<rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:media="http://search.yahoo.com/mrss/"><channel><atom:link href="https://www.geographicsolutions.com/DesktopModules/LiveBlog/API/Syndication/GetRssFeeds?category=general&amp;mid=693&amp;PortalId=0&amp;tid=52&amp;ItemCount=20" rel="self" type="application/rss+xml" /><title>Insights and Perspectives</title><description>Read the latest from Geographic Solutions.</description><link>https://www.geographicsolutions.com/News-Events/Blog</link><item><title>America’s Got the Talent: The U.S. Economy Enters Its Golden Age</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/482/americas-got-the-talent</link><category>General,Legislation,Workforce Development</category><pubDate>Fri, 26 Sep 2025 17:14:38 GMT</pubDate><description>&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;a href="https://www.dol.gov/newsroom/releases/osec/osec20250812" style="color:#467886; text-decoration:underline"&gt;America’s Talent Strategy: Building the Workforce for the Golden Age&lt;/a&gt; is a framework released in August 2025 by the Trump Administration to equip American workers with skills for future industries, boost national competitiveness, and expand economic opportunity. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;The strategy is built around five core pillars:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ul&gt;
	&lt;li style="margin-left:8px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Industry-Driven Strategies&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style="margin-left:8px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Worker Mobility&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style="margin-left:8px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Integrated Systems&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style="margin-left:8px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Accountability&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style="margin-bottom:11px; margin-left:8px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Flexibility and Innovation &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;The new framework presents a vision for how the current administration aims to transform the federal government’s approach to workforce development. The strategy defines five strategic pillars that it hopes will equip American workers for the future of work. Additionally, a key tenet of the report shows how our country intends to fight the rise of artificial intelligence within the labor market.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;What else does the framework entail? We break down each pillar below:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;b&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/7.png?ver=mzPJ3Inv962UhV0OJgHdMw%3d%3d" style="float: left; width: 200px; height: 200px; margin: 10px;" /&gt;Increased Focus on Skills Development and Work Based-Learning &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;An important part of the new framework is co-designing training and apprenticeship programs. &lt;a href="https://open.spotify.com/episode/2n9fWZofQDeWcsTKyoSyiR?si=scobs0tPRhqrmPUBI8D0gA" style="color:#467886; text-decoration:underline"&gt;In a recent episode of the VOScast Podcast&lt;/a&gt;, a show produced by Geographic Solutions in partnership with Workforce180, guest Ron Painter, Principal at Forbes Field Associates, spoke about the importance of skills development and the creation of training programs, especially at the local level.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;“We think that it’s going to take tighter collaboration among partners in a region to deliver workforce services and to deliver skill development,” said Painter, on the importance of finding regional partners to create new programs. “It’s going to take all of those organizations in a region to produce that skilled labor force.”&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Registered apprenticeships and other work-based learning models will share an equal part of importance in this pillar. Since 2015, the number of apprenticeship opportunities in the U.S. has grown by almost 89%, reaching 678,014 active apprentices in 2025. &lt;a href="https://go.geographicsolutions.com/new-era-workforce-development-scaling-apprenticeship-future" style="color:#467886; text-decoration:underline"&gt;Maryland, Tennessee, and Missouri, to name a few states&lt;/a&gt;, have harnessed the power of apprenticeships in a variety of industries.&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/13.png?ver=0TjLV3dXdTqFLcBLnMUWgw%3d%3d" style="width: 200px; height: 200px; float: right; margin: 25px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;In 2022, renewed interest in the practice of apprenticeship had started its ascent towards prominence in employment trends. In February of that year, Geographic Solutions hosted a Pathways to Employment webinar that featured several notable experts in the field, including Indiana Department of Workforce Development’s Associate Chief and Executive Director of Business and Community Engagement, Darrel Zeck.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;“Apprenticeships have gained prominence nationally as more employers are recognizing the significance of engaging with the education system to fill their talent needs,” said Zeck, when asked about the impact of work-based learning programs across the Hoosier state at the time.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Zeck’s perspective was later included in a 2024 case study that further examined the apprenticeship’s inclusion in a &lt;a href="https://go.geographicsolutions.com/new-era-workforce-development-scaling-apprenticeship-future" style="color:#467886; text-decoration:underline"&gt;new era of workforce development&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;b&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/8.png?ver=Eka89_CZ1PEHv2abKn2pJA%3d%3d" style="float: left; width: 200px; height: 200px; margin: 10px;" /&gt;An Effort to Mobilize Workers&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Pillar two of the framework hinges on the critical need for more Americans to be brought into the labor force. It calls for an alternative to the college-for-all approach. And while this pillar is seemingly targeted towards Americans who are reentering the workforce from unemployment or underemployment, another group that should be considered when talking about upward career mobility are those coming home from incarceration.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;The North Carolina Department of Adult Correction’s Workforce Development Manager, Torrey Leach, is part of a collaboration between two teams working to provide opportunities to this group of workers before leaving jail or prison. &lt;a href="https://www.dac.nc.gov/blog/2025/04/30/offenders-will-have-opportunities-enter-ncworks-system-prior-release" style="color:#467886; text-decoration:underline"&gt;NCJET, or North Carolina Jobs Exploration in Transition&lt;/a&gt;, is the employment system that is the fruit of this collaboration. All of this is part of an effort to provide upward mobility for reentry.&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/14.png?ver=vcKUNP6IC03IFH1TLgbu8g%3d%3d" style="float: right; width: 200px; height: 200px; margin: 25px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;“To me, successful reentry means more than just not recidivating,” said Leach in a recent Pathways to Employment webinar. “It means stability, purpose, and community connection.”&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Programs that assist veterans as they reenter the civilian workforce highlight the importance of worker mobility. In a similar vein to the work being done by the NC Department of Adult Correction, Chris Silvers serves as a Regional Analyst at the NC Department of Commerce, Division of Workforce Solutions, where he facilitates connections between employers and veterans. Not only is Silvers a veteran of the U.S. Armed Forces, he works closely with programs, such as the state’s &lt;a href="https://www.hirevets.gov/" style="color:#467886; text-decoration:underline"&gt;Hire Vets Medallions Program&lt;/a&gt;, where employers can signify in job listings that they are veteran friendly.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;“We list these employers, as well as the job orders on &lt;a href="https://www.ncworks.gov/vosnet/default.aspx" style="color:#467886; text-decoration:underline"&gt;NCWorks.com&lt;/a&gt;, so that veterans can see right which ones are veteran friendly right off the bat,” said Silvers.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;As new resources become available, Silvers’ team adds them to the website, updating links and adding new employers on a regular basis.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;b&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/9.png?ver=_or5wwM-m3SKd20NG8YRNQ%3d%3d" style="float: left; width: 200px; height: 200px; margin: 10px;" /&gt;Bringing Together Disparate Information&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Integrated systems that streamline and coordinate what the report calls a fragmented web of duplicative programs will be a best practice of the future, according to the new framework. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;In 2022, Nebraska became the &lt;a href="https://www.geographicsolutions.com/News-Events/Newsroom/nebraska-department-of-labors-neworks-launches-unemployment-insurance-tax-functionality-becoming-the-first-and-only-fully-integrated-system-in-the-country" style="color:#467886; text-decoration:underline"&gt;first state to fully integrate&lt;/a&gt; their labor exchange, labor market information, unemployment insurance benefits, tax, and appeals operations into one singular system for heightened accountability and efficiency.&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/15.png?ver=LRDIy_3g8DC1Hz6cUDQ2lg%3d%3d" style="float: right; width: 200px; height: 200px; margin: 25px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;At the time of the launch, Governor Pete Ricketts had this to say: “Our state’s job creators will benefit from having one primary platform where they interact with the Department of Labor rather than navigating multiple websites and systems.”&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Iowa has also &lt;a href="https://workforce.iowa.gov/announcement/2024-06-04/iwd-executive-director-townsend-testifies-congress-iowas-successful-reemployment-case-management-rcm" style="color:#467886; text-decoration:underline"&gt;integrated its workforce and unemployment insurance services&lt;/a&gt;, the result of which has led to shortened unemployment durations, a boost in Iowa’s available workforce, and savings to employers in the form of lower unemployment tax rates. At the end of 2024, Iowa &lt;a href="https://corridorbusiness.com/iowa-workforce-development-honored-for-efforts-to-reduce-unemployment/" style="color:#467886; text-decoration:underline"&gt;ranked third in the nation&lt;/a&gt; for the shortest average unemployment claim durations.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;In California, a partnership between the California Prison Industry Authority (CALPIA) and the California Employment Development Department (EDD) yielded the Entry to Employment (E2E) Network. This partnership is part of larger integration with the state’s labor exchange system, CalJOBS. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;b&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/10.png?ver=c_y3Wh8icjWqOrmRlpK8tg%3d%3d" style="float: left; width: 200px; height: 200px; margin: 10px;" /&gt;Creating a Level of Accountability Through Reporting&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;The fourth pillar of the new strategy involves being able to measure results through accountability. Because many programs are funded by taxpayers, this part of the framework aims to ensure training leads to results. Liliya Tanska, Workforce Business Analyst Team Lead for Geographic Solutions’ Reporting Team, described back in 2024 on an episode of the &lt;a href="https://www.geographicsolutions.com/Resources/VOScast-Podcast" style="color:#467886; text-decoration:underline"&gt;VOScast Podcast&lt;/a&gt; why reporting is a critical piece when talking about accountability for workforce programs.&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/16.png?ver=xs-aR1eNTj6jPomfYyEyFw%3d%3d" style="float: right; width: 200px; height: 200px; margin: 25px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;“All of our clients use our reporting services for their strategic planning, for their performance monitoring, and also for understanding and assessing data or program information to improve various aspects of the services they provide,” said Tanska.  &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Tanska mentioned that she has seen a higher demand in recent years from not only frontline staff members, but senior-level leaders as well, especially when examining how programs are performing, year after year.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;“They want to track them and see how those services were utilized and what effect they had on that client. Have they obtained employment, and have &lt;a&gt;they retained in years or business quarters.”&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;Tanska estimated that in products such as VOS Sapphire AI, there are more than 180,000 different types of reports, when taking into consideration the many ways a user can filter reports.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;b&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/11.png?ver=5nORmdr9LG5QYrH-wvgoaw%3d%3d" style="float: left; width: 200px; height: 200px; margin: 10px;" /&gt;Prioritizing AI Literacy&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;This part of the new framework to bring Americans and the labor market into the golden era has the most focus on AI. The report notes that new models of workforce innovation must be created to match the speed and scale of AI-driven economic transformation. The pace of innovation around AI will require new skills, greater agility, and investment in AI literacy.&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;img alt="" src="/Portals/0/LiveBlog/America's Got the Talent Blog/17.png?ver=yn-feEG7gWFDV6Yn9S1UAA%3d%3d" style="float: right; width: 200px; height: 200px; margin: 25px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;For Geographic Solutions, the infusion of AI into the VOS Sapphire platform has already led early adopters to see impressive results. &lt;a&gt;Georgia deployed VOS Sapphire AI in December 2024, and Texas &lt;/a&gt;followed suit in March 2025. The number of résumés created with generative AI has increased by 70% since then, with a 74% increase in the number of résumés improved using generative AI. In April 2025, VOS Sapphire AI generated more than 2,300 new résumés and enhanced 3,100 others for both staff members and job seekers. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;“AI integration has delivered a measurable impact across our workforce programs in Georgia,” said Damon Weller, Assistant Commissioner at WorkSource Georgia, as quoted in Microsoft’s case study that examined the effectiveness of Azure OpenAI.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;b&gt;Entering America’s Golden Hour&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;As the Trump Administration implements this framework, leaders in workforce development must keep an eye on trends. How will apprenticeship and work-based learning increase or decrease in year-over-year change? Will worker mobilization programs centered around veteran services and reentry employment initiatives thrive?  Does a decreased reliance on ‘college for all’ necessarily mean that less individuals will end up attending universities?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;&lt;a&gt;And how will the labor market respond to the fast-paced march of AI? &lt;/a&gt;&lt;a href="https://www.axios.com/2025/05/28/ai-jobs-white-collar-unemployment-anthropic" style="color:#467886; text-decoration:underline"&gt;Recent reports from Axios and Fortune&lt;/a&gt; paint a stark picture. On the other hand, CNBC’s recent reporting on the subject shows &lt;a href="https://fortune.com/2025/08/08/ai-layoffs-jobs-market-shrinks-entry-level/" style="color:#467886; text-decoration:underline"&gt;less job elimination and more job evolution&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;In terms of this new talent strategy framework, reactions have been mixed, with some praise for its forward-thinking goals, and some criticism mainly centered around concerns with implementation, funding, and the potential impact on existing programs.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Aptos,sans-serif"&gt;However this next strategy shakes out, count on Geographic Solutions to be ready to accommodate and be ahead of change. Our VOS Sapphire software suite is constantly evolving to support organizations across the U.S. with meeting new federal guidelines and embracing the future trends of work. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description><guid isPermaLink="false">482</guid></item><item><title>Celebrating a Milestone with 20 Key Facts About Workforce Development</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/476/celebrating-milestone-20-key-facts-workforce-development</link><category>Calendar Observances,General,Workforce Development</category><pubDate>Wed, 03 Sep 2025 21:02:47 GMT</pubDate><description>&lt;p style="margin-bottom:11px"&gt;Workforce Development Month, founded in 2005, celebrates the programs and professionals who connect people with meaningful careers and businesses to skilled talent. This year, it is the 20th anniversary of Workforce Development Month. We are honoring the two-decade tradition of recognizing the impact of workforce development initiatives in shaping careers, strengthening businesses, and building thriving communities. To mark this special occasion, we've compiled 20 facts about Workforce Development Month and the industry it celebrates.&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;It’s important to understand where this tradition began, so let's hit rewind. The first five facts on our list focus on the history of Workforce Development Month, from its beginning in 2005 to key milestones that have shaped this observance over the past two decades. &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#1: The Founding Organization.&lt;/strong&gt; Workforce Development Month was established in 2005 by the &lt;a href="https://www.nawdp.org/"&gt;National Association of Workforce Development Professionals (NAWDP).&lt;/a&gt; NAWDP is a professional organization that works to connect job seekers, educators, and companies to advance the workforce development community and build innovative partnerships with other industry-leading organizations. &lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#2:&lt;/strong&gt;&lt;strong&gt; The Month Changed!&lt;/strong&gt; Workforce Development Month was originally celebrated in May. &lt;a href="https://www.nawdp.org/page/WorkforceDevMonth"&gt;NAWDP moved the observance to September in 2012&lt;/a&gt;.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#3:&lt;/strong&gt;&lt;strong&gt; From WIA to WIOA.&lt;/strong&gt; The transition from the &lt;a href="https://www.bing.com/ck/a?!&amp;&amp;p=449d11534a7840e847730fa5fadad2c441017bb34ee9bf209548c2461baafb22JmltdHM9MTc1NTgyMDgwMA&amp;ptn=3&amp;ver=2&amp;hsh=4&amp;fclid=1d08ab6f-ce55-635c-34b3-bf61cf42621c&amp;u=a1aHR0cHM6Ly93d3cuZWQuZ292L3NpdGVzL2VkL2ZpbGVzL2Fib3V0L29mZmljZXMvbGlzdC9vdmFlL3BpL0FkdWx0RWQvd2lvYS1vdmVydmlldy5wZGY&amp;ntb=1"&gt;Workforce Investment Act (WIA) of 1998 to the Workforce Innovation and Opportunity Act (WIOA)&lt;/a&gt; was a major change. Signed into law in 2014, WIOA put a greater emphasis on serving individuals with barriers to employment and aligning services more closely with the needs of businesses.                  &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#4:&lt;/strong&gt;&lt;strong&gt; Gaining Official Acknowledgement.&lt;/strong&gt; Workforce Development Month received official recognition in 2022. &lt;a href="https://www.young.senate.gov/newsroom/press-releases/senate-passes-resolution-recognizing-september-as-national-workforce-development-month/"&gt;The U.S. Senate passed a resolution&lt;/a&gt; marking September as National Workforce Development Month, and this designation has been renewed every year since. &lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#5:&lt;/strong&gt;&lt;strong&gt; State and Local Recognition.&lt;/strong&gt; While NAWDP started it, its success is a result of widespread support. Every September, governors and mayors across the nation issue official statements, &lt;a href="https://www.governor.virginia.gov/newsroom/proclamations/proclamation-list/workforce-development-month.html"&gt;called proclamations&lt;/a&gt;, that formally recognize the month.&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;While workforce development is celebrated in September, the work takes place all year, and American Job Centers are where the action takes place. The next facts are all about American Job Centers (AJC), also known as one-stop shops. These centers are the front lines of workforce development, offering resources and personalized help to job seekers and employers in communities nationwide.&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#6:&lt;/strong&gt; &lt;strong&gt;They are Everywhere:&lt;/strong&gt; &lt;a href="https://www.dol.gov/general/topic/training/onestop"&gt;There are nearly 2,400 American Job Centers nationwide&lt;/a&gt;, with a location in almost every community. They serve as a central hub where people can access a wide variety of career services in one place.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#7:&lt;/strong&gt;&lt;strong&gt; They are a Product of WIOA:&lt;/strong&gt; The modern American Job Center system exists because of the Workforce Innovation and Opportunity Act (WIOA) of 2014. &lt;a href="https://www.dol.gov/agencies/eta/wioa#:~:text=TEGL%2011%2D24%20%2D%20ETA%20published,law%20on%20July%2022%2C%202014."&gt;WIOA requires states to provide an integrated system&lt;/a&gt;, ensuring job seekers can access the resources they need to succeed in a competitive economy.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#8:&lt;/strong&gt;&lt;strong&gt; Built on Collaboration:&lt;/strong&gt; AJCs are a collaborative effort, bringing together a variety of programs and agencies under one roof. &lt;a href="https://ion.workforcegps.org/resources/2020/02/21/19/42/American-Job-Center-Fact-Sheet"&gt;They work with mandatory partners&lt;/a&gt;, including services for adult education, vocational rehabilitation, and veterans, to provide a coordinated approach to workforce development.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#9:&lt;/strong&gt;&lt;strong&gt; Free and Accessible Help:&lt;/strong&gt; The services offered by AJCs, such as &lt;a href="https://www.careeronestop.org/LocalHelp/AmericanJobCenters/american-job-centers.aspx"&gt;career counseling, job search assistance, résumé writing workshops, and access to computers and phones&lt;/a&gt;, are provided at no cost to the public. &lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#10:&lt;/strong&gt;&lt;strong&gt; They Are Locally Driven:&lt;/strong&gt; &lt;a href="https://ion.workforcegps.org/resources/2020/02/21/19/42/American-Job-Center-Fact-Sheet#:~:text=It%20is%20a%20state%20and,all%20job%20seekers%2C%20workers%2C%20and"&gt;The American Job Center network is a national system, but it is designed for local needs&lt;/a&gt;. State and local workforce development boards, which are made up of community and business leaders, manage the centers in their area. This ensures that the services that are offered align with the specific labor market demands of that community. &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;The American Job Centers are where workforce development happens, but the professionals and front-line staff make it work. These individuals are responsible for carrying out the mission of workforce development, helping job seekers and businesses in communities nationwide. The following five facts shine a light on those professionals who staff AJCs and other organizations.  &lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#11:&lt;/strong&gt;&lt;strong&gt; A Growing Field:&lt;/strong&gt; The demand for skilled workforce development professionals is expected to remain strong. &lt;a href="https://www.bls.gov/ooh/business-and-financial/training-and-development-specialists.htm"&gt;According to the U.S. Bureau of Labor Statistics&lt;/a&gt;, the employment of Training and Development Specialists is projected to grow 12% from 2023 to 2033, a rate much faster than the average for all occupations. This translates to roughly 48,500 new jobs over the decade. &lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#12:&lt;/strong&gt;&lt;strong&gt; Certification is Key:&lt;/strong&gt; Many professionals in the field get certified to demonstrate their skills and expertise. The most recognized credential is the &lt;a href="https://www.nawdp.org/page/CWDPCertification"&gt;Certified Workforce Development Professional (CWDP)&lt;/a&gt;, offered by the National Association of Workforce Development Professionals (NAWDP). This certification proves a professional's expertise in key areas like communication, ethics, and job market knowledge.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#13:&lt;/strong&gt;&lt;strong&gt; Leaders in the Industry:&lt;/strong&gt; NAWDP is a member-driven organization. Its leadership, including the &lt;a href="https://www.nawdp.org/page/Board_Directors"&gt;Board of Directors&lt;/a&gt; and &lt;a href="https://www.nawdp.org/staff/"&gt;staff&lt;/a&gt;, consists of elected members who represent different regions and states. This ensures the organization’s leadership reflects the interests of workforce development professionals nationwide. The Board and NAWDP staff work together to set goals and support the profession.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#14:&lt;/strong&gt;&lt;strong&gt; Skills for Success:&lt;/strong&gt; To work as a workforce development professional, certain skills are essential. The &lt;a href="https://jobs.marylandnonprofits.org/career/workforce-development-specialist"&gt;top skills requested in thousands of job listings&lt;/a&gt; are Workforce Development (53%), followed by Writing (38%), and Management (31%). These are the skills hiring employers look for most often.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#&lt;/strong&gt;&lt;strong&gt;15:&lt;/strong&gt; &lt;strong&gt;Diverse Career Paths:&lt;/strong&gt; Workforce development professionals hold a wide range of jobs, &lt;a href="https://jobs.marylandnonprofits.org/career/workforce-development-specialist"&gt;from career counselors to program managers, and they work in diverse settings, including government agencies, non-profits, and private companies&lt;/a&gt;. Their main goal is to identify and address challenges in the workforce, helping people get the skills and support they need to succeed in their careers.&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;The individuals on the front lines are key, but what do their combined efforts achieve? The final five facts explore the impact of workforce development and why celebrating each September is so important.&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#16:&lt;/strong&gt;&lt;strong&gt; Growing Individual Income&lt;/strong&gt;&lt;strong&gt;:&lt;/strong&gt; Workforce development programs have a tangible impact on the earning potential of participants. People who complete these programs have the potential to earn more, and some participants do see a significant increase in their income. A &lt;a href="https://www.dol.gov/agencies/eta/research/publications/did-apprentices-achieve-faster-earnings-growth-comparable"&gt;study by the US Department of Labor&lt;/a&gt; on job training found that participants' earnings increased by an average of 49% after finishing their apprenticeship.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#17:&lt;/strong&gt;&lt;strong&gt; Bridging the Skills Gap&lt;/strong&gt;&lt;strong&gt;:&lt;/strong&gt; The skills gap is a major challenge for businesses, with many employers reporting they cannot find qualified talent. Workforce development helps close this gap. According to a &lt;a href="https://www.springboard.com/blog/business/skills-gap-trends-2024/"&gt;2024 Workforce Skills Gap Trends survey&lt;/a&gt;, 70% of corporate leaders report a critical skills gap, and 63% identify skill gaps as the biggest barrier to business transformation. Programs like apprenticeships and customized training ensure that companies have skilled talent, boosting productivity and innovation.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#&lt;/strong&gt;&lt;strong&gt;18: Driving Economic Growth:&lt;/strong&gt; Workforce development strengthens local and national economies. &lt;a href="https://www.forbes.com/sites/jessicamendoza1/2025/01/31/how-workforce-development-boosts-career-and-economic-growth/"&gt;Employees with relevant skills contribute more effectively to their industries, earn higher wages, and stimulate economic mobility&lt;/a&gt;. A skilled workforce can also quickly change to meet the demands of new industries or adapt to changes, making the economy more resilient. &lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#19:&lt;/strong&gt;&lt;strong&gt; Employee Retention:&lt;/strong&gt; Employee retention is directly tied to career development. Businesses that offer opportunities for growth and skill-building are more likely to retain their employees. &lt;a href="https://www.forbes.com/sites/jessicamendoza1/2025/01/31/how-workforce-development-boosts-career-and-economic-growth/"&gt; According to Gallup's 2024 research&lt;/a&gt;, 42% of employee turnover is preventable, and career advancement opportunities are crucial. Employees with a clear path for growth and opportunities are more engaged and less likely to look for work elsewhere.&lt;br /&gt;
&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;strong&gt;#20:&lt;/strong&gt;&lt;strong&gt; Support for All:&lt;/strong&gt; Workforce development provides resources for specific groups to help them overcome unique employment challenges. This includes services for veterans transitioning to civilian careers, individuals with disabilities seeking accommodations, youth looking for their first job, and older workers seeking to reskill. These programs ensure everyone has an opportunity to succeed in the job market.&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;We've covered the history, the professionals, the places, and the powerful impact of workforce development. This work is about more than a single month. It is a year-round commitment to building a more skilled, resilient, and equitable workforce.&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;Geographic Solutions celebrates this important month and the essential work that happens year-round. We are honored to provide the technology that helps connect job seekers with training and careers, supporting the mission of workforce development professionals every day.&lt;/p&gt;
</description><guid isPermaLink="false">476</guid></item><item><title>Embracing Change: The Rise of Hybrid Work in a Post-Pandemic World</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/447/embracing-change-the-rise-of-hybrid-work-in-a-post-pandemic-world</link><category>General,Geographic Solutions, Inc.,Labor Market Information</category><pubDate>Fri, 31 Jan 2025 20:15:00 GMT</pubDate><description>&lt;p&gt;Since the COVID-19 pandemic, the professional landscape has undergone significant transformation. Back in 2020, many organizations adopted fully remote work. Now, as preferences shift once again, there is a shift toward hybrid work models. This evolution reflects a growing desire among employees for flexibility that accommodates both their professional and personal lives.&lt;/p&gt;

