The article describes low-wage workplaces where workers must “check your civil liberties at the door” and endure “oppressive conditions” that are “injurious to health as well as to dignity,” highlighting the need to protect labor rights and ensure safe environments.</li>
</ul>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li><strong>Target 10.4:</strong> Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality. The article critiques fiscal policy by pointing out that government budgets are “biased in favor of the rich,” citing the large mortgage-interest deduction for the wealthy compared to the lack of support for the poor. This calls for policy adoption that promotes equality.</li>
</ul>
</li>
<li>
<h3>SDG 11: Sustainable Cities and Communities</h3>
<ul>
<li><strong>Target 11.1:</strong> By 2030, ensure access for all to adequate, safe and affordable housing and basic services. The article explicitly identifies housing as a “serious problem for the urban poor” and notes that “half or more of the earnings go to paying the rent,” directly addressing the challenge of affordable housing in cities.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
<h3>For SDG 1 &amp; SDG 8 (Targets 1.2 &amp; 8.5)</h3>
<ul>
<li><strong>Indicator: Gap between actual wage and living wage.</strong> The article provides specific figures: a required “living wage” of $14 an hour versus the common wage of “$7 or $8” an hour. This gap is a direct measure of wage inadequacy.</li>
<li><strong>Indicator: Proportion of the working population earning below the living wage.</strong> The article states that “about 60% American workers earned less than $14 an hour,” which serves as a quantifiable indicator of the prevalence of low-wage work.</li>
</ul>
</li>
<li>
<h3>For SDG 10 (Target 10.4)</h3>
<ul>
<li><strong>Indicator: Disparity in fiscal subsidies.</strong> The article implies an indicator by comparing the housing subsidy for the rich (“over $20,000 a year in the form of a mortgage-interest deduction”) with the lack of housing support for a “truly low income family.” This highlights inequality in fiscal policy.</li>
</ul>
</li>
<li>
<h3>For SDG 11 (Target 11.1)</h3>
<ul>
<li><strong>Indicator: Proportion of income spent on housing.</strong> The article mentions that for the urban poor, “half or more of the earnings go to paying the rent.” This percentage is a key indicator used to measure housing affordability.</li>
</ul>
</li>
<li>
<h3>For SDG 8 (Target 8.8)</h3>
<ul>
<li><strong>Indicator: Worker perception of rights and dignity.</strong> While not a quantitative metric in the article, the qualitative description of workplaces as “dictatorships” where workers “check your civil liberties at the door” and conditions are “injurious to health as well as to dignity” implies the need for indicators that measure the protection of labor rights and workplace safety from the worker’s perspective.</li>
</ul>
</li>
</ol>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>1.2: Reduce poverty in all its dimensions according to national definitions.</td>
<td>The inability of working-class individuals to meet “essential needs” despite being employed.</td>
</tr>
<tr>
<td rowspan="2"><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td>8.5: Achieve full and productive employment and decent work for all… and equal pay for work of equal value.</td>
<td>– The gap between a living wage ($14/hour) and the common wage ($7-$8/hour).<br>– The proportion of workers earning below a living wage (60% of workers).</td>
</tr>
<tr>
<td>8.8: Protect labour rights and promote safe and secure working environments for all workers.</td>
<td>Qualitative descriptions of working conditions as “injurious to health as well as to dignity” and workplaces as “dictatorships.”</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>10.4: Adopt policies, especially fiscal, wage and social protection policies, and progressively achieve greater equality.</td>
<td>The disparity in government fiscal policy, such as a housing subsidy of over $20,000 for the rich via mortgage deductions, contrasted with the lack of support for the poor.</td>
</tr>
<tr>
<td><strong>SDG 11: Sustainable Cities and Communities</strong></td>
<td>11.1: Ensure access for all to adequate, safe and affordable housing.</td>
<td>The proportion of income the urban poor spend on rent (“half or more of the earnings”).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://countercurrents.org/2025/11/at-a-time-of-affordability-and-urban-poverty-debates-in-usa-writings-of-barbara-ehrenreich-have-a-new-relevance/">countercurrents.org</a></strong></p>
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<title>Committee approves $50,000 grant to expand New Haven Financial Empowerment Center legacy&#45;planning services – Citizen Portal AI</title>
<link>https://sdgtalks.ai/committee-approves-50000-grant-to-expand-new-haven-financial-empowerment-center-legacy-planning-services-citizen-portal-ai</link>
<guid>https://sdgtalks.ai/committee-approves-50000-grant-to-expand-new-haven-financial-empowerment-center-legacy-planning-services-citizen-portal-ai</guid>
<description><![CDATA[ Committee approves $50,000 grant to expand New Haven Financial Empowerment Center legacy-planning services  Citizen Portal AI ]]></description>
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<pubDate>Sat, 22 Nov 2025 10:14:19 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Committee, approves, 50, 000, grant, expand, New, Haven, Financial, Empowerment, Center, legacy-planning, services, –, Citizen, Portal</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Grant Approval for Financial Empowerment Initiative to Advance Sustainable Development Goals</h2>
<h3>Project Authorization and Funding</h3>
<p>On November 20, the Health & Human Services Committee approved order LMD-2025-0584, authorizing the acceptance of a $50,000 grant for the New Haven Financial Empowerment Center. The funding, allocated over a two-year period, is designated for the expansion of legacy-planning services for residents. The motion was approved by a voice vote with no recorded oppositions or abstentions.</p>
<h3>Initiative Objectives and Alignment with Sustainable Development Goals (SDGs)</h3>
<p>The grant will enable the center to address critical economic disparities and enhance community resilience, directly contributing to several United Nations Sustainable Development Goals (SDGs).</p>
<ul>
<li><b>SDG 1: No Poverty & SDG 10: Reduced Inequalities:</b> The primary objective is to “close that gap” in access to financial planning. By providing free, confidential services, the initiative targets economic inequality, helping families protect and transfer assets, thereby preventing cycles of poverty and promoting intergenerational wealth building.</li>
<li><b>SDG 8: Decent Work and Economic Growth:</b> Empowering residents with financial literacy and legal tools for asset protection fosters economic stability at the household level, which is fundamental to sustainable local economic growth.</li>
<li><b>SDG 11: Sustainable Cities and Communities:</b> Secure and financially stable households contribute to more resilient and sustainable communities. This program strengthens the community fabric by helping residents secure their financial futures.</li>
<li><b>SDG 16: Peace, Justice and Strong Institutions:</b> The initiative promotes access to justice by providing residents with the necessary tools and knowledge to navigate legal and financial systems, reinforcing the role of local institutions in supporting citizen welfare.</li>
</ul>
<h3>Scope of Services and Program Implementation</h3>
<p>Dorena Mitchell, the local government manager for the center, outlined the services to be supported by the grant funding:</p>
<ol>
<li>Provision of free, confidential access to trust and legal-planning platforms.</li>
<li>Development of structured plans for the intergenerational transfer of assets.</li>
<li>Execution of workshops focused on essential financial and legal literacy, including:
<ul>
<li>Proper storage of important documents.</li>
<li>Utilization of online legal tools.</li>
<li>Strategies for protecting family assets.</li>
</ul>
</li>
<li>Systematic tracking of client outcomes and management of new intakes to measure program impact.</li>
</ol>
<h3>Governance and Committee Review</h3>
<p>During the committee meeting, it was clarified that the New Haven program is part of a national Financial Empowerment Center (FEC) model, with this specific initiative being managed out of New York City. While the center is still developing projections, a precise figure for the number of residents to be served by the $50,000 grant was not provided during the session. The committee’s approval followed a presentation and a brief period of inquiry, concluding with the successful passage of the motion.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<ol>
<li>
<h3>Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<p>The article highlights issues connected to several Sustainable Development Goals (SDGs) by focusing on financial empowerment and legacy planning for residents.</p>
<ul>
<li><strong>SDG 1: No Poverty</strong> – The initiative to provide free legacy-planning services directly addresses economic vulnerability. By helping residents protect and transfer assets, the program aims to secure intergenerational wealth and prevent families from falling into poverty due to the loss of assets.</li>
<li><strong>SDG 10: Reduced Inequalities</strong> – The program is designed to “close that gap” by offering free and confidential services. This targets inequality in access to financial and legal resources, ensuring that residents, regardless of their economic status, can plan for their future and their families’ financial security.</li>
<li><strong>SDG 16: Peace, Justice and Strong Institutions</strong> – This goal includes ensuring equal access to justice for all. The article states the grant will provide “free, confidential access to trust and legal-planning platforms,” which is a direct effort to enhance access to legal tools and justice for community members who might otherwise be unable to afford such services.</li>
</ul>
</li>
<li>
<h3>What specific targets under those SDGs can be identified based on the article’s content?</h3>
<p>The content of the article points to specific targets within the identified SDGs.</p>
<ul>
<li><strong>Target 1.4:</strong> “By 2030, ensure that all men and women, in particular the poor and the vulnerable, have equal rights to economic resources, as well as access to… ownership and control over… property, inheritance… and other financial services.” The New Haven Financial Empowerment Center’s program directly supports this target by providing services for “transferring assets” and helping residents “protect assets for families.”</li>
<li><strong>Target 10.2:</strong> “By 2030, empower and promote the social, economic and political inclusion of all, irrespective of… economic or other status.” The program promotes economic inclusion by offering free financial and legal planning, thereby empowering residents who may have been previously excluded from these essential services due to cost.</li>
<li><strong>Target 16.3:</strong> “Promote the rule of law… and ensure equal access to justice for all.” The grant supports this target by funding access to “online legal tools” and “legal-planning platforms,” which helps ensure that all residents have the means to legally manage their assets and inheritance, a key component of access to justice.</li>
</ul>
</li>
<li>
<h3>Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article implies several indicators that can be used to measure the program’s progress.</p>
<ul>
<li>The article explicitly states that the center would “track outcomes and manage new client intakes.” This points directly to measurable indicators for tracking progress.</li>
<li><strong>Number of clients served:</strong> Managing “new client intakes” is a direct indicator of the program’s reach. The article notes that when asked “how many people would be served,” the center was still developing estimates, confirming this is a key metric.</li>
<li><strong>Number of workshops conducted:</strong> The funding is intended to support “workshops explaining what documents to store, how to use online legal tools, and how to protect assets,” making the number of workshops an indicator of the program’s educational outreach.</li>
<li><strong>Number of structured plans created:</strong> The program provides “structured plans for transferring assets.” Tracking the number of these plans created would be a direct measure of the program’s success in helping residents with legacy planning.</li>
</ul>
</li>
<li>
<h3>Create a table with three columns titled ‘SDGs, Targets and Indicators” to present the findings from analyzing the article.</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.4:</strong> Ensure equal rights to economic resources, access to ownership, control over property, and inheritance.</td>
<td>
<ul>
<li>Number of residents receiving free legacy-planning services.</li>
<li>Number of structured asset transfer plans created for families.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.2:</strong> Empower and promote the social and economic inclusion of all.</td>
<td>
<ul>
<li>Number of new client intakes managed by the center.</li>
<li>Number of workshops conducted to promote financial literacy.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 16: Peace, Justice and Strong Institutions</strong></td>
<td><strong>16.3:</strong> Promote the rule of law and ensure equal access to justice for all.</td>
<td>
<ul>
<li>Number of residents provided with access to online legal tools and platforms.</li>
<li>Tracked outcomes of clients utilizing the legal-planning services.</li>
</ul>
</td>
</tr>
</tbody>
</table>
</li>
</ol>
<p></p>
<p><strong>Source: <a href="https://citizenportal.ai/articles/7010295/New-Haven-County/Connecticut/Committee-approves-50000-grant-to-expand-New-Haven-Financial-Empowerment-Center-legacy-planning-services">citizenportal.ai</a></strong></p>
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<title>Fast food is no longer affordable for low&#45;income Americans – The Week</title>
<link>https://sdgtalks.ai/fast-food-is-no-longer-affordable-for-low-income-americans-the-week</link>
<guid>https://sdgtalks.ai/fast-food-is-no-longer-affordable-for-low-income-americans-the-week</guid>
<description><![CDATA[ Fast food is no longer affordable for low-income Americans  The Week ]]></description>
<enclosure url="https://cdn.mos.cms.futurecdn.net/ALDXhscuy7Z9FYRHGuqagJ-2000-80.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 21 Nov 2025 20:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Fast, food, longer, affordable, for, low-income, Americans, –, The, Week</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Economic Pressures on Food Affordability and its Impact on Sustainable Development Goals</h2>
<p>Recent economic trends indicate a significant increase in the cost of fast food in the United States, rendering it progressively unaffordable for lower-income populations. This development poses direct challenges to the achievement of several key Sustainable Development Goals (SDGs), particularly those concerning poverty, hunger, and inequality.</p>
<h2>Analysis of Rising Costs and Consumer Impact</h2>
<h3>Factors Driving Price Increases</h3>
<p>The escalation in fast-food prices is attributed to a combination of economic factors. An analysis reveals the primary drivers to be:</p>
<ul>
<li>Increased operational costs for restaurant essentials, such as beef.</li>
<li>Higher labor costs associated with rising salaries.</li>
<li>The economic impact of government policies, including tariffs.</li>
</ul>
<p>A notable example is the average menu price at McDonald’s, which saw an approximate 40% increase between 2019 and 2024.</p>
<h3>Implications for Sustainable Development Goals</h3>
<p>The inability of consumer income to keep pace with the rising cost of living, including food, rent, and childcare, has profound implications for societal well-being.</p>
<ol>
<li><b>SDG 1 (No Poverty) and SDG 2 (Zero Hunger):</b> As fast food ceases to be an accessible, low-cost option, food security for low-income households is threatened. This financial strain exacerbates poverty and limits access to affordable sources of sustenance.</li>
<li><b>SDG 10 (Reduced Inequalities):</b> The price hikes disproportionately affect lower-income Americans, who allocate a larger portion of their income to essential goods. This widens the economic gap and undermines efforts to reduce inequality.</li>
</ol>
<h2>Broader Economic Trends and Social Consequences</h2>
<h3>The “K-Shaped” Economy and Deepening Inequality</h3>
<p>The current economic landscape is characterized as “K-shaped,” signifying a divergent recovery where high-earning individuals and corporations prosper while lower-income groups experience economic decline. This trend is evidenced by:</p>
<ul>
<li>The financial success of global luxury conglomerates, which have reported better-than-expected quarterly earnings.</li>
<li>The concurrent economic struggles faced by demographics such as adults aged 25 to 30, who contend with unemployment, student loan debt, and slower real wage growth.</li>
</ul>
<p>This economic bifurcation is a direct contradiction to the principles of <b>SDG 10 (Reduced Inequalities)</b>, as it concentrates wealth and opportunity among a select few.</p>
<h3>Impact on Social Cohesion and Economic Growth</h3>
<p>The persistent issue of affordability fosters widespread public discontent and erodes confidence in the economy. This can lead to negative social outcomes, including workplace resentment and social instability. Such conditions challenge the objective of <b>SDG 8 (Decent Work and Economic Growth)</b>, which calls for inclusive and sustainable economic growth that promotes productive employment and decent work for all.</p>
<h2>Corporate and Political Responses</h2>
<h3>Industry Adjustments</h3>
<p>In response to a decline in patronage from lower-income customers, several fast-food corporations, including McDonald’s, Chipotle, Burger King, and Wendy’s, have begun to reintroduce value-oriented menus. These initiatives are an attempt to regain clientele by offering more affordable options.</p>
<h3>Political Discourse</h3>
<p>The issue of affordability has become a central point in political discourse. At the McDonald’s Impact Summit, President Donald Trump addressed the “affordability crisis,” while reports from The Independent noted that tariffs implemented during his administration contributed to the price hikes affecting consumers.</p>
<h2>Analysis of SDGs, Targets, and Indicators</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<p>The article directly addresses the economic struggles of “lower-income Americans” who are being “priced out” of previously affordable food options. This connects to SDG 1, which aims to end poverty in all its forms, as the rising cost of living and stagnant incomes push vulnerable populations into greater financial hardship.</p>
</li>
<li>
<h3>SDG 2: Zero Hunger</h3>
<p>While not about famine, the article touches upon food accessibility, a key component of SDG 2. It highlights that fast food was “once a cheap and accessible source of food” for many. The inability of lower-income individuals to afford this food source raises concerns about their access to sufficient and affordable food.</p>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<p>The article links the economic strain to issues of employment and wages. It mentions “slower real wage growth” and “unemployment” as significant challenges, particularly for young adults. This relates to SDG 8’s goal of promoting sustained, inclusive economic growth and decent work for all.</p>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<p>This is a central theme of the article. It explicitly states that “the gap between the wealthy and the poor is widening” and describes the U.S. economy as “K-shaped,” where high-earners thrive while others “fall further down the economic ladder.” This directly addresses the core focus of SDG 10, which is to reduce inequality within and among countries.</p>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ul>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li><strong>Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions. The article’s focus on “lower-income Americans” struggling with the high cost of living directly relates to the challenge of reducing poverty within a national context.</li>
</ul>
</li>
<li>
<h3>SDG 2: Zero Hunger</h3>
<ul>
<li><strong>Target 2.1:</strong> By 2030, end hunger and ensure access by all people, in particular the poor and people in vulnerable situations… to… sufficient food all year round. The article discusses how rising prices are making a previously “accessible source of food” unaffordable for “lower-income customers,” which is a direct challenge to ensuring food access for the poor.</li>
</ul>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li><strong>Target 8.5:</strong> By 2030, achieve full and productive employment and decent work for all… and equal pay for work of equal value. The article points to “unemployment” and “slower real wage growth” as key problems, indicating a failure to achieve productive employment and fair wages for certain segments of the population.</li>
</ul>
</li>
<li>
<h3>SDG 10: Reduced Inequalities</h3>
<ul>
<li><strong>Target 10.1:</strong> By 2030, progressively achieve and sustain income growth of the bottom 40 per cent of the population at a rate higher than the national average. The description of a “K-shaped” economy, where the wealthy do better while others fall behind, is the antithesis of this target.</li>
<li><strong>Target 10.2:</strong> By 2030, empower and promote the social, economic and political inclusion of all, irrespective of… economic or other status. The article illustrates the economic exclusion of lower-income groups who can no longer afford basic goods and services like fast food.</li>
</ul>
</li>
</ul>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article mentions several direct and implied indicators:</p>
<ul>
<li><strong>Price Inflation of Consumer Goods:</strong> The article provides a specific data point: “The average price of a menu item at McDonald’s increased by approximately 40% between 2019 and 2024.” This serves as a direct indicator of the rising cost of living affecting affordability.</li>
<li><strong>Real Wage Growth:</strong> The article explicitly mentions “slower real wage growth” as a problem facing young people. This is a key economic indicator used to measure whether incomes are keeping pace with inflation.</li>
<li><strong>Unemployment Rate:</strong> “Unemployment” is cited as a headwind for the 25-30 age group. The unemployment rate, particularly for specific demographics, is a standard indicator for measuring economic health and progress towards SDG 8.</li>
<li><strong>Income and Wealth Disparity:</strong> The concept of a “K-shaped” economy, where the “high-earner cohort is doing better and better while others fall further down the economic ladder,” is a qualitative description of indicators that measure income inequality, such as the Gini coefficient or the income share of the top 10%.</li>
</ul>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>1.2: Reduce poverty in all its dimensions according to national definitions.</td>
<td>The affordability of essential goods (e.g., food) for lower-income populations.</td>
</tr>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td>2.1: Ensure access by all people, in particular the poor, to sufficient food.</td>
<td>The ability of lower-income individuals to afford and access food sources like fast-food restaurants.</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td>8.5: Achieve full and productive employment and decent work for all.</td>
<td>
<ul>
<li>Unemployment rate (specifically for the 25-30 age group).</li>
<li>Rate of real wage growth.</li>
</ul>
</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>10.1: Sustain income growth of the bottom 40% of the population.<br>10.2: Promote social and economic inclusion of all.</td>
<td>
<ul>
<li>The widening gap between the wealthy and the poor (described as a “K-shaped” economy).</li>
<li>Price inflation on consumer goods (e.g., 40% increase in McDonald’s menu prices).</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://theweek.com/business/economy/fast-food-affordable-low-income-economy">theweek.com</a></strong></p>
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<title>UNICEF: 20% of world’s children still trapped in extreme poverty – UN News</title>
<link>https://sdgtalks.ai/unicef-20-of-worlds-children-still-trapped-in-extreme-poverty-un-news</link>
<guid>https://sdgtalks.ai/unicef-20-of-worlds-children-still-trapped-in-extreme-poverty-un-news</guid>
<description><![CDATA[ UNICEF: 20% of world’s children still trapped in extreme poverty  UN News ]]></description>
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<pubDate>Fri, 21 Nov 2025 14:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>UNICEF:, 20, world’s, children, still, trapped, extreme, poverty, –, News</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Multidimensional Child Poverty and its Intersection with Sustainable Development Goals</h2>
<h3>Introduction and Scope</h3>
<p>A recent analysis based on data from over 130 low and middle-income countries reveals critical insights into the state of multidimensional child poverty, a direct challenge to the achievement of the Sustainable Development Goals (SDGs). The report assesses child deprivation across six key dimensions that are intrinsically linked to the 2030 Agenda: education (SDG 4), health (SDG 3), nutrition (SDG 2), housing (SDG 11), sanitation (SDG 6), and water (SDG 6). The findings indicate that nearly 90 percent of children living in such conditions are concentrated in Sub-Saharan Africa and South Asia, highlighting severe geographic disparities in SDG progress. Even in high-income countries, 23 percent of children experience significant income inequality relative to their peers, underscoring the universal relevance of SDG 10 (Reduced Inequalities).</p>
<h3>Key Findings in Relation to Sustainable Development Goals</h3>
<p>The report’s findings illustrate the interconnected nature of the SDGs and the profound impact of poverty on child development. Failure to address these issues jeopardizes progress across the entire 2030 Agenda.</p>
<ul>
<li><b>SDG 1 (No Poverty):</b> The analysis finds that 118 million children suffer from deprivation in three or more of the assessed areas. This severe, multidimensional poverty undermines children’s health, educational attainment, and future economic prospects, creating a cycle of intergenerational poverty.</li>
<li><b>SDG 6 (Clean Water and Sanitation):</b> Progress towards this goal is critically insufficient. In low-income countries, 65 percent of children lack access to a toilet, which significantly increases their exposure to preventable diseases and hinders the realization of SDG 3 (Good Health and Well-being).</li>
<li><b>SDG 10 (Reduced Inequalities):</b> The extreme concentration of child poverty in Sub-Saharan Africa and South Asia points to a profound failure to reduce inequalities between countries.</li>
</ul>
<h3>Progress and Challenges to SDG Achievement</h3>
<p>While progress has been made, it is now stalling due to a confluence of global challenges that threaten to reverse gains and prevent the attainment of the SDGs.</p>
<ul>
<li><b>Overall Progress:</b> In low and middle-income countries, multidimensional child deprivation decreased from 51 percent in 2013 to 41 percent in 2023.</li>
<li><b>National Policy Impact:</b> Government-led social protection programs have proven effective. Tanzania achieved a 46 percent reduction in multidimensional child poverty between 2000 and 2023, and Bangladesh achieved a 32 percent reduction, demonstrating that targeted national policies can accelerate progress on SDG 1.</li>
<li><b>Stalling Factors:</b> Progress is being undermined by several factors that cut across the SDG framework, including conflict (SDG 16), climate pressures, technological divides, and cuts to international funding (SDG 17).</li>
<li><b>Threat to SDG 4 (Quality Education):</b> Reductions in foreign aid could lead to an additional six million children being left out of school by next year, representing a significant setback for global education targets.</li>
</ul>
<h3>Policy Recommendations for Accelerating SDG Attainment</h3>
<p>To overcome these challenges and achieve the 2030 Agenda, the report outlines a series of integrated policy actions.</p>
<ol>
<li>Make the eradication of child poverty a national priority, central to all strategies aimed at achieving <b>SDG 1</b>.</li>
<li>Integrate children’s needs into all economic policies and national budgets to ensure coherent progress across multiple SDGs.</li>
<li>Provide and expand social protection programs, including cash support for families, as a direct mechanism to advance <b>SDG 1</b> and <b>SDG 10</b>.</li>
<li>Expand universal access to essential services to directly support the achievement of:
<ul>
<li><b>SDG 4 (Quality Education)</b></li>
<li><b>SDG 3 (Good Health and Well-being)</b></li>
<li><b>SDG 6 (Clean Water and Sanitation)</b></li>
<li><b>SDG 2 (Zero Hunger)</b> via nutrition services</li>
<li><b>SDG 11 (Sustainable Cities and Communities)</b> via adequate housing</li>
</ul>
</li>
<li>Promote decent work for parents and caregivers to strengthen household economic stability, in direct alignment with <b>SDG 8 (Decent Work and Economic Growth)</b>.</li>
</ol>
<h2>SDGs, Targets, and Indicators Analysis</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>The article’s central theme is child poverty. It explicitly states that “Nearly 90 per cent of those children [living in poverty] are in Sub-Saharan Africa and South Asia” and discusses the concept of “multidimensional child poverty.” The entire article revolves around understanding and reducing child poverty, directly aligning with SDG 1.</li>
</ul>
</li>
<li>
<h3>SDG 2: Zero Hunger</h3>
<ul>
<li>The article identifies “nutrition” as one of the six key areas used to assess deprivation in children. This directly connects to the goal of ending hunger and ensuring access to sufficient and nutritious food.</li>
</ul>
</li>
<li>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li>“Health” is listed as a primary area of deprivation. The article also states that poverty “undermines children’s health” and that a lack of sanitation increases “exposure to disease,” linking poverty directly to health outcomes.</li>
</ul>
</li>
<li>
<h3>SDG 4: Quality Education</h3>
<ul>
<li>The article names “education” as a key dimension of child poverty. It warns that funding cuts “could leave six million more children out of school by next year,” highlighting the direct threat to educational access.</li>
</ul>
</li>
<li>
<h3>SDG 6: Clean Water and Sanitation</h3>
<ul>
<li>The report assesses deprivation across “sanitation and water.” It provides a specific statistic that in low-income countries, “65 per cent of children lack access to a toilet,” which directly addresses the core issues of SDG 6.</li>
</ul>
</li>
<li>
<h3>SDG 8: Decent Work and Economic Growth</h3>
<ul>
<li>As a solution to reduce child poverty, the article recommends to “Promote decent work for parents and caregivers to strengthen household stability.” This links the economic well-being of adults directly to the welfare of children.</li>
