<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=labor-market-information&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>Launch Your Future! How Kansas is Transforming Career Development for the Next Generation</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/494/launch-your-future-how-kansas-transforming-career-development-next-generation</link><category>Education,Labor Market Information,Virtual Career Center</category><pubDate>Fri, 07 Nov 2025 15:10:57 GMT</pubDate><description>&lt;p&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2025 Career Development Month Blog/Career%20Development%20Month%202025_KS%20TOTO%20Spotlight%20(1).png?ver=7UsGHdycngIVFZLBKxdScg%3d%3d" style="margin-left: 20px; margin-right: 20px; float: right; width: 300px; height: 169px;" /&gt;National Career Development Month is an annual observance that emphasizes the importance of career development and planning. National Career Development Month has been observed every November since 1967, when the National Career Development Association first began promoting it. The &lt;a href="https://www.ncda.org/aws/NCDA/pt/sp/home_page"&gt;National Career Development Association (NCDA)&lt;/a&gt; is a leader in advancing career development initiatives across the U.S. The NCDA has stated that one of their &lt;a href="https://www.smartfutures.org/blog/241105-national-career-development-month"&gt;primary focuses is building early career awareness in young students&lt;/a&gt;, starting as early as elementary school. &lt;/p&gt;

&lt;p&gt;For professionals, this is a moment to reflect on training and advancement within their careers, but for students, this is a critical time for them to start mapping their future based on the real world and the current labor market. &lt;/p&gt;

&lt;p&gt;This year, to celebrate National Career Development Month, we’re spotlighting an innovative initiative from the Kansas Department of Labor (KDOL). They are successfully tackling a long-standing challenge in workforce development, which is making complex Labor Market Information (LMI) engaging and accessible for young individuals. &lt;/p&gt;

&lt;center&gt;
&lt;p style="text-align: center;"&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2025 Career Development Month Blog/7.png" style="margin-centered: 20px; margin-right: 20px; width: 400px; height: 318px;" /&gt;&lt;/p&gt;
&lt;/center&gt;

&lt;p style="text-align: left;"&gt;&lt;strong&gt;&lt;/strong&gt;&lt;strong&gt;The Challenge: Turning Spreadsheets into Career Intelligence&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;National Career Development Month is all about taking proactive steps toward your goals. This involves self-reflection, research, and setting up a clear action plan. The T.O.T.O platform is designed to facilitate all three, transforming raw Labor Market Information (LMI) data into what KDOL calls "career intelligence" for learners of all ages. Labor Market Information includes data on wages, job demand, and required education. Understanding LMI data is the foundation of making smart career decisions.&lt;/p&gt;

&lt;center&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2025 Career Development Month Blog/8.png?ver=x1uFO0gcTQZhbkDVrLeNQg%3d%3d" style="margin-left: 20px; margin-right: 20px; float: right; width: 300px; height: 300px;" /&gt;
&lt;p&gt; &lt;/p&gt;

&lt;p&gt;However, as KDOL’s Deputy Director for LMI, Laura Crosswhite, noted during our recent &lt;a href="https://go.geographicsolutions.com/pathways-to-employment-follow-kansas-t.o.t.o.-down-this-path-to-success-resources"&gt;Pathways to Employment webinar&lt;/a&gt;, “This data is often not presented in a way that resonates with its most crucial audience, which is students. Middle school kids and high school kids may not be able to utilize a lot of Excel spreadsheets or things like that to really make smart decisions about their future."&lt;/p&gt;