&lt;p&gt;This is especially evident across generations. A recent survey by &lt;a href="https://www.geographicsolutions.com/News-Events/Newsroom/a-new-survey-from-geographic-solutions-reveals-generational-differences-in-job-search-habits"&gt;Geographic Solutions&lt;/a&gt; of 500 active job seekers sheds light on the shifting attitudes. The findings reveal a noticeable decline in the desire for fully remote roles with only 13% of job seekers across all ages preferring this work model. Instead, the spotlight is firmly on hybrid work models, especially among younger job seekers, such as Gen Z (57%) and Millennials (50%).&lt;/p&gt;

&lt;p&gt;Job seekers are placing greater value on flexibility – not just in terms of where they work but how they work. &lt;a href="https://www.roberthalf.com/us/en/insights/salary-guide/market-outlook"&gt;Robert Half’s 2025 U.S. Hiring Outlook&lt;/a&gt; underscores this point, stating “Workplace flexibility has become a paramount candidate expectation. Firms that prioritize hybrid work and flexible schedules may have more success in wooing the skilled professionals they need. “&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;strong&gt;Corporate Resistance to Hybrid Work&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;Not everyone agrees with this new way of working. Many companies are doubling down on a traditional office setup, expressing concerns over productivity, collaboration, and company culture. Amazon, Dell, and AT&amp;T are a few of the countless other &lt;a href="https://www.axios.com/2025/01/01/back-to-work-office-companies"&gt;high-profile companies&lt;/a&gt; that are mandating a return-to-office policy for their corporate employees. Such moves have sparked debates about the future of work, with &lt;a href="https://fortune.com/2024/09/30/amazon-5-day-in-office-mandate-blind-surveyed-staffers-consider-quitting/"&gt;many employees pushing back&lt;/a&gt; against rigid policies.&lt;/p&gt;