</ul>
</li>
<li>
<h3>SDG 11: Sustainable Cities and Communities</h3>
<ul>
<li>“Housing” is mentioned as one of the six critical areas of deprivation for children. This relates to the goal of ensuring access to adequate and safe housing.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
<h3>Target 1.2: Reduce poverty in all its dimensions</h3>
<ul>
<li>The article focuses on “multidimensional child poverty” and cites examples of its reduction, such as “Tanzania cut so-called multidimensional child poverty by 46 per cent.” This aligns perfectly with the target of reducing at least by half the proportion of people living in poverty in all its dimensions.</li>
</ul>
</li>
<li>
<h3>Target 2.2: End all forms of malnutrition</h3>
<ul>
<li>By identifying “nutrition” as a key area of deprivation for children, the article implicitly addresses the goal of ending malnutrition.</li>
</ul>
</li>
<li>
<h3>Target 4.1: Ensure free, equitable and quality primary and secondary education</h3>
<ul>
<li>The article’s warning that “six million more children out of school” could result from funding cuts directly relates to the target of ensuring all children complete their education.</li>
</ul>
</li>
<li>
<h3>Target 6.2: Achieve access to adequate and equitable sanitation and hygiene for all</h3>
<ul>
<li>The specific mention that “65 per cent of children lack access to a toilet” in low-income countries directly corresponds to this target, which focuses on ending open defecation and providing access to sanitation.</li>
</ul>
</li>
<li>
<h3>Target 8.5: Achieve full and productive employment and decent work for all</h3>
<ul>
<li>The recommendation to “Promote decent work for parents and caregivers” is a direct call to action that supports this target as a means to alleviate household and child poverty.</li>
</ul>
</li>
<li>
<h3>Target 11.1: Ensure access for all to adequate, safe and affordable housing</h3>
<ul>
<li>By listing “housing” as one of the six areas of deprivation, the article points to the importance of this target in achieving overall well-being for children.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
<h3>Indicator for Target 1.2: Proportion of children living in multidimensional poverty</h3>
<ul>
<li>The article provides several data points for this indicator. It states that the proportion of children in low and middle-income countries experiencing deprivation “dropped from 51 per cent in 2013 to 41 per cent in 2023.” It also gives country-specific reduction figures for Tanzania (46%) and Bangladesh (32%).</li>
</ul>
</li>
<li>
<h3>Indicator for Target 4.1: Number of out-of-school children</h3>
<ul>
<li>The article uses this indicator directly when it warns that “cuts could leave six million more children out of school by next year.” This figure measures the direct impact of policy and funding on education access.</li>
</ul>
</li>
<li>
<h3>Indicator for Target 6.2: Proportion of population with access to basic sanitation services</h3>
<ul>
<li>The statistic that “65 per cent of children lack access to a toilet” in low-income countries serves as a direct measure for this indicator, highlighting the scale of the sanitation crisis for children.</li>
</ul>
</li>
<li>
<h3>Implied Indicators for other targets</h3>
<ul>
<li>While not providing specific numbers, the article implies the use of indicators related to the prevalence of malnutrition (Target 2.2), child health outcomes (related to SDG 3), access to adequate housing (Target 11.1), and rates of decent work among adults (Target 8.5) by listing these as key areas of deprivation or as necessary solutions.</li>
</ul>
</li>
</ol>
<h3>4. Summary Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><b>SDG 1:</b> No Poverty</td>
<td><b>1.2:</b> By 2030, reduce at least by half the proportion of men, women and children of all ages living in poverty in all its dimensions according to national definitions.</td>
<td>Proportion of children living in multidimensional poverty (e.g., reduction from 51% to 41% in low/middle-income countries; 46% reduction in Tanzania).</td>
</tr>
<tr>
<td><b>SDG 2:</b> Zero Hunger</td>
<td><b>2.2:</b> By 2030, end all forms of malnutrition.</td>
<td>Prevalence of nutritional deprivation (Implied by the article listing “nutrition” as a key area of deprivation).</td>
</tr>
<tr>
<td><b>SDG 3:</b> Good Health and Well-being</td>
<td>Targets related to child health and mortality.</td>
<td>Prevalence of health deprivation (Implied by the article listing “health” as a key area of deprivation and stating poverty undermines health).</td>
</tr>
<tr>
<td><b>SDG 4:</b> Quality Education</td>
<td><b>4.1:</b> By 2030, ensure that all girls and boys complete free, equitable and quality primary and secondary education.</td>
<td>Number of out-of-school children (e.g., the article warns of “six million more children out of school”).</td>
</tr>
<tr>
<td><b>SDG 6:</b> Clean Water and Sanitation</td>
<td><b>6.2:</b> By 2030, achieve access to adequate and equitable sanitation and hygiene for all.</td>
<td>Proportion of children with access to a toilet (e.g., “65 per cent of children lack access to a toilet” in low-income countries).</td>
</tr>
<tr>
<td><b>SDG 8:</b> Decent Work and Economic Growth</td>
<td><b>8.5:</b> By 2030, achieve full and productive employment and decent work for all women and men.</td>
<td>Employment rates for parents/caregivers (Implied by the recommendation to “Promote decent work for parents and caregivers”).</td>
</tr>
<tr>
<td><b>SDG 11:</b> Sustainable Cities and Communities</td>
<td><b>11.1:</b> By 2030, ensure access for all to adequate, safe and affordable housing and basic services.</td>
<td>Proportion of children living in inadequate housing (Implied by the article listing “housing” as a key area of deprivation).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://news.un.org/en/story/2025/11/1166414">news.un.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>Resilience is no substitute for justice – WBUR</title>
<link>https://sdgtalks.ai/resilience-is-no-substitute-for-justice-wbur</link>
<guid>https://sdgtalks.ai/resilience-is-no-substitute-for-justice-wbur</guid>
<description><![CDATA[ Resilience is no substitute for justice  WBUR ]]></description>
<enclosure url="https://wordpress.wbur.org/wp-content/uploads/2025/11/GettyImages-2243550707-1000x667.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 21 Nov 2025 14:30:08 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>Resilience, substitute, for, justice, –, WBUR</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on the Misapplication of “Resilience” and its Impact on Sustainable Development Goals</h2>
<h3>Introduction: A Critical Analysis of Resilience in Development</h3>
<p>Recent events, such as Hurricane Melissa in Jamaica, have highlighted a problematic trend within the international development sector: the romanticization of “resilience.” This report analyzes how the concept has shifted from a call for systemic strengthening to an expectation of individual endurance, thereby undermining progress toward key Sustainable Development Goals (SDGs). The focus on celebrating the capacity of vulnerable populations to “bounce back” distracts from the core responsibilities of governments and international bodies to address structural inequities and build robust public systems, which are foundational to achieving the SDGs.</p>
<h2>The Detrimental Shift from Systemic Responsibility to Individual Burden</h2>
<h3>From “Build Back Better” to Measuring Endurance</h3>
<p>The term “build back better,” popularized after the 2004 Indian Ocean tsunami, was initially intended to strengthen public institutions and ensure communities were better protected against future disasters. This objective is in direct alignment with several SDGs:</p>
<ul>
<li><strong>SDG 11 (Sustainable Cities and Communities):</strong> The goal of rebuilding infrastructure to be more robust and equitable.</li>
<li><strong>SDG 16 (Peace, Justice and Strong Institutions):</strong> The focus on reinforcing the capacity of the state as the primary duty bearer.</li>
</ul>
<p>However, by the 2010 Haiti earthquake, the concept had devolved into a slogan. The focus shifted from systemic improvements to measuring individual metrics of survival, such as the number of tents distributed or families moved from camps. This approach failed to address the underlying weaknesses in public systems, particularly health, thereby hindering progress on <strong>SDG 3 (Good Health and Well-being)</strong> and exacerbating conditions targeted by <strong>SDG 10 (Reduced Inequalities)</strong>.</p>
<h3>Undermining the Right to Health and SDG 3</h3>
<p>The right to health is a legally binding obligation under international law, not an aspiration contingent on perseverance. This right is the cornerstone of <strong>SDG 3</strong>. The current development narrative, which praises the endurance of individuals in the face of collapsing health systems, implicitly abridges this right. Instead of investing in the public health infrastructure required to fulfill SDG 3, the focus on resilience shifts the burden onto the affected populations, asking them to adapt to injustice rather than demanding accountability for it.</p>
<h2>Case Studies: Misaligned Priorities and SDG Setbacks</h2>
<h3>Climate Disasters and Systemic Vulnerability</h3>
<p>In nations like Jamaica, communities are repeatedly expected to rebuild after climate-related disasters. This cycle fails to address the root causes of their vulnerability, which are directly linked to several SDGs:</p>
<ul>
<li><strong>SDG 13 (Climate Action):</strong> The increasing frequency and intensity of storms highlight a failure to mitigate climate change and invest in adaptation.</li>
<li><strong>SDG 1 (No Poverty):</strong> Structural inequities that perpetuate poverty are left unaddressed, ensuring that the same communities remain most at risk.</li>
<li><strong>SDG 10 (Reduced Inequalities):</strong> The disproportionate impact of disasters on the poor deepens existing inequalities.</li>
</ul>
<h3>The COVID-19 Pandemic and Ineffective Partnerships</h3>
<p>Analysis of global pandemic aid revealed a critical failure in international cooperation, a key component of <strong>SDG 17 (Partnerships for the Goals)</strong>. Less than 9% of the $170.9 billion in aid reached governments in low-income countries as grants. The majority was provided as loans, which reinforces dependency rather than building the long-term capacity of public health systems needed to achieve <strong>SDG 3</strong>. This approach prioritized short-term relief over sustainable institutional strengthening.</p>
<h2>A Framework for Realigning with the Sustainable Development Goals</h2>
<h3>Leveraging International Law for Accountability</h3>
<p>To ensure progress on the SDGs, accountability must be prioritized. International legal frameworks offer a pathway to hold states accountable. The Optional Protocol to the International Covenant on Economic, Social and Cultural Rights (ICESCR), for example, allows individuals to bring complaints to the UN. While not legally binding, its rulings can drive policy changes, as seen in a 2020 housing rights case in Spain. Such mechanisms are vital tools for advancing <strong>SDG 16</strong> by promoting justice and strengthening institutional accountability.</p>
<h3>Recommendations for the Development Sector</h3>
<p>To genuinely support the achievement of the SDGs, the development sector must reform its approach to resilience. The following actions are recommended:</p>
<ol>
<li><strong>Prioritize Systemic Investment:</strong> Shift funding from a patchwork of short-term NGO projects toward long-term investment in public systems, including health, education, and infrastructure. This directly supports <strong>SDG 3</strong>, <strong>SDG 4 (Quality Education)</strong>, and <strong>SDG 9 (Industry, Innovation and Infrastructure)</strong>.</li>
<li><strong>Redefine Success Metrics:</strong> Move away from measuring individual endurance and toward assessing the strength and equity of public systems. Success should be defined by progress on indicators related to <strong>SDG 10</strong> and <strong>SDG 16</strong>.</li>
<li><strong>Reinforce State Responsibility:</strong> Re-center the role of governments as the primary duty bearers for fulfilling human rights and achieving the SDGs, rather than redirecting attention to the adaptability of their populations.</li>
</ol>
<h2>Conclusion: Justice as the Precondition for True Resilience</h2>
<p>The current application of “resilience” often serves to mask a lack of accountability for the systemic injustices that create vulnerability. True, sustainable resilience is not about how much suffering people can endure; it is the outcome of just and equitable systems. Achieving the Sustainable Development Goals requires a fundamental shift: from praising endurance to demanding the justice, accountability, and strong institutions that make such endurance unnecessary.</p>
<h2>Analysis of SDGs, Targets, and Indicators</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
<h3>SDG 1: No Poverty</h3>
<ul>
<li>The article connects recurring disasters and climate change to the persistence of poverty, mentioning “structural inequities that keep them poor” in communities like those in Jamaica.</li>
</ul>
</li>
<li>
<h3>SDG 3: Good Health and Well-being</h3>
<ul>
<li>This is a central theme, with the article explicitly discussing the “right to health” as a human right, the importance of strong health systems, and the “social determinants of health.” It references the failure to strengthen the Haitian health system and the impact of the COVID-19 pandemic.</li>
</ul>
</li>
<li>
<h3>SDG 11: Sustainable Cities and Communities</h3>
<ul>
<li>The article highlights issues of inadequate and unsafe living conditions resulting from disasters, such as “flooded streets and uprooted homes” in Jamaica. It also directly references the “right to adequate shelter” in the context of an eviction case in Spain.</li>
</ul>
</li>
<li>
<h3>SDG 13: Climate Action</h3>
<ul>
<li>The article directly links natural disasters to climate change, stating that communities are forced to “bounce back from storms made deadlier by climate change.” This points to the need for climate resilience and adaptation.</li>
</ul>
</li>
<li>
<h3>SDG 16: Peace, Justice and Strong Institutions</h3>
<ul>
<li>A core argument of the article is the failure of accountability and justice. It criticizes weak accountability systems in international law, the shift of responsibility away from “governments as duty bearers,” and calls to make “the powerful more accountable for” injustice.</li>
</ul>
</li>
<li>
<h3>SDG 17: Partnerships for the Goals</h3>
<ul>
<li>The article discusses the role of the international development sector, including “government donors, NGOs and foundations.” It critiques the nature of global aid, citing that during the pandemic, most funding to poor countries was in the form of loans rather than grants, which reinforces dependency instead of building capacity.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
<h3>Target 1.5: Build the resilience of the poor and those in vulnerable situations and reduce their exposure and vulnerability to climate-related extreme events and other economic, social and environmental shocks and disasters.</h3>
<ul>
<li>The article’s entire premise revolves around the concept of resilience, particularly for poor communities in Jamaica facing hurricanes “made deadlier by climate change.” It critiques the current approach to resilience, arguing for systemic investment rather than just expecting communities to “bounce back.”</li>
</ul>
</li>
<li>
<h3>Target 3.8: Achieve universal health coverage, including financial risk protection, access to quality essential health-care services and access to safe, effective, quality and affordable essential medicines and vaccines for all.</h3>
<ul>
<li>The emphasis on health as a fundamental right, the critique of weak health systems in Haiti, and the discussion of “social determinants of health” all point toward the goal of universal health coverage where systems are robust enough to protect everyone.</li>
</ul>
</li>
<li>
<h3>Target 11.1: By 2030, ensure access for all to adequate, safe and affordable housing and basic services and upgrade slums.</h3>
<ul>
<li>The article mentions a case in Spain where an eviction was found to violate the “right to adequate shelter,” leading to stronger housing protections. This directly aligns with the goal of ensuring access to adequate housing.</li>
</ul>
</li>
<li>
<h3>Target 13.1: Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters in all countries.</h3>
<ul>
<li>The example of Hurricane Melissa in Jamaica is used to illustrate the repeated impact of climate-related disasters on vulnerable nations, highlighting the need for stronger adaptive capacity beyond just celebrating the endurance of the population.</li>
</ul>
</li>
<li>
<h3>Target 16.6: Develop effective, accountable and transparent institutions at all levels.</h3>
<ul>
<li>The article critiques how the focus on “resilience” has “redirected attention away from governments as duty bearers.” It calls for investment in “public systems” and making powerful actors “more accountable,” which is the essence of this target.</li>
</ul>
</li>
<li>
<h3>Target 17.2: Developed countries to implement fully their official development assistance commitments.</h3>
<ul>
<li>The analysis of COVID-19 pandemic aid, where “less than 9% of the $170.9 billion in global pandemic aid reached governments in poor countries in the form of grants,” directly addresses the quality and form of development assistance, which is a key aspect of this target.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
<h3>Flawed/Criticized Indicators</h3>
<ul>
<li>The article explicitly criticizes the use of superficial output metrics following the 2010 Haiti earthquake. These included:
<ul>
<li>Number of houses built</li>
<li>Number of tents distributed</li>
<li>Number of families moved out of camps</li>
<li>The speed at which the population “bounced back”</li>
</ul>
</li>
<li>The author argues these indicators are flawed because they measure endurance and short-term relief rather than systemic, long-term resilience.</li>
</ul>
</li>
<li>
<h3>Implied/Suggested Indicators</h3>
<ul>
<li>The article implies that more meaningful indicators would measure systemic change and the fulfillment of rights. These include:
<ul>
<li>Strength and capacity of public systems (e.g., “whether health systems were stronger”).</li>
<li>Levels of inequality (e.g., “whether… inequality narrower”).</li>
<li>Fulfillment of human rights (e.g., “whether… rights fulfilled”).</li>
<li>Proportion of official development assistance provided as grants versus loans. The article provides a specific data point: “less than 9% of the $170.9 billion in global pandemic aid reached governments in poor countries in the form of grants.” This can be used as a direct indicator of financial partnership quality.</li>
</ul>
</li>
</ul>
</li>
</ol>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1:</strong> No Poverty</td>
<td><strong>1.5:</strong> Build the resilience of the poor and reduce their vulnerability to climate-related extreme events.</td>
<td>Implied: Reduction in economic and social disruption from disasters, moving beyond measuring endurance to measuring systemic strength.</td>
</tr>
<tr>
<td><strong>SDG 3:</strong> Good Health and Well-being</td>
<td><strong>3.8:</strong> Achieve universal health coverage.</td>
<td>Implied: Measures of health system strength and capacity; fulfillment of the “right to health.”</td>
</tr>
<tr>
<td><strong>SDG 11:</strong> Sustainable Cities and Communities</td>
<td><strong>11.1:</strong> Ensure access for all to adequate, safe and affordable housing.</td>
<td>Mentioned: Legal and policy changes that strengthen housing protections and uphold the “right to adequate shelter.”</td>
</tr>
<tr>
<td><strong>SDG 13:</strong> Climate Action</td>
<td><strong>13.1:</strong> Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters.</td>
<td>Mentioned: Number of people affected by disasters (e.g., communities impacted by Hurricane Melissa).</td>
</tr>
<tr>
<td><strong>SDG 16:</strong> Peace, Justice and Strong Institutions</td>
<td><strong>16.6:</strong> Develop effective, accountable and transparent institutions.</td>
<td>Implied: Measures of government accountability and investment in public systems, rather than reliance on NGO projects.</td>
</tr>
<tr>
<td><strong>SDG 17:</strong> Partnerships for the Goals</td>
<td><strong>17.2:</strong> Developed countries to implement fully their official development assistance commitments.</td>
<td>Mentioned: The proportion of global aid delivered as grants versus loans (e.g., “less than 9% of the $170.9 billion in global pandemic aid reached governments in poor countries in the form of grants”).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.wbur.org/cognoscenti/2025/11/21/development-donor-sector-humanitarian-aid-human-rights-un-jehane-sedky">wbur.org</a></strong></p>
<p> </p>]]> </content:encoded>
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<item>
<title>A call for an integrated EU Anti&#45;Poverty Strategy led by cities – Eurocities</title>
<link>https://sdgtalks.ai/a-call-for-an-integrated-eu-anti-poverty-strategy-led-by-cities-eurocities</link>
<guid>https://sdgtalks.ai/a-call-for-an-integrated-eu-anti-poverty-strategy-led-by-cities-eurocities</guid>
<description><![CDATA[ A call for an integrated EU Anti-Poverty Strategy led by cities  Eurocities ]]></description>
<enclosure url="https://eurocities.eu/wp-content/uploads/2025/11/solene1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 21 Nov 2025 14:30:07 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>call, for, integrated, Anti-Poverty, Strategy, led, cities, –, Eurocities</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on Urban Poverty in Europe and the Role of Cities in Achieving Sustainable Development Goals</h2>
<h3>Executive Summary</h3>
<p>A significant portion of Europe’s urban population, 17%, is currently at risk of poverty, presenting a direct challenge to the achievement of Sustainable Development Goal 1 (No Poverty). This report outlines the multidimensional nature of urban poverty in the European Union, its intersection with other SDGs, and presents a series of policy recommendations for an integrated EU Anti-Poverty Strategy. The strategy emphasizes the critical role of cities as primary actors in implementing solutions that align with the 2030 Agenda for Sustainable Development, particularly SDG 10 (Reduced Inequalities) and SDG 11 (Sustainable Cities and Communities).</p>
<h2>The Urban Nexus of Poverty and Sustainable Development</h2>
<h3>Poverty as a Multidimensional Urban Challenge</h3>
<p>Poverty within the European Union is a complex issue extending beyond income insufficiency. It encompasses challenges related to food, energy, housing, and transport, which are intensified in urban environments due to high living costs. This situation undermines progress towards multiple Sustainable Development Goals:</p>
<ul>
<li><b>SDG 1 (No Poverty):</b> Rising living costs deepen inequalities and social exclusion, making the eradication of poverty in all its forms more challenging.</li>
<li><b>SDG 10 (Reduced Inequalities):</b> Vulnerable populations, including single mothers, children, migrants, persons with disabilities, and ethnic minorities, face intersecting disadvantages, often exacerbated by systemic discrimination.</li>
<li><b>SDG 11 (Sustainable Cities and Communities):</b> While cities offer access to services, they also concentrate poverty risks, evidenced by a growing number of working poor and homeless individuals.</li>
</ul>
<h3>The Strategic Role of Cities in Localising the SDGs</h3>
<p>Cities are uniquely positioned to combat poverty and advance the SDGs. Their proximity to citizens enables the development of tailored, locally-driven social innovations. By empowering people affected by poverty, cities can lead effective anti-poverty strategies that contribute directly to building inclusive, safe, resilient, and sustainable urban environments as envisioned in SDG 11. However, fragmented data on urban poverty currently complicates effective, evidence-based policy responses.</p>
<h2>Policy Framework for an EU Anti-Poverty Strategy</h2>
<h3>Integrating Cities into EU Governance for SDG Achievement</h3>
<p>To effectively address urban poverty, cities must be integral to the design and implementation of the first EU Anti-Poverty Strategy. This approach aligns with SDG 16 (Peace, Justice and Strong Institutions) by fostering inclusive governance. It is recommended that this strategy be supported by dedicated funding under the Multiannual Financial Framework for city-led capacity building and knowledge exchange, ensuring that local actions are adequately resourced to meet EU-level targets for poverty reduction.</p>
<h3>Proposal for an EU Mission for Cities against Poverty</h3>
<p>To localize the ambition of the EU Anti-Poverty Strategy, the establishment of an “EU Mission for Cities against Poverty” is proposed. This initiative would foster integrated, place-based strategies and create a robust network of cities committed to ambitious poverty reduction policies. Such a mission would facilitate knowledge exchange and mutual support, accelerating progress towards SDG 1 and SDG 10 across Europe, in line with the principles of SDG 17 (Partnerships for the Goals).</p>
<h2>Strategic Recommendations for an SDG-Aligned EU Strategy</h2>
<p>As EU leaders prepare to discuss the strategy, the following recommendations are put forth, structured to address the root causes and consequences of poverty in alignment with the 2030 Agenda.</p>
<h3>1. Prevention and Early Intervention</h3>
<p>An effective strategy must prioritise prevention to break intergenerational cycles of poverty.</p>
<ol>
<li><b>Invest in Inclusive Education (SDG 4):</b> Focus on children to break the generational cycle of poverty through investment in high-quality, inclusive education.</li>
<li><b>Promote Decent Work (SDG 8):</b> Ensure sufficient income levels and equitable access to the labour market.</li>
<li><b>Address the Housing Crisis (SDG 11):</b> Implement policies to tackle housing shortages and affordability, a cornerstone of sustainable urban living.</li>
<li><b>Combat Discrimination (SDG 10 & SDG 5):</b> Recognise and address discrimination as a root cause and multiplier of poverty and inequality.</li>
</ol>
<h3>2. Supporting Pathways Out of Poverty</h3>
<p>The strategy must create clear and accessible pathways for individuals to exit poverty.</p>
<ul>
<li>Tackle the non-take-up of social support and benefits.</li>
<li><b>Strengthen Access to Quality Jobs and Skills (SDG 8):</b> Enhance employment opportunities and skills development for vulnerable groups.</li>
<li><b>End Homelessness (SDG 11):</b> Promote the Housing First model and other long-term solutions.</li>
<li><b>Support Migrants (SDG 10):</b> Ensure the social and economic inclusion of migrants.</li>
<li><b>Ensure Sustainable Mobility (SDG 11):</b> Provide affordable and accessible transport for all citizens.</li>
<li>Prevent over-indebtedness through financial literacy and support services.</li>
</ul>
<h3>3. Addressing the Wider Impacts of Poverty</h3>
<p>Finally, the strategy must mitigate the broader consequences of poverty on individuals and society, addressing its impact on health (SDG 3), civic participation (SDG 16), and access to culture, ensuring a holistic approach to well-being and social inclusion.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<p>The article on urban poverty in Europe addresses several Sustainable Development Goals (SDGs) by focusing on the multidimensional nature of poverty and the need for integrated, city-led strategies. The following SDGs are directly connected to the issues discussed:</p>
<ul>
<li><strong>SDG 1: No Poverty:</strong> This is the central theme of the article. The text explicitly discusses the high percentage of urban inhabitants at risk of poverty, the need for an EU Anti-Poverty Strategy, and recommendations to prevent and alleviate poverty in all its forms.</li>
<li><strong>SDG 10: Reduced Inequalities:</strong> The article highlights that poverty disproportionately affects vulnerable populations, including “single mothers, children, migrants, people with disabilities, and ethnic minorities,” who face “intersecting forms of disadvantage” and “discrimination.” This directly relates to the goal of reducing inequalities within and among countries.</li>
<li><strong>SDG 11: Sustainable Cities and Communities:</strong> The article frames poverty as an “urban phenomenon,” emphasizing that cities are where poverty risks are concentrated but also where solutions can be implemented. It discusses urban challenges like the “housing crisis,” “homelessness,” and “transport poverty,” which are core components of this SDG.</li>
<li><strong>SDG 8: Decent Work and Economic Growth:</strong> The article mentions the “growing numbers of working poor” and recommends “ensuring sufficient income and access to work” and “strengthening access to quality jobs and skills” as pathways out of poverty.</li>
<li><strong>SDG 4: Quality Education:</strong> A key recommendation is to break the “generational cycle of poverty by focusing on children and investing in inclusive high-quality education,” which directly aligns with the goal of ensuring inclusive and equitable quality education.</li>
<li><strong>SDG 3: Good Health and Well-being:</strong> The article makes a direct link between poverty and health, recommending that the EU Anti-Poverty Strategy should “address the consequences of poverty on health.”</li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<p>Based on the problems and recommendations outlined in the article, several specific SDG targets can be identified:</p>
<ol>
<li><strong>Under SDG 1 (No Poverty):</strong>
<ul>
<li><strong>Target 1.2:</strong> By 2030, reduce at least by half the proportion of men, women, and children of all ages living in poverty in all its dimensions according to national definitions. The article’s core focus on an EU Anti-Poverty Strategy and reducing the “17% of urban inhabitants in Europe… at risk of poverty” directly supports this target.</li>
<li><strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all. The recommendation to tackle the “non-take-up of support” and ensure “sufficient income” aligns with strengthening social safety nets.</li>
<li><strong>Target 1.4:</strong> By 2030, ensure that all men and women, in particular the poor and the vulnerable, have equal rights to economic resources, as well as access to basic services. This is reflected in the article’s discussion of “food, energy, housing, and transport poverty.”</li>
</ul>
</li>
<li><strong>Under SDG 10 (Reduced Inequalities):</strong>
<ul>
<li><strong>Target 10.2:</strong> By 2030, empower and promote the social, economic and political inclusion of all, irrespective of age, sex, disability, race, ethnicity, origin, religion or economic or other status. The article’s emphasis on vulnerable groups like “migrants, people with disabilities, and ethnic minorities” and the call to recognize “discrimination as a root cause and multiplier of poverty” directly addresses this target.</li>
</ul>
</li>
<li><strong>Under SDG 11 (Sustainable Cities and Communities):</strong>
<ul>
<li><strong>Target 11.1:</strong> By 2030, ensure access for all to adequate, safe and affordable housing and basic services and upgrade slums. The article’s call to “tackle the housing crisis” and promote “long-term solutions to end homelessness” is a direct link to this target.</li>