&lt;p&gt;Kansas’s solution was a dedicated, creative platform called T.O.T.O., which stands for “Today’s Occupations and Tomorrow’s Opportunities.” The goal of T.O.T.O. was to create a Kansas-themed platform that makes career exploration interactive, creative, and accessible, transforming LMI data into career intelligence for learners of all ages, built on Geographic Solutions’ &lt;a href="https://www.geographicsolutions.com/VCC"&gt;Virtual Career Center Portal&lt;/a&gt;. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;From Spark to System: The TOTO Story&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The idea for a site called &lt;a href="https://www.toto.dol.ks.gov/vosnet/CMSHomepage.aspx?enc=jfocn4A01ZNT1D+3AeerUg=="&gt;Todays Occupation and Tomorrows Opportunities (T.O.T.O.)&lt;/a&gt; with a Wizard of Oz theme was initially intended for Kansas’s Labor Market Information Platform. The LMI platform was called KLIC, or “click” instead. The team still wanted to use the name T.O.T.O. and decided to use it for a single page on the LMI site, which contained career exploration and planning materials. But it truly took off after Laura and the KDOL LMI team saw a similar system in New Mexico and realized the potential for a dedicated Virtual Career Center.   &lt;br /&gt;
For the Kansas LMI team, the platform’s creation was a proud, in-house effort. According to Laura, her team, including Gideon Hockenberger, Data Analyst, and Rosy Marquez, LMI Publications and Outreach Specialist, who joined Laura on the Pathways to Employment webinar was key in the creation and made the build of the system almost effortless, She described the alignment of skills as being "so cliche, it was just kind of magical, and everything just kind of fell into place." This internal capacity meant, as Gideon Hockenbarger put it, "The Kansas LMI shop finally had the resources available to actually do a project that they've been wanting to do for a long time."&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Putting Data to Work: TOTO’s Key Features&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The TOTO platform integrates all essential career resources and LMI data in a meaningful, simplified way, directly supporting the key aspects of Career Development Month. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2025 Career Development Month Blog/9.png?ver=kLVabHoqUD0ePma7YSU5eA%3d%3d" style="margin-left: 10px; margin-right: 10px; float: left; width: 75px; height: 75px;" /&gt;1.    &lt;/strong&gt;&lt;strong&gt;Fostering Self-Awareness and Exploration&lt;/strong&gt;&lt;br /&gt;
A core activity during Career Development Month is helping individuals, especially students, understand where their talents and interests align within the workforce. &lt;br /&gt;
TOTO’s built-in assessments turn this step into an efficient process.&lt;/p&gt;

&lt;p&gt;Assessment Linkage: T.O.T.O. offers interests and values assessments, which Laura called one of her favorite features, detailing "How it links all that information together for kids after they take those assessments, and it links them up with the careers that really match their interests". This powerful linkage is key to "simplifying that process of career exploration and cutting out some of that extra work."&lt;/p&gt;

&lt;p&gt;Path Planning: The system integrates directly with state educational goals, supporting the requirement that “Every student in Kansas has to have what they call an individual plan of study before they can graduate, and that’s something that T.O.T.O. can help with," according to Laura. &lt;strong&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2025 Career Development Month Blog/12.png?ver=JJBFIqgagE4zIQ2b8BKx2g%3d%3d" style="margin-left: 20px; margin-right: 20px; float: right; width: 300px; height: 300px;" /&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2025 Career Development Month Blog/10.png?ver=ZxJT5y2Q8JaHihOcEytd7Q%3d%3d" style="margin-left: 10px; margin-right: 10px; float: left; width: 50px; height: 50px;" /&gt;2. Realistic Financial Literacy: The Wizard of Jobs&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Career planning requires an understanding of the financial realities of various professions. Rosie emphasized the tool's value, saying, “LMI data tells you what occupations pay, and that's important to know, so that way you can live the life that you want.” &lt;/p&gt;