&lt;p&gt;Despite this pushback,&lt;a href="https://www.forbes.com/sites/bryanrobinson/2024/09/26/hybrid-and-remote-work-still-on-the-rise-despite-misconceptions-study-shows/"&gt; the momentum behind hybrid work&lt;/a&gt; seems unstoppable. Companies that embrace this model are better positioned to meet the evolving expectations of today’s workforce. By offering employees flexible schedules, employers can foster higher job satisfaction, improve mental health, and boost productivity. &lt;/p&gt;

&lt;p&gt;A report from &lt;a href="https://www.mckinsey.com/mgi/our-research/empty-spaces-and-hybrid-places-chapter-1"&gt;McKinsey Global Institute&lt;/a&gt; shows that 87% of employees say they would be more productive if they had greater control over their work environments. Additionally, research from ADP shows that flexible work arrangements have helped 36% of employees reduce stress and thrive in their roles. &lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;strong&gt;Strategies for Successful Hybrid Work Environments&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;For HR leaders, the challenge lies in creating policies and strategies that promote flexibility without compromising productivity. Establishing a successful hybrid work environment requires a thoughtful approach to maintain this delicate balance. &lt;/p&gt;

&lt;p&gt;To achieve this, companies should develop comprehensive processes, actively nurture workplace culture, and provide clear guidelines and resources for team collaboration. By implementing intentional strategies that support and empower employees both in the office and at home, organizations can create a solid foundation for effective flexible work arrangements.&lt;/p&gt;

&lt;p&gt;According to &lt;a href="https://www.adp.com/spark/articles/2024/10/years-into-the-rise-of-the-hybrid-work-schedule-whats-working-whats-not-and-whats-next.aspx#:~:text=Chris%20Lobo%2C%20payroll,hybrid%20work%20model."&gt;Chris Lobo, payroll manager at HR Options&lt;/a&gt; “…You have to ensure your colleagues have what they need to work effectively in and out of the office. You need to leverage collaboration, task management, and project management tools for people across the organization if you're going to successfully maintain a hybrid work model.”&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;strong&gt;The Future Landscape of Work&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;Looking ahead, this trend represents a fundamental shift in how, when, and where work gets done. As the labor market continues to evolve, hybrid work is rapidly becoming less of a trend and more of a fundamental restructuring of how we conceptualize professional productivity and workplace dynamics.&lt;/p&gt;

&lt;p&gt;The future of work is not about choosing between remote and in-office arrangements – it’s about creating adaptive, flexible, and human-centric environments that meet the diverse needs of job seekers and employees. As younger generations continue to enter the workforce with their expectations and values, the hybrid work model will likely become the new standard rather than an expectation.&lt;/p&gt;
</description><guid isPermaLink="false">447</guid></item><item><title>A Day Where We Honor Those Who Served</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/436/a-day-where-we-honor-those-who-served</link><category>General,Geographic Solutions, Inc.,Workforce Development</category><pubDate>Mon, 11 Nov 2024 13:39:00 GMT</pubDate><description>&lt;p&gt;Did you know that, according to current U.S. Census Bureau data, there are 16.2 million military veterans that call the United States home?&lt;strong&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2024/Veterans Day Blog/5.png?ver=o_Ummvif8PFmDLUHmIJ2nw%3d%3d" style="width: 250px; float: right; height: 196px;" /&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The yearly calendar observance originated as Armistice Day on November 11, 1919, marking the first anniversary of the end of World War I. In 1926, congress passed a resolution to make this day a national holiday, and 16 years later, during President Dwight D. Eisenhower’s presidency, legislation officially changed the name to Veterans Day.&lt;/p&gt;

&lt;p&gt;This important day is honored in many ways, including events and parades. At the Tomb of the Unknown Soldier in Arlington National Cemetery in Virigina, there is a ceremony to define the significance of the day.&lt;/p&gt;

&lt;p&gt;Which states do the most veterans call home? Interestingly enough, Alaska is the state with the highest population of veterans who have served in the U.S. Military. Following the Northwestern state, Wyoming, Virginia, Maine, and Montana rounded out the top five.&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;strong&gt;Veterans Portals and Geographic Solutions&lt;/strong&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;At Geographic Solutions, we count many veterans in our ranks. Some of our most important work is created in the form of Veterans Portals, which help when those who have served our country in the armed forces make their way back to the civilian workforce. Over the last year, those portals have accounted for almost 80,000 active users, according to internal data from Google Analytics.&lt;/p&gt;

&lt;center&gt;&lt;br /&gt;
 &lt;img alt="" src="/Portals/0/LiveBlog/2024/Veterans Day Blog/Veterans%20Post%20Picture%202.png?ver=qN71YKykoP198mYL64CPjw%3d%3d" style="width: 800px; height: 210px;" /&gt;&lt;/center&gt;

&lt;center style="text-align: left;"&gt;Veterans Portals are an excellent solution for states that are seeking to help their veterans’ populations find jobs. Some states, such as North Carolina, show medallions next to employers who have been recognized by the Department of Labor as veteran friendly.&lt;/center&gt;

&lt;center style="text-align: left;"&gt; &lt;/center&gt;

&lt;center style="text-align: left;"&gt;“It’s a big thing for an employer to take money out of their pocket to apply and be awarded the program showing that they’re vet friendly, that they’ll hire, train, and retain veterans at a certain level,” said North Carolina’s Department of Commerce, Division of Workforce Solutions’ Chris Silvers.&lt;/center&gt;

&lt;center&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2024/Veterans Day Blog/3.png?ver=Bdet21IILsaJGK8y7g2vnQ%3d%3d" style="width: 800px; height: 420px;" /&gt;&lt;/center&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;strong&gt;How to Honor Veterans Day&lt;/strong&gt;&lt;/span&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;How can we observe Veterans Day? In 2023, we interviewed CareerSource Palm Beach County’s Vice President and Chief Operating Officer, Steven Gustafson. A former member of the armed forces, he offered his thoughts on how to honor the day.&lt;img alt="" src="/Portals/0/LiveBlog/2024/Veterans Day Blog/Veterans%20Post%20Picture%204.png?ver=0wIs0kGgp5N2gXHXTHw5Gw%3d%3d" style="float: right; width: 250px; height: 232px;" /&gt;&lt;/p&gt;

&lt;p&gt;“I think that honoring that spirit of selflessness is a great way to honor our veterans, not only on November 11th, but year-round,” said Gustafson.&lt;/p&gt;

&lt;p&gt;A big event that Florida has each year around Veterans Day is Paychecks for Patriots, a joint event coordinated by the Florida Department of Commerce, The Florida National Guard, the Florida Department of Veterans’ Affairs, and participating employers from around the state.&lt;/p&gt;

&lt;p&gt;Geographic Solutions is proud to have 39 veterans amongst their workforce’s ranks, making up 12 percent of the total company workforce. &lt;/p&gt;

&lt;p&gt;This year, thank a veteran at Geographic Solutions, in your community, your family, or amongst your friend circle for being selfless in their choice to serve the United States.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;iframe allow="autoplay; fullscreen; picture-in-picture; clipboard-write" frameborder="1" height="650" scrolling="no" src="https://player.vimeo.com/video/1027368207?badge=0&amp;autopause=0&amp;player_id=0&amp;app_id=58479" title="VOSCast Episode 9: Serving Those Who Served: A Peek at North Carolina's Veteran Workforce Programs" width="850"&gt;&lt;/iframe&gt;&lt;/p&gt;

&lt;p&gt;&lt;br /&gt;
 &lt;/p&gt;
</description><guid isPermaLink="false">436</guid></item><item><title>Celebrating Workforce Development Month: Looking Towards A Stronger Workforce for America Act with Promise and Excitement</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/428/celebrating-workforce-development-month-looking-towards-a-stronger-workforce-for-america-act-with-promise-and-excitement</link><category>General,Geographic Solutions Unemployment System,Geographic Solutions, Inc.,Legislation,WIOA,Workforce Development,Workforce Innovation and Opportunity Act</category><pubDate>Tue, 17 Sep 2024 19:41:20 GMT</pubDate><description>&lt;p&gt;&lt;strong&gt;What is Workforce Development Month? &lt;/strong&gt;&lt;b&gt;&lt;/b&gt;&lt;br /&gt;
Every September, Geographic Solutions celebrates Workforce Development Month and recognizes the importance of workforce development initiatives and professionals within the industry. Workforce Development Month was created in 2005 by the &lt;a href="https://www.nawb.org/resources/workforce-development-month-2024"&gt;National Association of Workforce Development Professionals (NAWDP)&lt;/a&gt; to raise awareness about the importance of the workforce industry and highlight the efforts of organizations, policymakers, and professionals committed to helping prepare the labor force to meet the evolving needs of the labor market. NAWDP celebrates Workforce Development Month with initiatives like the  &lt;a href="https://www.nawdp.org/news/681511/NAWDP-Celebrates-Workforce-Development-Month-Highlighting-the-Importance-of-Workforce-Professionals.htm"&gt;‘Workforce Heroes’ program&lt;/a&gt;, which highlights multiple workforce heroes over the course of the month.&lt;br /&gt;
 &lt;br /&gt;
A Stronger Workforce for America Act (ASWA) was recently introduced to build on the foundation of, and reauthorize, the &lt;a href="https://www.geographicsolutions.com/WIOA"&gt;Workforce Innovation and Opportunity Act (WIOA)&lt;/a&gt;, which has been the grounds of workforce development legislation for the past decade. We interviewed Melissa Robbins, CEO of the &lt;a href="https://nawdp.org/"&gt;NAWDP&lt;/a&gt;, to gain further insights on the new legislation. Her wisdom offered a valuable perspective on the importance of Workforce Development Month, the promise of ASWA, and the future of the workforce industry.  &lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Understanding A Stronger Workforce for America Act &lt;/strong&gt;&lt;br /&gt;
&lt;a href="https://edworkforce.house.gov/news/documentsingle.aspx?DocumentID=410419"&gt;A Stronger Workforce for America Act (ASWA)&lt;/a&gt; was introduced on December 7, 2023, passed by the House of Representatives on April 9, 2024, and will go to the Senate next for consideration. Since then, &lt;a href="https://democrats-edworkforce.house.gov/media/press-releases/what-people-are-saying-a-stronger-workforce-for-america-act"&gt;ASWA has received support from workforce organizations and policymakers&lt;/a&gt;, who view it as essential for meeting the changing needs of the labor market.  ASWA aims to build upon the existing Workforce Innovation and Opportunity Act (WIOA). Signed into law on July 22, 2014,&lt;a href="https://www.dol.gov/agencies/eta/wioa/"&gt; WIOA was the first major reform of the public workforce system since 1998&lt;/a&gt;, with the goal of helping job seekers access employment, education, training, and support needed to thrive within the labor market and match employers to skilled workers.&lt;/p&gt;

&lt;p&gt;Melissa Robbins shared what she thought to be the biggest challenge in workforce development today and how ASWA addresses that challenge. “&lt;em&gt;I think right now the biggest challenge is to make sure that we’re meeting the needs of businesses and job seekers in the current environment,&lt;/em&gt;” said Robbins. “&lt;em&gt;WIOA passed in 2014, so we’re ten years from the last legislation passing, and a lot has happened in those years&lt;/em&gt;.” &lt;/p&gt;

&lt;p&gt;Robbins added that while the workforce system did a wonderful job adapting, especially during the pandemic when we had to find ways to deliver our programs and services without human contact, that the legislation hasn’t changed. It is imperative that the new legislation focuses on flexibility to meet the changing needs of businesses and job seekers. WIOA’s reauthorization via ASWA aims to modernize education and training programs to better align with current and future job market needs.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Components of A Stronger Workforce for America Act: &lt;/strong&gt;&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;&lt;strong&gt;Skills Upgrading: &lt;/strong&gt;Allocate 50% of funds to upskill workers through Individual Training Accounts (ITAs), on-the-job learning, and prioritizing employer-led programs for skill training.&lt;/li&gt;
	&lt;li&gt;&lt;strong&gt;Efficiency and Accountability: &lt;/strong&gt;Focus on the Eligible Training Provider List to streamline outcomes and ensure that programs align with employers' demands. Fully implement a performance accountability system to hold states and local workforce boards accountable.  &lt;/li&gt;
	&lt;li&gt;&lt;strong&gt;Economic Opportunity: &lt;/strong&gt;Places a greater emphasis on work-based learning for youth, supports reentry programs, and strengthen workforce education programs at community colleges. &lt;/li&gt;
	&lt;li&gt;&lt;strong&gt;Innovation and Hiring:&lt;/strong&gt; Provide flexibility to states and local workforce boards to modernize their workforce systems and support skills-based hiring practices.&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&lt;strong&gt;Differences From WIOA:&lt;/strong&gt;&lt;br /&gt;
When asked about the main differences between ASWA and WIOA, Robbins stated that while the new legislation builds on WIOA, it also introduces the following changes:&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;&lt;strong&gt;Focus on Eligible Training Provider List: &lt;/strong&gt;The new legislation emphasizes the Eligible Training Provider List (ETPL), a public statewide list of qualified training providers eligible for WIOA worker training funds.&lt;/li&gt;
	&lt;li&gt;&lt;strong&gt;Funding:&lt;/strong&gt; ASWA addresses fund ceilings and floors. WIOA allocates specific percentages to various programs and activities, compared to ASWA, which allows states and local boards to diversify programs and funds.  &lt;/li&gt;
	&lt;li&gt;&lt;strong&gt;Flexibility:&lt;/strong&gt; Overall flexibility for programs so that they can adapt to the changing needs of the industry.&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&lt;strong&gt;Potential Challenges, Benefits, and Outcomes&lt;/strong&gt;&lt;br /&gt;
Geographic Solutions President, Paul Toomey shared his insights on the benefits of ASWA in a recent &lt;a href="https://www.forbes.com/councils/forbesbusinesscouncil/2024/08/06/workforce-strong-how-business-leaders-can-prepare-for-the-next-act/"&gt;Forbes article&lt;/a&gt; where he stated, &lt;em&gt;“This legislation’s renewed vision for creating a stronger, more adaptable workforce offers numerous benefits to not only the economy, but also to dislocated, remote, and future generations of workers.&lt;/em&gt;”&lt;br /&gt;
ASWA will have short and long-term benefits for job seekers and employers. In the short term, changes will allow state and local workforce boards to take on new initiatives that were not previously possible. “&lt;em&gt;Any kind of change in the legislation, there's going to be things that change quickly&lt;/em&gt;," said Robbins.&lt;/p&gt;