<li><strong>Target 11.2:</strong> By 2030, provide access to safe, affordable, accessible and sustainable transport systems for all. This is explicitly mentioned in the recommendation to ensure “affordable and accessible mobility for all” to combat “transport poverty.”</li>
</ul>
</li>
<li><strong>Under SDG 8 (Decent Work and Economic Growth):</strong>
<ul>
<li><strong>Target 8.5:</strong> By 2030, achieve full and productive employment and decent work for all women and men, including for young people and persons with disabilities, and equal pay for work of equal value. The recommendation to strengthen “access to quality jobs and skills” and address the issue of the “working poor” relates to this target.</li>
</ul>
</li>
<li><strong>Under SDG 4 (Quality Education):</strong>
<ul>
<li><strong>Target 4.2:</strong> By 2030, ensure that all girls and boys have access to quality early childhood development, care and pre-primary education so that they are ready for primary education. The recommendation to break the “generational cycle of poverty by focusing on children and investing in inclusive high-quality education” supports this target.</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<p>Yes, the article mentions one explicit indicator and implies several others that can be used to measure progress:</p>
<ul>
<li><strong>Explicitly Mentioned Indicator:</strong>
<ul>
<li><strong>Proportion of urban population at risk of poverty:</strong> The article opens with the statistic that “17% of urban inhabitants in Europe are at risk of poverty.” This is a direct indicator corresponding to SDG Target 1.2.</li>
</ul>
</li>
<li><strong>Implied Indicators:</strong>
<ul>
<li><strong>Rate of child poverty:</strong> The mention of “rising rates of child poverty” implies this is a key metric to track progress on breaking the generational cycle of poverty (SDG 1, SDG 4).</li>
<li><strong>Homelessness rate:</strong> The reference to “homeless individuals” and the call to “end homelessness” suggest that the number or proportion of homeless people is a crucial indicator (SDG 11).</li>
<li><strong>Proportion of population unable to afford basic necessities:</strong> The article’s description of “food, energy, housing, and transport poverty” implies the need for indicators measuring access to these essential services (SDG 1, SDG 11).</li>
<li><strong>Proportion of “working poor”:</strong> Mentioning the “growing numbers of working poor” implies that the percentage of employed people living below the poverty line is a relevant indicator (SDG 8).</li>
<li><strong>Income and employment rates for vulnerable groups:</strong> The focus on “migrants, people with disabilities, and ethnic minorities” implies that progress should be measured by tracking disparities in income, employment, and poverty rates among different demographic groups (SDG 10).</li>
</ul>
</li>
</ul>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators Identified in the Article</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td>1.2: Reduce poverty in all its dimensions.<br>1.3: Implement social protection systems.<br>1.4: Ensure equal rights and access to basic services.</td>
<td>– Proportion of urban population at risk of poverty (explicitly “17%”).<br>– Rates of child poverty.<br>– Proportion of population experiencing food and energy poverty.</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td>10.2: Promote social, economic, and political inclusion of all.</td>
<td>– Disparities in poverty and access to services for vulnerable groups (single mothers, migrants, people with disabilities, ethnic minorities).</td>
</tr>
<tr>
<td><strong>SDG 11: Sustainable Cities and Communities</strong></td>
<td>11.1: Ensure access to adequate, safe, and affordable housing.<br>11.2: Provide access to affordable and sustainable transport.</td>
<td>– Homelessness rates.<br>– Proportion of population experiencing housing poverty/crisis.<br>– Proportion of population experiencing transport poverty.</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td>8.5: Achieve full and productive employment and decent work for all.</td>
<td>– Proportion of “working poor” (employed individuals living below the poverty line).<br>– Access to quality jobs and skills training.</td>
</tr>
<tr>
<td><strong>SDG 4: Quality Education</strong></td>
<td>4.2: Ensure access to quality early childhood development and pre-primary education.</td>
<td>– Investment in inclusive and high-quality education for children to break the generational cycle of poverty.</td>
</tr>
<tr>
<td><strong>SDG 3: Good Health and Well-being</strong></td>
<td>Address the consequences of poverty on health. (General alignment, not a specific target mentioned)</td>
<td>– Health outcomes for populations living in poverty.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://eurocities.eu/latest/a-call-for-an-integrated-eu-anti-poverty-strategy-led-by-cities/">eurocities.eu</a></strong></p>
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<title>We know how to fight global poverty. But do we have the energy to actually do it? – America Magazine</title>
<link>https://sdgtalks.ai/we-know-how-to-fight-global-poverty-but-do-we-have-the-energy-to-actually-do-it-america-magazine</link>
<guid>https://sdgtalks.ai/we-know-how-to-fight-global-poverty-but-do-we-have-the-energy-to-actually-do-it-america-magazine</guid>
<description><![CDATA[ We know how to fight global poverty. But do we have the energy to actually do it?  America Magazine ]]></description>
<enclosure url="https://www.americamagazine.org/wp-content/uploads/2025/11/AP25324600842766-scaled.jpg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 21 Nov 2025 09:55:36 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>know, how, fight, global, poverty., But, have, the, energy, actually, it, –, America, Magazine</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>G20 Summit Highlights Diminishing Commitment to Sustainable Development Goals</h2>
<h3>United States’ Non-Participation and Policy Shifts</h3>
<p>Expectations for the Group of 20 (G20) summit in Johannesburg were significantly lowered following the United States’ decision not to send a delegation. This move is indicative of a broader shift in U.S. foreign policy that directly impacts global efforts to achieve the Sustainable Development Goals (SDGs), particularly in Africa. Recent policy actions undermining SDG progress include:</p>
<ul>
<li><b>Termination of Foreign Aid:</b> The cessation of disbursements from the U.S. Agency for International Development (USAID) ends 60 years of foreign assistance, directly affecting programs related to SDG 1 (No Poverty), SDG 2 (Zero Hunger), and SDG 3 (Good Health and Well-being).</li>
<li><b>Expiration of the African Growth and Opportunity Act (AGOA):</b> The lapse of this 25-year-old trade program, which provided duty-free access to U.S. markets, jeopardizes economic stability and employment in several African nations. This setback hinders progress on SDG 8 (Decent Work and Economic Growth) and SDG 10 (Reduced Inequalities).</li>
</ul>
<h3>Implications for Global Partnerships (SDG 17)</h3>
<p>The absence of U.S. leadership and the growing divisions within the international community have led to predictions that the summit will fail to produce a traditional joint communiqué. Nobel laureate Joseph Stiglitz noted that achieving consensus on global priorities is difficult in the current climate. This breakdown in cooperation represents a significant challenge to SDG 17 (Partnerships for the Goals), which is foundational to the entire 2030 Agenda.</p>
<h2>Reassessment of Progress Towards the 2030 Agenda</h2>
<h3>Stagnation and Reversal of Anti-Poverty Efforts (SDG 1)</h3>
<p>The ambitious goal of eradicating extreme poverty by 2030, the central aim of SDG 1, is now widely considered unattainable. Initial optimism, fueled by decades of progress in global trade, has been severely undermined by a confluence of recent crises, including the COVID-19 pandemic, conflict, and climate change. Authoritative analyses suggest that progress has not only stalled but may be on the verge of reversal. Projections from Our World in Data indicate that after 2030, the number of people living in extreme poverty may begin to rise again as economic growth in low-income countries stagnates.</p>
<h3>Resurgence of Global Hunger and Food Insecurity (SDG 2)</h3>
<p>A critical setback for the 2030 Agenda is the resurgence of global hunger to levels not seen since 2005. The United Nations has highlighted the persistent increase in food prices across numerous countries, creating a dual challenge to SDG 1 (No Poverty) and SDG 2 (Zero Hunger). This trend poses a severe threat to human well-being and sustainable development.</p>
<h3>Key Findings from the 2024 UN SDG Report</h3>
<p>The 2024 UN Sustainable Development Goals Report presents a sobering assessment of global progress:</p>
<ul>
<li>In 2025, 808 million people, or one in ten globally, were living in extreme poverty.</li>
<li>If current trends persist, approximately 9 percent of the world’s population will remain in extreme poverty by the 2030 deadline.</li>
<li>Nearly half of the 17 SDG targets are demonstrating only minimal or moderate progress.</li>
<li>Over one-third of the targets have either stalled or reversed since their adoption in 2015.</li>
</ul>
<h2>Systemic Barriers to Achieving Sustainable Development</h2>
<h3>The Crippling Effect of Sovereign Debt</h3>
<p>Global sovereign debt has emerged as a primary obstacle to development, particularly in Africa. According to Eric LeCompte of Jubilee USA Network, many African countries spend between half and two-thirds of their revenue on debt servicing. This financial pressure forces governments to make cuts to essential public services, directly impeding progress on SDG 3 (Good Health and Well-being) and SDG 4 (Quality Education). Without comprehensive debt reform, investments in climate mitigation (SDG 13) and poverty reduction programs remain unfeasible.</p>
<h3>Climate Change, Conflict, and Economic Instability</h3>
<p>Bill O’Keefe of Catholic Relief Services describes a “vortex” of pressures on the world’s poorest nations that collectively undermine the SDGs. These interconnected challenges include:</p>
<ul>
<li>Lingering impacts of the global pandemic.</li>
<li>The escalating sovereign debt crisis.</li>
<li>Increased frequency of climate-related disasters such as floods and droughts (SDG 13).</li>
<li>Global trade uncertainty and political withdrawal.</li>
<li>Conflict, which exacerbates all other factors and threatens SDG 16 (Peace, Justice and Strong Institutions).</li>
</ul>
<h3>Inequality and Governance Challenges (SDG 10 & SDG 16)</h3>
<p>Endemic corruption and severe economic inequality are significant factors perpetuating poverty. Nations with the highest levels of poverty often exhibit high corruption scores and extreme disparities in wealth distribution. These governance failures create systemic barriers to achieving SDG 10 (Reduced Inequalities) and SDG 16, as they prevent equitable resource allocation and sustainable development.</p>
<h2>Calls to Action for Renewed Global Cooperation</h2>
<h3>Advocacy for Debt Restructuring and Financial Reform</h3>
<p>Humanitarian and faith-based organizations are advocating for systemic reforms to the international financial architecture. A primary demand is the creation of a fair and just mechanism for sovereign debt restructuring, akin to a bankruptcy process for nations. Campaigns such as Caritas Internationalis’ “Turn debt into hope” emphasize that debt relief is a critical tool for poverty reduction and a necessary step toward achieving the SDGs. Advocates urge the G20, IMF, and World Bank to implement more robust policies that address the root causes of indebtedness.</p>
<h3>The Moral Imperative for International Assistance</h3>
<p>There is a renewed call for affluent nations to recognize their moral obligation to support global development. This includes sharing wealth and resources to address fundamental human needs, which is essential for making progress on goals such as providing universal access to clean water (SDG 6) and ensuring no child goes hungry. Proponents argue that the capacity exists among wealthy nations to eliminate the worst “scourges” of global poverty. Fulfilling this responsibility is presented not only as a moral duty but also as a practical necessity for building a peaceful and prosperous world, in line with the overarching vision of the Sustainable Development Goals.</p>
<h2>Analysis of Sustainable Development Goals in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ol>
<li>
        <strong>SDG 1: No Poverty</strong>
<ul>
<li>The article is fundamentally about the stalling and potential reversal of efforts to end global poverty. It explicitly references the UN’s goal to “eradicate world poverty by 2030” and discusses the increasing number of people living in “extreme poverty.”</li>
</ul>
</li>
<li>
        <strong>SDG 2: Zero Hunger</strong>
<ul>
<li>The text highlights a “resurgence of global hunger to levels last observed in 2005” and the “persistent increase in food prices.” It directly links poverty and food security, quoting a UN report that this “dual challenge…poses a critical global concern.” It also mentions that due to debt, “one out of five kids under the age of five will die this year from malnutrition and preventable diseases” in Sub-Saharan Africa.</li>
</ul>
</li>
<li>
        <strong>SDG 8: Decent Work and Economic Growth</strong>
<ul>
<li>The article discusses the expiration of the African Growth and Opportunity Act (AGOA), a trade program designed to “encourage poverty relief through economic growth.” Its termination is leading to job losses in African countries, which are “shedding even more jobs” in nations already suffering from “high unemployment.”</li>
</ul>
</li>
<li>
        <strong>SDG 10: Reduced Inequalities</strong>
<ul>
<li>The article identifies “economic inequality” as a key factor in perpetuating poverty, stating that “the world’s poorest states often also suffer the worst inequity in wealth and income distribution.”</li>
</ul>
</li>
<li>
        <strong>SDG 13: Climate Action</strong>
<ul>
<li>Climate change is presented as a major pressure on the world’s poorest nations. The article lists “changing climate—so more disasters, floods, droughts” as part of a “vortex” of pressures. It also notes that debt prevents developing countries from being “able to invest in climate mitigation and adaptation to weather catastrophes.”</li>
</ul>
</li>
<li>
        <strong>SDG 17: Partnerships for the Goals</strong>
<ul>
<li>This goal is a central theme, highlighted by the article’s focus on the breakdown of international cooperation. Examples include the U.S. snub of the G20 summit, the “America First” mentality leading to a step back from “overseas assistance,” the termination of USAID, and the expiration of the AGOA trade program. The article also emphasizes the need for reform of the “global finance and debt system” and calls for the “wealthiest states” to initiate and maintain large-scale anti-poverty efforts.</li>
</ul>
</li>
<li>
        <strong>Other Mentioned SDGs</strong>
<ul>
<li>The article briefly mentions that the original 2015 SDG agenda included “specific campaigns to improve education, sanitation and address gender disparities worldwide,” connecting to <strong>SDG 4 (Quality Education)</strong>, <strong>SDG 6 (Clean Water and Sanitation)</strong>, and <strong>SDG 5 (Gender Equality)</strong>. It also notes that developing countries are cutting “teachers and health care workers” to pay debts, further linking to SDG 4 and <strong>SDG 3 (Good Health and Well-being)</strong>.</li>
</ul>
</li>
</ol>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ol>
<li>
        <strong>Under SDG 1 (No Poverty)</strong>
<ul>
<li><strong>Target 1.1:</strong> By 2030, eradicate extreme poverty for all people everywhere, currently measured as people living on less than $1.25 a day. The article directly addresses this by discussing the goal to “eradicate world poverty by 2030” and citing a UN report that “808 million people…were living in extreme poverty, defined as subsisting on less than $3 per person per day.”</li>
</ul>
</li>
<li>
        <strong>Under SDG 2 (Zero Hunger)</strong>
<ul>
<li><strong>Target 2.1:</strong> By 2030, end hunger and ensure access by all people, in particular the poor and people in vulnerable situations, including infants, to safe, nutritious and sufficient food all year round. The article’s focus on the “resurgence of global hunger” and the “persistent increase in food prices” directly relates to this target.</li>
<li><strong>Target 2.2:</strong> By 2030, end all forms of malnutrition. This is implied by the statement that in Sub-Saharan Africa, “one out of five kids under the age of five will die this year from malnutrition and preventable diseases.”</li>
</ul>
</li>
<li>
        <strong>Under SDG 8 (Decent Work and Economic Growth)</strong>
<ul>
<li><strong>Target 8.5:</strong> By 2030, achieve full and productive employment and decent work for all women and men. The article’s discussion of “high unemployment” and countries “shedding even more jobs” due to the expiration of the AGOA program connects directly to this target.</li>
</ul>
</li>
<li>
        <strong>Under SDG 17 (Partnerships for the Goals)</strong>
<ul>
<li><strong>Target 17.2:</strong> Developed countries to implement fully their official development assistance commitments. The article highlights a failure to meet this target by describing the U.S. stepping “back from overseas assistance” and the termination of “60 years of foreign aid disbursements” from USAID.</li>
<li><strong>Target 17.4:</strong> Assist developing countries in attaining long-term debt sustainability through coordinated policies aimed at fostering debt financing, debt relief and debt restructuring. This is a major focus of the article, which calls for a way for countries to “renegotiate their debts” and states that “Poverty reduction will never succeed without reform of the global finance and debt system.”</li>
</ul>
</li>
</ol>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ol>
<li>
        <strong>For SDG 1 (No Poverty)</strong>
<ul>
<li><strong>Indicator 1.1.1 (Proportion of population below the international poverty line):</strong> The article explicitly provides data for this indicator, stating that “in 2025, 808 million people—or one in 10 people worldwide—were living in extreme poverty, defined as subsisting on less than $3 per person per day.” It also projects that “about 9 percent of the world’s population ‘will still live in extreme poverty by 2030.'”</li>
</ul>
</li>
<li>
        <strong>For SDG 2 (Zero Hunger)</strong>
<ul>
<li><strong>Indicator 2.1.1 (Prevalence of undernourishment):</strong> This is implied by the statement about the “resurgence of global hunger to levels last observed in 2005.”</li>
<li><strong>Indicator 2.2.1 (Prevalence of stunting) / 2.2.2 (Prevalence of malnutrition):</strong> These are implied by the alarming statistic that “one out of five kids under the age of five will die this year from malnutrition and preventable diseases” in Sub-Saharan Africa.</li>
</ul>
</li>
<li>
        <strong>For SDG 8 (Decent Work and Economic Growth)</strong>
<ul>
<li><strong>Indicator 8.5.2 (Unemployment rate):</strong> The article directly references this by mentioning that countries like Lesotho, Kenya, and South Africa are “already suffering from high unemployment” and are now “shedding even more jobs.”</li>
</ul>
</li>
<li>
        <strong>For SDG 17 (Partnerships for the Goals)</strong>
<ul>
<li><strong>Indicator 17.2.1 (Net official development assistance…as a proportion of the Organisation for Economic Co-operation and Development (OECD) Development Assistance Committee donors’ gross national income):</strong> The article implies a negative trend for this indicator by detailing the U.S. decision to “put an end to 60 years of foreign aid disbursements from the now-terminated U.S. Agency for International Development.”</li>
<li><strong>Indicator 17.4.1 (Debt service as a proportion of exports of goods and services):</strong> This is strongly implied by the description of the debt crisis in Africa, where “Most countries here in Africa are spending half to two-thirds of their revenue on paying their debts while hunger across the continent increases.”</li>
</ul>
</li>
</ol>
<h3>4. Table of SDGs, Targets, and Indicators</h3>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>1.1:</strong> Eradicate extreme poverty for all people everywhere.</td>
<td><strong>1.1.1:</strong> Proportion of population below the international poverty line (mentioned as “subsisting on less than $3 per person per day,” with 808 million people affected).</td>
</tr>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td><strong>2.1:</strong> End hunger and ensure access to safe, nutritious and sufficient food. <br><strong>2.2:</strong> End all forms of malnutrition.</td>
<td><strong>2.1.1:</strong> Prevalence of undernourishment (implied by “resurgence of global hunger”). <br><strong>2.2.2:</strong> Prevalence of malnutrition (implied by “one out of five kids under the age of five will die this year from malnutrition”).</td>
</tr>
<tr>
<td><strong>SDG 8: Decent Work and Economic Growth</strong></td>
<td><strong>8.5:</strong> Achieve full and productive employment and decent work for all.</td>
<td><strong>8.5.2:</strong> Unemployment rate (mentioned as “high unemployment” and “shedding even more jobs”).</td>
</tr>
<tr>
<td><strong>SDG 10: Reduced Inequalities</strong></td>
<td><strong>10.1 / 10.2:</strong> Progressively achieve and sustain income growth of the bottom 40 per cent of the population / empower and promote the social, economic and political inclusion of all.</td>
<td>The article discusses “economic inequality” and “inequity in wealth and income distribution” as drivers of poverty, implying these are key metrics.</td>
</tr>
<tr>
<td><strong>SDG 13: Climate Action</strong></td>
<td><strong>13.1:</strong> Strengthen resilience and adaptive capacity to climate-related hazards and natural disasters.</td>
<td>The article mentions the impact of “disasters, floods, droughts” and the inability of indebted nations to invest in “climate mitigation and adaptation.”</td>
</tr>
<tr>
<td><strong>SDG 17: Partnerships for the Goals</strong></td>
<td><strong>17.2:</strong> Developed countries to implement fully their official development assistance commitments. <br><strong>17.4:</strong> Assist developing countries in attaining long-term debt sustainability.</td>
<td><strong>17.2.1:</strong> Net official development assistance (implied by the termination of USAID). <br><strong>17.4.1:</strong> Debt service as a proportion of revenue (mentioned as “half to two-thirds of their revenue on paying their debts”).</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.americamagazine.org/weekly-dispatch/2025/11/20/g20-catholic-church-poverty-un-sdg-summit/">americamagazine.org</a></strong></p>
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<title>The items food pantries want you to stop donating – the&#45;independent.com</title>
<link>https://sdgtalks.ai/the-items-food-pantries-want-you-to-stop-donating-the-independentcom</link>
<guid>https://sdgtalks.ai/the-items-food-pantries-want-you-to-stop-donating-the-independentcom</guid>
<description><![CDATA[ The items food pantries want you to stop donating  the-independent.com ]]></description>
<enclosure url="https://static.independent.co.uk/2025/11/19/22/18/GettyImages-2246249295.jpeg" length="49398" type="image/jpeg"/>
<pubDate>Fri, 21 Nov 2025 09:49:51 -0500</pubDate>
<dc:creator>sdgtalks</dc:creator>
<media:keywords>The, items, food, pantries, want, you, stop, donating, –, the-independent.com</media:keywords>
<content:encoded><![CDATA[<p> </p>
<h2>Report on U.S. Food Insecurity and Sustainable Donation Practices</h2>
<h3>The Challenge to Achieving Sustainable Development Goal 2: Zero Hunger</h3>
<p>Food insecurity represents a significant challenge to the United States’ progress toward Sustainable Development Goal 2 (SDG 2), which aims to end hunger and ensure access to safe, nutritious food. The issue is widespread, driven by factors including rising living costs, inadequate public infrastructure, health problems, and socioeconomic barriers that impede the realization of SDG 1 (No Poverty) and SDG 10 (Reduced Inequalities).</p>
<ul>
<li>Approximately 50 million Americans experience food insecurity.</li>
<li>Among those affected, 13 million are children.</li>
<li>Over 50 million people have sought assistance from food banks and pantries.</li>
</ul>
<p>Recent policy changes, such as new requirements for the Supplemental Nutrition Assistance Program (SNAP), are projected to exacerbate this crisis, further distancing the nation from its SDG 2 targets. Joel Berg, CEO of Hunger Free America, noted, “There’s no question this is going to create more harm and suffering and hunger.”</p>
<h3>Aligning Food Donations with Sustainable Development Goals</h3>
<p>Public donations are critical for food banks, but their effectiveness is contingent on aligning with principles of food safety and nutritional value, which are central to SDG 3 (Good Health and Well-being) and SDG 12 (Responsible Consumption and Production). To maximize positive impact, donations must adhere to specific guidelines.</p>
<h3>Donation Guidelines to Uphold Health and Safety (SDG 3)</h3>
<p>Certain items are unsuitable for donation as they pose health and safety risks, undermining the objectives of SDG 3. Donors should avoid contributing the following:</p>
<ol>
<li><b>Perishable Items:</b>
<ul>
<li>Items requiring refrigeration, such as dairy and fresh produce, cannot be accepted due to a lack of storage capacity and the risk of spoilage.</li>
<li>Leftovers and items from personal kitchens are prohibited as their ingredients and preparation cannot be verified for safety.</li>
<li>Food banks often establish partnerships with retailers and farms to source fresh items, a practice that supports SDG 12.</li>
</ul>
</li>
<li><b>Expired Food:</b>
<ul>
<li>All items must be within their “use by” or “sell by” dates to ensure food safety and quality.</li>
<li>According to the U.S. Department of Agriculture, home-canned goods should be used within one year, while commercially canned goods have a shelf life of 18 months to five years, depending on acidity.</li>
</ul>
</li>
<li><b>Food with Packaging Concerns:</b>
<ul>
<li>Items in glass containers are discouraged due to the risk of shattering.</li>
<li>Dented, leaking, or bulging cans must be avoided as they present a risk of botulism, a severe illness that can cause paralysis and death. The USDA warns that even a minuscule amount of the botulinum toxin can be fatal.</li>
</ul>
</li>
</ol>
<h3>Recommended Donations to Support SDG 2</h3>
<p>To effectively contribute to the goal of Zero Hunger, donors should focus on providing shelf-stable, nutritious foods that are easy to store and distribute. Recommended items include:</p>
<ul>
<li>Canned beans</li>
<li>Nut butters</li>
<li>Canned proteins (e.g., tuna, chicken)</li>
<li>Low-sodium canned vegetables</li>
</ul>
<h2>Analysis of Sustainable Development Goals (SDGs) in the Article</h2>
<h3>1. Which SDGs are addressed or connected to the issues highlighted in the article?</h3>
<ul>
<li>
        <strong>SDG 2: Zero Hunger</strong> – This is the most prominent SDG addressed. The article’s central theme is hunger and food insecurity in the U.S., discussing the millions of people who face it daily and rely on food banks.
    </li>
<li>
        <strong>SDG 1: No Poverty</strong> – The article connects hunger to underlying economic issues, mentioning “increasing living costs” and “socioeconomic barriers to access” as root causes. It also discusses the Supplemental Nutrition Assistance Program (SNAP), a social protection system aimed at alleviating poverty and its consequences.
    </li>
<li>
        <strong>SDG 3: Good Health and Well-being</strong> – The article touches upon this goal by emphasizing the importance of food safety. It provides detailed warnings about the health risks associated with perishable, expired, or improperly packaged food donations, such as the danger of botulism from dented cans, which can lead to severe illness and death.
    </li>
</ul>
<h3>2. What specific targets under those SDGs can be identified based on the article’s content?</h3>
<ul>
<li>
        <strong>Target 2.1:</strong> By 2030, end hunger and ensure access by all people, in particular the poor and people in vulnerable situations, including infants, to safe, nutritious and sufficient food all year round. The article directly addresses this by stating, “Nearly 50 million Americans face food insecurity on a daily basis, some 13 million of whom are children,” highlighting the challenge of ensuring access to sufficient food.
    </li>
<li>
        <strong>Target 1.3:</strong> Implement nationally appropriate social protection systems and measures for all… The article mentions the “Supplemental Nutrition Assistance Program (SNAP),” which is a key social protection system in the U.S. designed to help low-income individuals and families afford food. The discussion of “new requirements for Supplemental Nutrition Assistance Program recipients” directly relates to the implementation and policies of this system.
    </li>
<li>
        <strong>Target 3.9:</strong> By 2030, substantially reduce the number of deaths and illnesses from hazardous chemicals and air, water and soil pollution and contamination. While not mentioning chemicals or pollution, this target’s principle of reducing illness from contamination is relevant. The article’s detailed warnings about botulism—”a rare but serious illness caused by the toxin <em>Clostridium botulinum</em> that can lead to difficulty breathing, muscle paralysis, and even death”—from dented or bloated cans directly relate to preventing illness and death from food contamination.
    </li>
</ul>
<h3>3. Are there any indicators mentioned or implied in the article that can be used to measure progress towards the identified targets?</h3>
<ul>
<li>
        <strong>Indicator for Target 2.1:</strong> The article provides specific data that aligns with the official indicator 2.1.2 (Prevalence of moderate or severe food insecurity). It states, “Nearly 50 million Americans face food insecurity on a daily basis, some 13 million of whom are children.” This statistic serves as a direct measure of the prevalence of food insecurity.
    </li>
<li>
        <strong>Indicator for Target 1.3:</strong> The number of people relying on social protection systems is an implied indicator. The article notes that “more than 50 million have turned to food banks and pantries for help” and discusses changes to SNAP. The number of SNAP recipients and the number of people using food banks can be used as indicators to measure the reach and potential gaps in social protection systems.
    </li>
<li>
        <strong>Indicator for Target 3.9:</strong> The article implies the importance of monitoring food safety practices to prevent foodborne illnesses. While it does not provide statistics on botulism cases (which would align with indicator 3.9.3: Mortality rate attributed to unintentional poisoning), its emphasis on avoiding “dented or bloated cans” and other packaging concerns points to the need for public awareness and food bank protocols as measures to prevent such illnesses. The absence of such illnesses would be a key indicator of success.