&lt;p&gt;The TOTO platform’s Wizard of Jobs application is a powerful lifestyle budgeting tool that makes these realities tangible. Recounting the proud experience of testing with students, Laura explained the tool's impact. &lt;br /&gt;
“The Wizard of Jobs tool has been a fun one to test with kids. It tells them how much you need to earn to afford the lifestyle that you've chosen. We ask them, ‘What do you think about that? Do you think it's high or low?’”&lt;br /&gt;
The tool prompts a necessary conversation about wages, cost of living, and expectations, a critical component of career development.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;img alt="" src="/Portals/0/LiveBlog/2025 Career Development Month Blog/11.png?ver=gyM3j5BreIDouOzmiskjCA%3d%3d" style="margin-left: 10px; margin-right: 10px; float: left; width: 50px; height: 50px;" /&gt;3. Addressing Skill Gaps and Future Outlook&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;National Career Development Month is also about setting actionable goals for education and training. T.O.T.O. uses LMI data to give users the facts about their job's outlook. Laura detailed how the system makes the links for users. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Projections&lt;/strong&gt;: Users can find out the “employment projections data, so they can understand whether their occupation might be growing or declining." This helps determine if they will "be able to get a job in this career field when I graduate from school."&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Training and Education&lt;/strong&gt;: Once a career is chosen, the platform shows them "Where in Kansas, specifically, they can get that education or training that they need."&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Non-Traditional Paths&lt;/strong&gt;: KDOL creates guides on the T.O.T.O. site, including one on “high demand, high wage jobs that require less than a bachelor’s degree” to help students who may not see a four-year degree as the right path. They also support students who are interested in hands-on learning, for example, the site can help by "linking up students with the Kansas registered apprenticeship program", supporting all forms of professional development and growth.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Success Through User Feedback&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The ultimate measure of a Career Development resource is its adoption by the end-user. The T.O.T.O. team recognized that a digital tool must be continually shaped by its users. &lt;/p&gt;

&lt;p&gt;The team conducted extensive end-user testing with schools and students. As Rosie noted, this included visiting schools and observing reactions in real-time, because "it's interesting to see what kids pick up on and what they don't pick up on."&lt;/p&gt;

&lt;p&gt;They worked hard to walk the line between being engaging and being "too kiddy". Gideon explained that they couldn't use "overly cartoon graphics" or “overly simplified language” to ensure they were not treating teenagers like children. &lt;/p&gt;

&lt;p&gt;The ultimate reward was positive feedback from the end-users. Laura recalled her "proud mom moments" when kids told them, "Oh, this is way better than Zella or way better than Naviance.” She summarized this celebration by saying, "I feel like I did it. I won"&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Take Charge of Your Future This November &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;National Career Development Month is a great time to launch or refine your own career plan. Whether you’re a parent, educator, job seeker, or professional, explore the resources available to you.&lt;/p&gt;