&lt;p&gt;One of the main challenges in implementing ASWA will be ensuring that everyone is trained on the new compliance requirements. Robbins stated, "&lt;em&gt;Just like WIOA, with any new legislation, there's going to be new compliance issues that are going to be black and white, and we have to make sure that they get rolled out to everybody.&lt;/em&gt;" &lt;/p&gt;

&lt;p&gt;She further explained that workforce organizations need to be aware of the complexity of new legislation as it involves hundreds of pages of laws and regulations. Then states and local boards will add their own additional things particular to their area, further complicating compliance requirements. Workforce organizations will need to be prepared to ensure a smooth implementation.&lt;/p&gt;

&lt;p&gt;Workforce organizations may also encounter challenges in balancing innovation with compliance while implementing the new legislation. ASWA aims to create innovative strategies and partnerships. Robbins highlighted the need to balance innovation with compliance:&lt;/p&gt;

&lt;p&gt;"&lt;em&gt;How do we strategically impact the new innovative ideas on how we're going to implement… the essence of this new legislation,&lt;/em&gt;" said Robbins. &lt;/p&gt;

&lt;p&gt;The role of NAWDP will evolve with the implementation of ASWA, as it has since the early 80’s and adapting to legislative changes and integrating non-traditional workforce partners. Robbins emphasized that NAWDP will remain committed to meeting the needs of its members and the workforce industry.   &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Supporting Workforce Development for a Stronger Future&lt;/strong&gt;&lt;br /&gt;
Geographic Solutions is dedicated to supporting&lt;a href="https://www.geographicsolutions.com/WorkforceDevelopment"&gt; workforce development initiatives&lt;/a&gt; and providing job seekers with the support they need to succeed within the labor market. As workforce legislation and development change, Geographic Solutions remains committed to building a strong and adaptable workforce. &lt;/p&gt;

&lt;p&gt;Workforce development takes a collaborative effort between workforce agencies and service providers to close the skills gap, increase job placements, reduce unemployment durations, and ultimately strengthen economic development initiatives. Workforce Development Month gives us a chance to honor those who go to great lengths to positively impact the workforce. We give our thanks to all workforce professionals, the true heart of workforce development.&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.youtube.com/watch?v=AylrytoDc1A"&gt;Click here&lt;/a&gt; to watch the whole interview with Melissa Robbins.&lt;br /&gt;
 &lt;/p&gt;
</description><guid isPermaLink="false">428</guid></item><item><title>Inside Look: How VOS Sapphire AI Will Redefine Workforce Solutions</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/421/inside-look-how-vos-sapphire-ai-will-redefine-workforce-solutions</link><category>General,Geographic Solutions, Inc.,Virtual OneStop</category><pubDate>Wed, 31 Jul 2024 17:39:00 GMT</pubDate><description>&lt;p&gt;Every year, Geographic Solutions explores how technological advancements can enhance the user experience and add value to our products. Recognizing the value of Artificial Intelligence (AI) and Machine Learning (ML), our team worked tirelessly over the past year to incorporate instances of AI throughout the next generation of our industry-leading software suite, aptly named VOS Sapphire AI.&lt;/p&gt;

&lt;p&gt;In this blog post, we’ll explore the many unique features of VOS Sapphire AI and how this version is poised to further streamline the job search process for job seekers and employers.&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;What is VOS Sapphire AI?&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Thanks to a dynamic collaboration between OpenAI, Microsoft, and our own innovative functionality, we’re able to showcase the art of prompt engineering and the transformative potential of reshaped interactions for labor exchange.&lt;/p&gt;

&lt;p&gt;This next-gen software builds upon existing infrastructure, incorporating advanced AI and ML capabilities throughout the system to provide end users with a range of innovative AI-assisted features for building résumés, interview preparation, job search, job posting, and more. &lt;/p&gt;

&lt;p&gt;With these features, VOS Sapphire AI streamlines the job search process and reduces the time it takes for job seekers to find suitable employment. It also enables employers to quickly identify the most qualified candidates for their job openings.&lt;/p&gt;

&lt;p&gt;As a testament to our efforts, the system was recognized by the 2024 Tech Ascension Awards as the Best AI / ML Powered Solution for its modular, customizable design, robust security protocols, and ability to help employers and job seekers in today's competitive job market.&lt;br /&gt;
 &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Diving into VOS Sapphire AI’s Key Features&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The platform’s innovative features offer a wealth of long-term benefits that not only positively impact employers in recruiting talent but can also aid job seekers in standing out as the best-suited candidates. &lt;/p&gt;

&lt;p&gt;Let’s take a look at some of the key features and enhancements that users can utilize.&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;&lt;strong&gt;Bespoke &amp; Professional Résumés and Cover Letters&lt;/strong&gt; &lt;/li&gt;
&lt;/ul&gt;

&lt;p style="margin-left: 40px;"&gt;VOS Sapphire AI enables users to effortlessly generate a new résumé and cover letter using their profile data and AI-generated text - creating a bespoke résumé that perfectly aligns with any requirements and specifications listed in a job description; as well as a cover letter that conveys enthusiasm, experience, and captures the attention of hiring managers.&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;&lt;strong&gt;Interview Preparation with AI-Generated Questions Tailored to User, Company, and Role&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="margin-left: 40px;"&gt;VOS Sapphire also helps job seekers prepare for interviews by providing them with details about the employer and position, as well as an AI-centric practice interview platform.  Additionally, the system curates a list of AI-generated questions they can use throughout the interview process. VOS Sapphire AI provides similar interview preparation features for employers as well, enabling recruiters to generate a list of interview questions that are specifically tailored to the applicant’s job title and work experience.&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;&lt;strong&gt;Detailed Job Description Creation Based on Role and Company Profile&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="margin-left: 40px;"&gt;Recruiters can use AI to optimize existing or generate new job descriptions. Based on the selected role and the employer’s profile, the advanced AI algorithm takes care of the rest; seamlessly merging the position details with the company’s preferences and requirements for a role.&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;&lt;strong&gt;Accurate Job Matching with Reactive Matching Algorithms&lt;/strong&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;p style="margin-left: 40px;"&gt;VOS Sapphire AI also includes a proprietary Reactive Matching component, which automatically matches job seekers with suitable employment options. By leveraging pattern-matching algorithms, the system automatically extracts key information from a résumé to provide more accurate job matches that perfectly align with a user’s experience, interests, skillset, and background.&lt;/p&gt;

&lt;p&gt;Whether it’s generating customized cover letters specifically targeted to jobs, creating a résumé from scratch, or even enhancing preparations for interviews, VOS Sapphire AI offers new and innovative ways to support the end-user throughout the job their search process.&lt;/p&gt;

&lt;p&gt;In the coming months, Geographic Solutions’ training team will cover various functionality found in VOS Sapphire AI. Be sure to keep an eye on our &lt;a href="https://www.geographicsolutions.com/Resources/Training-Opportunities"&gt;Training Opportunities Page&lt;/a&gt; to sign up for Geographic Solutions’ next training session. In the meantime, check out our&lt;a href="https://www.geographicsolutions.com/News-Events/Newsroom/geographic-solutions-unveils-vos-sapphire-ai-next-generation-its-flagship-software"&gt; press release&lt;/a&gt; and video on &lt;a href="https://www.youtube.com/watch?v=9bATfqYncgg"&gt;VOS Sapphire AI&lt;/a&gt; to learn more.&lt;br /&gt;
 &lt;/p&gt;
</description><guid isPermaLink="false">421</guid></item><item><title>Paul Toomey IT Scholarship Recognizes More Impressive Tech Talent</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/408/-paul-toomey-it-scholarship-recognizes-more-impressive-tech-talent</link><category>Company News,General</category><pubDate>Fri, 19 Apr 2024 20:55:00 GMT</pubDate><description>&lt;p paraeid="{bf17fee0-f1dc-417c-b8b2-18525b6cc39a}{221}" paraid="2021401934"&gt;&lt;span style="color:#999999;"&gt;&lt;strong&gt;&lt;span style="font-size:20px;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p paraeid="{bf17fee0-f1dc-417c-b8b2-18525b6cc39a}{221}" paraid="2021401934"&gt;&lt;span style="color:#999999;"&gt;&lt;strong&gt;&lt;span style="font-size:20px;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p paraeid="{bf17fee0-f1dc-417c-b8b2-18525b6cc39a}{221}" paraid="2021401934"&gt;&lt;span style="color:#999999;"&gt;&lt;strong&gt;&lt;span style="font-size:20px;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p paraeid="{bf17fee0-f1dc-417c-b8b2-18525b6cc39a}{221}" paraid="2021401934"&gt;&lt;span style="color:#999999;"&gt;&lt;strong&gt;&lt;span style="font-size:20px;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p paraeid="{bf17fee0-f1dc-417c-b8b2-18525b6cc39a}{167}" paraid="934670107"&gt;Each year, money is generously donated by Geographic Solutions’ employees to fund the Paul Toomey IT Scholarship. The amount is then matched by company Founder and President, Paul Toomey. With the money being collected through the end of November 2023, we sent out the call for applications early this year. The application process was open to the children of Geographic Solutions employees and all Hillsborough, Pasco and Pinellas County seniors. This year enough money was raised to award four scholarships – more than ever before! Each scholarship recipient received $3,800 which they can use towards credit hours, housing, or curriculum supplies. &lt;/p&gt;

&lt;p paraeid="{bf17fee0-f1dc-417c-b8b2-18525b6cc39a}{203}" paraid="796018033"&gt;Criteria for the scholarship included the demonstration of above-average achievement and motivation towards advancing his or her education in a computer-related field, outstanding service to their school and the community, involvement in extracurricular events, and admirable character. Each applicant was also required to submit an essay detailing what influenced them to pursue a computer-related field of study. &lt;/p&gt;

&lt;p paraeid="{bf17fee0-f1dc-417c-b8b2-18525b6cc39a}{221}" paraid="2021401934"&gt;This year we received a record 32 applications! Geographic Solutions’ scholarship committee reviewed these applications thoroughly and chose the four students that best represented the criteria and Geographic Solutions' values.  &lt;/p&gt;

&lt;h2&gt;&lt;strong&gt;The Four Recipients of the 2024 Paul Toomey IT Scholarship Are: &lt;/strong&gt;&lt;/h2&gt;