    </li>
</ul>
<h2>4. Table of SDGs, Targets, and Indicators</h2>
<table border="1">
<thead>
<tr>
<th>SDGs</th>
<th>Targets</th>
<th>Indicators</th>
</tr>
</thead>
<tbody>
<tr>
<td><strong>SDG 2: Zero Hunger</strong></td>
<td><strong>Target 2.1:</strong> End hunger and ensure access by all people to safe, nutritious and sufficient food.</td>
<td>The number of people facing food insecurity (“Nearly 50 million Americans face food insecurity on a daily basis, some 13 million of whom are children”).</td>
</tr>
<tr>
<td><strong>SDG 1: No Poverty</strong></td>
<td><strong>Target 1.3:</strong> Implement nationally appropriate social protection systems.</td>
<td>The number of people relying on food assistance programs like SNAP and food banks (“more than 50 million have turned to food banks and pantries for help”).</td>
</tr>
<tr>
<td><strong>SDG 3: Good Health and Well-being</strong></td>
<td><strong>Target 3.9:</strong> Substantially reduce the number of deaths and illnesses from… contamination.</td>
<td>Implied through the emphasis on food safety protocols to prevent foodborne illnesses like botulism from “dented or bloated cans.” The indicator is the prevention and low incidence of such illnesses.</td>
</tr>
</tbody>
</table>
<p></p>
<p><strong>Source: <a href="https://www.independent.co.uk/news/world/americas/food-pantries-snap-recipients-us-b2868620.html">independent.co.uk</a></strong></p>
<p> </p>]]> </content:encoded>
</item>

<item>
<title>Top 12 Solutions to Decrease Poverty in the US</title>
<link>https://sdgtalks.ai/top-12-solutions-to-decrease-poverty-in-the-us</link>
<guid>https://sdgtalks.ai/top-12-solutions-to-decrease-poverty-in-the-us</guid>
<description><![CDATA[ Despite significant progress in past 60 years to decrease poverty in the US the issue is still substantial and can be addressed through a variety of approaches. ]]></description>
<enclosure url="https://www.americanprogress.org/wp-content/uploads/sites/2/2021/06/EndingPovertyColumn.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 10 May 2025 16:17:38 -0500</pubDate>
<dc:creator>Aaron Farrar</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The article gives a comprehensive strategy to reduce the current poverty rate in the United State using 12 different methods. The reccomended methods includes expanding safety net programs for those in need, creating good paying jobs that meets family needs, raising the minimum wage, providing permanent paid family and medical leave, increasing worker power, incrasing child tax credits, pay equity, affordable/high quality child care, expanded access to health care, support successful reentry from the criminal justice system, increase affordable housing, and modernize the supplemental security insurance program.</p>
<p></p>
<p><span>Since the 1960s, America has made major strides in poverty reduction, and yet, there are still 35 million people living in poverty in the United States. What’s more, poverty would be </span><a href="https://www.cbpp.org/research/poverty-and-inequality/economic-security-programs-cut-poverty-nearly-in-half-over-last-50#:~:text=Before%20taking%20government%20benefits%20and,to%2014.4%20percent%20in%202017.">twice as high</a><span> if not for decades of significant investments through Social Security, unemployment insurance, nutrition assistance, and low-income tax credits, among other successful anti-poverty programs. However, the concerning reality is that the COVID-19 pandemic and </span><a href="https://americanprogress.org/issues/economy/news/2021/02/04/495413/move-fast-think-big-7-key-principles-economic-package-america-needs-now/">associated economic fallout</a><span> obliterated those gains, putting individuals and families at a greater risk of being pushed into poverty.</span></p>
<p>As of May 2021, more than <a href="https://www.bls.gov/news.release/empsit.nr0.htm">9 million Americans</a> were unemployed, 19 million adults and up to 8 million children had experienced food insecurity, and more than 10 million renters were behind on rental payments. Communities of color and other underserved families have been hit particularly hard by the pandemic and subsequent economic downturn: Black, Indigenous, and Latinx communities have seen higher rates of infection, hospitalization, and death as well as<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">unemployment</a>. Likewise, the disability community has been disproportionately affected by<span> </span><a href="https://www.kff.org/coronavirus-covid-19/issue-brief/state-reporting-of-cases-and-deaths-due-to-covid-19-in-long-term-care-facilities/">high rates of mortality at congregate facilities</a>,<span> </span><a href="https://www.thelily.com/this-women-made-tool-could-help-get-more-disabled-people-vaccinated/">inequitable vaccine rollouts</a>, and<span> </span><a href="https://www.cnbc.com/2021/03/30/delayed-stimulus-checks-for-social-security-recipients-to-be-sent-soon.html">delayed stimulus payouts</a><span> </span>to individuals on Social Security and Supplemental Security Income.</p>
<p>Navigating through the current crisis and rebuilding better and stronger requires policymakers to take immediate action to provide equitable economic relief to all. Equitable rebuilding not only addresses<span> </span><a href="https://americanprogress.org/issues/race/reports/2019/08/07/473003/systematic-inequality-american-democracy/">systemic and institutional racism of past policy decisions</a><span> </span>but also focuses on inclusive economic transformation that can strengthen the U.S. economy and resilience in the long run. When the government invests in meeting peoples’ basic needs and economic security through a robust safety net and jobs that help build financial security, children, families, and other vulnerable populations see improved outcomes in both the short and long term. The good news is that policymakers already have a range of tools that can prevent further increases in poverty and put all people on a pathway to economic mobility and resilience.</p>
<p>This column outlines 12 policy solutions that Congress can use to cut poverty and boost economic security for all in an equitable way.</p>
<h3>1. Expand safety net programs to benefit all in need</h3>
<p>Safety net programs can help people weather a variety of economic crises by meeting basic needs and providing stability. Yet the pandemic has exposed just how woefully inadequate America’s safety net structure is.</p>
<p>For example, before the pandemic, state unemployment insurance (UI) did not cover monthly expenses<span> </span><a href="https://americanprogress.org/issues/economy/news/2020/09/10/490265/cant-afford-live-anywhere-united-states-solely-unemployment-insurance/">anywhere in the country</a><span> </span>and<span> </span><a href="https://www.dol.gov/general/topic/unemployment-insurance">excluded millions of others</a><span> </span>due to their work classification, previous earnings, length of employment, or<span> </span><a href="https://publish.illinois.edu/elizaforsythe/files/2021/03/Forsythe_UI_draft_march8_2021-1.pdf">immigration status</a>.</p>
<p>The Coronavirus Aid, Relief and Economic Security (CARES) Act provided a temporary $600 weekly boost to UI,<span> </span><a href="https://static1.squarespace.com/static/5743308460b5e922a25a6dc7/t/5f87c59e4cd0011fabd38973/1602733471158/COVID-Projecting-Poverty-Monthly-CPSP-2020.pdf">lifting millions out of poverty</a><span> </span>before that provision was allowed to expire at the end of July 2020. The American Rescue Plan continued a $300 weekly supplement to UI that started in December 2020, providing an income to millions of long-term unemployed and self-employed workers, independent contractors, gig workers, and others. Unfortunately, this supplement and the other temporary federal UI expansions are set to expire nationally on September 6, 2021. To make matters worse, at least 26 governors have pledged to end some or all of these programs even sooner, cutting benefits for<span> </span><a href="https://www.nelp.org/publication/3-9-million-workers-face-premature-cutoff-of-pandemic-unemployment-programs/">4.7 million people</a><span> </span>and severely affecting their ability to recover from the pandemic.</p>
<p>Similarly, programs such as the Supplemental Nutrition Assistance Program (SNAP), intended for those with the lowest incomes, have not done enough to prevent hunger and food insecurity in America. Even before COVID-19 hit, the inadequate benefit amounts forced<span> </span><a href="https://fns-prod.azureedge.net/sites/default/files/SNAPFoodSec.pdf">45 percent of SNAP recipients</a><span> </span>to limit the food they ate or skip meals just to make it through the month; and<span> </span><a href="https://www.npr.org/sections/thesalt/2016/03/03/468955099/the-snap-gap-benefits-arent-enough-to-keep-many-recipients-fed">nearly a third of SNAP recipients</a><span> </span>had to visit a food pantry to keep themselves fed. From December 2019 to December 2020, the demand for charitable food assistance rose by<span> </span><a href="https://www.urban.org/research/publication/charitable-food-use-increased-nearly-50-percent-2019-2020">nearly 50 percent</a>. This was especially prevalent for households of color, households with children, and people with disabilities. Fortunately, the American Rescue Plan contained significant expansions in food assistance programs to help mitigate the<span> </span><a href="https://www.cbpp.org/research/food-assistance/food-assistance-in-american-rescue-plan-act-will-reduce-hardship-provide">high levels of hunger</a><span> </span>seen throughout the crisis. But more must be done. Lawmakers must expand eligibility for SNAP, ensuring that currently excluded groups—including undocumented immigrants and many college students—are able to receive necessary food assistance. Burdensome work requirements that only serve to push people away from assistance,<span> </span><a href="https://www.marketplace.org/2021/06/09/work-rules-for-snap-benefits-dont-lead-to-more-people-working-study-finds/">rather than encourage work</a>, should also be eliminated.</p>
<p>Temporary expansions of the safety net are not enough to help the millions of Americans who are still struggling with the economic and health fallout from the pandemic. Congress must continue to invest in and modernize safety net programs, ensuring that benefit levels are expanded and more accessible than they were before the crisis. It should also consider implementing automatic triggers that would expand benefits during future economic shocks, such as recessions, without the need for legislative intervention. Not only would this prevent people from falling into poverty while Congress argues over how much relief is necessary, having a system that automatically triggers expanded benefits would also help soften the blow of future recessions and stimulate the economy by giving money to people who desperately need it in a timely fashion.</p>
<div class="full-width-box"></div>
<h3>2. Create good-paying jobs that meet family needs</h3>
<p>Rebuilding the economy in an equitable way requires the creation of millions of new, good-paying jobs in key industries, with significant worker protections to ease the burden on working families. Before the pandemic shut down much of the country, unemployment stood at<span> </span><a href="https://www.bls.gov/news.release/archives/empsit_03062020.pdf">3.5 percent</a>, but by April 2020, unemployment had risen to almost<span> </span><a href="https://fas.org/sgp/crs/misc/R46554.pdf">15 percent</a>. A year later, hiring is on an upward trajectory, but unemployment is at<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">5.8 percent</a>, which is still considerably higher than pre-pandemic numbers.</p>
<p>While the uptick in employment is a good sign, the same people who struggled before the crisis are still being left behind: The<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">unemployment rates</a><span> </span>for Black and Hispanic individuals stand at 9.1 percent and 7.3 percent, respectively, compared with a 5.1 percent unemployment rate for white people. Similarly, the disability community continues to experience difficulty regaining employment, with<span> </span><a href="https://www.bls.gov/news.release/empsit.t06.htm">10.2 percent</a><span> </span>remaining unemployed as of May 2021. It is not the first time these communities have seen large unemployment gaps compared with their<span> </span><a href="https://www.brookings.edu/research/why-are-employment-rates-so-low-among-black-men/">white</a><span> </span>and<span> </span><a href="https://www.bls.gov/news.release/pdf/disabl.pdf">nondisabled</a><span> </span>peers, as such gaps were consistently present even in the months leading up to the pandemic, when unemployment was low.</p>
<p>Women have particularly borne the brunt of job loss because they are<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">overrepresented</a><span> </span>in the hardest-hit service sector jobs. From February 2020 to May 2021, women lost a net of<span> </span><a href="https://nwlc.org/wp-content/uploads/2021/06/May-Jobs-Day-Final_2.pdf">4.2 million jobs</a>. Furthermore, since April 2020, the labor force participation rate for women has hovered between<span> </span><a href="https://fred.stlouisfed.org/graph/?g=Er19">54.6 and 56.2 percent</a>—the lowest observed rate since the late 1980s.</p>
<p>Even though pandemic-related stimulus packages have helped bolster the economy, labor market growth is<span> </span><a href="https://talkpoverty.org/2021/05/14/unemployment-labor-shortage-worker-power/">sluggish</a>, as many Americans are still unable to come back to work due to caregiving challenges or are taking more time to find safe and decent jobs that support their basic needs.</p>
<p>Creating the jobs needed to build an equitable U.S. economy requires federal investment. The American Jobs Plan is centered on<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/03/31/fact-sheet-the-american-jobs-plan/">investing $2.3 trillion</a><span> </span>to create new jobs by rebuilding roads and bridges, creating a green energy economy, expanding essential jobs in the caregiving sector, supporting domestic manufacturing, and ensuring that these jobs<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/23/fact-sheet-the-american-jobs-plan-empowers-and-protects-workers/">provide decent wages and benefits</a><span> </span>and are accessible to Americans from all walks of life. If passed, the American Jobs Plan could reform and rebuild the economy by significantly shrinking the gap of<span> </span><a href="https://www.bls.gov/news.release/pdf/empsit.pdf">7.6 million jobs</a><span> </span>lost since February 2020 and by allowing people to build financial security and save for the future.</p>
<div class="full-width-box"></div>
<h3>3. Raise the minimum wage to ensure economic stability for all</h3>
<p>It is time for Congress to raise the federal minimum wage to meaningfully improve living standards for millions of Americans. Today’s federal minimum wage is just $7.25 per hour, which is about $15,000 annually for a full-time job. It has not been raised in more than a decade and is<span> </span><a href="https://www.census.gov/data/tables/time-series/demo/income-poverty/historical-poverty-thresholds.html">not enough</a><span> </span>to keep a one-adult, one-child household out of poverty. This is not how the minimum wage was intended to work: In the<span> </span><a href="https://www.pewresearch.org/fact-tank/2017/01/04/5-facts-about-the-minimum-wage/">late 1960s</a>, a full-time worker earned $1.60 per hour at minimum wage, which is equivalent to more than $12 per hour in today’s dollars.</p>
<p>There are also many workers who earn less than minimum wage, or a “subminimum wage.” Tipped workers are only guaranteed a subminimum wage of $2.13 federally, despite evidence from states demonstrating that ending the subminimum wage nationwide would<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/03/30/497673/ending-tipped-minimum-wage-will-reduce-poverty-inequality/">significantly decrease poverty and inequality without hurting employment</a>.</p>
<p>Subminimum wages are also an issue for disabled workers. In 1938, the Fair Labor Standards Act authorized employers, after receiving a certificate from the Wage and Hour Division, to pay below minimum wages to workers with disabilities. Workers who fall under this classification are paid an estimated average of <a href="https://talkpoverty.org/2019/06/19/everyone-overlooking-key-part-new-15-minimum-wage-bill/">$2.15 per hour</a>. This is just one of the many reasons why in 2019, at least <a href="https://disabilitycompendium.org/compendium/2020-annual-disability-statistics-compendium?page=11">1 in 4 disabled people</a> lived under the poverty line.</p>
<p>The<span> </span><a href="https://www.cantwell.senate.gov/imo/media/doc/Raise-the-Wage-Act-of-2021-Fact-Sheet-FINAL.pdf">Raise the Wage Act</a><span> </span>would gradually lift the federal minimum wage to $15 per hour by 2025 and index it to median wage growth thereafter so that the minimum wage would automatically increase when wages rise nationally. The bill would also phase out the subminimum wage for tipped employees, teenagers employed for 90 days or less, and disabled workers. These changes would lift up to<span> </span><a href="https://www.epi.org/publication/raising-the-federal-minimum-wage-to-15-by-2025-would-lift-the-pay-of-32-million-workers/#:~:text=The%20Raise%20the%20Wage%20Act%20would%20help%20eliminate%20poverty%20wages,million%20children%E2%80%94out%20of%20poverty.">3.7 million Americans</a><span> </span>out of poverty and especially benefit<span> </span><a href="https://americanprogress.org/issues/women/news/2021/02/23/496221/raising-minimum-wage-transformative-women/">people of color, women, and people with disabilities</a>, who are disproportionately represented in low-wage jobs.</p>
<div class="full-width-box">
<p></p>
</div>
<h3>4. Provide permanent paid family and medical leave and paid sick days</h3>
<p>The United States is the<span> </span><a href="https://americanprogress.org/issues/women/news/2021/02/05/495504/quick-facts-paid-family-medical-leave/">only industrialized nation in the world</a><span> </span>to not guarantee workers access to any paid leave. As of March 2020, an estimated<span> </span><a href="https://www.bls.gov/ncs/ebs/benefits/2020/employee-benefits-in-the-united-states-march-2020.pdf#page=299">25 percent</a><span> </span>of private sector workers—and 69 percent of workers earning less than $11 per hour—did not have access to a single paid sick day. Additionally, in 2020,<span> </span><a href="https://www.bls.gov/ncs/ebs/benefits/2020/employee-benefits-in-the-united-states-march-2020.pdf#page=299">4 in 5 private sector workers</a><span> </span>lacked access to any paid family leave for longer-term family caregiving needs; and the disparity was worse among the lowest-wage workers, where 95 percent did not have access to paid time off.</p>
<p>This puts workers in the impossible position of having to forgo needed income, or even their job, to recover from an illness or care for a sick family member. Every year, workers and their families lose an estimated <a href="https://americanprogress.org/issues/women/news/2020/01/21/479555/rising-cost-inaction-work-family-policies/">$22.5 billion in wages</a><span> </span>due to a lack of access to paid family and medical leave. While Congress addressed this need during the pandemic by providing temporary emergency paid sick leave and emergency paid child care leave through the Families First Coronavirus Response Act, loopholes and exemptions<span> </span><a href="https://americanprogress.org/issues/economy/news/2020/04/17/483287/coronavirus-paid-leave-exemptions-exclude-millions-workers-coverage/">excluded millions of workers</a>. The program also<span> </span><a href="https://www.clasp.org/sites/default/files/publications/2021/03/ARPProvisions_2021.pdf">became voluntary</a><span> </span>in 2021, meaning employers can now refuse to offer paid leave again.</p>
<p>Congress must prioritize passing paid sick leave and permanent paid family and medical leave, particularly to support the lowest-income earners. Several proposals—including the<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/28/fact-sheet-the-american-families-plan/">American Families Plan</a>, the<span> </span><a href="https://www.nationalpartnership.org/our-work/resources/economic-justice/paid-leave/family-act-fact-sheet.pdf">Family and Medical Insurance Leave (FAMILY) Act</a>, and the<span> </span><a href="https://delauro.house.gov/media-center/press-releases/delauro-murray-reintroduce-healthy-families-act-establish-national-paid">Healthy Families Act</a>—have been introduced to address this issue. They include comprehensive paid family and medical leave, allowing workers to take time off work to recover from a health condition, care for a child or loved one, or grieve the loss of a loved one.</p>
<div class="full-width-box">
<p></p>
</div>
<h3>5. Increase worker power to rebalance the labor market</h3>
<p>Union representation is a key protection against the exploitation of and discrimination against workers. Unions help their members to negotiate with employers for decent wages and benefits and to ensure that working people have a voice in<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2019/04/02/173622/american-workers-need-unions/">U.S. democracy</a><span> </span>by promoting progressive priorities, including state and local minimum wage increases.<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2016/06/09/139074/unions-help-the-middle-class-no-matter-the-measure/">Research shows</a><span> </span>that unions increase workers’ wages and benefits, boost economic mobility in future generations, decrease poverty, improve workers’ general well-being, and<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2018/06/28/170469/combating-pay-gaps-unions-expanded-collective-bargaining/">close gender and racial wage and wealth gaps</a>. In the midst of mass layoffs as states shut down last year, unions were able to negotiate<span> </span><a href="https://www.epi.org/publication/union-workers-had-more-job-security-during-the-pandemic-but-unionization-remains-historically-low-data-on-union-representation-in-2020-reinforce-the-need-for-dismantling-barriers-to-union-organizing/">furlough and work-share arrangements</a><span> </span>with employers to help members keep their jobs. Yet in 2020, only<span> </span><a href="https://www.brookings.edu/blog/up-front/2020/09/03/essential-workers-during-covid-19-at-risk-and-lacking-union-representation/">12 percent of essential workers</a><span> </span>were covered by a union contract, and workers seeking to unionize face an uphill battle.</p>
<p>Passing the<span> </span><a href="https://edlabor.house.gov/imo/media/doc/2021-02-04%20PRO%20Act%20of%202021%20Section%20by%20Section.pdf">Protecting the Right to Organize (PRO) Act</a><span> </span>would increase worker power by creating new penalties for employers who retaliate against workers trying to organize, banning forced arbitration agreements that prevent workers from pursuing collective litigation, adopting a new set of employer guidelines to prevent employees from being misclassified as independent contractors, and ensuring that workers can bargain in the modern economy. In addition, the<span> </span><a href="https://www.cardin.senate.gov/newsroom/press/release/cardin-van-hollen-senate-and-house-democrats-introduce-legislation-to-strengthen-rights-of-public-sector-workers-to-join-unions-bargain-collectively">Public Service Freedom to Negotiate Act</a><span> </span>would provide essential protections for millions of public sector workers to organize and bargain collectively. By ensuring that employers are responsible to their workers during the pandemic, they can share the benefits of recovery as the economy opens back up.</p>
<p>Furthermore, policymakers must build worker protections into<span> </span><a href="https://www.ncsl.org/research/labor-and-employment/at-will-employment-overview.aspx">at-will employment</a><span> </span>and<span> </span><a href="https://www.brookings.edu/blog/up-front/2020/08/18/unpredictable-work-hours-and-volatile-incomes-are-long-term-risks-for-american-workers/">just-in-time scheduling</a><span> </span>to ensure fair labor and workplace standards.</p>
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<p></p>
</div>
<h3>6. Make permanent increases to the child tax credit and earned income tax credit</h3>
<p>Two of the nation’s most effective anti-poverty tools, the child tax credit (CTC) and earned income tax credit (EITC), lifted<span> </span><a href="https://www.census.gov/content/dam/Census/library/visualizations/2020/demo/p60-272/figure8.pdf">7.5 million Americans</a><span> </span>out of poverty in 2019.</p>
<p>Both programs provide a reliable source of income to parents, helping them meet immediate needs and plan for the future while making them more financially stable on a day-to-day basis. These programs also<span> </span><a href="https://www.cbpp.org/blog/child-tax-credit-and-earned-income-tax-credit-lifted-106-million-people-out-of-poverty-in-2018">pay long-term dividends</a><span> </span>by improving infant and maternal health outcomes while boosting the educational, health, and income potential of future generations.</p>
<p>The American Rescue Plan Act was able to close some<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">glaring holes</a><span> </span>within the tax credits by:</p>
<ul>
<li>Making the CTC fully refundable so low-income parents can get the full credit if their tax liability is less than their credit amount by paying them the difference</li>
<li>Increasing the amount of the CTC to $3,600 for children under 6 and $3,000 for children ages 6 to 17</li>
<li>Distributing the CTC monthly instead of all at once at tax time</li>
<li>Nearly tripling the maximum EITC for workers who are not raising children in their home</li>
<li>Revising the eligibility requirements to make EITC accessible to workers ages 19 to 24, as well as workers who are 65 and older</li>
<li>Extending the credits or providing supplemental funding to Puerto Rico and other U.S. territories</li>
</ul>
<p>However, these changes are temporary and will expire in 2022. Considering that the changes to the CTC alone were estimated to<span> </span><a href="https://static1.squarespace.com/static/5743308460b5e922a25a6dc7/t/5c7fe48b1905f46e1214bc42/1551885452114/Poverty+%26+Social+Policy+Brief+3_3.pdf">lift nearly 4 million children out of poverty</a>, the best way to ensure that these credits continue to support low-wage workers and families with children is to make them permanent. Policymakers must also<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">make the CTC as accessible as possible</a><span> </span>by removing barriers for immigrant families.</p>
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<h3>7. Support pay equity to create a fair labor market</h3>
<p>Equal pay ensures that workers are paid fairly. In 2019, women working full time, year-round<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/03/24/497475/salary-history-bans-matter-securing-equal-pay/">earned just 82 cents</a><span> </span>for every $1 earned by their male counterparts. This pay gap is even worse for women of color: For every dollar earned by white, non-Hispanic men in 2019, Black women earned 63 cents, Native women earned 60 cents, and Latinas earned 55 cents. And while Asian American and Pacific Islander (AAPI) women, on average, earned 85 percent of what white, non-Hispanic men earned, there were<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/03/04/496703/economic-status-asian-american-pacific-islander-women/">much wider gaps</a><span> </span>for many AAPI sub-populations. Disabled women also struggle with a<span> </span><a href="https://nwlc.org/wp-content/uploads/2019/09/Wage-Gap-Who-how.pdf">pay gap</a>, receiving 80 cents for every dollar earned by men with disabilities. If women in this country received equal pay to men, poverty for working women would be<span> </span><a href="https://iwpr.org/iwpr-issues/employment-and-earnings/the-economic-impact-of-equal-pay-by-state-2/">reduced by half</a><span> </span>and $512.6 billion would be added to the economy through additional wages.</p>
<p>What’s more, equal pay is essential to helping workers attain the stability and savings necessary to weather current and future crises. The pandemic has<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">stalled women’s economic progress</a>, as a lack of access to child care and paid leave, coupled with mass job losses, has forced many women out of the workforce entirely, exacerbating the<span> </span><a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">gender wage gap</a>. For example, mothers of young children have lost jobs at<span> </span><a href="https://www.pewtrusts.org/en/research-and-analysis/blogs/stateline/2020/09/28/mothers-are-3-times-more-likely-than-fathers-to-have-lost-jobs-in-pandemic">three times</a><span> </span>the rate of fathers during the crisis. This is on top of<span> </span><a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">ever-present compounding factors</a><span> </span>such as bias and discrimination that may deflate women’s earnings.</p>
<p>Passing the<span> </span><a href="https://www.nationalpartnership.org/our-work/resources/economic-justice/fair-pay/the-paycheck-fairness-act.pdf">Paycheck Fairness Act</a><span> </span>would enhance existing equal pay protections, further combat discriminatory practices, and better hold employers accountable for pay discrimination. Pandemic or not, securing equal pay has always been essential to the economic security of women and families.</p>
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<h3>8. Invest in affordable, high-quality child care and early childhood education</h3>
<p>More than half of all Americans live in a <a href="https://americanprogress.org/issues/early-childhood/reports/2018/12/06/461643/americas-child-care-deserts-2018/">child care desert</a>, where child care shortages lead to waiting lists, job disruptions, and fewer mothers in the paid labor force. Child care in the United States is prohibitively expensive, with infant and toddler care often<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2018/11/15/460970/understanding-true-cost-child-care-infants-toddlers/#:~:text=The%20average%20cost%20to%20provide,cost%20is%20%24800%20per%20month.">costing between $800 and $1,230 a month</a>. While there are subsidies for low-income families, in most states, they reach<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2020/09/03/489900/true-cost-providing-safe-child-care-coronavirus-pandemic/">fewer than 1 in 10 eligible children</a><span> </span>under the age of 6. As a result, low-income families can spend more than <a href="https://americanprogress.org/issues/early-childhood/reports/2019/06/20/471141/working-families-spending-big-money-child-care/">one-third of their income</a><span> </span>on child care just to be able to work.</p>
<p>Not surprisingly, the pandemic has eviscerated child care across the United States. About <a href="https://americanprogress.org/issues/early-childhood/news/2021/01/13/494450/saving-child-care-means-preserving-jobs-supporting-working-families-small-businesses/">700,000 parents</a><span> </span>left the workforce in 2020 to care for young children who were not able to go to school or have access to child care. Since then, only half of the nearly 400,000 child care jobs lost at the start of the pandemic have returned, leading to a 144 percent increase in the number of parents who have missed work to care for children compared with 2019.</p>
<p>The<span> </span><a href="https://www.acf.hhs.gov/media/press/2021/child-care-funding-released-american-rescue-plan">$39 billion</a><span> </span>for subsidized child care that was already included in the American Rescue Plan will help providers recover from a year of unprecedented revenue losses, but additional funding is needed to expand these services to everyone who needs them. The American Families Plan would make significant investments in <a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/28/fact-sheet-the-american-families-plan/">universal preschool for 3- and 4-year-olds</a>, which would help more struggling families obtain the child care they need to work, better meeting their families’ basic needs and building future economic stability. The plan would also cap child care costs for low- and moderate-income families at 7 percent of their income, making it far more affordable and manageable as they juggle other needs.</p>
<p>Another bill currently introduced in Congress, the Child Care for Working Families Act (CCWFA), would ensure free or affordable child care for<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2021/05/24/499825/growing-economy-affordable-child-care/">76 percent of working families</a><span> </span>with children under the age of 6, expanding quality care for millions of families. As Congress deliberates future funding, it must invest in affordable, high-quality child care and early education, providing parents with the means to foster family security and healthy child development.</p>