&lt;p&gt;This November, use TOTO’s example as inspiration. The Kansas T.O.T.O. platform is an excellent example of what happens when state agencies and technology align to deliver career development resources, helping every student find their “Pathways to Employment.”&lt;br /&gt;
 &lt;/p&gt;
&lt;/center&gt;
</description><guid isPermaLink="false">494</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>The Role of Labor Market Information in Graduates' Career Planning</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/411/role-labor-market-information-graduates-career-planning</link><category>Education,Employment Statistics,Labor Market Information,Product ,Virtual Career Center</category><pubDate>Tue, 21 May 2024 20:31:49 GMT</pubDate><description>&lt;p&gt;May marks the exciting milestone of graduation season. Across the country, college students are taking their first steps into the professional world. However, stepping into the dynamic and evolving job market can be challenging without the right information. For new graduates, the state of the labor market has implications beyond getting your first job. Understanding the state of the labor market and labor market information is crucial for recent graduates to make informed decisions about their career paths.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;What is Labor Market Information  &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The &lt;a href="https://www.investopedia.com/terms/l/labor-market.asp"&gt;labor market&lt;/a&gt; refers to the supply and demand for labor. Employees provide the supply and employers provide the demand.&lt;a href="https://myfuture.edu.au/docs/default-source/insights/What-is-labour-market-information.pdf"&gt; Labor Market Information (LMI)&lt;/a&gt; is a set of data and insights that helps describe how jobs are changing, now and into the future. LMI provides essential data about job trends, salaries, industry demands, required skills, and education levels.  &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Why LMI Matters for Recent Graduates  &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Graduates can use this valuable information to make informed decisions regarding their career paths. For graduates, LMI serves as a compass, guiding them through the initial stages of their professional journeys.&lt;a href="https://csuglobal.edu/blog/power-labor-market-information-your-professional-future"&gt; LMI can answer questions such as&lt;/a&gt; “how much does a job pay,” “how many jobs are available now,” and “what is the growth rate for this job.” By understanding and leveraging labor market information, graduates can gain a better understanding of the labor market by having the ability to identify job trends and opportunities as well as learn how to align their skills with the demands of various industries. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt; What Does the Current Job Market Look Like for College Graduates &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;According to the&lt;a href="https://www.bls.gov/charts/employment-situation/civilian-unemployment-rate.htm"&gt; U.S. Bureau of Labor Statistics&lt;/a&gt;, as of March 2024, the current unemployment rate is 3.8%. However, recent college graduates face a different job market. According to the &lt;a href="https://www.newyorkfed.org/research/college-labor-market#--:explore:underemployment"&gt;Federal Reserve Bank of New York&lt;/a&gt;, in March 2024, about 4.7% of recent college graduates were unemployed in the U.S. Until 2018, the unemployment rate for recent graduates was lower than the overall unemployment rate. Since then, it has hovered under a percentage point above the overall rate. However, this gap has recently widened. Recent graduates are also more likely to be underemployed, meaning they are working in jobs that do not require a college degree. In March 2024, recent graduates had an underemployment rate of 40.8% compared to college graduates with an underemployed rate of 33.1%. Although unemployment and underemployment for recent graduates are higher than historical rates. According to the &lt;a href="https://hbr.org/2019/05/what-the-job-market-looks-like-for-todays-college-graduates"&gt;Harvard Business Review,&lt;/a&gt; the strength of the labor market can positively impact recent graduates, and students who graduate into a strong labor market will earn more throughout their careers than those who graduate during a recession. The time of the year can also positively impact recent graduates, Phillip Sprehe Geographic Solutions’ Sr. Economist, explained more on this during the &lt;a href="https://www.youtube.com/watch?v=JSQYfAARDiI"&gt;Big Interview YouTube Expert series&lt;/a&gt; on Labor Market Trends. He compared seasonally adjusted and unadjusted job postings, and he found that March and April are the best months to find opening and December tends to be the worst. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Using Geographic Solutions LMI Tools &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Geographic Solutions empowers individuals with the information that they need to make informed career decisions. Through innovative software solutions, graduates can gain access to data and insights that they can use to navigate the complex job market with confidence. Geographic Solutions offers user-friendly LMI tools like&lt;a href="https://www.geographicsolutions.com/VLMI"&gt; Virtual LMI (VLMI)&lt;/a&gt; and&lt;a href="https://www.geographicsolutions.com/VCC"&gt; Virtual Career Center (VCC).&lt;/a&gt; Virtual Career Center (VCC) provides colleges with an online platform that helps students prepare for entering the workforce after graduation. VCC’s personalized dashboard and algorithms match students with relevant internships and job opportunities based on their data. Virtual LMI (VLMI), is an online platform that provides individuals with the ability to perform detailed analyses, compare job market statistics, and explore various career paths.  &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Maximizing LMI for Career Success &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;By having access to real time data on job opportunities, salary ranges, and skills requirements, graduates can make informed decisions about their first steps in their career paths. Understanding what employers are looking for and how to stand out for entry level jobs can be challenging. By using LMI to complement research, graduates can gain a better understanding of what will be expected for a certain role&lt;a href="https://csuglobal.edu/blog/power-labor-market-information-your-professional-future"&gt;. Graduates can leverage LMI effectively by &lt;/a&gt;tailoring their resume with skills and qualifications identified through LMI, use industry-specific insights and trends from LMI to impress potential employers during interviews, and negotiate a competitive salary based on skills, education, training, and knowledge of industry averages.  &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Go Forth into the Job Market with the Power of LMI &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Labor Market Information is a valuable resource that empowers graduates to navigate the job market confidently. By leveraging LMI tools, the class of 2024 can make informed career decisions that align with their goals and the demands of today's job market, contributing to the success of the next generation of the workforce.  &lt;/p&gt;
</description><guid isPermaLink="false">411</guid></item><item><title>Celebrating Working Women from the Past, Present, and Future</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/403/working-women-past-present-future</link><category>Calendar Observances,Labor Market Information</category><pubDate>Mon, 18 Mar 2024 20:40:59 GMT</pubDate><description>&lt;p&gt;March is Women's History Month, a time to honor women’s contributions to history, culture, and society. The celebration of Women's History Month in the United States dates back to the early 20th century. In 1978, the first celebration of Women’s History Week took place in Sonoma, California. The movement continued to grow, and in 1987, Congress designated March as Women's History Month. Since then, each U.S. President has issued annual proclamations to honor and recognize the contributions of women to American history and society. As we reflect on the progress made, it is essential to shine a spotlight on women in the workforce, acknowledging the major strides women have made in the labor market, and addressing the challenges that they still face.  &lt;/p&gt;