&lt;table style="width:100%"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td style="width:50%"&gt;
			&lt;h3&gt; &lt;/h3&gt;
			&lt;/td&gt;
			&lt;td&gt; &lt;/td&gt;
			&lt;td style="width:50%"&gt;
			&lt;h3&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
		&lt;tr&gt;
			&lt;td&gt;&lt;b style="font-family:Calibri, sans-serif; font-size:11pt; color:#000000"&gt;&lt;span style="font-size:13.5pt"&gt;&lt;img alt="Justin Heyman Image " src="/Portals/0/LiveBlog/2024%20IT%20Scholarship/Justin%20Heyman%20Blog.png?ver=Xq9NsOYiGS6wxAM2j2Q3Yg%3d%3d" style="width: 200px; float: left; margin: 5px; height: 270px;" /&gt;Justin Heyman – Lutz, FL &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
			 Justin is a dedicated student at Steinbrenner High School. He serves as the Band Section Leader and the Metropolitan Ministries Event Planner/Coordinator. Additionally, he is an active&lt;b style="font-family:Calibri, sans-serif; font-size:11pt; color:#000000"&gt;&lt;span style="font-size:13.5pt"&gt;&lt;/span&gt;&lt;/b&gt; member of the National Honor Society, has been recognized as a National Merit Commended Student, and received the Quincy Jones Musicianship Award. Justin plans to pursue a career in a computer-related field after high school, driven by his belief that this will allow him to make a meaningful impact in today’s world. Fun fact: Justin joined us many times for Take Your Kids to Work Day where he shadowed our tech team! &lt;/td&gt;
			&lt;td&gt; &lt;/td&gt;
			&lt;td&gt;&lt;b style="font-family:Calibri, sans-serif; font-size:11pt; color:#000000"&gt;&lt;span style="font-size:13.5pt"&gt;&lt;/span&gt;&lt;/b&gt;
			&lt;p&gt;&lt;b style="font-family:Calibri, sans-serif; font-size:11pt; color:#000000"&gt;&lt;span style="font-size:13.5pt"&gt;&lt;b style="font-size:11pt"&gt;&lt;span style="font-size:13.5pt"&gt;&lt;img alt="Christian Ramos Image" src="/Portals/0/LiveBlog/2024%20IT%20Scholarship/Christian%20Ramos%20Blog.png?ver=xYjfMDpXSvome-fE1TA9Fw%3d%3d" style="width: 200px; float: left; margin: 5px; height: 270px;" /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;
			&lt;b style="font-family:Calibri, sans-serif; font-size:11pt; color:#000000"&gt;&lt;span style="font-size:13.5pt"&gt;Christian Ramos – Riverview, FL&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
			Christian is an actively involved student at Riverview High school. He is involved in Buddy Baseball, a recreation baseball league for players with disabilities, the Raspberry Pi Club, a school computer programming club, and FCA, a faith-based athletic club. He excels academically, maintaining high honor roll status and holds a Microsoft Technology Certification. With a passion for technology, Christian plans to become a software developer, and has studied programming languages like Python, HTML, and CSS. Christian dreams of designing an educational software to support individuals with different types of disabilities.  &lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;table style="width:100%"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td style="width:50%"&gt;
			&lt;h3&gt; &lt;/h3&gt;
			&lt;/td&gt;
			&lt;td&gt; &lt;/td&gt;
			&lt;td style="width:50%"&gt;
			&lt;p&gt; &lt;/p&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
		&lt;tr&gt;
			&lt;td&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="color:black"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="color:black"&gt;&lt;img alt="Hanlin Zhang Image" src="/Portals/0/LiveBlog/2024%20IT%20Scholarship/Hanlin%20Zhang%20Blog.png?ver=vnZln710UTc5fdmWRkamLQ%3d%3d" style="float: left; width: 200px; margin: 5px; height: 270px;" /&gt;Hanlin Zhang – Valrico, FL&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
			Hanlin Zhang is an accomplished and ambitious high school senior at Strawberry Crest High School. Hanlin’s academic success includes top placements in FBLA Computer Game and Simulation Design and MU Alpha Theta Calculus competitions. He is also certified as a Microsoft Office Specialist and Adobe Certified Professional. Hanlin contributes to the community by preparing and delivering meals to the homeless though the Portamento of Hope Cafe. He plans to pursue a career as a software engineer and will begin his journey at the University of Florida, where he has been accepted into the honors program.&lt;br /&gt;
			&lt;br /&gt;
			 &lt;/td&gt;
			&lt;td&gt; &lt;/td&gt;
			&lt;td&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="color:black"&gt;&lt;img alt="Sarthak Gupta Image" src="/Portals/0/LiveBlog/2024%20IT%20Scholarship/Sarthak%20Gupta%20Blog.png?ver=pJY2rQeIBSw6at1cU13J5Q%3d%3d" style="float: left; width: 200px; height: 269px; margin: 5px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;font color="#000000"&gt;&lt;font face="Calibri, sans-serif"&gt;&lt;span style="font-size:18px"&gt;&lt;b&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="color:black"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="color:black"&gt;Sarthak Gupta – Tampa, FL &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/font&gt;&lt;/font&gt;&lt;br /&gt;
			Sarthak, a senior at Strawberry Crest High School, has an impressive background, including winning first place in the Congressional App Challenge for developing Signify, an AI app that translates American Sign Language to text and speech. He is also a PSAT/NMSQT National Merit Finalist and a state finalist in the 2024 Samsung Solve for Tomorrow competition for his work on a pest-identifying robot. Sarthak is active in school and community activities. He is the captain of the Strawberry Crest Varsity Tennis Team and founded the Artificial Intelligence Club. He also has dedicated over 100 hours to Feeding Tampa Bay. Sarthak plans to pursue a career as a software engineer, aiming to contribute to impactful technological advancements.&lt;br /&gt;
			 &lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p paraeid="{f04e20f6-2a7f-4eec-b905-a377decdee93}{159}" paraid="1817494782"&gt;Since the scholarship was established in 2016 and first awarded in 2017, the Paul Toomey IT Scholarship has helped 14 high-achieving high school seniors in their pursuit of computer-related degrees. Now, a total of 18 scholarships have been awarded! We want to thank everyone who donated to this worthy cause!  &lt;/p&gt;

&lt;p paraeid="{f04e20f6-2a7f-4eec-b905-a377decdee93}{225}" paraid="588874648"&gt;&lt;strong&gt;Congratulations to each of the recipients! And thank you to every employee that donated to help make their dreams a reality! &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;
</description><guid isPermaLink="false">408</guid></item><item><title>GSI Labor Market Forecast: February 2024</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/398/gsi-labor-market-forecast-february-2024</link><category>General,Labor Market Forecast,Labor Market Reporting</category><pubDate>Tue, 05 Mar 2024 14:22:00 GMT</pubDate><description>&lt;p align="center" style="text-align:center; margin-bottom:11px"&gt;&lt;span style="font-size:12px;"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;i&gt;&lt;span style="line-height:107%"&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:#777777"&gt;Geographic Solutions derives its employment forecast and unemployment rate forecast from internal data on the number of job openings/searchers/applications and unemployment applications filed on Geographic Solutions' state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor (USDOL).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:10.0pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:"Arial",sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px;"&gt;&lt;span style="color:#000000;"&gt;Geographic Solutions, Inc. has produced forecasts for the&lt;/span&gt; &lt;strong&gt;&lt;span style="color:#0069a4;"&gt;&lt;em&gt;monthly change in employment&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt; &lt;span style="color:#000000;"&gt;and the&lt;/span&gt; &lt;span style="color:#0069a4;"&gt;&lt;em&gt;&lt;strong&gt;monthly unemployment rate&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;. &lt;span style="color:#000000;"&gt;These are the two most closely watched macroeconomic data series from The Bureau of Labor Statistics' (BLS) monthly surveys that measure labor market trends, The Current Employment Statistics (CES; also known as "the payroll" or "the establishment" survey) and The Current Population Survey (CPS; also known as "the household survey").&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px; text-align: center;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;img alt="February 2024 Forecast Employment +258K Jobs" src="data:image/png;base64,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" style="width:333px; height:210px" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span arial=""&gt;&lt;span style="color:black"&gt;GEOGRAPHIC SOLUTIONS PREDICTS:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="color:#000000;"&gt;Jobs are predicted to&lt;/span&gt; &lt;span style="color:#27ae60;"&gt;&lt;strong&gt;increase in February by 258,000&lt;/strong&gt;&lt;/span&gt;&lt;span style="color:#000000;"&gt;, in keeping with the strengthening trend seen since October last year.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="color:#000000;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span arial=""&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:12pt"&gt;&lt;span new="" roman="" style="font-family:" times=""&gt;&lt;span style="font-size:11.0pt"&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:black"&gt;&lt;img alt="Monthly Change in U.S. Employment Line Chart" 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" style="width:624px; height:446px" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:11.0pt"&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;span style="font-size:12px;"&gt;&lt;span new="" roman="" style="font-family:" times=""&gt;&lt;i&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:black"&gt;The Chart shows shaded ranges that represent 80% and 90% probabilities of the actual employment result.&lt;br /&gt;
Geographic Solutions' employment forecast is represented by the horizontal blue line to the right.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;span style="font-size:12px;"&gt;&lt;span new="" roman="" style="font-family:" times=""&gt;&lt;i&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:18px;"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span arial=""&gt;&lt;span style="color:black"&gt;In Comparison:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="color:#000000;"&gt;Job Creation in the 1st quarters since 2021 has outperformed other quarters. January’s strong result of 353,000 indicate that is continuing in 2024.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px; margin-left: 280px;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:black"&gt;&lt;img alt="February 2024 Forecast Unemployment Rate +0.1%" 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style="width:332px; height:210px" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:12pt"&gt;&lt;span new="" roman="" style="font-family:" times=""&gt;&lt;b&gt;&lt;span style="font-size:11.0pt"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:12pt"&gt;&lt;span new="" roman="" style="font-family:" times=""&gt;&lt;span style="color:#000000;"&gt;&lt;span style="font-size:18px;"&gt;&lt;b&gt;GEOGRAPHIC SOLUTIONS PREDICTS:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:11.0pt"&gt;&lt;span style="font-size:18px;"&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style="color:#000000;"&gt;The unemployment rate will&lt;/span&gt; &lt;span style="color:#2ecc71;"&gt;&lt;b&gt;increase to 3.8%&lt;/b&gt;&lt;/span&gt; &lt;span style="color:#000000;"&gt;for February, which is slightly higher than the 3.7% we saw in January. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:12pt"&gt;&lt;span new="" roman="" style="font-family:" times=""&gt;&lt;span style="font-size:11.0pt"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px; margin-left: 200px;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;img alt="Monthly U.S. Unemployment Rate Line Chart" src="data:image/png;base64,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" style="width:622px; height:445px" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:10.0pt"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center; margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px; text-align: center;"&gt;&lt;span style="color:#000000;"&gt;&lt;em&gt;&lt;span style="font-size:12px;"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;This chart shows shaded ranges that represent 80% and 90% probabilities of the actual unemployment rate result.&lt;br /&gt;
Geographic Solutions' unemployment rate forecast is represented by the horizontal blue line to the right.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px; text-align: center;"&gt;&lt;span style="color:#000000;"&gt;&lt;em&gt;&lt;span style="font-size:12px;"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px; text-align: center;"&gt;&lt;span style="color:#000000;"&gt;&lt;em&gt;&lt;span style="font-size:12px;"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px; text-align: center;"&gt;&lt;span style="color:#000000;"&gt;On Friday, March 8th, The Bureau of Labor Statistics (BLS) will release their two monthly surveys,&lt;br /&gt;
The Current Employment Statistics (CES) survey and The Current Population Survey (CPS).&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 11px; text-align: center;"&gt;&lt;span style="color:#000000;"&gt;After the release of the report, Geographic Solutions will post a full analysis of the results.&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center; margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;img alt="Meet our Economist Phillip Sprehe " 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" 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</description><guid isPermaLink="false">398</guid></item><item><title>GSI Labor Market Forecast for August 2023</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/364/gsi-labor-market-forecast-for-august-2023</link><category>General,Labor Market Forecast</category><pubDate>Mon, 28 Aug 2023 15:25:00 GMT</pubDate><description>&lt;p&gt;The Bureau of Labor Statistics (BLS) will release its monthly Current Employment Statistics (CES) and Current Population Survey (CPS) report for August 2023 on Friday, September 1st. Geographic Solutions, Inc. has produced forecasts of the two most closely watched macroeconomic data series from the report: the monthly change in employment and the monthly unemployment rate. &lt;/p&gt;

&lt;p&gt;As seen in the chart below, jobs are predicted to increase in August by 180,000. Geographic Solutions derives its employment forecast from internal data on the number of job applications and job severances filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor (USDOL). &lt;br /&gt;
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&lt;p style="text-align: center;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;img alt="Monthly Change in U.S. Employment Line Graph" id="_x0000_i1026" src="data:image/png;base64,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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;Portrayed in the chart below is the 3.5% unemployment rate that Geographic Solutions forecasts for August, maintaining its July rate. The unemployment rate forecast uses internal data on the number of job openings, job applicatiobs, job severances, and unemployment applications filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor.&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;img alt="U.S. Unemployment Rate Forecast Graph" id="Picture_x0020_1" 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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; After the release of the report, Geographic Solutions will post a full analysis of the results.&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description><guid isPermaLink="false">364</guid></item><item><title>GSI Labor Market Forecast: July 2023</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/360/gsi-labor-market-forecast-july-2023</link><category>General,Labor Market Forecast</category><pubDate>Wed, 02 Aug 2023 15:40:00 GMT</pubDate><description>&lt;p&gt;The Bureau of Labor Statistics (BLS) will release its monthly Current Employment Statistics (CES) and Current Population Survey (CPS) report for July 2023 on Friday, August 4th. Geographic Solutions, Inc. has produced forecasts of the two most closely watched macroeconomic data series from the report: the monthly change in employment and the monthly unemployment rate. &lt;/p&gt;

&lt;p&gt;As seen in the chart below, jobs are predicted to increase in July by 244,000. Geographic Solutions derives its employment forecast from internal data on the number of job openings, job applications, job severances, and unemployment applications filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor (USDOL). &lt;br /&gt;
 &lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;img alt="Monthly Change in U.S. Employment Line Graph" id="Picture_x0020_1" src="data:image/png;base64,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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;Portrayed in the chart below is the 3.5% unemployment rate that Geographic Solutions forecasts for July, down 0.1% from its June rate. The unemployment rate forecast uses internal data on the number of job openings, job severances, and unemployment applications filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor.&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;img alt="U.S. Unemployment Rate Line Graph" id="Picture_x0020_3" src="data:image/png;base64,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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt; After the release of the report, Geographic Solutions will post a full analysis of the results.&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;
</description><guid isPermaLink="false">360</guid></item><item><title>A Tale of Two Surveys in May</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/353/GSI-LMI-Commentary-May-2023</link><category>Bureau of Labor and Statistics,General,Labor Market Reporting</category><pubDate>Fri, 02 Jun 2023 17:07:00 GMT</pubDate><description>&lt;p&gt;The Bureau of Labor Statistics (BLS) released its monthly Current Employment Statistics (CES) report and Current Population Survey (CPS) for May 2023 on Friday, June 2nd. The monthly change in employment given by the CES and the unemployment rate from the CPS are seen as the standard gauges for assessing the health of the U.S. labor market. &lt;/p&gt;