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<h3>9. Expand access to health care</h3>
<p>Since it was signed into law in 2010, the Affordable Care Act (ACA) has expanded access to high-quality, affordable health coverage for<span> </span><a href="https://www.nytimes.com/2017/05/22/health/obamacare-health-insurance-numbers-nchs.html">millions of Americans</a>, especially those with<span> </span><a href="https://americanprogress.org/issues/healthcare/news/2020/03/23/482012/10-ways-aca-improved-health-care-past-decade/">preexisting conditions</a>. Today,<span> </span><a href="https://aspe.hhs.gov/system/files/pdf/265671/ASPE%20Issue%20Brief-ACA-Related%20Coverage%20by%20State.pdf">31 million Americans</a><span> </span>are enrolled in coverage through the ACA marketplaces or the law’s expansion of Medicaid. However,<span> </span><a href="https://www.kff.org/health-reform/state-indicator/state-activity-around-expanding-medicaid-under-the-affordable-care-act/?currentTimeframe=0&amp;sortModel=%7B%22colId%22:%22Location%22,%22sort%22:%22asc%22%7D">12 states</a><span> </span>continue to refuse to expand their Medicaid programs to cover adults making up to 138 percent of the<span> </span><a href="https://aspe.hhs.gov/poverty-guidelines">federal poverty guideline</a>—placing a heavy burden on families already on the brink. About<span> </span><a href="https://www.kff.org/medicaid/press-release/what-are-some-policy-options-for-reaching-the-2-2-million-uninsured-people-in-the-acas-coverage-gap/">2.2 million uninsured people</a><span> </span>are without an affordable option for health insurance because they live in nonexpansion states and have incomes too low to qualify for marketplace premium tax credits.</p>
<p>Expanding Medicaid would mean more than just access to health care; it would give people financial protection from unexpected medical costs and free up limited household income for other basic needs such as paying rent and putting food on the table. Increases in Medicaid enrollment are associated with reduced rates of<span> </span><a href="https://www.healthaffairs.org/do/10.1377/hblog20170724.061160/full/">medical debt</a><span> </span>and other<span> </span><a href="https://onlinelibrary.wiley.com/doi/abs/10.1002/pam.22266">unpaid bills</a><span> </span>among low-income individuals.<span> </span><a href="https://www.kff.org/medicaid/report/the-effects-of-medicaid-expansion-under-the-aca-updated-findings-from-a-literature-review/">Studies</a><span> </span>also link Medicaid coverage to improved access to health care services, greater financial security,<span> </span><a href="https://www.nber.org/system/files/working_papers/w26081/w26081.pdf">lower mortality rates</a>,<span> </span><a href="https://www.commonwealthfund.org/publications/issue-briefs/2017/aug/reducing-racial-and-ethnic-disparities-access-care-has">reduced racial health care disparities</a>, and<span> </span><a href="https://www.healthaffairs.org/doi/10.1377/hlthaff.2018.05071">lower rates of eviction</a>.</p>
<p>While the American Rescue Plan included<span> </span><a href="https://www.cbpp.org/research/health/health-provisions-in-american-rescue-plan-act-improve-access-to-health-coverage">increased federal Medicaid funding</a><span> </span>for two years as an incentive to encourage more states to expand their programs, it is unlikely that the remaining nonexpansion states will take up this option. Congress has an opportunity to enact federal policies that ensure people in the Medicaid coverage gap can gain access to affordable, comprehensive health insurance.</p>
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<h3>10. Reform the criminal justice system and enact policies that support successful reentry</h3>
<p>Robust changes are needed to restructure and reform a U.S. criminal justice system that incarcerates more of its citizens than<span> </span><a href="https://www.prisonstudies.org/sites/default/files/resources/downloads/wppl_12.pdf">any other country in the world</a>, holding about<span> </span><a href="https://www.prisonpolicy.org/reports/pie2020.html">2.3 million people</a><span> </span>in prisons, jails, and other correctional facilities. If not for the rapid increase in mass incarceration since 1980, poverty rates would have<span> </span><a href="https://journals.sagepub.com/doi/abs/10.1177/0011128708328864">dropped by 20 percent</a><span> </span>by 2009. The impact on communities of color is particularly staggering:<span> </span><a href="https://www.sentencingproject.org/criminal-justice-facts/">Black and Latino men</a><span> </span>are, respectively, 6 times and 2.5 times more likely to be incarcerated than white men; and<span> </span><a href="https://www.sentencingproject.org/publications/incarcerated-women-and-girls/">Black and Latina women</a><span> </span>are, respectively, 1.7 times and 1.3 times more likely to be incarcerated than white women. Likewise,<span> </span><a href="https://www.prisonpolicy.org/blog/2020/04/22/native/">Native Americans</a><span> </span>are incarcerated at more than twice the rate of white Americans.</p>
<p>Mass incarceration is a key cause and consequence of poverty. When a person is incarcerated, their family must find a way to make ends meet without a necessary source of income. Additionally, even a<span> </span><a href="https://repository.law.umich.edu/cgi/viewcontent.cgi?article=2892&amp;context=articles">minor criminal record</a><span> </span>or an<span> </span><a href="https://talkpoverty.org/2014/12/09/held-back-by-a-criminal-record/">arrest without a conviction</a><span> </span>can prevent an individual from getting a job, housing, or certain benefits, contributing to<span> </span><a href="https://americanprogress.org/issues/poverty/news/2020/04/15/483248/criminal-records-create-cycles-multigenerational-poverty/">cycles of multigenerational poverty</a>. Currently, there are<span> </span><a href="https://www.usccr.gov/pubs/2019/06-13-Collateral-Consequences.pdf">more than 44,000 legal sanctions</a><span> </span>that create<span> </span><a href="https://americanprogress.org/issues/poverty/news/2021/04/14/498053/preventing-removing-barriers-housing-security-people-criminal-convictions/">barriers to housing</a><span> </span>for people with criminal records. Moreover,<span> </span><a href="https://www.clasp.org/publications/report/brief/no-more-double-punishments">various restrictions</a><span> </span>prohibit justice-involved individuals’ access to SNAP and Temporary Assistance for Needy Families (TANF) benefits if they have prior felony drug convictions, unless additional requirements are fulfilled. This can include being required to wait for months after completion of a sentence to be considered eligible or to participate in mandatory periodic drug testing, both of which are unnecessary obstacles that hinder successful reentry.</p>
<p>Sentencing reform is essential to addressing mass incarceration. Policymakers should also implement<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">clean slate laws</a>, which help expand access to automated criminal record clearing, and explore alternatives to incarceration, such as<span> </span><a href="https://www.aclu.org/blog/smart-justice/diversion-programs-are-cheaper-and-more-effective-incarceration-prosecutors">diversion programs</a><span> </span>for individuals with mental health and substance abuse challenges. Additionally, it is critical to review the role of policing in public safety, health, and well-being. There has been a<span> </span><a href="https://theappeal.org/what-public-safety-without-police-looks-like/">recent move across the nation</a><span> </span>to divert away from police certain health, public safety, and community care emergency responses and funds—such as responding to people experiencing a mental health crisis—that better fit agencies and social workers. Barriers to employment, housing, education, and public assistance must also be removed. A decades-old criminal record should not consign an individual to a<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">life of poverty</a>.</p>
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<p>For more information on criminal justice, see “<a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">A Criminal Record Shouldn’t Be a Life Sentence to Poverty</a>” and “<a href="https://americanprogress.org/issues/poverty/news/2020/04/15/483248/criminal-records-create-cycles-multigenerational-poverty/">Criminal Records Create Cycles of Multigenerational Poverty</a>.”</p>
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<h3>11. Invest in affordable, accessible housing</h3>
<p><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">One in 4 renter households</a><span> </span>in the United States is extremely low income, and half of renters are<span> </span><a href="https://www.apartmentlist.com/research/cost-burden-2019">moderately or severely cost-burdened</a>, meaning that they pay more than a third to half of their income on rent and utilities.</p>
<p>Overall, Native American, Black, and Latinx renters are more likely to be<span> </span><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">extremely low income</a>. A long history of racially targeted policies has worsened housing security for people of color, who are more cost-burdened and face more discrimination in obtaining and maintaining housing. Facing and experiencing eviction, which also disproportionately affects communities of color—and<span> </span><a href="https://news.cornell.edu/stories/2016/11/eviction-cause-not-just-condition-poverty">Black women</a><span> </span>in particular—can lead to<span> </span><a href="https://journalistsresource.org/economics/evictions-physical-financial-mental-health/">negative mental and physical health outcomes</a>,<span> </span><a href="https://www.nclc.org/images/pdf/special_projects/covid-19/IB_Salt_in_the_Wound.pdf">difficulty obtaining future housing</a>, and exacerbated financial hardship, all of which can fuel cycles of<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">multigenerational poverty</a>.</p>
<p>Disparities have persisted during the pandemic, as<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">renters of color</a><span> </span>and<span> </span><a href="https://americanprogress.org/issues/disability/news/2021/05/27/500030/recognizing-addressing-housing-insecurity-disabled-renters/">disabled renters</a><span> </span>report higher rates of housing insecurity. These and other measures of housing insecurity contribute to the ongoing homelessness crises and continue to put the most vulnerable community members at risk. Rates of homelessness, and particularly<span> </span><a href="https://endhomelessness.org/new-report-shows-rise-in-homelessness-in-advance-of-covid-19-crisis/">chronic homelessness</a>, are on the rise. The 2020 point-in-time count conducted by the U.S. Department of Housing and Urban Development estimated that more than<span> </span><a href="https://www.huduser.gov/portal/sites/default/files/pdf/2020-AHAR-Part-1.pdf">580,000 people</a><span> </span>experience homelessness on any given night, a number that is likely a vast undercount. Strikingly, of those experiencing homelessness,<span> </span><a href="https://jphmpdirect.com/2019/07/24/homelessness-among-individuals-with-disabilities/">nearly 25 percent</a><span> </span>are people with disabilities.</p>
<p>Investments in permanent housing programs, such as<span> </span><a href="https://endhomelessness.org/resource/housing-first/?gclid=EAIaIQobChMIjdSRgpmf6AIVA2KGCh2-_g_OEAAYASAAEgKOI_D_BwE">Housing First</a><span> </span>and a national<span> </span><a href="https://homesguarantee.com/wp-content/uploads/Homes-Guarantee-_-Briefing-Book.pdf">Homes Guarantee</a>, should be supported to provide a path for people experiencing homelessness or living in transitional housing to obtain and maintain long-term, stable housing, while also addressing the<span> </span><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">shortage of more than 7 million affordable housing units</a>.</p>
<p>Policymakers should also increase renter protections by guaranteeing a<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2019/10/02/475263/right-counsel-right-fighting-chance/">right to counsel</a>, investing in<span> </span><a href="https://www.urban.org/sites/default/files/publication/101991/getting-landlords-and-tenants-to-talk_3.pdf">tenant-landlord mediation</a>, regulating the use of<span> </span><a href="https://www.nytimes.com/2020/05/28/business/renters-background-checks.html">background checks</a><span> </span>in rental housing applications, and making the<span> </span><a href="https://cityobservatory.org/make-housing-vouchers-an-entitlement-we-can-afford-it/">Housing Choice Voucher and rental assistance programs</a><span> </span>an entitlement that does not sunset. Furthermore, policymakers should prohibit<span> </span><a href="https://www.americanbar.org/groups/crsj/publications/human_rights_magazine_home/economic-justice/your-money-s-no-good-here--combatting-source-of-income-discrimin/">source-of-income discrimination</a>, which creates barriers to obtaining rental housing for households that receive housing vouchers. To further<span> </span><a href="https://nationalfairhousing.org/affirmatively-furthering-fair-housing/">prevent housing discrimination</a><span> </span>and build more inclusive communities, the<span> </span><a href="https://nationalfairhousing.org/disparateimpact/">disparate impact rule</a><span> </span>under the Fair Housing Act should be reinstated alongside the revised Affirmatively Furthering Fair Housing rule, which is currently set to go into effect at the<span> </span><a href="https://nahbnow.com/2021/06/hud-moves-to-reinstate-affirmatively-furthering-fair-housing-rule/">end of July</a>.</p>
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<h3>12. Modernize the Supplemental Security Insurance program</h3>
<p>Supplemental Security Insurance (SSI) is an<span> </span><a href="https://www.cbpp.org/research/introduction-to-the-supplemental-security-income-ssi-program">essential anti-poverty program</a><span> </span>for the disability community, providing monthly cash assistance for those with little or no income and assets.<span> </span><a href="https://www.ssa.gov/policy/docs/quickfacts/stat_snapshot/">Nearly 8 million people</a><span> </span>received benefits in May 2021, and in 2019,<span> </span><a href="https://www.ssa.gov/policy/docs/statcomps/ssi_asr/2019/ssi_asr19.pdf">57 percent of recipients<span> </span></a>reported SSI being their sole source of income. However, little has been done to maintain this program, leaving millions of disabled people farther and farther behind.</p>
<p>Numerous policy adjustments could update SSI and help pull the disability community out of poverty. Raising the minimum benefit to at least the poverty level is a great first step. In 2021, the maximum benefit for individuals was raised to<span> </span><a href="https://www.ssa.gov/oact/cola/SSI.html#:~:text=The%20latest%20such%20increase%2C%201.3%20percent%2C%20becomes%20effective%20January%202021.&amp;text=The%20monthly%20maximum%20Federal%20amounts,%24397%20for%20an%20essential%20person.">$794 per month</a>, which is well below the federal poverty guideline of<span> </span><a href="https://www.federalregister.gov/documents/2021/02/01/2021-01969/annual-update-of-the-hhs-poverty-guidelines">$1,073 per month</a>. Asset limits also need to be increased, as they<span> </span><a href="https://www.cbpp.org/research/introduction-to-the-supplemental-security-income-ssi-program#_ftn21">have not been updated since 1989</a>. Currently, individuals and couples are allowed limits of $2,000 and $3,000, respectively, in assets, such as<span> </span><a href="https://www.ssa.gov/ssi/text-resources-ussi.htm">money in joint or personal bank accounts</a>, investments in stocks or bonds, and life insurance policies with a total face value of more than $1,500. Asset limits have become<span> </span><a href="https://americanprogress.org/issues/disability/news/2020/04/07/482736/deadly-poverty-trap-asset-limits-time-coronavirus/">deadly poverty traps</a>, particularly in times of disaster such as the pandemic, as they prevent recipients from being able to save, forcing them into economic precarity. Other rule changes, including the elimination of penalties for<span> </span><a href="https://www.ssa.gov/ssi/text-living-ussi.htm">in-kind support</a><span> </span>from family and friends and an update to<span> </span><a href="https://www.cbpp.org/research/social-security/supplemental-security-income">income disregards</a><span> </span>that have not been changed since the program began in 1974 would go a long way toward ensuring that this program remains a strong safety net for disabled adults and children.</p>
<p>The continued disinvestment in SSI has essentially reduced its efficacy, putting disabled people on the brink of poverty and destitution. Prioritizing the economic security of such marginalized communities helps ensure the security of all communities. Congress must act now to help the disability community not only weather the pandemic but also build a stable financial future.</p>
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<h3>Conclusion</h3>
<p>It is possible for America to dramatically cut poverty. From 1959 to 1973, a strong economy, along with investments in family economic security, helped<span> </span><a href="https://confrontingpoverty.org/poverty-facts-and-myths/poverty-is-not-inevitable/">cut the U.S. poverty rate in half</a>. Investments in<span> </span><a href="https://frac.org/wp-content/uploads/hunger-health-role-snap-improving-health-well-being.pdf">nutrition assistance</a><span> </span>have resulted in improvements in educational attainment, food insecurity, and health outcomes. Expansions of public health insurance have contributed to<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC5844390/">lower infant mortality rates</a><span> </span>and<span> </span><a href="https://bmcpublichealth.biomedcentral.com/articles/10.1186/s12889-017-4363-z">better overall health and health care access for children</a><span> </span>at a reduced out-of-pocket cost.<span> </span><a href="https://www.cbpp.org/research/housing/research-shows-rental-assistance-reduces-hardship-and-provides-platform-to-expand">Rental assistance programs</a><span> </span>have been shown to decrease stress, eviction, and homelessness among low-income renters. And<span> </span><a href="https://www.cbpp.org/research/federal-tax/eitc-and-child-tax-credit-promote-work-reduce-poverty-and-support-childrens">expansions in tax credits</a><span> </span>for poor families have helped boost incomes for the next generation, on top of improving educational and health outcomes.</p>
<p>Poverty is preventable. America has the power and ability to ensure that all people residing within its borders can build financial stability and live their lives with dignity. The policy priorities detailed above are essential for preventing poverty and promoting economic opportunity for all. As a nation, we simply need to build the political will to enact these intersectional policies so that all residents can attain their American dream.</p>
<p><span></span></p>
<p><span>Original article from </span><a href="https://www.americanprogress.org/article/top-12-solutions-cut-poverty-united-states/">https://www.americanprogress.org/article/top-12-solutions-cut-poverty-united-states/ </a></p>]]> </content:encoded>
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<title>10 Things To Do to End Extreme Poverty by 2030</title>
<link>https://sdgtalks.ai/10-things-to-do-to-end-extreme-poverty-by-2030</link>
<guid>https://sdgtalks.ai/10-things-to-do-to-end-extreme-poverty-by-2030</guid>
<description><![CDATA[ In 2014, 1.2 billion people were living in extreme poverty, as world citizens it’s our duty to mitigate, and eventually eliminate poverty on a global scale. Achieving this goal requires a multi-faceted approach focusing on improving human well-being directly; relying on economic growth often means leaving the poorest people behind. If we want to consign poverty to the history books, it is necessary to prioritize support for the most vulnerable populations and apply consistent pressure to governments around the world. Poverty is more than just low income, it’s lack of access to food, water, healthcare, education, housing, and other necessities. Addressing all of these shortcomings requires involving the entire community, and finding unique approaches to meet community needs. ]]></description>
<enclosure url="https://media.globalcitizen.org/thumbnails/eb/5a/eb5ab95d-437d-463c-9878-ec3b3227e676/10-things-to-do-to-end-extreme-poverty-by-2030__1600x900_q85_crop_subsampling-2.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 22 Apr 2025 00:58:53 -0500</pubDate>
<dc:creator>Winter</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>We know there are </span><strong>1.2 billion people living in extreme poverty</strong><span>. As global citizens, we want to make poverty history by 2030, and here are 10 things the world needs to do to make this happen:</span></p>
<p><span><iframe width="612" height="343" src="https://www.youtube.com/embed/KoLEnBXsBNg?si=AsgPa5Go1LWyJ624" allowfullscreen="allowfullscreen"></iframe></span></p>
<p><span></span></p>
<p><strong>1. Continue to support the poorest people.</strong></p>
<p>Official development assistance (ODA) remains the largest resource flow for most of the countries with the lowest domestic resources, particularly in sub-Saharan Africa. Here – where governments often have little ability to raise tax revenue and mobilise other financial resources – aid should be used to create favourable conditions for catalysing other forms of resources for ending poverty, such as private investment and development finance.</p>
<p><strong>2. </strong><strong>End all forms of poverty.</strong></p>
<p>Ending poverty is not just about people’s income but also their access to things like water, health, education, housing and security. Bringing everyone above the extreme poverty line of $1.25 a day is only the first step.</p>
<p><strong>3. </strong><strong>Commit governments to ending poverty.</strong></p>
<p>Governments of developing countries should commit to lifting their citizens above the line of $1.25 per day. This needs to be underpinned by national mechanisms that target and support people living in poverty.</p>
<p>The<span> </span><a href="http://web.worldbank.org/WBSITE/EXTERNAL/NEWS/0,,contentMDK:21447054~pagePK:64257043~piPK:437376~theSitePK:4607,00.html" rel="noopener noreferrer" target="_blank" aria-label="Bolsa Familia (open in new tab)"><span><em>Bolsa Familia</em></span></a><span> </span>programme in Brazil transfers cash directly to poor households, and decisions about allocation are based on assessments of depth of poverty rather than household composition. More than 48 million people are now enrolled in the programme. Thanks to the contribution of<span> </span><em>Bolsa Familia</em>, extreme poverty in Brazil dropped from 20.4 million in 2003 to approximately 11.9 million in 2009.</p>
<p>Only five governments have commited publically to ending poverty (Brazil, Colombia, Malawi, UK and USA), and approximately 50 have made similar commitments at World Bank meetings. But ALL countries need to make this commitment if we are going to end extreme poverty by 2030.</p>
<p><strong>4. </strong><strong>Focus aid on economic potential.</strong></p>
<p>Predicting and relying on sustained growth is not always possible and the benefits of growth are often not shared equally to benefit the poorest people. The benefits of growth need to be shared with the poorest people - in sub-Saharan Africa where 80% of the world’s extremely poor people are expected to live by 2030 - but also with those living in ‘pockets’ of poverty in ‘middle income countries’ like India.</p>
<p><strong>5. </strong><strong>Go country by country.</strong></p>
<p>The governments of developing countries must follow their commitments with action through national poverty reduction plans. Strategic and joined-up approaches to ending extreme poverty would enable ownership over the way that public, private and aid resources are allocated and used.</p>
<p><strong>6. </strong><strong>Get everyone involved.</strong></p>
<p>The governments must work with partners across different sectors – including businesses, private sector institutions, donors, aid agencies, public departments and ministries. Coordination is critical for transparent, accountable, and effective delivery. </p>
<p><strong>7. </strong><strong>Support national efforts with international aid.</strong></p>
<p>International aid can provide a basic minimum where domestic governments cannot, or will not. The UN should put ending extreme poverty at the very heart of the post-2015 agenda.</p>
<p><strong>8. </strong><strong>Get creative with investments.</strong></p>
<p>To address the wider dimensions of poverty, we must harness and join-up all financial resources flowing to developing countries with the potential to reduce poverty. This includes all forms of private and public sector flows, as well as aid.</p>
<p><strong>9. </strong><strong>Improve data on poverty. </strong></p>
<p>Most developing countries use inadequate and out-of-date data. If governments are going to meet the needs of their poorest citizens, they need to know where these people live and what their needs are. We need to monitor wider, multi-dimensional aspects of poverty alongside income, and ask poor people themselves what their priorities are.</p>
<p><strong>10. </strong><strong>Demand action as global citizens. </strong></p>
<p>Everyone can play a role in ending poverty. Please get involved and ask governments and international institutions to transform commitments into action today. </p>
<p><strong><em>“Extreme poverty has been cut in half in the last 20 years, and the facts show that we can get it to virtually zero within a generation – but only if we act.” </em></strong>- Bono, musician and global activist, February 2013.</p>
<p><em><span>Ian Townsend</span>, Lead Analyst &amp; Sarah Dalrymple, Advocacy &amp; Engagement Advisor.</em><span></span></p>
<p><span></span></p>]]> </content:encoded>
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<title>The Top 12 Solutions To Cut Poverty in the United States</title>
<link>https://sdgtalks.ai/the-top-12-solutions-to-cut-poverty-in-the-united-states</link>
<guid>https://sdgtalks.ai/the-top-12-solutions-to-cut-poverty-in-the-united-states</guid>
<description><![CDATA[ The US has made massive progress toward ending poverty in the last 60 years, but 35 million are still in poverty. Much of this progress was due to investment in social services like social security, unemployment insurance, and nutrition assistance. If we want these improvements to continue, we need to continue developing these programs. Mitigating our current crisis requires  lawmakers to create equitable and inclusive responses to poverty and unemployment. Programs like SNAP haven’t done enough to combat food insecurity for low-income communities, eligibility needs to be expanded. Creating high paying jobs, increasing the minimum wage, providing family leave, and rebalancing the power dynamic in workplaces can drastically improve economic stability and general quality of life. ]]></description>
<enclosure url="https://www.americanprogress.org/wp-content/uploads/sites/2/2021/06/EndingPovertyColumn.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 22 Apr 2025 00:48:10 -0500</pubDate>
<dc:creator>Winter</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p><span>Since the 1960s, America has made major strides in poverty reduction, and yet, there are still 35 million people living in poverty in the United States. What’s more, poverty would be </span><a href="https://www.cbpp.org/research/poverty-and-inequality/economic-security-programs-cut-poverty-nearly-in-half-over-last-50#:~:text=Before%20taking%20government%20benefits%20and,to%2014.4%20percent%20in%202017.">twice as high</a><span> if not for decades of significant investments through Social Security, unemployment insurance, nutrition assistance, and low-income tax credits, among other successful anti-poverty programs. However, the concerning reality is that the COVID-19 pandemic and </span><a href="https://americanprogress.org/issues/economy/news/2021/02/04/495413/move-fast-think-big-7-key-principles-economic-package-america-needs-now/">associated economic fallout</a><span> obliterated those gains, putting individuals and families at a greater risk of being pushed into poverty.</span></p>
<p>As of May 2021, more than <a href="https://www.bls.gov/news.release/empsit.nr0.htm">9 million Americans</a> were unemployed, 19 million adults and up to 8 million children had experienced food insecurity, and more than 10 million renters were behind on rental payments. Communities of color and other underserved families have been hit particularly hard by the pandemic and subsequent economic downturn: Black, Indigenous, and Latinx communities have seen higher rates of infection, hospitalization, and death as well as<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">unemployment</a>. Likewise, the disability community has been disproportionately affected by<span> </span><a href="https://www.kff.org/coronavirus-covid-19/issue-brief/state-reporting-of-cases-and-deaths-due-to-covid-19-in-long-term-care-facilities/">high rates of mortality at congregate facilities</a>,<span> </span><a href="https://www.thelily.com/this-women-made-tool-could-help-get-more-disabled-people-vaccinated/">inequitable vaccine rollouts</a>, and<span> </span><a href="https://www.cnbc.com/2021/03/30/delayed-stimulus-checks-for-social-security-recipients-to-be-sent-soon.html">delayed stimulus payouts</a><span> </span>to individuals on Social Security and Supplemental Security Income.</p>
<p>Navigating through the current crisis and rebuilding better and stronger requires policymakers to take immediate action to provide equitable economic relief to all. Equitable rebuilding not only addresses<span> </span><a href="https://americanprogress.org/issues/race/reports/2019/08/07/473003/systematic-inequality-american-democracy/">systemic and institutional racism of past policy decisions</a><span> </span>but also focuses on inclusive economic transformation that can strengthen the U.S. economy and resilience in the long run. When the government invests in meeting peoples’ basic needs and economic security through a robust safety net and jobs that help build financial security, children, families, and other vulnerable populations see improved outcomes in both the short and long term. The good news is that policymakers already have a range of tools that can prevent further increases in poverty and put all people on a pathway to economic mobility and resilience.</p>
<p>This column outlines 12 policy solutions that Congress can use to cut poverty and boost economic security for all in an equitable way.</p>
<h3>1. Expand safety net programs to benefit all in need</h3>
<p>Safety net programs can help people weather a variety of economic crises by meeting basic needs and providing stability. Yet the pandemic has exposed just how woefully inadequate America’s safety net structure is.</p>
<p>For example, before the pandemic, state unemployment insurance (UI) did not cover monthly expenses<span> </span><a href="https://americanprogress.org/issues/economy/news/2020/09/10/490265/cant-afford-live-anywhere-united-states-solely-unemployment-insurance/">anywhere in the country</a><span> </span>and<span> </span><a href="https://www.dol.gov/general/topic/unemployment-insurance">excluded millions of others</a><span> </span>due to their work classification, previous earnings, length of employment, or<span> </span><a href="https://publish.illinois.edu/elizaforsythe/files/2021/03/Forsythe_UI_draft_march8_2021-1.pdf">immigration status</a>.</p>
<p>The Coronavirus Aid, Relief and Economic Security (CARES) Act provided a temporary $600 weekly boost to UI,<span> </span><a href="https://static1.squarespace.com/static/5743308460b5e922a25a6dc7/t/5f87c59e4cd0011fabd38973/1602733471158/COVID-Projecting-Poverty-Monthly-CPSP-2020.pdf">lifting millions out of poverty</a><span> </span>before that provision was allowed to expire at the end of July 2020. The American Rescue Plan continued a $300 weekly supplement to UI that started in December 2020, providing an income to millions of long-term unemployed and self-employed workers, independent contractors, gig workers, and others. Unfortunately, this supplement and the other temporary federal UI expansions are set to expire nationally on September 6, 2021. To make matters worse, at least 26 governors have pledged to end some or all of these programs even sooner, cutting benefits for<span> </span><a href="https://www.nelp.org/publication/3-9-million-workers-face-premature-cutoff-of-pandemic-unemployment-programs/">4.7 million people</a><span> </span>and severely affecting their ability to recover from the pandemic.</p>