&lt;p paraeid="{30a1d9c9-24ee-449c-b1e9-1cc8a7b21855}{1}" paraid="106929411"&gt;&lt;strong&gt;A Historical Perspective on Women in the Labor Force &lt;/strong&gt;&lt;/p&gt;

&lt;p paraeid="{30a1d9c9-24ee-449c-b1e9-1cc8a7b21855}{7}" paraid="620707785"&gt;The history of women in the workforce highlights their resilience and determination, from the early struggles for basic workplace rights to the present-day pursuit of leadership roles. Women have continuously overcome barriers and reshaped the professional landscape. In the early 20th century, most women in the United States did not work outside of the home and had limited education. According to &lt;a href="https://careercentral.pitt.edu/blog/2024/03/07/the-history-of-womens-work-and-wages-and-how-it-has-created-success-for-us-all/" rel="noreferrer noopener" target="_blank"&gt;Janet Yellen, previous chair of the Federal Reserve Board&lt;/a&gt;, in the 1930s, the number of women who entered the workforce began to grow with participation rates reaching 50% for single women by 1930 and 12% for married women. During this time, it was still the norm for married women to leave the workforce after marriage.  &lt;/p&gt;

&lt;p paraeid="{30a1d9c9-24ee-449c-b1e9-1cc8a7b21855}{104}" paraid="781659574"&gt;Between the 1930s and 1970s, women’s participation in the economy continued to rise due to World War II, women's rights movements, and improved educational opportunities. &lt;a href="https://careercentral.pitt.edu/blog/2024/03/07/the-history-of-womens-work-and-wages-and-how-it-has-created-success-for-us-all/" rel="noreferrer noopener" target="_blank"&gt;According to Janet Yellen,&lt;/a&gt; by 1970, 50% of single women and 40% of married women were participating in the labor force. By the end of the 20th century, women's labor force participation continued to grow, but had not yet reached the same level as men. The labor force participation rate of prime working-age women reached just over 74%, compared with 93% for prime working-age men. Women were increasing their education and joining professions formally dominated by men such as those found in the medical, legal, and education fields. While the gender wage gap began to close, it persisted.   &lt;/p&gt;

&lt;p paraeid="{30a1d9c9-24ee-449c-b1e9-1cc8a7b21855}{167}" paraid="1656117046"&gt;&lt;strong&gt;Current Labor Market Barriers  &lt;/strong&gt;&lt;/p&gt;