&lt;p&gt;&lt;img alt="Monthly Change in U.S. Employment Bar Graph" src="/Portals/0/LiveBlog/Labor Market Reports/May 2023/Monthly%20Change%20in%20US%20Employment.png?ver=Z2YjEzdG9-6S-QlgkiGdMQ%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Employment in the U.S. rose by 339,000 jobs. The job results were significantly above the Geographic Solutions, Inc. forecast of 189,000 which was virtually tied with the WSJ estimate of 190,000. May’s unexpectedly strong results are compounded by the upward revisions in March and April that totaled 93,000 more jobs than reported last month. Geographic Solutions, Inc. derives its employment forecast from internal data on the number of job counts and job severances filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor (USDOL).&lt;/p&gt;

&lt;p&gt;&lt;img alt="Monthly Change in U.S. Employment Line Graph" src="/Portals/0/LiveBlog/Labor Market Reports/May 2023/Monthly%20Change%20in%20US%20Employment_2.png?ver=HIWCNEMlim__uRQXAABH7Q%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;The unemployment rate surged to 3.7%. The Geographic Solutions, Inc. and WSJ forecasts had anticipated an uptick to 3.5%. The unemployment rate forecast uses internal data on the number of job openings and gross job posts on Geographic Solutions state client sites.&lt;/p&gt;

&lt;p&gt;&lt;img alt="Monthly U.S. Unemployment Rate Graph" src="/Portals/0/LiveBlog/Labor Market Reports/May 2023/Monthly%20US%20Unemployment%20Rate.png?ver=Z2YjEzdG9-6S-QlgkiGdMQ%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Job creation was strongest in Education &amp; Health Services (97,000). Professional &amp; Business Services, Government and Leisure &amp; Hospitality sectors were the other major contributors to employment. Manufacturing was flat, and Information was the only major sector to experience notable job loss. &lt;/p&gt;

&lt;p&gt;&lt;img alt="May 2023 Employment by Industry " src="/Portals/0/LiveBlog/Labor Market Reports/May 2023/May%202023%20Employment%20By%20Industry.png?ver=4YVan01-B5z21kal_FmjNQ%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Leisure &amp; Hospitality and Government are the only major sectors to remain below their pre-pandemic employment levels.&lt;/p&gt;

&lt;p&gt;&lt;img alt="U.S. Employment by Sector as a Percent of its pre-Pandemic Level Graph" src="/Portals/0/LiveBlog/Labor Market Reports/May 2023/US%20Employment%20by%20Sector%20as%20a%20Percentage%20of%20its%20pre-Pandemic%20Level.png?ver=EoWXvcIYlcTxF-9pVn6TJg%3d%3d" style="width: 624px; height: 392px;" /&gt;&lt;/p&gt;

&lt;p&gt;Labor force participation maintained its 62.6% rate from the previous two months. The more expansive U-6 unemployment rate counts discouraged workers who are no longer actively seeking work (and therefore no longer in the labor force) and those that have settled for part-time employment but desire a full-time job. This measure of unemployment increased to 6.7%. &lt;/p&gt;

&lt;p&gt;&lt;img alt="U.S. Unemployment Rates and Labor Force Participation Rate Graph" src="/Portals/0/LiveBlog/Labor Market Reports/May 2023/US%20Unemployment%20Rates%20and%20Labor%20Force%20Participation%20Rate.png?ver=HIWCNEMlim__uRQXAABH7Q%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;The May employment report revealed that payroll jobs continue to grow at a brisk pace, despite the fears of a slowdown as the Federal Reserve tackles inflation. However, the rising unemployment rate from the Household Survey makes labor market conditions less clear. Looking forward, June’s employment report will probably not tell us much because of the standoff over raising the federal debt ceiling between Congress and the Whitehouse. Although a default appears to have been averted, many companies may have made contingency plans after May 12th (when the June survey period starts) which involve a slowdown in hiring. July should reveal more about the resilience of the labor market heading into the 2nd half of 2023. &lt;/p&gt;
</description><guid isPermaLink="false">353</guid></item><item><title>GSI Labor Market Forecast: May 2023</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/352/gsi-labor-market-forecast-may-2023</link><category>General,Labor Market Forecast</category><pubDate>Wed, 31 May 2023 17:17:00 GMT</pubDate><description>&lt;p&gt;The Bureau of Labor Statistics (BLS) will release its monthly Current Employment Statistics (CES) and Current Population Survey (CPS) report for May 2023 on Friday, June 2nd. Geographic Solutions, Inc. has produced forecasts of the two most closely watched macroeconomic data series from the report: the monthly change in employment and the monthly unemployment rate. &lt;/p&gt;

&lt;p&gt;Geographic Solutions’ data is signaling further softening in the number of new jobs in May.  As seen in the chart below, jobs are predicted to increase in May by 189,000. Geographic Solutions derives its employment forecast from internal data on the number of job counts and job severances filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor (USDOL). &lt;br /&gt;
&lt;img alt="Monthly Change in U.S. Employment Line Graph" src="/Portals/0/LiveBlog/Labor Market Forecasts/May 2023/Monthly%20Change%20in%20US%20Employment.png?ver=pVrbP2wiAcm_RJamCjT6AA%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Portrayed in the chart below is the 3.5% unemployment rate that Geographic Solutions forecasts for May, up 0.1% from its April rate. The unemployment rate forecast uses internal data on the number of job openings and gross job posts on Geographic Solutions state client sites. &lt;/p&gt;

&lt;p&gt;&lt;img alt="U.S. Unemployment Rate Line Graph" src="/Portals/0/LiveBlog/Labor Market Forecasts/May 2023/US%20Unemployment%20Rate.png?ver=pVrbP2wiAcm_RJamCjT6AA%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt; After the release of the report, Geographic Solutions will post a full analysis of the results.&lt;/p&gt;
</description><guid isPermaLink="false">352</guid></item><item><title>Employment Steadily Expands in April</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/350/employment-steadily-expands-in-april</link><category>General,Labor Market Information,Labor Market Reporting</category><pubDate>Mon, 08 May 2023 17:22:00 GMT</pubDate><description>&lt;p&gt;The Bureau of Labor Statistics (BLS) released its monthly Current Employment Statistics (CES) report and Current Population Survey (CPS) for April 2023 on Friday, May 5th. The monthly change in employment given by the CES and the unemployment rate from the CPS are seen as the standard gauges for assessing the health of the U.S. labor market. &lt;/p&gt;

&lt;p&gt;&lt;img alt="Monthly Change in U.S. Employment Bar Graph" src="/Portals/0/LiveBlog/Labor Market Reports/April 2023/Monthy%20Change%20in%20US%20Employment.png?ver=tcaqvGI4ZsHgTbMZDIy_jw%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Employment in the U.S. rose by 253,000 jobs. The job results were above the Geographic Solutions, Inc. forecast of 212,000. The forecast outperformed the WSJ estimate of 180,000. April’s unexpectedly strong results are the second disruption to the slowing trend we have seen in hiring, since July 2022. Geographic Solutions, Inc. derives its employment forecast from internal data on the number of job counts and gross posts filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor (USDOL).&lt;/p&gt;

&lt;p&gt;&lt;img alt="Monthly Change in U.S. Employment Line Graph" src="/Portals/0/LiveBlog/Labor Market Reports/April 2023/Monthy%20Change%20in%20US%20Employment_2.png?ver=hxGp-ntW7wGwGcvXyftoYA%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;The unemployment rate declined to 3.4%, tying a 50-year low. The Geographic Solutions forecast had anticipated an uptick to 3.6%. The unemployment rate forecast uses internal data on the number of job openings, unemployment applications, and job severances on Geographic Solutions state client sites. The forecast uses unemployment claims data from the USDOL.&lt;/p&gt;

&lt;p&gt;&lt;img alt="Monthly U.S. Unemployment Rate Graph" src="/Portals/0/LiveBlog/Labor Market Reports/April 2023/Monthy%20US%20Unemployment%20Rate.png?ver=O4X9WEKH83cN77j8uBi-vQ%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Job creation was strongest in Education &amp; Health Services (77,000). Leisure &amp; Hospitality, Professional &amp; Business Services, and the Government sectors were the other major contributors to employment. All industries saw at least some positive job growth.&lt;/p&gt;

&lt;p&gt;&lt;img alt="April 2023 Employment by Industry " src="/Portals/0/LiveBlog/Labor Market Reports/April 2023/April%202023%20Employment%20by%20Industry.png?ver=auLdXpWUQwegWd7LLUNVxg%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Leisure &amp; Hospitality and Government are the only major sectors to remain below their pre-pandemic employment levels.&lt;/p&gt;

&lt;p&gt;&lt;img alt="U.S. Employment by Sector as a Percent of its pre-Pandemic Level Graph" src="/Portals/0/LiveBlog/Labor Market Reports/April 2023/US%20Employment%20by%20Sector%20as%20a%20Percentage%20of%20its%20pre-Pandemic%20Level.png?ver=vHkyEdQQVWeaCM71sLMctw%3d%3d" style="width: 624px; height: 399px;" /&gt;&lt;/p&gt;

&lt;p&gt;Labor force participation maintained its 62.6% rate from the previous month. The more expansive U-6 unemployment rate counts discouraged workers who are no longer actively seeking work (and therefore no longer in the labor force) and those that have settled for part-time employment but desire a full-time job. This measure of unemployment declined to 6.6%. &lt;/p&gt;

&lt;p&gt;&lt;img alt="U.S. Unemployment Rates and Labor Force Participation Rate Graph" src="/Portals/0/LiveBlog/Labor Market Reports/April 2023/US%20Unemployment%20Rates%20and%20Labor%20Force%20Participation%20Rate.png?ver=T3uEMtxwgSYn-mXhVa_KyQ%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;The April employment report is a great sign that the labor market is steadily adding jobs in the face of interest rate increases by the Federal Reserve, even though revisions decreased new job creation by a combined 149,000 in February and March. Additionally, April shows the fallout of the regional bank failures in March which do not seem to have had a dramatic impact. The possibility of avoiding a sustained period of job loss is still a challenge but appears somewhat more feasible after April’s performance. &lt;/p&gt;
</description><guid isPermaLink="false">350</guid></item><item><title>The Next Generation of Computer Science: Paul Toomey IT Scholarship Recipients</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/348/the-next-generation-of-computer-science-paul-toomey-it-scholarship-recipients</link><category>Company News,General</category><pubDate>Mon, 01 May 2023 17:50:00 GMT</pubDate><description>&lt;p&gt;Each year, money is generously donated by our GSI employees to fund the Paul Toomey IT Scholarship. The amount is then matched by our company Founder and President Paul Toomey himself. With the money being collected through the end of November 2022, we sent out the call for applications early this year. The application process was open to children of Geographic Solutions employees, as well as all Hillsborough, Pasco and Pinellas County seniors. This year enough money was raised to award 4 scholarships – more than ever before! Each scholarship recipient received $3,400 which they can use towards credit hours, housing, or curriculum supplies.&lt;/p&gt;

&lt;p&gt;Criteria for the scholarship included the demonstration of above-average achievement and motivation towards advancing his/her education in a computer-related field, outstanding service to their school and the community, involvement in extracurricular events, and admirable character. Each applicant was also required to submit an essay detailing what influenced them to pursue a computer-related field of study.&lt;/p&gt;

&lt;p&gt;This year we received 22 applications. The GSI scholarship committee reviewed these applications thoroughly and chose the 4 students that best represented the criteria and Geographic Solutions' values. &lt;/p&gt;

&lt;h2&gt;&lt;strong&gt;The four recipients of the 2023 Paul Toomey IT Scholarship are: &lt;/strong&gt;&lt;/h2&gt;