<p>Similarly, programs such as the Supplemental Nutrition Assistance Program (SNAP), intended for those with the lowest incomes, have not done enough to prevent hunger and food insecurity in America. Even before COVID-19 hit, the inadequate benefit amounts forced<span> </span><a href="https://fns-prod.azureedge.net/sites/default/files/SNAPFoodSec.pdf">45 percent of SNAP recipients</a><span> </span>to limit the food they ate or skip meals just to make it through the month; and<span> </span><a href="https://www.npr.org/sections/thesalt/2016/03/03/468955099/the-snap-gap-benefits-arent-enough-to-keep-many-recipients-fed">nearly a third of SNAP recipients</a><span> </span>had to visit a food pantry to keep themselves fed. From December 2019 to December 2020, the demand for charitable food assistance rose by<span> </span><a href="https://www.urban.org/research/publication/charitable-food-use-increased-nearly-50-percent-2019-2020">nearly 50 percent</a>. This was especially prevalent for households of color, households with children, and people with disabilities. Fortunately, the American Rescue Plan contained significant expansions in food assistance programs to help mitigate the<span> </span><a href="https://www.cbpp.org/research/food-assistance/food-assistance-in-american-rescue-plan-act-will-reduce-hardship-provide">high levels of hunger</a><span> </span>seen throughout the crisis. But more must be done. Lawmakers must expand eligibility for SNAP, ensuring that currently excluded groups—including undocumented immigrants and many college students—are able to receive necessary food assistance. Burdensome work requirements that only serve to push people away from assistance,<span> </span><a href="https://www.marketplace.org/2021/06/09/work-rules-for-snap-benefits-dont-lead-to-more-people-working-study-finds/">rather than encourage work</a>, should also be eliminated.</p>
<p>Temporary expansions of the safety net are not enough to help the millions of Americans who are still struggling with the economic and health fallout from the pandemic. Congress must continue to invest in and modernize safety net programs, ensuring that benefit levels are expanded and more accessible than they were before the crisis. It should also consider implementing automatic triggers that would expand benefits during future economic shocks, such as recessions, without the need for legislative intervention. Not only would this prevent people from falling into poverty while Congress argues over how much relief is necessary, having a system that automatically triggers expanded benefits would also help soften the blow of future recessions and stimulate the economy by giving money to people who desperately need it in a timely fashion.</p>
<div class="full-width-box">For more information on UI and SNAP, see “<a href="https://americanprogress.org/issues/economy/news/2020/09/10/490265/cant-afford-live-anywhere-united-states-solely-unemployment-insurance/">You Can’t Afford to Live Anywhere in the United States Solely on Unemployment Insurance</a>” and “<a href="https://americanprogress.org/issues/poverty/reports/2021/01/12/494506/basic-facts-children-poverty/">The Basic Facts About Children in Poverty</a>.”</div>
<h3>2. Create good-paying jobs that meet family needs</h3>
<p>Rebuilding the economy in an equitable way requires the creation of millions of new, good-paying jobs in key industries, with significant worker protections to ease the burden on working families. Before the pandemic shut down much of the country, unemployment stood at<span> </span><a href="https://www.bls.gov/news.release/archives/empsit_03062020.pdf">3.5 percent</a>, but by April 2020, unemployment had risen to almost<span> </span><a href="https://fas.org/sgp/crs/misc/R46554.pdf">15 percent</a>. A year later, hiring is on an upward trajectory, but unemployment is at<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">5.8 percent</a>, which is still considerably higher than pre-pandemic numbers.</p>
<p>While the uptick in employment is a good sign, the same people who struggled before the crisis are still being left behind: The<span> </span><a href="https://www.bls.gov/news.release/empsit.nr0.htm">unemployment rates</a><span> </span>for Black and Hispanic individuals stand at 9.1 percent and 7.3 percent, respectively, compared with a 5.1 percent unemployment rate for white people. Similarly, the disability community continues to experience difficulty regaining employment, with<span> </span><a href="https://www.bls.gov/news.release/empsit.t06.htm">10.2 percent</a><span> </span>remaining unemployed as of May 2021. It is not the first time these communities have seen large unemployment gaps compared with their<span> </span><a href="https://www.brookings.edu/research/why-are-employment-rates-so-low-among-black-men/">white</a><span> </span>and<span> </span><a href="https://www.bls.gov/news.release/pdf/disabl.pdf">nondisabled</a><span> </span>peers, as such gaps were consistently present even in the months leading up to the pandemic, when unemployment was low.</p>
<p>Women have particularly borne the brunt of job loss because they are<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">overrepresented</a><span> </span>in the hardest-hit service sector jobs. From February 2020 to May 2021, women lost a net of<span> </span><a href="https://nwlc.org/wp-content/uploads/2021/06/May-Jobs-Day-Final_2.pdf">4.2 million jobs</a>. Furthermore, since April 2020, the labor force participation rate for women has hovered between<span> </span><a href="https://fred.stlouisfed.org/graph/?g=Er19">54.6 and 56.2 percent</a>—the lowest observed rate since the late 1980s.</p>
<p>Even though pandemic-related stimulus packages have helped bolster the economy, labor market growth is<span> </span><a href="https://talkpoverty.org/2021/05/14/unemployment-labor-shortage-worker-power/">sluggish</a>, as many Americans are still unable to come back to work due to caregiving challenges or are taking more time to find safe and decent jobs that support their basic needs.</p>
<p>Creating the jobs needed to build an equitable U.S. economy requires federal investment. The American Jobs Plan is centered on<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/03/31/fact-sheet-the-american-jobs-plan/">investing $2.3 trillion</a><span> </span>to create new jobs by rebuilding roads and bridges, creating a green energy economy, expanding essential jobs in the caregiving sector, supporting domestic manufacturing, and ensuring that these jobs<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/23/fact-sheet-the-american-jobs-plan-empowers-and-protects-workers/">provide decent wages and benefits</a><span> </span>and are accessible to Americans from all walks of life. If passed, the American Jobs Plan could reform and rebuild the economy by significantly shrinking the gap of<span> </span><a href="https://www.bls.gov/news.release/pdf/empsit.pdf">7.6 million jobs</a><span> </span>lost since February 2020 and by allowing people to build financial security and save for the future.</p>
<div class="full-width-box">For more information on the job market, see “<a href="https://americanprogress.org/issues/economy/reports/2021/04/27/498794/path-higher-inclusive-economic-growth-good-jobs/">The Path to Higher, More Inclusive Economic Growth and Good Jobs</a>” and “<a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">When Women Lose All the Jobs: Essential Actions for a Gender-Equitable Recovery</a>.”</div>
<h3>3. Raise the minimum wage to ensure economic stability for all</h3>
<p>It is time for Congress to raise the federal minimum wage to meaningfully improve living standards for millions of Americans. Today’s federal minimum wage is just $7.25 per hour, which is about $15,000 annually for a full-time job. It has not been raised in more than a decade and is<span> </span><a href="https://www.census.gov/data/tables/time-series/demo/income-poverty/historical-poverty-thresholds.html">not enough</a><span> </span>to keep a one-adult, one-child household out of poverty. This is not how the minimum wage was intended to work: In the<span> </span><a href="https://www.pewresearch.org/fact-tank/2017/01/04/5-facts-about-the-minimum-wage/">late 1960s</a>, a full-time worker earned $1.60 per hour at minimum wage, which is equivalent to more than $12 per hour in today’s dollars.</p>
<p>There are also many workers who earn less than minimum wage, or a “subminimum wage.” Tipped workers are only guaranteed a subminimum wage of $2.13 federally, despite evidence from states demonstrating that ending the subminimum wage nationwide would<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/03/30/497673/ending-tipped-minimum-wage-will-reduce-poverty-inequality/">significantly decrease poverty and inequality without hurting employment</a>.</p>
<p>Subminimum wages are also an issue for disabled workers. In 1938, the Fair Labor Standards Act authorized employers, after receiving a certificate from the Wage and Hour Division, to pay below minimum wages to workers with disabilities. Workers who fall under this classification are paid an estimated average of <a href="https://talkpoverty.org/2019/06/19/everyone-overlooking-key-part-new-15-minimum-wage-bill/">$2.15 per hour</a>. This is just one of the many reasons why in 2019, at least <a href="https://disabilitycompendium.org/compendium/2020-annual-disability-statistics-compendium?page=11">1 in 4 disabled people</a> lived under the poverty line.</p>
<p>The<span> </span><a href="https://www.cantwell.senate.gov/imo/media/doc/Raise-the-Wage-Act-of-2021-Fact-Sheet-FINAL.pdf">Raise the Wage Act</a><span> </span>would gradually lift the federal minimum wage to $15 per hour by 2025 and index it to median wage growth thereafter so that the minimum wage would automatically increase when wages rise nationally. The bill would also phase out the subminimum wage for tipped employees, teenagers employed for 90 days or less, and disabled workers. These changes would lift up to<span> </span><a href="https://www.epi.org/publication/raising-the-federal-minimum-wage-to-15-by-2025-would-lift-the-pay-of-32-million-workers/#:~:text=The%20Raise%20the%20Wage%20Act%20would%20help%20eliminate%20poverty%20wages,million%20children%E2%80%94out%20of%20poverty.">3.7 million Americans</a><span> </span>out of poverty and especially benefit<span> </span><a href="https://americanprogress.org/issues/women/news/2021/02/23/496221/raising-minimum-wage-transformative-women/">people of color, women, and people with disabilities</a>, who are disproportionately represented in low-wage jobs.</p>
<div class="full-width-box">
<p>For more information on the minimum wage, see “<a href="https://americanprogress.org/issues/poverty/news/2021/02/25/496399/building-economy-supports-children-requires-raising-minimum-wage/">Building an Economy That Supports All Children Requires Raising the Minimum Wage</a>, ” “<a href="https://americanprogress.org/issues/poverty/reports/2021/03/30/497673/ending-tipped-minimum-wage-will-reduce-poverty-inequality/">Ending the Tipped Minimum Wage Will Reduce Poverty and Inequality</a>, ” and “<a href="https://americanprogress.org/issues/women/news/2021/02/23/496221/raising-minimum-wage-transformative-women/">Raising the Minimum Wage Would Be Transformative for Women</a>.”</p>
</div>
<h3>4. Provide permanent paid family and medical leave and paid sick days</h3>
<p>The United States is the<span> </span><a href="https://americanprogress.org/issues/women/news/2021/02/05/495504/quick-facts-paid-family-medical-leave/">only industrialized nation in the world</a><span> </span>to not guarantee workers access to any paid leave. As of March 2020, an estimated<span> </span><a href="https://www.bls.gov/ncs/ebs/benefits/2020/employee-benefits-in-the-united-states-march-2020.pdf#page=299">25 percent</a><span> </span>of private sector workers—and 69 percent of workers earning less than $11 per hour—did not have access to a single paid sick day. Additionally, in 2020,<span> </span><a href="https://www.bls.gov/ncs/ebs/benefits/2020/employee-benefits-in-the-united-states-march-2020.pdf#page=299">4 in 5 private sector workers</a><span> </span>lacked access to any paid family leave for longer-term family caregiving needs; and the disparity was worse among the lowest-wage workers, where 95 percent did not have access to paid time off.</p>
<p>This puts workers in the impossible position of having to forgo needed income, or even their job, to recover from an illness or care for a sick family member. Every year, workers and their families lose an estimated <a href="https://americanprogress.org/issues/women/news/2020/01/21/479555/rising-cost-inaction-work-family-policies/">$22.5 billion in wages</a><span> </span>due to a lack of access to paid family and medical leave. While Congress addressed this need during the pandemic by providing temporary emergency paid sick leave and emergency paid child care leave through the Families First Coronavirus Response Act, loopholes and exemptions<span> </span><a href="https://americanprogress.org/issues/economy/news/2020/04/17/483287/coronavirus-paid-leave-exemptions-exclude-millions-workers-coverage/">excluded millions of workers</a>. The program also<span> </span><a href="https://www.clasp.org/sites/default/files/publications/2021/03/ARPProvisions_2021.pdf">became voluntary</a><span> </span>in 2021, meaning employers can now refuse to offer paid leave again.</p>
<p>Congress must prioritize passing paid sick leave and permanent paid family and medical leave, particularly to support the lowest-income earners. Several proposals—including the<span> </span><a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/28/fact-sheet-the-american-families-plan/">American Families Plan</a>, the<span> </span><a href="https://www.nationalpartnership.org/our-work/resources/economic-justice/paid-leave/family-act-fact-sheet.pdf">Family and Medical Insurance Leave (FAMILY) Act</a>, and the<span> </span><a href="https://delauro.house.gov/media-center/press-releases/delauro-murray-reintroduce-healthy-families-act-establish-national-paid">Healthy Families Act</a>—have been introduced to address this issue. They include comprehensive paid family and medical leave, allowing workers to take time off work to recover from a health condition, care for a child or loved one, or grieve the loss of a loved one.</p>
<div class="full-width-box">
<p>For more information on paid leave, see “<a href="https://americanprogress.org/issues/women/news/2021/02/05/495504/quick-facts-paid-family-medical-leave/">Quick Facts on Paid Family and Medical Leave</a>” and “<a href="https://americanprogress.org/issues/women/news/2020/01/21/479555/rising-cost-inaction-work-family-policies/">The Rising Cost of Inaction on Work-Family Policies</a>.”</p>
</div>
<h3>5. Increase worker power to rebalance the labor market</h3>
<p>Union representation is a key protection against the exploitation of and discrimination against workers. Unions help their members to negotiate with employers for decent wages and benefits and to ensure that working people have a voice in<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2019/04/02/173622/american-workers-need-unions/">U.S. democracy</a><span> </span>by promoting progressive priorities, including state and local minimum wage increases.<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2016/06/09/139074/unions-help-the-middle-class-no-matter-the-measure/">Research shows</a><span> </span>that unions increase workers’ wages and benefits, boost economic mobility in future generations, decrease poverty, improve workers’ general well-being, and<span> </span><a href="https://www.americanprogressaction.org/issues/economy/reports/2018/06/28/170469/combating-pay-gaps-unions-expanded-collective-bargaining/">close gender and racial wage and wealth gaps</a>. In the midst of mass layoffs as states shut down last year, unions were able to negotiate<span> </span><a href="https://www.epi.org/publication/union-workers-had-more-job-security-during-the-pandemic-but-unionization-remains-historically-low-data-on-union-representation-in-2020-reinforce-the-need-for-dismantling-barriers-to-union-organizing/">furlough and work-share arrangements</a><span> </span>with employers to help members keep their jobs. Yet in 2020, only<span> </span><a href="https://www.brookings.edu/blog/up-front/2020/09/03/essential-workers-during-covid-19-at-risk-and-lacking-union-representation/">12 percent of essential workers</a><span> </span>were covered by a union contract, and workers seeking to unionize face an uphill battle.</p>
<p>Passing the<span> </span><a href="https://edlabor.house.gov/imo/media/doc/2021-02-04%20PRO%20Act%20of%202021%20Section%20by%20Section.pdf">Protecting the Right to Organize (PRO) Act</a><span> </span>would increase worker power by creating new penalties for employers who retaliate against workers trying to organize, banning forced arbitration agreements that prevent workers from pursuing collective litigation, adopting a new set of employer guidelines to prevent employees from being misclassified as independent contractors, and ensuring that workers can bargain in the modern economy. In addition, the<span> </span><a href="https://www.cardin.senate.gov/newsroom/press/release/cardin-van-hollen-senate-and-house-democrats-introduce-legislation-to-strengthen-rights-of-public-sector-workers-to-join-unions-bargain-collectively">Public Service Freedom to Negotiate Act</a><span> </span>would provide essential protections for millions of public sector workers to organize and bargain collectively. By ensuring that employers are responsible to their workers during the pandemic, they can share the benefits of recovery as the economy opens back up.</p>
<p>Furthermore, policymakers must build worker protections into<span> </span><a href="https://www.ncsl.org/research/labor-and-employment/at-will-employment-overview.aspx">at-will employment</a><span> </span>and<span> </span><a href="https://www.brookings.edu/blog/up-front/2020/08/18/unpredictable-work-hours-and-volatile-incomes-are-long-term-risks-for-american-workers/">just-in-time scheduling</a><span> </span>to ensure fair labor and workplace standards.</p>
<div class="full-width-box">
<p>For more information on worker power, see “<a href="https://www.americanprogressaction.org/issues/economy/reports/2019/04/02/173622/american-workers-need-unions/">American Workers Need Unions</a>,” “<a href="https://www.americanprogressaction.org/issues/economy/reports/2018/06/28/170469/combating-pay-gaps-unions-expanded-collective-bargaining/">Combating Pay Gaps with Unions and Expanded Collective Bargaining</a>,” and “<a href="https://www.americanprogressaction.org/issues/economy/reports/2016/06/09/139074/unions-help-the-middle-class-no-matter-the-measure/">Unions Help the Middle Class, No Matter the Measure</a>.”</p>
</div>
<h3>6. Make permanent increases to the child tax credit and earned income tax credit</h3>
<p>Two of the nation’s most effective anti-poverty tools, the child tax credit (CTC) and earned income tax credit (EITC), lifted<span> </span><a href="https://www.census.gov/content/dam/Census/library/visualizations/2020/demo/p60-272/figure8.pdf">7.5 million Americans</a><span> </span>out of poverty in 2019.</p>
<p>Both programs provide a reliable source of income to parents, helping them meet immediate needs and plan for the future while making them more financially stable on a day-to-day basis. These programs also<span> </span><a href="https://www.cbpp.org/blog/child-tax-credit-and-earned-income-tax-credit-lifted-106-million-people-out-of-poverty-in-2018">pay long-term dividends</a><span> </span>by improving infant and maternal health outcomes while boosting the educational, health, and income potential of future generations.</p>
<p>The American Rescue Plan Act was able to close some<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">glaring holes</a><span> </span>within the tax credits by:</p>
<ul>
<li>Making the CTC fully refundable so low-income parents can get the full credit if their tax liability is less than their credit amount by paying them the difference</li>
<li>Increasing the amount of the CTC to $3,600 for children under 6 and $3,000 for children ages 6 to 17</li>
<li>Distributing the CTC monthly instead of all at once at tax time</li>
<li>Nearly tripling the maximum EITC for workers who are not raising children in their home</li>
<li>Revising the eligibility requirements to make EITC accessible to workers ages 19 to 24, as well as workers who are 65 and older</li>
<li>Extending the credits or providing supplemental funding to Puerto Rico and other U.S. territories</li>
</ul>
<p>However, these changes are temporary and will expire in 2022. Considering that the changes to the CTC alone were estimated to<span> </span><a href="https://static1.squarespace.com/static/5743308460b5e922a25a6dc7/t/5c7fe48b1905f46e1214bc42/1551885452114/Poverty+%26+Social+Policy+Brief+3_3.pdf">lift nearly 4 million children out of poverty</a>, the best way to ensure that these credits continue to support low-wage workers and families with children is to make them permanent. Policymakers must also<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">make the CTC as accessible as possible</a><span> </span>by removing barriers for immigrant families.</p>
<div class="full-width-box">
<p>For more information on the CTC and EITC, see “<a href="https://americanprogress.org/issues/poverty/reports/2021/05/21/499777/now-time-permanently-expand-child-tax-credit-earned-income-tax-credit/">Now Is the Time To Permanently Expand the Child Tax Credit and Earned Income Tax Credit</a>.”</p>
</div>
<h3>7. Support pay equity to create a fair labor market</h3>
<p>Equal pay ensures that workers are paid fairly. In 2019, women working full time, year-round<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/03/24/497475/salary-history-bans-matter-securing-equal-pay/">earned just 82 cents</a><span> </span>for every $1 earned by their male counterparts. This pay gap is even worse for women of color: For every dollar earned by white, non-Hispanic men in 2019, Black women earned 63 cents, Native women earned 60 cents, and Latinas earned 55 cents. And while Asian American and Pacific Islander (AAPI) women, on average, earned 85 percent of what white, non-Hispanic men earned, there were<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/03/04/496703/economic-status-asian-american-pacific-islander-women/">much wider gaps</a><span> </span>for many AAPI sub-populations. Disabled women also struggle with a<span> </span><a href="https://nwlc.org/wp-content/uploads/2019/09/Wage-Gap-Who-how.pdf">pay gap</a>, receiving 80 cents for every dollar earned by men with disabilities. If women in this country received equal pay to men, poverty for working women would be<span> </span><a href="https://iwpr.org/iwpr-issues/employment-and-earnings/the-economic-impact-of-equal-pay-by-state-2/">reduced by half</a><span> </span>and $512.6 billion would be added to the economy through additional wages.</p>
<p>What’s more, equal pay is essential to helping workers attain the stability and savings necessary to weather current and future crises. The pandemic has<span> </span><a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">stalled women’s economic progress</a>, as a lack of access to child care and paid leave, coupled with mass job losses, has forced many women out of the workforce entirely, exacerbating the<span> </span><a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">gender wage gap</a>. For example, mothers of young children have lost jobs at<span> </span><a href="https://www.pewtrusts.org/en/research-and-analysis/blogs/stateline/2020/09/28/mothers-are-3-times-more-likely-than-fathers-to-have-lost-jobs-in-pandemic">three times</a><span> </span>the rate of fathers during the crisis. This is on top of<span> </span><a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">ever-present compounding factors</a><span> </span>such as bias and discrimination that may deflate women’s earnings.</p>
<p>Passing the<span> </span><a href="https://www.nationalpartnership.org/our-work/resources/economic-justice/fair-pay/the-paycheck-fairness-act.pdf">Paycheck Fairness Act</a><span> </span>would enhance existing equal pay protections, further combat discriminatory practices, and better hold employers accountable for pay discrimination. Pandemic or not, securing equal pay has always been essential to the economic security of women and families.</p>
<div class="full-width-box">
<p>For more information on pay equity, see “<a href="https://americanprogress.org/issues/women/reports/2020/03/24/482141/quick-facts-gender-wage-gap/">Quick Facts About the Gender Wage Gap</a>” and “<a href="https://americanprogress.org/issues/women/reports/2021/02/01/495209/women-lose-jobs-essential-actions-gender-equitable-recovery/">When Women Lose All the Jobs: Essential Actions for a Gender-Equitable Recovery</a>.”</p>
</div>
<h3>8. Invest in affordable, high-quality child care and early childhood education</h3>
<p>More than half of all Americans live in a <a href="https://americanprogress.org/issues/early-childhood/reports/2018/12/06/461643/americas-child-care-deserts-2018/">child care desert</a>, where child care shortages lead to waiting lists, job disruptions, and fewer mothers in the paid labor force. Child care in the United States is prohibitively expensive, with infant and toddler care often<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2018/11/15/460970/understanding-true-cost-child-care-infants-toddlers/#:~:text=The%20average%20cost%20to%20provide,cost%20is%20%24800%20per%20month.">costing between $800 and $1,230 a month</a>. While there are subsidies for low-income families, in most states, they reach<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2020/09/03/489900/true-cost-providing-safe-child-care-coronavirus-pandemic/">fewer than 1 in 10 eligible children</a><span> </span>under the age of 6. As a result, low-income families can spend more than <a href="https://americanprogress.org/issues/early-childhood/reports/2019/06/20/471141/working-families-spending-big-money-child-care/">one-third of their income</a><span> </span>on child care just to be able to work.</p>
<p>Not surprisingly, the pandemic has eviscerated child care across the United States. About <a href="https://americanprogress.org/issues/early-childhood/news/2021/01/13/494450/saving-child-care-means-preserving-jobs-supporting-working-families-small-businesses/">700,000 parents</a><span> </span>left the workforce in 2020 to care for young children who were not able to go to school or have access to child care. Since then, only half of the nearly 400,000 child care jobs lost at the start of the pandemic have returned, leading to a 144 percent increase in the number of parents who have missed work to care for children compared with 2019.</p>
<p>The<span> </span><a href="https://www.acf.hhs.gov/media/press/2021/child-care-funding-released-american-rescue-plan">$39 billion</a><span> </span>for subsidized child care that was already included in the American Rescue Plan will help providers recover from a year of unprecedented revenue losses, but additional funding is needed to expand these services to everyone who needs them. The American Families Plan would make significant investments in <a href="https://www.whitehouse.gov/briefing-room/statements-releases/2021/04/28/fact-sheet-the-american-families-plan/">universal preschool for 3- and 4-year-olds</a>, which would help more struggling families obtain the child care they need to work, better meeting their families’ basic needs and building future economic stability. The plan would also cap child care costs for low- and moderate-income families at 7 percent of their income, making it far more affordable and manageable as they juggle other needs.</p>
<p>Another bill currently introduced in Congress, the Child Care for Working Families Act (CCWFA), would ensure free or affordable child care for<span> </span><a href="https://americanprogress.org/issues/early-childhood/reports/2021/05/24/499825/growing-economy-affordable-child-care/">76 percent of working families</a><span> </span>with children under the age of 6, expanding quality care for millions of families. As Congress deliberates future funding, it must invest in affordable, high-quality child care and early education, providing parents with the means to foster family security and healthy child development.</p>
<div class="full-width-box">
<p>For more information on child care and early childhood education, see “<a href="https://americanprogress.org/issues/early-childhood/reports/2018/11/15/460970/understanding-true-cost-child-care-infants-toddlers/#:~:text=The%20average%20cost%20to%20provide,cost%20is%20%24800%20per%20month.">Understanding the True Cost of Child Care for Infants and Toddlers</a>,” “<a href="https://americanprogress.org/issues/early-childhood/reports/2019/06/20/471141/working-families-spending-big-money-child-care/">Working Families Are Spending Big Money on Child Care</a>,” and “<a href="https://americanprogress.org/issues/early-childhood/news/2021/01/13/494450/saving-child-care-means-preserving-jobs-supporting-working-families-small-businesses/">Saving Child Care Means Preserving Jobs and Supporting Working Families and Small Businesses</a>.”</p>
</div>
<h3>9. Expand access to health care</h3>
<p>Since it was signed into law in 2010, the Affordable Care Act (ACA) has expanded access to high-quality, affordable health coverage for<span> </span><a href="https://www.nytimes.com/2017/05/22/health/obamacare-health-insurance-numbers-nchs.html">millions of Americans</a>, especially those with<span> </span><a href="https://americanprogress.org/issues/healthcare/news/2020/03/23/482012/10-ways-aca-improved-health-care-past-decade/">preexisting conditions</a>. Today,<span> </span><a href="https://aspe.hhs.gov/system/files/pdf/265671/ASPE%20Issue%20Brief-ACA-Related%20Coverage%20by%20State.pdf">31 million Americans</a><span> </span>are enrolled in coverage through the ACA marketplaces or the law’s expansion of Medicaid. However,<span> </span><a href="https://www.kff.org/health-reform/state-indicator/state-activity-around-expanding-medicaid-under-the-affordable-care-act/?currentTimeframe=0&amp;sortModel=%7B%22colId%22:%22Location%22,%22sort%22:%22asc%22%7D">12 states</a><span> </span>continue to refuse to expand their Medicaid programs to cover adults making up to 138 percent of the<span> </span><a href="https://aspe.hhs.gov/poverty-guidelines">federal poverty guideline</a>—placing a heavy burden on families already on the brink. About<span> </span><a href="https://www.kff.org/medicaid/press-release/what-are-some-policy-options-for-reaching-the-2-2-million-uninsured-people-in-the-acas-coverage-gap/">2.2 million uninsured people</a><span> </span>are without an affordable option for health insurance because they live in nonexpansion states and have incomes too low to qualify for marketplace premium tax credits.</p>
<p>Expanding Medicaid would mean more than just access to health care; it would give people financial protection from unexpected medical costs and free up limited household income for other basic needs such as paying rent and putting food on the table. Increases in Medicaid enrollment are associated with reduced rates of<span> </span><a href="https://www.healthaffairs.org/do/10.1377/hblog20170724.061160/full/">medical debt</a><span> </span>and other<span> </span><a href="https://onlinelibrary.wiley.com/doi/abs/10.1002/pam.22266">unpaid bills</a><span> </span>among low-income individuals.<span> </span><a href="https://www.kff.org/medicaid/report/the-effects-of-medicaid-expansion-under-the-aca-updated-findings-from-a-literature-review/">Studies</a><span> </span>also link Medicaid coverage to improved access to health care services, greater financial security,<span> </span><a href="https://www.nber.org/system/files/working_papers/w26081/w26081.pdf">lower mortality rates</a>,<span> </span><a href="https://www.commonwealthfund.org/publications/issue-briefs/2017/aug/reducing-racial-and-ethnic-disparities-access-care-has">reduced racial health care disparities</a>, and<span> </span><a href="https://www.healthaffairs.org/doi/10.1377/hlthaff.2018.05071">lower rates of eviction</a>.</p>
<p>While the American Rescue Plan included<span> </span><a href="https://www.cbpp.org/research/health/health-provisions-in-american-rescue-plan-act-improve-access-to-health-coverage">increased federal Medicaid funding</a><span> </span>for two years as an incentive to encourage more states to expand their programs, it is unlikely that the remaining nonexpansion states will take up this option. Congress has an opportunity to enact federal policies that ensure people in the Medicaid coverage gap can gain access to affordable, comprehensive health insurance.</p>
<div class="full-width-box">