&lt;table border="0" cellpadding="0" cellspacing="0" style="width:100%;"&gt;
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			&lt;h3&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span arial="" style="font-family:"&gt;&lt;span style="color:#343332"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
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			&lt;td&gt;&lt;img alt="Arossa Adhikary" src="/Portals/0/LiveBlog/2023%20Scholarship%20Recipients/Arossa%20Adhikary%20Blog.png?ver=XbtbxXBn15rXYkG1BSufBg%3d%3d" style="margin-left: 10px; margin-right: 10px; float: left; width: 200px; height: 270px;" /&gt;&lt;b style="font-family: Calibri, sans-serif; font-size: 11pt; color: rgb(0, 0, 0);"&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span tahoma=""&gt;Arossa Adhikary – Land O'Lakes, FL&lt;/span&gt;&lt;/span&gt;&lt;/b&gt; Arossa is graduating from Land O’Lakes high school where she was involved in student government, Future Business Leaders of America and Kode with Klossy, a coding organization for young women and non-binary individuals. After college, Arossa plans to work for the government in cybersecurity or computer science combining her desire to serve the public with her love of technology. &lt;br /&gt;
			&lt;br /&gt;
			&lt;br /&gt;
			&lt;br /&gt;
			 &lt;/td&gt;
			&lt;td&gt; &lt;/td&gt;
			&lt;td&gt;&lt;img alt="Michael See " src="/Portals/0/LiveBlog/2023%20Scholarship%20Recipients/Michael%20See%20Blog.png?ver=XbtbxXBn15rXYkG1BSufBg%3d%3d" style="margin-left: 10px; margin-right: 10px; float: left; width: 200px; height: 270px;" /&gt;&lt;span style="color:#000000;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="font-family:" tahoma=""&gt;Michael See – Palm Harbor, FL&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
			Michael spent his high school career involved in many different clubs and organizations including founding East Lake High School’s Artificial Intelligence Club and the Drone club. Michael placed 1st in the People's Choice Awards' Robofest Online World Championship. His entry was an AI-based hand-controlled landing system for a medical delivery drone that navigates natural disasters. He plans to attend the University of Georgia’s Computer Systems Engineering program.&lt;br /&gt;
			&lt;br /&gt;
			 &lt;/td&gt;
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			&lt;td&gt;&lt;img alt="Evan Vargas" src="/Portals/0/LiveBlog/2023%20Scholarship%20Recipients/Evan%20Vargas%20Blog%20.png?ver=wMzlN5U5OpoUcScZ44Ooiw%3d%3d" style="margin-left: 10px; margin-right: 10px; float: left; width: 200px; height: 270px;" /&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="font-family:" tahoma=""&gt;&lt;span style="color:black"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="font-family:" tahoma=""&gt;&lt;span style="color:black"&gt;Evan Vargas – Tampa, FL&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
			Evan was the president of the STEM club at Tampa Catholic High School and also played on the Varisty Hockey team. Additionally, he spent many hours volunteering for various organizations throughout high school and was inducted into 8 different honor societies. Evan plans to attend the University of South Florida and pursue his dream of being a robotics engineer. Evan's dad Danny Vargas Jr. works here at Geographic Solutions as a Team Lead for the WF Interfaces Team.&lt;br /&gt;
			&lt;br /&gt;
			 &lt;/td&gt;
			&lt;td&gt; &lt;/td&gt;
			&lt;td&gt;&lt;img alt="Allen Ho" src="/Portals/0/LiveBlog/2023%20Scholarship%20Recipients/Allen%20Ho%20Blog.png?ver=8ZENMUuqjDCZk3p4BAOsYw%3d%3d" style="margin-left: 10px; margin-right: 10px; float: left; width: 200px; height: 270px;" /&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;b&gt;&lt;span style="font-size:13.5pt"&gt;&lt;span style="font-family:" tahoma=""&gt;&lt;span style="color:black"&gt;Allen Ho – Land O’Lakes, FL&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
			Allen has an impressive background, interning for the United States Campaign for Burma and also started his own successful business, RePho, repairing smartphones, tablets and laptops.  Allen plans to attend Massachusetts Institute of Technology with hopes of starting his own sustainable consumer electronics engineering company in the future. &lt;br /&gt;
			&lt;br /&gt;
			&lt;br /&gt;
			&lt;br /&gt;
			 &lt;/td&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Congratulations to each of the recipients! And thank you to each and every employee that donated to help make their dreams a reality!&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt; &lt;/p&gt;
</description><guid isPermaLink="false">348</guid></item><item><title>Paving The Way For Reemployment</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/314/paving-the-way-for-reemployment</link><category>Career Pathways,Education,Employment Statistics,General,Reemployment,Workforce Development</category><pubDate>Tue, 23 Aug 2022 14:33:52 GMT</pubDate><description>&lt;p&gt;Did you know that the employment rates in many of Connecticut’s industries are higher now than they were before the start of the Covid-19 pandemic? According to Patrick Flaherty, Director of the Office of Research at the Connecticut Department of Labor, &lt;a href="https://www1.ctdol.state.ct.us/lmi/laborsit.asp"&gt;job growth has been consistent in 2022&lt;/a&gt; and the unemployment rate is down to its early 2019 level.&lt;/p&gt;

&lt;p&gt;This upswing in job growth can be partly attributed to the state’s Jobs First Employment Services Program, or JFES. Each year since 2018, thousands of participants are referred to &lt;a href="https://www.workforcealliance.biz/jobs-first-employment-services/"&gt;American Job Centers&lt;/a&gt; in cities throughout the region.&lt;/p&gt;

&lt;p&gt;The JFES program’s goal is to provide employment services to families receiving &lt;a href="https://www.geographicsolutions.com/TANF"&gt;Temporary Assistance to Needy Families (TANF)&lt;/a&gt; and help parents gain skills to obtain employment. The program gauges success on several elements, including:&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;Freedom from cash assistance within the 21-month program time limit&lt;/li&gt;
	&lt;li&gt;Continuous employment and independent from assistance&lt;/li&gt;
	&lt;li&gt;Increase in basic and occupational skills, job coaching, and work experience&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;To be eligible for JFES, an individual must be receiving Temporary Family Assistance (TFA). Weekly participation of approximately 20 hours of employment activities is required for any person with children under the age of six, while persons with children over the age of six must participate in 30 hours.&lt;/p&gt;

&lt;p&gt;Thanks to added flexibility in participation requirements, if participants perform at least 50% of their required hours, their TFA benefits will not be taken away. CTDOL partners with the Connecticut Council of Family Service Agencies (CCFSA) to aid JFES clients who struggle meeting their participation requirements through intervention and removal services.&lt;/p&gt;

&lt;p&gt;“The CTDOL partners with other state agencies and community partners to deliver the JFES program,” said Acting Director of WIOA Administration, Erica Tew during a recent &lt;a href="https://go.geographicsolutions.com/connecticutpathwaysvideo"&gt;Pathways to Employment&lt;/a&gt; webinar. “The Connecticut Department of Social Services (CTDSS) is the agency that administers the benefits, and [partners with] the five workforce development boards that oversee the Employment and Training and case management programs.”&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Operating in Covid Times&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;b&gt;&lt;/b&gt;During the pandemic, the program was suspended, but virtual services were offered to customers. According to Tew, “on average, nearly half of our caseload continued to participate during this time.” In July 2021, the program was reopened and CTDSS referrals were accepted again, but with dramatic changes to the foundational rules of the program.&lt;/p&gt;

&lt;p&gt;“We have made many changes to the JFES program over the course of the past 13 months to make it easier for clients to participate,” said JFES Unit Director, Mike Bartley. “About 33% of JFES participants performed work and have overcome significant barriers to employment.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;How Do Participants Arrive at the JFES program?&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;b&gt;&lt;/b&gt;The CTDOL partners with state agencies and communities to deliver the JFES program. Unlike other workforce programs, participants can’t join the program simply by walking into an American Job Center. Those taking part in the program must be referred by a state agency and receiving TFA.&lt;/p&gt;

&lt;p&gt;“It’s similar to the Supplemental Nutrition Assistance Program Employment and Training where persons receiving a particular benefit have to participate in some type of employment and training activity for a certain number of hours per week,” said Tew.&lt;/p&gt;

&lt;p&gt;The most common referral path happens when a participant applies for benefits through the DSS. Case managers assess each applicant and refer them to their region’s JFES program orientation.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Program Innovations&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Over the last few years, the JFES program has relied on several innovations to succeed.&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;&lt;strong&gt;Family Centered Coaching&lt;/strong&gt;: This is an approach that helps case managers engage with the whole family, rather than just the individual participants. It takes into account that one approach does not fit all families, considering that families may address challenges in different ways. It helps to create customized solutions for each family. &lt;/li&gt;
	&lt;li&gt;&lt;strong&gt;Financial Literacy&lt;/strong&gt;: The second innovation was established with the Connecticut Association for human services, or CAHS, which provides financial literacy education classes. These sessions are provided to the public by a network of volunteers who have worked in the financial services industry. And these workshops denote the first introduction to the concept of saving and budgeting for many clients. &lt;/li&gt;
	&lt;li&gt;&lt;strong&gt;Refugee Resettlement&lt;/strong&gt;: In addition, a pilot program was launched that partners with Workforce Alliance and the Refugee Resettlement Agency. JFES case managers are embedded within families to address some of the historical issues that refugees have had in connecting to our jobs first program. Originally, multiple organizations helped the refugee and there tended to be miscommunication between them all. Placing a JFES case manager at the refugee resettlement agency has helped to cut out miscommunication and make the clients feel safe and comfortable while trying to transition into getting employment support and services.&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&lt;strong&gt;Inspiring success stories&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;b&gt;&lt;/b&gt;Geographic Solutions supports the efforts of the Connecticut Department of Labor as they provide employment services to people. Their work encourages skills gain in the name of employment, lays the groundwork financial independence. See inspirational JFES success stories by &lt;a href="https://trainingvideos.geosolinc.com/Marketing/Jobs_First_Employment_Services_%28JFES%29_SFY19_Annual_Report.mp4"&gt;clicking here&lt;/a&gt;.&lt;/p&gt;
</description><guid isPermaLink="false">314</guid></item><item><title>A Fair Chance at Reentry: The Case for Employers to Consider Second Chance Hiring Practices</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/309/a-fair-chance-at-reentry-the-case-for-employers-to-consider-second-chance-hiring-practices</link><category>Calendar Observances,General,Reentry Employment Opportunity</category><pubDate>Mon, 11 Apr 2022 12:44:00 GMT</pubDate><description>&lt;p&gt;A record of involvement with the criminal justice system in the United States can pose significant barriers to employment, housing, education, and other things necessary for a productive, stable life. It also carries a widespread social stigma. All of this contributes to a ‘second prison,’ essentially &lt;a href="https://scholar.harvard.edu/files/brucewestern/files/westernpettit10.pdf"&gt;sentencing affected individuals and their families to a life of poverty&lt;/a&gt;, and creating favorable conditions for the individual to return to criminal activity. And in some cases, these instances of recidivism trickle into the next generation.&lt;/p&gt;

&lt;p&gt;Justice-involved individuals who establish employment and self-sufficiency are less likely to recidivate. According to research published by the &lt;a href="https://www.naco.org/sites/default/files/documents/Second Chances%2C Safer Counties_Full Report.pdf"&gt;National Association of Counties&lt;/a&gt;, employment has a positive effect on individuals released from incarceration by providing a source of income, transferable skills and experience, a defined routine, and a stable environment. It also creates a stronger bond for individuals within their communities.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;More Common Than You Think&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Nearly &lt;a href="https://www.ncsl.org/research/civil-and-criminal-justice/criminal-records-and-reentry.aspx#:~:text=Overview%20Approximately%2077%20million%20Americans%2C%20or%201%20in,jobs%2C%20occupational%20licensing%2C%20housing%2C%20and%20higher%20education%20opportunities."&gt;1 in 3 Americans&lt;/a&gt; has some sort of criminal record – obviously to varying degrees of severity – all of which carry a certain level of stigma. Approximately &lt;a href="https://aspe.hhs.gov/topics/human-services/incarceration-reentry-0"&gt;600,000 inmates are released&lt;/a&gt; from state and federal prisons each year, with millions more from county jails. It is in the best interest of the United States to provide these people with a fair chance at obtaining the employment for which they are best qualified — both for &lt;a href="https://www.tandfonline.com/doi/abs/10.1080/07418825.2010.498383?journalCode=rjqy20#preview"&gt;public safety&lt;/a&gt; and for the &lt;a href="https://www.naco.org/sites/default/files/documents/Second Chances%2C Safer Counties_Full Report.pdf"&gt;fiscal health of the nation&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;Collectively, &lt;a href="https://www.vera.org/publications/price-of-prisons-2015-state-spending-trends/price-of-prisons-2015-state-spending-trends/price-of-prisons-2015-state-spending-trends-prison-spending"&gt;state governments spend billions&lt;/a&gt; annually to house and provide for inmate populations, averaging an annual cost of $25,000 to $30,000 per individual. The average &lt;a href="https://www.federalregister.gov/documents/2021/09/01/2021-18800/annual-determination-of-average-cost-of-incarceration-fee-coif"&gt;cost of incarceration for a federal inmate is $39,158&lt;/a&gt;. Combined with the loss of revenue due to these individuals not earning income on which they pay taxes, the financial strain becomes apparent, and the need for a fair chance to reenter the labor market is clear.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;What’s Being Done&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The &lt;a href="https://nationalreentryresourcecenter.org/second-chance-act"&gt;Second Chance Act&lt;/a&gt; was signed into law in 2008 to provide federal grants in support of government and nonprofit programs geared towards reducing instances of recidivism and improving the reentry experience for justice-involved individuals. And, the more recent addition of Fair Chance laws enacted at the municipal, county, or state level further these efforts by levelling the playing field for applicants.&lt;/p&gt;

&lt;p&gt;To date, &lt;a href="https://www.nelp.org/publication/ban-the-box-fair-chance-hiring-state-and-local-guide/"&gt;37 states, including California, Louisiana, and Pennsylvania, and approx. 150 cities and counties&lt;/a&gt; across the United States have adopted Fair Chance or ‘Ban The Box’ policies that stipulate the removal of conviction and arrest history questions from job applications. The policies also delay background checks until later in the hiring process. Policies of this nature oblige employers to consider an applicant’s qualifications without the &lt;a href="https://s27147.pcdn.co/wp-content/uploads/Fair-Chance-Ban-the-Box-Research.pdf"&gt;stigma of a conviction on record&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;The &lt;a href="https://www.nelp.org/publication/ban-the-box-fair-chance-hiring-state-and-local-guide/"&gt;National Employment Law Project&lt;/a&gt; highlighted a study that shows hiring discrimination is likely to occur during the &lt;a href="https://s27147.pcdn.co/wp-content/uploads/Fair-Chance-Ban-the-Box-Research.pdf"&gt;application review&lt;/a&gt;, and the negative effect of carrying a criminal record was reduced by &lt;a href="https://www.eeoc.gov/meetings/meeting-november-20-2008-employment-discrimination-faced-individuals-arrest-and-conviction/pager"&gt;almost 15 percent&lt;/a&gt; when the employer experienced personal contact with the justice-involved applicant. In a &lt;a href="https://socialinnovation.usc.edu/wp-content/uploads/2021/01/Fair-Chance-Legislation-Impact-Literature-Review_-USC-X-LU.pdf"&gt;2021 Literature Review&lt;/a&gt; from the Sol Price Center for Social Innovation at the University of Southern California, the authors found that Fair Chance hiring laws have been successful in increasing the number of justice-involved new hires by reducing criminal stigmatization from the initial recruiting process.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Benefits For Everyone&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The individual isn’t the only one to benefit from second chance hiring practices. Data company &lt;a href="https://www.cnbc.com/2014/02/12/inside-the-wacky-world-of-weird-data-whats-getting-crunched.html"&gt;Evolv calculates&lt;/a&gt; that justice-involved individuals are 1 to 1.5 percent more productive than employees without the same kind of history; and a 2018 study from the &lt;a href="https://papers.ssrn.com/sol3/papers.cfm?abstract_id=2851951"&gt;IZA Journal of Labor Policy&lt;/a&gt; found second chance hires have a longer tenure and are less likely to quit their job. The &lt;a href="https://secondchancebusinesscoalition.org/why-it-matters"&gt;Second Chance Business Coalition&lt;/a&gt; reports that 82 percent of managers and 67 percent of HR professionals value what second chance employees bring to their organization -- as high as, or higher than, that of workers without records.&lt;/p&gt;

&lt;p&gt;Employers are discovering a previously ignored pool of qualified talent by offering opportunities to those with a record. In 2012, CEO of Red Restaurant Group &lt;a href="https://s27147.pcdn.co/wp-content/uploads/Fair-Chance-Ban-the-Box-Research.pdf"&gt;Brad Friedlander&lt;/a&gt; said, “In my experience, people with criminal records are often model employees. They are frequently the most dedicated and conscientious. A lot of doors are shut to them, so when someone gives them an opportunity, they make the most of it.”&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Marking April as Second Chance Month&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;In 2017, &lt;a href="https://www.prisonfellowship.org/about/justicereform/second-chance-month/"&gt;Prison Fellowship&lt;/a&gt;, the nation's largest nonprofit serving prisoners, former prisoners, and their families, and an advocate for justice reform, founded &lt;a href="https://www.geographicsolutions.com/blog/second-chance-month-promotes-safe-successful-return-offenders-workforce"&gt;Second Chance Month®&lt;/a&gt; in an effort to raise awareness, improve perceptions of people with a criminal record, foster second-chance opportunities, and drive momentum for policy change.&lt;/p&gt;

&lt;p&gt;To further support second chance hiring practices and provide a secure way for justice-involved individuals to engage in job search activity, Geographic Solutions developed Virtual OneStop Reentry Employment Opportunities (Virtual OneStop REO® or VOS REO). This system offers a secure environment for pre-parole individuals to line up employment prior to release, as well as make use of resources key to establishing stability in their lives. VOS REO also highlights employers and jobs that are identified as ‘offender-friendly’ and second-chance jobs. The system also seamlessly transitions the individual’s account, resource registration, and job search history to the state's workforce system.&lt;/p&gt;

&lt;p&gt;If you would like to learn more regarding the unique features offered by this one-of-a-kind solution, please visit our &lt;a href="https://www.geographicsolutions.com/VOSREO"&gt;VOS REO webpage&lt;/a&gt;.&lt;/p&gt;
</description><guid isPermaLink="false">309</guid></item><item><title>Leaving a Legacy that Works: Honoring the Contributions of Frances Perkins</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/308/leaving-a-legacy-that-works-honoring-the-contributions-of-frances-perkins</link><category>Calendar Observances,General</category><pubDate>Tue, 08 Mar 2022 14:59:00 GMT</pubDate><description>&lt;p&gt;The &lt;a href="https://www.dol.gov/general/aboutdol/history/perkins"&gt;first woman to ever serve in a cabinet position in the United States&lt;/a&gt; was also the longest serving:  Frances Perkins, appointed U.S. Secretary of Labor under President Franklin D. Roosevelt. As we celebrate &lt;a href="https://www.internationalwomensday.com/"&gt;International Women’s Day&lt;/a&gt; and &lt;a href="https://womenshistorymonth.gov/"&gt;Women’s History Month&lt;/a&gt;, we salute her lifelong work and honor the legacy she left to the American people. &lt;/p&gt;

&lt;p&gt;Responsible for so many of the elements of our modern work life, when President Roosevelt offered Perkins the position of Secretary of Labor, she gave him &lt;a href="https://francesperkinscenter.org/life-new/"&gt;a list of policy priorities&lt;/a&gt; that included:&lt;/p&gt;

&lt;p&gt;•    Social Security&lt;br /&gt;
•    A 40-hour work week&lt;br /&gt;
•    A minimum wage&lt;br /&gt;
•    Unemployment compensation&lt;br /&gt;
•    Worker’s compensation&lt;br /&gt;
•    Abolition of child labor&lt;br /&gt;
•    Direct federal aid to the states for unemployment relief&lt;br /&gt;
•    A revitalized federal employment service&lt;br /&gt;
•    Universal health insurance&lt;/p&gt;

&lt;p&gt;Within 12 years, Perkins had accomplished eight of her nine policy goals. But her work began many years before her time in Washington, D.C.&lt;/p&gt;

&lt;p&gt;Perkins attended Mount Holyoke College. After visiting the mills along the Connecticut River to observe the working conditions for a class she took her senior year, Perkins, horrified at what she witnessed, later said, “There were absolutely no effective laws that regulated the number of hours they were permitted to work. There were no provisions which guarded their health nor adequately looked after their compensation in case of injury. Those things seemed very wrong.” This experience played a formative role in Perkins’s career as she worked to reform these conditions.&lt;/p&gt;

&lt;p&gt;Further inspiration came when Florence Kelly, then executive secretary to the National Consumers League, came to speak at the local chapter. Of Kelley’s speech, Perkins was quoted as saying it “first opened my mind to the necessity for and the possibility of the work which became my vocation.”&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;A Path of Reform&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Perkins graduated from Mount Holyoke, and what followed was a long and storied career. From a modest beginning as a teacher in Lake Forest, Illinois, &lt;a href="https://en.wikipedia.org/wiki/Frances_Perkins"&gt;Perkins began her social work as a volunteer&lt;/a&gt;, earned a Master’s degree from Columbia University, and, &lt;a href="https://www.fdrlibrary.org/perkins"&gt;after witnessing the tragic Triangle Shirtwaist Co. Factory fire&lt;/a&gt;, began working with the newly created Factory Investigating Commission, empowered to investigate and make legislative recommendations, whose work ultimately resulted in the nation’s most comprehensive set of laws governing workplace health and safety.&lt;/p&gt;

&lt;p&gt;It was former New York Governor Al Smith who first appointed Perkins to public office, a seat on the New York State Industrial Commission. She was the first woman appointed to an administrative position in New York state government, and the highest paid woman to ever hold public office in the United States. Smith was succeeded as governor by Franklin D. Roosevelt who appointed Perkins as New York’s Industrial Commissioner. As she became the most prominent state labor official in New York, she worked with Roosevelt to find ways to stem the rising tide of unemployment within the U.S.&lt;/p&gt;

&lt;p&gt;After &lt;a href="https://www.geographicsolutions.com/blog/honoring-presidential-contributions-that-benefitted-american-workforce"&gt;Roosevelt’s election to the Presidency&lt;/a&gt; in 1932, Frances Perkins began her work on a national scale. Roosevelt endorsed all of her policy priorities, and for the next 12 years she worked to shape and enact the legislation that frames our current working environment.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;A National Legacy&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Along with the &lt;a href="https://francesperkinscenter.org/chronology-2/"&gt;passage of the Social Security Act&lt;/a&gt;, a landmark law establishing old age pensions, unemployment insurance, survivor benefits, Perkins was also instrumental in creating major New Deal jobs programs, the U.S. Employment Service which was revitalized by the &lt;a href="https://www.geographicsolutions.com/blog/the-wagner-peyser-act-of-1933-setting-the-stage-for-a-modern-day-labor-exchange"&gt;Wagner-Peyser Act&lt;/a&gt;, the passage of the Fair Labor Standards Act, the Bureau of Labor Standards, the National Labor Relations Act. She coordinated the effort for U.S. membership to the International Labor Organization, and saved thousands of lives by limiting deportations to Nazi Germany.&lt;/p&gt;

&lt;p&gt;Frances Perkins worked her entire life to improve the conditions of others. When a worker is guaranteed retirement income, protected at work from injury, or provided monetary compensation when laid off from their job, it is the legacy of Frances Perkins holding that worker. &lt;/p&gt;
</description><guid isPermaLink="false">308</guid></item><item><title>GSI Labor Market Forecast: February 2022</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/10/gsi-labor-market-forecast-february-2022</link><category>General</category><pubDate>Tue, 01 Mar 2022 14:01:00 GMT</pubDate><description>&lt;p&gt;The Bureau of Labor Statistics (BLS) will release its monthly Current Employment Statistics (CES) and Current Population Survey (CPS) report for February 2022 on Friday, March 4th. Geographic Solutions, Inc. has produced forecasts of the two most closely watched macroeconomic data series from the report: the monthly change in employment and the monthly unemployment rate.&lt;/p&gt;

&lt;p&gt;January employment came in strong partly due to population revisions in the BLS calculations. As the effects of the Omicron variant ebbed in February, Geographic Solutions indicators are pointing towards the continuation of solid employment growth. However, it is important to keep in mind that employment has been extraordinarily volatile over the last 12 months and has responded differently to the high number of job openings both from Geographic Solutions and the BLS Job Openings and Labor Turnover Survey. As seen in the chart below, jobs are predicted to increase in February by 507,000. Geographic Solutions derives its employment forecast from internal data on the number of job searchers, job applications, job severances, and applications for unemployment benefits filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the U.S. Department of Labor (USDOL).&lt;/p&gt;

&lt;p&gt;&lt;img alt="Monthly Change in U.S. Employment Line Graph" src="https://web.archive.org/web/20220302034822im_/https://www.geographicsolutions.com/Portals/0/Images/Blog/Jobs%20Reports/February%202022%20Forecast/Monthly%20Change%20US%20Employment%202.2022%20Forecast.png?ver=4zJW-8O90BIzIc-rD2w5nA%3d%3d" /&gt;&lt;/p&gt;

&lt;p&gt;&lt;br /&gt;
Portrayed in the chart below is the 3.9% unemployment rate that Geographic Solutions forecasts for February, a decline from the 4.0% rate in January. The unemployment rate forecast uses internal data on the number of job openings, job searchers, job applications, job severances, and the number of applications for unemployment benefits filed on Geographic Solutions state client sites. The forecast uses unemployment claims data from the USDOL.&lt;/p&gt;

&lt;p&gt;&lt;img alt="U.S. Unemployment Rate Line Graph" src="https://web.archive.org/web/20220302034822im_/https://www.geographicsolutions.com/Portals/0/Images/Blog/Jobs%20Reports/February%202022%20Forecast/US%20Unemployment%20Rate%202.2022%20Forecast.png?ver=4zJW-8O90BIzIc-rD2w5nA%3d%3d" /&gt;&lt;/p&gt;

&lt;p&gt;After the release of the report, Geographic Solutions will post a full analysis of the result&lt;/p&gt;
</description><guid isPermaLink="false">10</guid></item><item><title>Cisco Cites Geographic Solutions As Defining Example Of Extraordinary Infrastructure-Scaling Event</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/267/cisco-cites-geographic-solutions-as-defining-example-of-extraordinary-infrastructure-scaling-event</link><category>General,Geographic Solutions, Inc.</category><pubDate>Fri, 04 Feb 2022 14:25:00 GMT</pubDate><description>&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;In their recent blog post, Cisco asks companies, “If you needed to double the capacity of your data center in a matter of weeks, could you do it?”  The short article covers the inevitability of need for scalability with haste, and provides the foundation for how companies can manage. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;Geographic Solutions has served as an example for rapid scalability ever since the global pandemic caused massive unemployment across the USA. Our systems experienced a 5000% increase in traffic during the early days of the COVID-19 economic shutdown. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:11px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;a href="https://blogs.cisco.com/cloud/rapid-scaling-events-preparing-for-the-inevitable" style="color:#0563c1; text-decoration:underline"&gt;Read the steps Cisco suggests&lt;/a&gt; to prepare companies for what they call “an unexpected and urgent ‘scaling event’.”&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description><guid isPermaLink="false">267</guid></item><item><title>16th Annual Workforce Technology Conference Set For June At The New Monterey Conference Center</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/248/16th-annual-workforce-technology-conference-set-for-june-new-monterey-conference-center</link><category>Company News,General,Training,User Conference,Workforce Technology Conference</category><pubDate>Wed, 16 Jan 2019 14:37:00 GMT</pubDate><description>&lt;p&gt;The 16th Annual Workforce Technology Conference takes place this June in Monterey, California, and we're in a brand-new, state-of-the-art meeting facility.  &lt;/p&gt;

&lt;p&gt;Celebrating its grand reopening in January of 2018, the&lt;a href="https://www.montereyconferencecenter.com/about/our-story/center-renovation/"&gt; Monterey Conference Center &lt;/a&gt;is at the center of the city's cultural and economic prosperity, adjoins the Monterey Marriot and Portola Hotel &amp; Spa, and offers more than 40,000 square feet of meeting space. &lt;/p&gt;

&lt;p&gt;2019's client summit is poised to deliver the familiar feel that it has each year since its inception in 2003. Our conference planning staff is gearing up to welcome 100+ distinct agencies with 45+ engaging sessions, hosted by 80+ industry and staff speakers. &lt;/p&gt;

&lt;p&gt;Regular registration is now open! &lt;a href="http://geographicsolutions.com/2019-conference/workforce-technology-conference"&gt;Visit our new conference page&lt;/a&gt; and save your seat today! &lt;/p&gt;
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