<p>For more information on Medicaid, see “<a href="https://americanprogress.org/issues/healthcare/news/2020/11/09/492808/pandemic-economic-crisis-wake-call-state-medicaid-expansion/">The Pandemic and Economic Crisis Are Wake-Up Call for State Medicaid Expansion</a>,” “<a href="https://americanprogress.org/issues/healthcare/reports/2018/10/24/459676/expanding-medicaid-states-save-14000-lives-per-year/">Expanding Medicaid in All States Would Save 14,000 Lives Per Year</a>,” and “<a href="https://americanprogress.org/issues/healthcare/reports/2021/04/02/497687/building-aca-reduce-health-insurance-disruptions/">Building On the ACA To Reduce Health Insurance Disruptions</a>.”</p>
</div>
<h3>10. Reform the criminal justice system and enact policies that support successful reentry</h3>
<p>Robust changes are needed to restructure and reform a U.S. criminal justice system that incarcerates more of its citizens than<span> </span><a href="https://www.prisonstudies.org/sites/default/files/resources/downloads/wppl_12.pdf">any other country in the world</a>, holding about<span> </span><a href="https://www.prisonpolicy.org/reports/pie2020.html">2.3 million people</a><span> </span>in prisons, jails, and other correctional facilities. If not for the rapid increase in mass incarceration since 1980, poverty rates would have<span> </span><a href="https://journals.sagepub.com/doi/abs/10.1177/0011128708328864">dropped by 20 percent</a><span> </span>by 2009. The impact on communities of color is particularly staggering:<span> </span><a href="https://www.sentencingproject.org/criminal-justice-facts/">Black and Latino men</a><span> </span>are, respectively, 6 times and 2.5 times more likely to be incarcerated than white men; and<span> </span><a href="https://www.sentencingproject.org/publications/incarcerated-women-and-girls/">Black and Latina women</a><span> </span>are, respectively, 1.7 times and 1.3 times more likely to be incarcerated than white women. Likewise,<span> </span><a href="https://www.prisonpolicy.org/blog/2020/04/22/native/">Native Americans</a><span> </span>are incarcerated at more than twice the rate of white Americans.</p>
<p>Mass incarceration is a key cause and consequence of poverty. When a person is incarcerated, their family must find a way to make ends meet without a necessary source of income. Additionally, even a<span> </span><a href="https://repository.law.umich.edu/cgi/viewcontent.cgi?article=2892&amp;context=articles">minor criminal record</a><span> </span>or an<span> </span><a href="https://talkpoverty.org/2014/12/09/held-back-by-a-criminal-record/">arrest without a conviction</a><span> </span>can prevent an individual from getting a job, housing, or certain benefits, contributing to<span> </span><a href="https://americanprogress.org/issues/poverty/news/2020/04/15/483248/criminal-records-create-cycles-multigenerational-poverty/">cycles of multigenerational poverty</a>. Currently, there are<span> </span><a href="https://www.usccr.gov/pubs/2019/06-13-Collateral-Consequences.pdf">more than 44,000 legal sanctions</a><span> </span>that create<span> </span><a href="https://americanprogress.org/issues/poverty/news/2021/04/14/498053/preventing-removing-barriers-housing-security-people-criminal-convictions/">barriers to housing</a><span> </span>for people with criminal records. Moreover,<span> </span><a href="https://www.clasp.org/publications/report/brief/no-more-double-punishments">various restrictions</a><span> </span>prohibit justice-involved individuals’ access to SNAP and Temporary Assistance for Needy Families (TANF) benefits if they have prior felony drug convictions, unless additional requirements are fulfilled. This can include being required to wait for months after completion of a sentence to be considered eligible or to participate in mandatory periodic drug testing, both of which are unnecessary obstacles that hinder successful reentry.</p>
<p>Sentencing reform is essential to addressing mass incarceration. Policymakers should also implement<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">clean slate laws</a>, which help expand access to automated criminal record clearing, and explore alternatives to incarceration, such as<span> </span><a href="https://www.aclu.org/blog/smart-justice/diversion-programs-are-cheaper-and-more-effective-incarceration-prosecutors">diversion programs</a><span> </span>for individuals with mental health and substance abuse challenges. Additionally, it is critical to review the role of policing in public safety, health, and well-being. There has been a<span> </span><a href="https://theappeal.org/what-public-safety-without-police-looks-like/">recent move across the nation</a><span> </span>to divert away from police certain health, public safety, and community care emergency responses and funds—such as responding to people experiencing a mental health crisis—that better fit agencies and social workers. Barriers to employment, housing, education, and public assistance must also be removed. A decades-old criminal record should not consign an individual to a<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">life of poverty</a>.</p>
<div class="full-width-box">
<p>For more information on criminal justice, see “<a href="https://americanprogress.org/issues/poverty/reports/2021/05/28/499712/criminal-record-shouldnt-life-sentence-poverty/">A Criminal Record Shouldn’t Be a Life Sentence to Poverty</a>” and “<a href="https://americanprogress.org/issues/poverty/news/2020/04/15/483248/criminal-records-create-cycles-multigenerational-poverty/">Criminal Records Create Cycles of Multigenerational Poverty</a>.”</p>
</div>
<h3>11. Invest in affordable, accessible housing</h3>
<p><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">One in 4 renter households</a><span> </span>in the United States is extremely low income, and half of renters are<span> </span><a href="https://www.apartmentlist.com/research/cost-burden-2019">moderately or severely cost-burdened</a>, meaning that they pay more than a third to half of their income on rent and utilities.</p>
<p>Overall, Native American, Black, and Latinx renters are more likely to be<span> </span><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">extremely low income</a>. A long history of racially targeted policies has worsened housing security for people of color, who are more cost-burdened and face more discrimination in obtaining and maintaining housing. Facing and experiencing eviction, which also disproportionately affects communities of color—and<span> </span><a href="https://news.cornell.edu/stories/2016/11/eviction-cause-not-just-condition-poverty">Black women</a><span> </span>in particular—can lead to<span> </span><a href="https://journalistsresource.org/economics/evictions-physical-financial-mental-health/">negative mental and physical health outcomes</a>,<span> </span><a href="https://www.nclc.org/images/pdf/special_projects/covid-19/IB_Salt_in_the_Wound.pdf">difficulty obtaining future housing</a>, and exacerbated financial hardship, all of which can fuel cycles of<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">multigenerational poverty</a>.</p>
<p>Disparities have persisted during the pandemic, as<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">renters of color</a><span> </span>and<span> </span><a href="https://americanprogress.org/issues/disability/news/2021/05/27/500030/recognizing-addressing-housing-insecurity-disabled-renters/">disabled renters</a><span> </span>report higher rates of housing insecurity. These and other measures of housing insecurity contribute to the ongoing homelessness crises and continue to put the most vulnerable community members at risk. Rates of homelessness, and particularly<span> </span><a href="https://endhomelessness.org/new-report-shows-rise-in-homelessness-in-advance-of-covid-19-crisis/">chronic homelessness</a>, are on the rise. The 2020 point-in-time count conducted by the U.S. Department of Housing and Urban Development estimated that more than<span> </span><a href="https://www.huduser.gov/portal/sites/default/files/pdf/2020-AHAR-Part-1.pdf">580,000 people</a><span> </span>experience homelessness on any given night, a number that is likely a vast undercount. Strikingly, of those experiencing homelessness,<span> </span><a href="https://jphmpdirect.com/2019/07/24/homelessness-among-individuals-with-disabilities/">nearly 25 percent</a><span> </span>are people with disabilities.</p>
<p>Investments in permanent housing programs, such as<span> </span><a href="https://endhomelessness.org/resource/housing-first/?gclid=EAIaIQobChMIjdSRgpmf6AIVA2KGCh2-_g_OEAAYASAAEgKOI_D_BwE">Housing First</a><span> </span>and a national<span> </span><a href="https://homesguarantee.com/wp-content/uploads/Homes-Guarantee-_-Briefing-Book.pdf">Homes Guarantee</a>, should be supported to provide a path for people experiencing homelessness or living in transitional housing to obtain and maintain long-term, stable housing, while also addressing the<span> </span><a href="https://reports.nlihc.org/sites/default/files/gap/Gap-Report_2021.pdf">shortage of more than 7 million affordable housing units</a>.</p>
<p>Policymakers should also increase renter protections by guaranteeing a<span> </span><a href="https://americanprogress.org/issues/poverty/reports/2019/10/02/475263/right-counsel-right-fighting-chance/">right to counsel</a>, investing in<span> </span><a href="https://www.urban.org/sites/default/files/publication/101991/getting-landlords-and-tenants-to-talk_3.pdf">tenant-landlord mediation</a>, regulating the use of<span> </span><a href="https://www.nytimes.com/2020/05/28/business/renters-background-checks.html">background checks</a><span> </span>in rental housing applications, and making the<span> </span><a href="https://cityobservatory.org/make-housing-vouchers-an-entitlement-we-can-afford-it/">Housing Choice Voucher and rental assistance programs</a><span> </span>an entitlement that does not sunset. Furthermore, policymakers should prohibit<span> </span><a href="https://www.americanbar.org/groups/crsj/publications/human_rights_magazine_home/economic-justice/your-money-s-no-good-here--combatting-source-of-income-discrimin/">source-of-income discrimination</a>, which creates barriers to obtaining rental housing for households that receive housing vouchers. To further<span> </span><a href="https://nationalfairhousing.org/affirmatively-furthering-fair-housing/">prevent housing discrimination</a><span> </span>and build more inclusive communities, the<span> </span><a href="https://nationalfairhousing.org/disparateimpact/">disparate impact rule</a><span> </span>under the Fair Housing Act should be reinstated alongside the revised Affirmatively Furthering Fair Housing rule, which is currently set to go into effect at the<span> </span><a href="https://nahbnow.com/2021/06/hud-moves-to-reinstate-affirmatively-furthering-fair-housing-rule/">end of July</a>.</p>
<div class="full-width-box">
<p>For more information on housing, see “<a href="https://americanprogress.org/issues/poverty/reports/2020/10/30/492606/pandemic-exacerbated-housing-instability-renters-color/">The Pandemic Has Exacerbated Housing Instability for Renters of Color</a>” and “<a href="https://americanprogress.org/issues/disability/news/2021/05/27/500030/recognizing-addressing-housing-insecurity-disabled-renters/">Recognizing and Addressing Housing Insecurity for Disabled Renters</a>.”</p>
</div>
<h3>12. Modernize the Supplemental Security Insurance program</h3>
<p>Supplemental Security Insurance (SSI) is an<span> </span><a href="https://www.cbpp.org/research/introduction-to-the-supplemental-security-income-ssi-program">essential anti-poverty program</a><span> </span>for the disability community, providing monthly cash assistance for those with little or no income and assets.<span> </span><a href="https://www.ssa.gov/policy/docs/quickfacts/stat_snapshot/">Nearly 8 million people</a><span> </span>received benefits in May 2021, and in 2019,<span> </span><a href="https://www.ssa.gov/policy/docs/statcomps/ssi_asr/2019/ssi_asr19.pdf">57 percent of recipients<span> </span></a>reported SSI being their sole source of income. However, little has been done to maintain this program, leaving millions of disabled people farther and farther behind.</p>
<p>Numerous policy adjustments could update SSI and help pull the disability community out of poverty. Raising the minimum benefit to at least the poverty level is a great first step. In 2021, the maximum benefit for individuals was raised to<span> </span><a href="https://www.ssa.gov/oact/cola/SSI.html#:~:text=The%20latest%20such%20increase%2C%201.3%20percent%2C%20becomes%20effective%20January%202021.&amp;text=The%20monthly%20maximum%20Federal%20amounts,%24397%20for%20an%20essential%20person.">$794 per month</a>, which is well below the federal poverty guideline of<span> </span><a href="https://www.federalregister.gov/documents/2021/02/01/2021-01969/annual-update-of-the-hhs-poverty-guidelines">$1,073 per month</a>. Asset limits also need to be increased, as they<span> </span><a href="https://www.cbpp.org/research/introduction-to-the-supplemental-security-income-ssi-program#_ftn21">have not been updated since 1989</a>. Currently, individuals and couples are allowed limits of $2,000 and $3,000, respectively, in assets, such as<span> </span><a href="https://www.ssa.gov/ssi/text-resources-ussi.htm">money in joint or personal bank accounts</a>, investments in stocks or bonds, and life insurance policies with a total face value of more than $1,500. Asset limits have become<span> </span><a href="https://americanprogress.org/issues/disability/news/2020/04/07/482736/deadly-poverty-trap-asset-limits-time-coronavirus/">deadly poverty traps</a>, particularly in times of disaster such as the pandemic, as they prevent recipients from being able to save, forcing them into economic precarity. Other rule changes, including the elimination of penalties for<span> </span><a href="https://www.ssa.gov/ssi/text-living-ussi.htm">in-kind support</a><span> </span>from family and friends and an update to<span> </span><a href="https://www.cbpp.org/research/social-security/supplemental-security-income">income disregards</a><span> </span>that have not been changed since the program began in 1974 would go a long way toward ensuring that this program remains a strong safety net for disabled adults and children.</p>
<p>The continued disinvestment in SSI has essentially reduced its efficacy, putting disabled people on the brink of poverty and destitution. Prioritizing the economic security of such marginalized communities helps ensure the security of all communities. Congress must act now to help the disability community not only weather the pandemic but also build a stable financial future.</p>
<div class="full-width-box">
<p>For more information on SSI, see “<a href="https://americanprogress.org/issues/disability/news/2020/04/07/482736/deadly-poverty-trap-asset-limits-time-coronavirus/">A Deadly Poverty Trap: Asset Limits in the Time of the Coronavirus</a>.”</p>
</div>
<h3>Conclusion</h3>
<p>It is possible for America to dramatically cut poverty. From 1959 to 1973, a strong economy, along with investments in family economic security, helped<span> </span><a href="https://confrontingpoverty.org/poverty-facts-and-myths/poverty-is-not-inevitable/">cut the U.S. poverty rate in half</a>. Investments in<span> </span><a href="https://frac.org/wp-content/uploads/hunger-health-role-snap-improving-health-well-being.pdf">nutrition assistance</a><span> </span>have resulted in improvements in educational attainment, food insecurity, and health outcomes. Expansions of public health insurance have contributed to<span> </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC5844390/">lower infant mortality rates</a><span> </span>and<span> </span><a href="https://bmcpublichealth.biomedcentral.com/articles/10.1186/s12889-017-4363-z">better overall health and health care access for children</a><span> </span>at a reduced out-of-pocket cost.<span> </span><a href="https://www.cbpp.org/research/housing/research-shows-rental-assistance-reduces-hardship-and-provides-platform-to-expand">Rental assistance programs</a><span> </span>have been shown to decrease stress, eviction, and homelessness among low-income renters. And<span> </span><a href="https://www.cbpp.org/research/federal-tax/eitc-and-child-tax-credit-promote-work-reduce-poverty-and-support-childrens">expansions in tax credits</a><span> </span>for poor families have helped boost incomes for the next generation, on top of improving educational and health outcomes.</p>
<p>Poverty is preventable. America has the power and ability to ensure that all people residing within its borders can build financial stability and live their lives with dignity. The policy priorities detailed above are essential for preventing poverty and promoting economic opportunity for all. As a nation, we simply need to build the political will to enact these intersectional policies so that all residents can attain their American dream.</p>]]> </content:encoded>
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<title>SDG development in India</title>
<link>https://sdgtalks.ai/sdg-development-in-india</link>
<guid>https://sdgtalks.ai/sdg-development-in-india</guid>
<description><![CDATA[ This articles discusses a new initiative that the Rockefeller Philanthropy organization is heading. ]]></description>
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<pubDate>Thu, 09 May 2024 21:07:16 -0500</pubDate>
<dc:creator>hallu</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<blockquote>
<p>This article talks about the new initiative from the Rockefeller Philanthropy Advisors aimed at SDG's in India. There are a few key points the article emphasizes with the initiative. The initiative emphasizes the importance of working in collaboration with local government to roll out SDG plans. The focus areas for this initiative are: healthcare, education, geneder equality, and environmental sustainability. The initiative also aims to track the impact of different projects in order to make sure that they are being as effecient as possible. It's a long term comittment from the RPA toward advancing SDG's in India.</p>
</blockquote>
<p></p>
<h1 class=" text-center mb-0"></h1>
<h1 class=" text-center mb-0">A new initiative to achieve the Sustainable Development </h1>
<h1 class=" text-center mb-0">Goals in India</h1>
<p>As India marked its national holiday of Diwali, the SDG Philanthropy Platform, a growing collaborative promoting sustainable development, announced its second founding supporter for the initiative in India – the Avasant Foundation. The Platform in India will connect and catalyze partnerships between philanthropic organizations, grantees and partners, the UN system, government, academia, impact investors and the broader business community in order to accelerate achievement of Agenda 2030 – a set of 17 Sustainable Development Goals (SDGs) – agreed by all the world’s governments in September 2015. The Platform’s website<span> </span><a href="https://www.sdgfunders.org/" target="_blank" rel="noopener">www.sdgfunders.org</a><span> </span>will also document how philanthropy is investing in the SDGs across India and promote exchange across those working on shared goals.</p>
<p>Work in India will focus on ending poverty, ensuring inclusive, quality education, achieving gender equality and women’s empowerment, and promoting inclusive and sustainable economic growth, employment and decent work for all. The Platform was launched in 2014 with support from the Conrad N. Hilton, Ford and The MasterCard Foundations, with a number of other funders joining over the last year, including Oak Foundation support for the work in India. Kevin Parikh, Chairman of Avasant Foundation, noted that “advancing the Sustainable Development Goals is critical to Avasant Foundation’s mission of empowering disadvantaged youth across the globe. The partnership with the SDG Philanthropy Platform illustrates how we are aligned in our mission for India given our focus on quality education, gender equality, and decent work and economic growth.” Avasant Foundation’s Executive Director Chitra Rajeshwari sees the “challenges, but even more the opportunities, to make real progress working together – not only in India but in other countries around the world,” and is helping to plan the 2017 launch.</p>
<p>Radhika Shah, Co-President of Stanford Angels &amp; Entrepreneurs and an Advisor to the Platform, linked the vision of Agenda 2030 with India’s most famous visionary – Mahatma Gandhi. “We are excited to launch the SDG Philanthropy Platform in the land of Mahatma Gandhi to advance his vision of a world that respects the dignity of every human being via self-reliance. We aim to bring together very different but equally committed stakeholders from within India and outside. We will draw on outstanding entrepreneurial and systems-change approaches from Stanford University and UCLA, and link technology innovation from networks such as Stanford Angels and Entrepreneurs, the South Asian diaspora in Silicon Valley, and universities in India including the IITs.” Heather Grady, a Vice President at Rockefeller Philanthropy Advisors, welcomed Avasant Foundation into the SDG Philanthropy Platform. “We applaud Avasant Foundation for being the first member of the India Founders Circle and, along with the Oak Foundation, helping to catalyze philanthropy’s commitment to collaborative approaches to the SDGs in India.”</p>
<p>This week’s announcement follows a commitment made by the Platform team at the 7<sup>th</sup><span> </span>Annual Global Entrepreneurship Summit, hosted by President Obama, in Silicon Valley in June 2016. The 8<sup>th</sup><span> </span>Summit in 2017 will be held in India. (<a href="https://www.whitehouse.gov/the-press-office/2016/06/24/fact-sheet-global-entrepreneurship-summit" target="_blank" rel="noopener">https://www.whitehouse.gov/the-press-office/2016/06/24/fact-sheet-global-entrepreneurship-summit</a>)</p>
<p>For more information, and to find out how to become a supporter of the SDG Philanthropy Platform in India, contact Radhika Shah at<span> </span><a href="mailto:radhika@cs.stanford.edu">radhika@cs.stanford.edu</a><span> </span>or Karolina Mzyk-Callias at<span> </span><a href="mailto:karolina.myzk@undp.org">karolina.myzk@undp.org</a>.</p>
<p>Follow the discussion on Twitter: #phil2015 @philSDGs</p>
<p></p>
<p></p>
<p><strong>About The SDG Philanthropy Platform</strong></p>
<p>The SDG Philanthropy Platform informs and catalyzes collaboration through building awareness and connections between those working in the philanthropy sector and beyond. Launched by the United Nations Development Program, Foundation Center, and Rockefeller Philanthropy Advisors in 2014, the Platform has brought together hundreds of foundations and philanthropists across many countries to create new partnerships to increase funding and create programs that will have greater, and more sustainable, impact on people’s lives. For more information, visit <a href="https://www.sdgfunders.org/" target="_blank" rel="noopener">sdgfunders.org</a>.</p>
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<title>China Tries To Censor Data About Nearly 1 Billion People in Poverty</title>
<link>https://sdgtalks.ai/china-tries-to-censor-data-about-nearly-1-billion-people-in-poverty</link>
<guid>https://sdgtalks.ai/china-tries-to-censor-data-about-nearly-1-billion-people-in-poverty</guid>
<description><![CDATA[ Report on actual financial state of rural China, and how true statistics are being suppressed. ]]></description>
<enclosure url="https://assets.bwbx.io/images/users/iqjWHBFdfxIU/i3lSin5FjQyQ/v0/-1x-1.jpg" length="49398" type="image/jpeg"/>
<pubDate>Mon, 29 Apr 2024 11:31:20 -0500</pubDate>
<dc:creator>Ana Poland</dc:creator>
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<p>Internet censors in China worked around the clock this week to suppress online discussions about poverty in the country after an economist revealed nearly 1 billion people were living off less than $300 a month.</p>
<p>A hashtag on Weibo,<span> </span><a href="https://www.newsweek.com/china-x-twitter-down-crash-weibo-ban-1854368" target="_blank" rel="noopener">China's X-like microblogging app</a>, pointed to the ongoing income inequality by stating that "964 million people" were surviving on monthly incomings of 2,000 Chinese yuan, or about $280.</p>
<p>On Tuesday, the hashtag about<span> </span><a href="https://www.newsweek.com/topic/china" target="_blank" rel="noopener">China</a>'s economic woes briefly reached the No. 1 spot on Weibo's trending page before it was taken down. A day earlier, Li Xunlei, chief economist at Zhongtai Securities, had published an article that highlighted the data.</p>
<p>Despite signs of stress appearing across various sectors, Beijing has not come up with a stimulus package as part of its post-pandemic economic recovery. The country's<span> </span><a href="https://www.newsweek.com/china-economy-real-estate-trouble-recovery-default-1836048" target="_blank" rel="noopener">major property giants</a>, Evergrande and Country Garden, defaulted on their debt this year as help from the government failed to materialize.</p>
<p>Chinese leader<span> </span><a href="https://www.newsweek.com/topic/xi-jinping" target="_blank" rel="noopener">Xi Jinping</a><span> </span>has instead made calls for improving income distribution through a campaign of "common prosperity," with the censorship once again revealing just how sensitive Beijing is to any debate about China's economic performance—a metric tied directly to Xi's legitimacy and right to govern.</p>
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<p>On<span> </span><a href="https://www.newsweek.com/topic/weibo" target="_blank" rel="noopener">Weibo</a>, searches for the now disabled hashtag returned a notice reading: "In accordance with relevant laws, regulations and policies, the content of this topic cannot be displayed."</p>
<p>It is a common censorship tactic that stops popular topics from gaining traction among the website's 600 million monthly active users, who have recently been sent automated messages advising them not to<span> </span><a href="https://www.newsweek.com/china-economy-badmouth-warning-internet-weibo-censorship-1853288" target="_blank" rel="noopener">badmouth the economy</a>, a message that has been driven home by China's spy agency, the Ministry of State Security.</p>
<p>In his article for the business outlet Yicai, Li cited data from a 2021 research paper by the China Institute of Income Distribution at Beijing Normal University, which placed the number of people living on less than 2,000 yuan a month at 964 million, or nearly 70 percent of the population.</p>
<p>Li assessed the state of the<span> </span><a href="https://www.newsweek.com/topic/china-economy" target="_blank" rel="noopener">Chinese economy</a><span> </span>and discussed pressing challenges as well as the potential for growth.</p>
<p>His article, which was later taken down, said China was at an "inflection point" because of its population structure, which was once<span> </span><a href="https://www.newsweek.com/china-birth-rate-declines-1846265" target="_blank" rel="noopener">declining and aging</a>. Li nonetheless concluded that competent government leadership could enable further economic growth, possibly doubling China's GDP by 2035.<br><br></p>
<p>In June 2020, Wang Haiyuan and Meng Fanqiang, the authors behind the income study cited by Li this week, published an article in China's leading financial news magazine<span> </span><em>Caixin</em>, in which they quoted<span> </span><a href="https://www.newsweek.com/china-li-keqiang-death-1838450" target="_blank" rel="noopener">late Premier Li Keqiang</a>'s comments about the estimated 600 million Chinese people who were living on less than 1,000 yuan, or $140, a month.</p>
<p>"Although 40 years of reform and opening up have greatly improved the country's comprehensive strength and level of national income, as of today, the fact that we have a large population, few resources and very uneven development is still obvious, and a considerable number of residents are still close to the poverty line," Wang and Meng wrote.</p>
<p>Their old article was also deleted from<span> </span><em>Caixin</em>'s website in the aftermath of efforts to suppress Li's more recent analysis.</p>
<p>At the end of 2020, China's President Xi declared a "complete victory" over absolute poverty in the country, which Beijing defines as living off 2,300 yuan a year. He said the last remaining 99 million people were lifted out of the category, but the message arrived to little fanfare at the time.</p>
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<p>Newsweek is committed to challenging conventional wisdom and finding connections in the search for common ground.</p>
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<title>Sustainable Development Goals: Goal 1</title>
<link>https://sdgtalks.ai/sustainable-development-goals-goal-1</link>
<guid>https://sdgtalks.ai/sustainable-development-goals-goal-1</guid>
<description><![CDATA[ UN&#039;s Sustainable Development Goal 1 targets poverty eradication, encountering challenges exacerbated by the COVID-19 pandemic, requiring global action. ]]></description>
<enclosure url="https://s3.us-east-1.amazonaws.com/sdgtalks.ai/uploads/images/202404/image_430x256_661f4e9902056.jpg" length="49398" type="image/jpeg"/>
<pubDate>Tue, 16 Apr 2024 23:29:32 -0500</pubDate>
<dc:creator>Todd Osborn</dc:creator>
<media:keywords>SDG1, PovertyEradication, UnitedNations, SocialProtection</media:keywords>
<content:encoded><![CDATA[<p>The United Nations' Sustainable Development Goals (SDGs) represent a global commitment to addressing pressing issues by 2030. Each goal addresses a critical aspect of human and planetary well-being. Here, we delve into Goal 1: End poverty in all its forms everywhere.</p>
<p><strong>Goal 1: End poverty in all its forms everywhere</strong></p>
<p>Eradicating extreme poverty by 2030 stands as a pivotal objective of the 2030 Agenda for Sustainable Development. Despite remarkable declines in extreme poverty over recent decades, the emergence of COVID-19 posed a significant setback, reversing gains and increasing the number of individuals living in extreme poverty by almost 90 million. If current patterns persist, an estimated 575 million people could still find themselves trapped in extreme poverty by 2030, with a notable concentration in sub-Saharan Africa.</p>
<p><strong>Exploring the Dimensions of Poverty:</strong> Poverty encompasses various dimensions, including unemployment, social exclusion, and vulnerability to disasters and diseases. Understanding its causes is crucial for effective intervention.</p>
<p><strong>Interconnectedness and Why it Matters:</strong> Our well-being is intricately linked. Growing inequality hampers economic growth, undermines social cohesion, and can lead to political and social tensions.</p>
<p><strong>The Role of Social Protection:</strong> Strong social protection systems are vital for preventing people from falling into poverty. Despite expansions during the COVID-19 crisis, a significant portion of the global population remains entirely unprotected.</p>
<p><strong>Taking Action:</strong> Individual engagement in policymaking can drive change by ensuring rights are promoted, voices are heard, and innovation is encouraged. Governments and the private sector play crucial roles in creating inclusive growth and economic opportunities. Science also contributes significantly to poverty alleviation by enabling access to essential services and improving health outcomes.</p>
<p><strong>Key Facts and Figures:</strong></p>
<ul>
<li>If current trends persist, 575 million people will still be living in extreme poverty by 2030.</li>
<li>Despite social protection expansions, over 4 billion people remain entirely unprotected.</li>
<li>Advanced economies allocate significantly more government spending to essential services compared to emerging and developing economies.</li>
</ul>
<p>In conclusion, addressing poverty requires a surge in action and investment to enhance economic opportunities, improve education, and extend social protection to all, particularly the most excluded, to fulfill the central commitment of leaving no one behind.</p>
<p>By comprehensively tackling poverty, the global community can move closer to achieving sustainable development and ensuring a better future for all.</p>
<p>[Source: United Nations Sustainable Development Goals]</p>]]> </content:encoded>
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<item>
<title>Mexico&amp;apos;s poverty rate declines from 50% to 43.5% in four years as remittances almost double</title>
<link>https://sdgtalks.ai/mexicos-poverty-rate-declines-from-50-to-435-in-four-years-as-remittances-almost-double</link>
<guid>https://sdgtalks.ai/mexicos-poverty-rate-declines-from-50-to-435-in-four-years-as-remittances-almost-double</guid>
<description><![CDATA[ According to a new study, the poverty rate in Mexico has declined from 49.9% in 2018 to 43.5% in 2022. The reduction has pulled 5.7 million people out of poverty, although the reason behind lower poverty rates is still somewhat unclear. The current president of Mexico, Andres Manuel Lopez Obrador took office in December 2018, and since then has more than doubled the country&#039;s minimum wage. Lopez Obrador also introduced supplementary pension payments for people 65 or older and scholarship and apprentice programs for young adults, all of which could have contributed to lower overall poverty rates. Another major factor is likely to be remittances, which have almost doubled since 2018 to an annual rate of about $60 billion, most of which is sent back to some of the poorest families in Mexico to help them get by. However, the study also reported that extreme poverty has actually edged up from 7% to 7.1% from 2018 to 2022, and the number of people reporting money problems relating to health care has also increased, possibly due to the restructuring of the health care system under Lopez Obrador, and the coronavirus pandemic. Therefore, while overall poverty rates are declining, there is still work to be done, especially to alleviate the extreme poverty experienced by  9.1 million Mexicans. ]]></description>
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<pubDate>Thu, 16 Nov 2023 23:06:50 -0500</pubDate>
<dc:creator>ahopper@mines.edu</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>The poverty rate in Mexico has declined from 49.9% of the population in 2018 to 43.5% in 2022, according to a study published Thursday by the country’s poverty analysis agency.</p>
<p>The study by the agency, known as Coneval, showed a decline in a key measure of poverty over the four-year period. The reduction means there were 5.7 million fewer people who reported incomes below the market basket for basics like food and clothing.</p>
<p>It was unclear what was behind the reduction in poverty.</p>
<p><span>President </span><span class="LinkEnhancement"><a class="Link AnClick-LinkEnhancement " href="https://apnews.com/hub/andres-manuel-lopez-obrador" target="_blank" rel="noopener">Andrés Manuel López Obrador</a></span><span> took office in December 2018, and since then has more than doubled the country’s minimum wage. The minimum wage was equivalent to about $4.50 per day in 2018, and now buys about $12, in part due to the appreciation of the Mexican peso against the dollar.</span></p>
<p>But remittances — the <span class="LinkEnhancement"><a class="Link AnClick-LinkEnhancement " href="https://apnews.com/article/caribbean-mexico-city-business-050ef97bc5255b4339d31fed39ed14a0" target="_blank" rel="noopener">money sent home by Mexicans working abroad</a></span> — have also almost doubled in the same period, going from around $33.5 billion in 2018 to an annual rate of about $60 billion in 2023, based on numbers for the first half of the year.</p>
<p>Experts say most remittances go to some of the poorest families in Mexico, and the money is mainly used to help them get by.</p>
<p>It was not all good news. The agency also reported that extreme poverty — defined as people who do not have enough income even to buy enough food — edged up from 7% of the population in 2018 to 7.1% in 2022. Because of the increase in overall population, that meant that extreme poverty cases rose from 8.7 million people in 2018 to 9.1 million in 2022.</p>
<p>López Obrador also introduced supplementary pension payments for people over 65 and scholarship or apprenticeship programs for youths. But because those programs are not means-tested — they are given to anyone who qualifies, regardless of income level — it is not clear whether they have particularly helped the poorest Mexicans.</p>
<p>There was also a surprising increase in the number of people reporting money problems relating to health care. That number rose from 16.2% of the population in 2018 to 39.1% in 2022. The agency said in a previous report on the growth of that number in 2020 that the increase may be due to the widespread restructuring of the health care system under López Obrador, and the effects of the coronavirus pandemic.</p>
<p>During the pandemic, many Mexicans had to seek treatment at private hospitals and clinics because government-run hospitals were full.</p>
<p>As has long been the case, the north of Mexico was generally less poor, while the southern states of Chiapas, Guerrero, Oaxaca, Puebla and Tlaxcala were the poorest. The first three states have very high Indigenous populations.</p>]]> </content:encoded>
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<item>
<title>UN calls for pay cap for workers in &amp;apos;destructive industries&amp;apos;</title>
<link>https://sdgtalks.ai/un-calls-for-pay-cap-for-workers-in-destructive-industries</link>
<guid>https://sdgtalks.ai/un-calls-for-pay-cap-for-workers-in-destructive-industries</guid>
<description><![CDATA[ The United Nations released a report calling for higher wages for essential workers in fields like healthcare and sanitation while capping pay in industries such as finance trading and fossil fuel excavation. The report reveals that one in five workers worldwide lives in poverty, as many important jobs pay only minimum wage, leaving workers vulnerable to inflation. The gig economy and weakened collective bargaining further contribute to in-work poverty. The report emphasizes the need for fair wages that reflect the importance of certain professions and reduce income inequality. ]]></description>
<enclosure url="https://static.dw.com/image/59638488_1004.webp" length="49398" type="image/jpeg"/>
<pubDate>Sat, 28 Oct 2023 14:52:04 -0500</pubDate>
<dc:creator>kevinmartinez</dc:creator>
<media:keywords>reduce inequality, wages, poverty</media:keywords>
<content:encoded><![CDATA[<p class="MsoNormal" style="background: white;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">Essential workers in fields like health care and sanitation should earn higher wages, and governments should cap pay in destructive industries like finance trading and fossil fuel excavation. That's the call to action of <a href="https://undocs.org/Home/Mobile?FinalSymbol=A%2F78%2F175&amp;Language=E&amp;DeviceType=Desktop&amp;LangRequested=False" target="_blank" title="External link — a new report" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;" rel="noopener"><span style="color: #212529; text-decoration: none; text-underline: none;">a new report</span></a> on the <a href="https://www.dw.com/en/poverty-in-germany/t-63442268" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">working poor</span></a> released Friday by <a href="https://www.dw.com/en/united-nations-un/t-17440154" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">the United Nations</span></a>.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">"It is time to flip this injustice on its head," UN Special Rapporteur on <a href="https://www.dw.com/en/forgotten-by-the-state-poverty-in-the-uk/a-65772793" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">extreme poverty</span></a> and human rights, Olivier De Schutter, said in a press release.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">"Governments should draw up lists of the most socially valuable professions and pay them accordingly, while also listing the professions where pay should be capped to mitigate their harmful side effects."<o:p></o:p></span><span style="font-size: 7.5pt; line-height: 107%; font-family: 'Segoe UI',sans-serif; color: #212529; mso-no-proof: yes;"><!--[endif]--></span></p>
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" width="562" height="316"></span></p>
<h2 style="background: white; margin: 22.5pt 0in 15.0pt 0in;"><span style="font-family: 'Segoe UI',sans-serif; color: #212529;">20% of global workers live in poverty<o:p></o:p></span></h2>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">According to the latest findings, one in five workers in the world is living in poverty.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">"Most of the world's poor people work, yet they do not earn a wage sufficient to afford an <a href="https://www.dw.com/en/millions-of-ghanas-schoolchildren-go-hungry-during-caterers-strike/a-61905655" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">adequate standard of living</span></a> for themselves and their families," the introduction to the report reads.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">Many of the workers in jobs that society relies on to function, such as food production, transport, cleaning and sanitation, are earning the minimum wage in their country, the report says. This is often <a href="https://www.dw.com/en/uk-food-banks-outnumber-mcdonalds-restaurants/a-56952232" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">not enough</span></a> to keep these workers out of poverty, especially in the face of <a href="https://www.dw.com/en/inflation/t-19070269" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">soaring inflation</span></a> and stagnating wage growth.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;">Global monthly wages fell in real terms by 0.9% in the first half of 2022, the UN found — the first global wage decline this century.<o:p></o:p></span><span style="font-size: 7.5pt; line-height: 107%; font-family: 'Segoe UI',sans-serif; color: #212529; mso-no-proof: yes;"><!--[endif]--></span></p>
<p class="MsoNormal" style="background: white; box-sizing: border-box;"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;"><img 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" width="559" height="314"></span></p>
<h2 style="background: white; margin: 22.5pt 0in 15.0pt 0in;"><span style="font-family: 'Segoe UI',sans-serif; color: #212529;">Gig economy weakens bargaining power<o:p></o:p></span></h2>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">Over the past 20 years, workers have seen a weakening of the ability to fight for better wages, De Schutter says. More and more workers have "flexible" or temporary <a href="https://www.dw.com/en/precarious-job-study-says-youll-die-earlier/a-67065825" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">contract conditions</span></a>, sometimes called being part of the "gig economy." These substandard contracts and worker isolation make it harder for unions to mobilize and fight for better pay.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">There is also the constant threat that employers will look to produce elsewhere in low-wage jurisdictions, which cripples employees' ability to bargain.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">"There's a global competition, in which governments take part, leading to a race to the bottom in the area of how wages are set," De Schutter told DW in a call. "There is no future for countries who bet their comparative advantage in this global competition on keeping their workers in poverty."</span><span class="sc-ezguzh"><span lang="EN" style="font-size: 7.5pt; font-family: 'Noto Sans',sans-serif; color: white; mso-ansi-language: EN;">03:43</span></span><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;"><o:p></o:p></span></p>
<h2 style="background: white; margin: 22.5pt 0in 15.0pt 0in;"><span style="font-family: 'Segoe UI',sans-serif; color: #212529;">Minimum wage doesn't always equal a living wage<o:p></o:p></span></h2>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">International human rights law guarantees workers the right to pay which provides them, as a minimum, with fair wages and a decent living for themselves and their families.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">"The persistence of in-work poverty can be attributed to violations of these guarantees," the UN report notes. <o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">For example, the minimum wage in many countries is not keeping pace with the true <a href="https://www.dw.com/en/cost-of-living-crisis/t-63504919" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">cost of living</span></a>. In China, a monthly minimum wage can range from $240 (€226) to $380, but estimates show that "a true living wage" for a single Chinese adult would range from $360 to $585.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">According to the UN report, a living wage would need to provide a worker and their family with a decent standard of living, or correspond to at least 60% of the median wage in the country, whichever is highest.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">"Governments should stop believing in this fiction that wages are set as a result of supply and demand curves meeting on an equilibrium point in the labor markets," said De Schutter.<o:p></o:p></span><span style="font-size: 7.5pt; line-height: 107%; font-family: 'Segoe UI',sans-serif; color: #212529; mso-no-proof: yes;"><!--[endif]--></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;"><img 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" width="504" height="283"></span></p>
<h2 style="background: white; margin: 22.5pt 0in 15.0pt 0in;"><span style="font-family: 'Segoe UI',sans-serif; color: #212529;">Harmful sectors should be less lucrative <o:p></o:p></span></h2>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">Workers tend to be rewarded for the economic value they create rather than what they contribute to society. This is particularly true of care work, which historically was performed <a href="https://www.dw.com/en/sex-work-as-a-last-resort-indias-prostitution-villages/a-66630126" style="box-sizing: border-box; color: var(--link-color, #002d5a); text-decoration-line: underline; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: var(--rich-text-link-underline-color, #7F8891); cursor: pointer;"><span style="color: #212529; text-decoration: none; text-underline: none;">by women</span></a> within households, without pay. This worldview is one factor keeping wages for essential workers down.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">"Instead of designing schemes to help people in poverty, economists will become traders; instead of producing food for the community, farmers will produce cash crops for which there is a demand on the high-value markets of rich countries," the report says.<o:p></o:p></span></p>
<p style="background: white; box-sizing: border-box; margin: 0in 0in 15.0pt 0in;"><span style="mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; color: #212529;">"My call is to governments to remedy this," De Schutter told DW, "and to ensure that teachers, nurses, health care providers are much better paid, and put a cap on the wages paid in the most toxic industries, such as fossil energy trading or advertising."<o:p></o:p></span></p>
<p class="MsoNormal"><span style="font-size: 12.0pt; line-height: 107%; font-family: 'Times New Roman',serif; color: #212529;"><o:p> </o:p></span></p>]]> </content:encoded>
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<title>Number of children living in extreme poverty nearly triples in five years</title>
<link>https://sdgtalks.ai/Number-of-children-living-in-extreme-poverty-nearly-triples-in-five-years</link>
<guid>https://sdgtalks.ai/Number-of-children-living-in-extreme-poverty-nearly-triples-in-five-years</guid>
<description><![CDATA[ The Joseph Roundtree Foundation reports child poverty in the UK has nearly tripled in the past five years, with 3.8 million people experiencing extreme poverty in 2022, a 61% increase since 2019. Families are struggling to afford food and basic necessities, prompting calls for government action to address the crisis. ]]></description>
<enclosure url="https://static.independent.co.uk/2023/10/23/15/PA-73782781.jpg" length="49398" type="image/jpeg"/>
<pubDate>Sat, 28 Oct 2023 14:52:00 -0500</pubDate>
<dc:creator>jaysonmartinez</dc:creator>
<media:keywords>No Poverty</media:keywords>
<content:encoded><![CDATA[<h1 class="sc-1xt8011-0 sc-qvufca-2 kuvAAj cjBrdM">Number of children living in extreme poverty</h1>
<h1 class="sc-1xt8011-0 sc-qvufca-2 kuvAAj cjBrdM">nearly triples in five years</h1>
<p><span></span></p>
<p><span>One million children were living in extreme poverty in 2022, according to estimates by a research charity</span></p>
<p><span><video width="618" height="309" controls="controls"> <source src="https://cdn.jwplayer.com/previews/yRqP1jJT"></video></span></p>
<p>The number of children living in extreme<span> </span><a href="https://www.independent.co.uk/topic/poverty">poverty</a><span> </span>has nearly tripled in the past five years, according to a new report that lays bare the impact of the cost of living crisis on hard-hit families.</p>
<p><a href="https://www.independent.co.uk/news/uk/home-news/child-poverty-destitution-dwp-benefits-b2395322.html">A soaring number of households are skipping meals to save money,</a><span> </span>borrowing from relatives, and turning to<span> </span><a href="https://www.independent.co.uk/topic/food-banks">food banks</a><span> </span>as they struggle to meet their most basic needs, including staying warm and dry, clean and fed.</p>
<div id="article-im-prompt"></div>
<p>The report, by the Joseph Roundtree Foundation, shows that a total of 3.8 million people experienced destitution last year – a 61 per cent increase from 2019. The number of children was 1.04 million, up from 362,000 in 2017.</p>
<p>Campaigners and politicians lambasted the findings, with Action for Children calling the crisis a “disgrace that shames us all”.</p>
<p>Tony Lloyd MP, a member of the all-party parliamentary group on poverty, said the scale of the problem is a “scandal”. “Every political party should be saying, ‘We are going to fix this,’ because it is about having a basic standard of decency in our society,” he said.</p>
<p>“No child should have to suffer from a lack of warmth, to live in a home that is not dry, or to not be fed properly. In Britain, the fifth-richest country in the world, these should be the staples of our society.”</p>
<p>Liz Kendall, Labour’s shadow work and pensions secretary, said the report was a “damning indictment of this Conservative government”.</p>
<p>The former children’s commissioner for England, Anne Longfield, warned that there must be an “urgent laser-like focus from within government to tackle child poverty so that we can consign childhood destitution to the history books and Dickensian novels where it belongs”.</p>
<p>A spokesperson for the government said that its “number one priority” was driving down inflation. “We are providing support worth an average of £3,300 per household, including raising benefits by over 10 per cent this year, and are increasing the national living wage again,” they added.</p>
<p>According to the survey, food was the main thing that the poorest families couldn’t afford, with nearly two-thirds of destitute households reporting that they were going hungry.</p>
<p><span>Single working-age adults were the most likely to be living in destitution, with single parents with children the second worst affected. One mother told researchers that she could only eat one meal a day, while another said she had not done any washing for two weeks because she couldn’t afford washing powder.</span></p>
<p><span></span></p>
<p><span><img src="https://static.independent.co.uk/2023/10/23/17/GettyImages-1246542084.jpg" alt="&lt;p&gt;Donated children’s jackets at the Hackney Children &amp; Baby Bank centre, ready to be distributed to support families with young children &lt;/p&gt;" width="492" height="328"></span></p>
<p><span>Donated children’s jackets at the Hackney Children &amp; Baby Bank centre, ready to be distributed to support families with young children</span></p>
<p><span></span></p>
<p>Rising costs at the supermarket were also affecting families. Mounira, a working mum of two who turned to a local food bank for help, said: “I constantly face the dilemma of having to choose between giving my family a healthy and balanced diet and a healthy social and active life. Our grocery shopping cost has almost doubled, so did our bills, yet our salaries have not followed, so I have had no choice but to seek help.”</p>
<p>London had replaced the North East as the worst-hit region, analysts found. Newham council had the highest level of extreme poverty in the country, with Manchester and Middlesbrough coming second and third respectively.</p>
<p>For the first time in the 2022 study, destitution was broken down by ethnicity, with analysts finding that the rate of destitution among Black respondents was three times higher than their population share.</p>
<p>The report – the fourth in a series of Destitution in the UK studies published regularly in recent years – puts the rise down to a combination of very low incomes, the rising cost of living, and high levels of debt.</p>
<p></p>
<p><img src="https://static.independent.co.uk/2023/10/23/15/PA-73782781.jpg" alt="&lt;p&gt;The Joseph Rowntree Foundation estimates the number of children living in destitution last year at just over a million &lt;/p&gt;" width="436" height="290"></p>
<p><span>The Joseph Rowntree Foundation estimates the number of children living in destitution last year at just over a million</span></p>
<p></p>
<p>But it also said that the social security system is failing to protect people from destitution, with almost three-quarters (72 per cent) of those who were destitute last year being in receipt of benefits.</p>
<p>The report combined an analysis of data with a survey of nearly 4,000 of the poorest households. Out of those surveyed, more than a quarter of households said they had no spare cash at all after they had paid their housing costs. More than half had incomes below £85 per week after they had paid for essentials.</p>
<p>One in 10 respondents were in paid work, with one single man who was working on a zero-hours contract telling researchers how he had sometimes to skip meals because his salary didn’t cover basic expenses.</p>
<p>He said: “I just get a bag of rice, five kilos of rice. That is about £12. I do myself a vegetable stew and normal stew, and leave it in the freezer in small bowls.” He said he tries to have something to eat every day, even if it is just a yoghurt, but “there are days I go without”.</p>
<p>One mother said: “I only eat one meal a day. I’ll probably have a bit of toast when I get home from work, but I won’t eat anything else till tea. The kids will have breakfast, obviously, and then they’re at school for their lunch, but I tend to just eat at night-time because I can’t afford to buy things for me to eat during the day.”</p>
<p>Another said she had noticed a rise in the price of toiletries: “My eldest daughter has a disability and is incontinent at night-time, so she has to wear night-time pads. They’re not covered on the NHS so I have to purchase them myself – they’re £8 for 12 pads.”</p>
<p>One elderly man said he had cut back on buying clothes. “I get clothes from churches and things like that,” he said. “My brother gives me some clothes. I do buy a few trainers and stuff like that, but I haven’t really bought clothes for a long time, to tell you the truth.”</p>
<p>Responding to the report, Action for Children called on the chancellor Jeremy Hunt to “deliver on his manifesto promise to use the benefits system to reduce child poverty”.</p>
<p>Imran Hussain, director of policy at the charity, said: “At an absolute minimum, all benefits must be increased by inflation in the usual way. That this is even in doubt is extremely alarming.”</p>
<p>Charlotte Hill OBE, CEO of the Felix Project, said that the food banks and community projects the charity supports are in desperate need of more food in order to meet increasing demand. She said: “Every single one of the charities we support wants more food, and there are over 650 new organisations on our waiting list that we cannot help.”</p>
<p>Labour MP Lyn Brown said her constituency casework had doubled. “People are in great difficulty, presenting with high levels of debt,” she said. “Schools tell me that children are lucky to get one meal a day at home. Many constituents are working more than one job, and still can’t afford the excessive rents.”</p>
<p>A government spokesperson added: “There are 1.7 million fewer people in absolute poverty than in 2010, including 400,000 fewer children, but we know some families are struggling, which is why we are providing support.”</p>
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<title>Volatility and Change in Suburban Nonprofit Safety Nets</title>
<link>https://sdgtalks.ai/volatility-and-change-in-suburban-nonprofit-safety-nets</link>
<guid>https://sdgtalks.ai/volatility-and-change-in-suburban-nonprofit-safety-nets</guid>
<description><![CDATA[ The study explores the effectiveness of nonprofit health and human service organizations in suburban and urban areas in the United States from 2000 to 2017, amidst rising suburban poverty. It finds that the nonprofit safety net is more responsive in urban centers, less effective in high-poverty suburban areas with significant Black populations, and not as countercyclical as expected. Disparities persist after accounting for demographic and socioeconomic factors. ]]></description>
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<pubDate>Wed, 18 Oct 2023 21:48:33 -0500</pubDate>
<dc:creator>Sophia Mulholland</dc:creator>
<media:keywords></media:keywords>
<content:encoded><![CDATA[<p>Access full <a href="https://www.jstor.org/stable/48717721">article here</a>.</p>
<div data-v-4feba758="">
<div data-v-9bd27132="" data-v-4feba758="" class="item-authors"><a id="link-element" class="  " href="https://www.jstor.org/action/doBasicSearch?Query=au%3A%22SCOTT%20W.%20ALLARD%22">SCOTT W. ALLARD</a><span data-v-9bd27132="">,<span> </span></span><a id="link-element" class="  " href="https://www.jstor.org/action/doBasicSearch?Query=au%3A%22ELIZABETH%20PELLETIER%22"><slot>ELIZABETH PELLETIER</slot></a></div>
</div>
<div data-v-4feba758="" class="header-metadata__source-info">
<div data-v-4feba758="" data-qa="journal"><a id="link-element" class="  " href="https://www.jstor.org/journal/rsf"><cite data-v-4feba758="">RSF: The Russell Sage Foundation Journal of the Social Sciences</cite></a><span data-v-4feba758="" class="src" data-qa="item-src-info">, Vol. 9, No. 2, Suburban Inequality, Part II (FEBRUARY 2023), pp. 134-160 (28 pages)</span></div>
</div>
<p></p>
<h4 class="heading">ABSTRACT</h4>
<div data-v-66859b04="" class="abstract">
<div data-v-66859b04="">Rising poverty in suburbs has led to increased interest in how well suburban safety nets function. Apart from public assistance programs, community-based nonprofit health and human service organizations play a central role in suburban efforts to address racial and economic inequalities. Understanding how nonprofit services are distributed across the suburban and urban landscape, therefore, is critical to assessing how communities may be able to address need. In this paper, we examine the presence and volatility of nonprofit health and human service expenditures in suburban and urban counties across the United States from 2000 to 2017. We find the nonprofit safety net to be more responsive in urban centers than in suburban places, and less robust in suburban areas experiencing high rates of poverty or with a larger share of residents who are Black. Nonprofit health and human service spending also appears less countercyclical than is commonly understood. Suburban-urban disparities in nonprofit health and human service spending persist after controlling for several county-level demographic and socioeconomic factors.</div>
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<title>Central African Republic Can Lift Millions Out of Poverty by Revitalizing its Agricultural Sector: World Bank Report</title>
<link>https://sdgtalks.ai/central-african-republic-can-lift-millions-out-of-poverty-by-revitalizing-its-agricultural-sector-world-bank-report</link>
<guid>https://sdgtalks.ai/central-african-republic-can-lift-millions-out-of-poverty-by-revitalizing-its-agricultural-sector-world-bank-report</guid>
<description><![CDATA[ The World Bank&#039;s Economic Update for the Central African Republic underscores the critical role of agriculture in lifting millions out of poverty, but highlights its underinvestment and outdated infrastructure. Urgent reforms, including improved finance access, market accessibility, land rights, and modern farming tools, are crucial for growth, with a focus on empowering women. ]]></description>
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<pubDate>Sat, 14 Oct 2023 16:56:53 -0500</pubDate>
<dc:creator>pcanetto@mines.edu</dc:creator>
<media:keywords>Central African Republic, Africa, poverty, agriculture, economic development</media:keywords>
<content:encoded><![CDATA[<div class="redesign_static_content section">
<section>
<article class="lp__body_content section  ">
<p><strong>BANGUI, March 10, 2023</strong><span> </span>– The Central African Republic can lift millions of people out of poverty by transforming its vital agriculture sector as a key driver of economic growth, says the World Bank in its latest Economic Update report on the country.</p>
<p>About 75% of Central Africans, particularly women, depend on agriculture for their livelihood, mostly informal jobs. However, the sector has been hampered in recent years by lack of investment and modernization, as well as poor infrastructure, says the report, titled<span> </span><strong><i>Weathering Growing Risks: Addressing Macro-Fiscal Challenges and Unlocking the Potential of the Agriculture Sector.</i></strong></p>
<p>Bold and sustained reforms to revitalize agriculture, as a significant contributor to poverty reduction, are urgent, as CAR’s economy faces overlapping crises. Higher food and fuel prices, disruption in supply chains, political turmoil following the adoption of the cryptocurrency law, and the impact of the war in Ukraine, are slowing economic growth in CAR, with risks tilted to the downside.</p>
<p><i>“CAR has abundant arable land and a favorable climate for agriculture and livestock,”<span> </span></i>said<span> </span><strong>Guido Rurangwa, World Bank’s Country Manager for the Central African Republic</strong>.<span> </span><i>“A comprehensive strategy, underpinned by concrete reforms, can unlock the potential of the agriculture sector, protect livelihoods, accelerate growth, create jobs, and improve the living conditions of Central Africans.”</i></p>
<p>A cycle of political instability in the 2000s and 2010s have contributed to the sector’s diminishing share in GDP growth from 55% in 2011 to 32% in 2020, as the production of crops, livestock, forestry, and fishery have all declined. Over the past decade, public investments in agriculture have averaged less than 3% of total public sector spending, well below the 10% target set under the Comprehensive Africa Agriculture Development Program, a continent-wide initiative of the African Union.</p>
<p>In order to transform the agriculture sector as a key driver of growth and prosperity in CAR, the report identifies five priority areas:</p>
<p><strong>Institutional Framework:<span> </span></strong>Decades of conflict, instability, and uneven progress on the structural reform agenda have badly damaged the agricultural institutional framework. Establishing a regulatory framework for rural finance, a national farmers database with groups classification and adopting the agropastoral land code could help strengthen the capacity of farmers and herders.</p>
<ul>
<li><strong>Access to Finance:</strong><i><span> </span></i>Access to basic capital for farming activities is a major bottleneck. A rural finance regulatory framework and low-interest loans from microfinance institutions and expansion of mobile banking services could help transition farmers from the informal to the formal credit market and from subsistence to commercial agriculture.</li>
<li><strong>Access to Markets:</strong><span> </span>Poor road conditions severely hamper farmers’ access to markets. The need to improve the quality of roads and transportation is vital for the movement of agricultural products from rural farms.</li>
<li><strong>Land Rights and Ownership:<span> </span></strong>Outdated land laws do not favor agricultural development and there is no legal instrument for managing and securing agricultural land. An agro-pastoral code, set up by the Ministry of Agriculture, to guide the acquisition and securing of agricultural land is a step in the right direction to enable the efficient allocation of land for pasture and crop farming.</li>
<li><strong> Farming Inputs and Equipment</strong>: Manual farming is the norm in CAR, with less than 1% of farmers able to afford the use of tractors and tillers. Similarly, farmers are likely to use cheaper alternative fertilizers to grow their crops. Efforts are needed to not only to enhance availability of agricultural machinery but its use by farmers.</li>
</ul>
<p>The report highlights the importance of agriculture to women, who represent more than 78% of agricultural labor in CAR. Empowering them is essential for the well-being of families and rural communities and overall economic productivity, as well as for improving food security and reducing poverty.</p>
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