&lt;p paraeid="{30a1d9c9-24ee-449c-b1e9-1cc8a7b21855}{173}" paraid="1739533314"&gt;Today women play an essential role in our economy. While many women need to work for their economic security, it has also become a cultural norm for most households to have both partners engaged in the workforce. &lt;a href="https://www.americanprogress.org/article/fact-sheet-the-state-of-women-in-the-labor-market-in-2023/" rel="noreferrer noopener" target="_blank"&gt;According to the Center for American Progress&lt;/a&gt;, the labor force participation rate for prime-age women hit 77%, exceeding the level in 2019 (76%). The COVID-19 pandemic had a negative impact on women in the workforce, but in post pandemic years, women’s employment has seen significant improvement thanks to a strong post-pandemic recovery. Women with children younger than 18 saw an improvement in employment with 993,000 more mothers working in December 2022 than one year prior. Mothers of children younger than age 5 have seen employment levels recover more slowly than mothers of school-age children, with employment standing at just over 99% of the pre-pandemic level. Despite progress, women with minor children at home face reduced employment opportunities, especially those with the youngest children. Gender gaps in employment rates between mothers and fathers remain significant. &lt;/p&gt;

&lt;p paraeid="{3867a175-5840-43f9-b5d1-03fa4d6755da}{31}" paraid="1337175455"&gt;Women still face gender pay gaps despite recent progress, men outearn women within every age group. &lt;a href="https://www.americanprogress.org/article/fact-sheet-the-state-of-women-in-the-labor-market-in-2023/" rel="noreferrer noopener" target="_blank"&gt;According to the Center of American Progress&lt;/a&gt;, among younger workers, ages 16–24, women’s median weekly earnings are about 8% lower than men’s. The gap is even larger for prime-age workers, with women earning 16% less than men. Earnings gaps are more pronounced for many women of color due to racial bias in the workplace. This wage gap has significant consequences for long-term economic security, contributing to higher rates of poverty in old age, especially for widows, divorced women, or women who never got married. &lt;/p&gt;

&lt;p paraeid="{3867a175-5840-43f9-b5d1-03fa4d6755da}{55}" paraid="1320046091"&gt;&lt;strong&gt;The Future of Women in the Workforce &lt;/strong&gt;&lt;/p&gt;

&lt;p paraeid="{3867a175-5840-43f9-b5d1-03fa4d6755da}{61}" paraid="263994189"&gt;The future of women in the workforce is promising, as women continue to break down gender barrier and push for ongoing efforts to promote inclusivity. In the last few years there has been a &lt;a href="https://www.forbes.com/sites/forbesnonprofitcouncil/2021/10/12/what-does-the-future-hold-for-women-in-the-workplace/?sh=689011463936"&gt;growing emphasis on diversity&lt;/a&gt; and companies are recognizing the value of women's talents and perspectives across all industries. Initiatives for equal opportunities, mentorship programs, and family-friendly policies are becoming more prevalent, creating an environment that allows women to grow professionally. &lt;/p&gt;

&lt;p paraeid="{3867a175-5840-43f9-b5d1-03fa4d6755da}{103}" paraid="1668905209"&gt;Remote work has opened more opportunities for women to work from any location giving them more flexibility to seamlessly balance their career aspiration with family life. Women are also obtaining higher levels of education setting them up for leadership positions, higher paying jobs, and roles within male dominated fields. However, barriers still exist including the gender wage gap, stereotypes, and biases. Women must overcome these barriers to create a truly equal workforce. Advocacy for women's rights and ongoing commitment to creating inclusive workplaces will be crucial in shaping a future where women can continue to thrive. The evolving labor market has the opportunity for a future where diversity and gender equality are not just ideals but can be an attainable reality. &lt;/p&gt;
</description><guid isPermaLink="false">403</guid></item><item><title>Labor Market Continues to Expand in 2024</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/400/labor-market-continues-to-expand-in-2024</link><category>Labor Market Information,Labor Market Reporting</category><pubDate>Fri, 08 Mar 2024 14:12:00 GMT</pubDate><description>&lt;p&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;em&gt;&lt;span style="font-size:11px;"&gt;The Labor Market Report is derived from two monthly surveys from The Bureau of Labor Statistics (BLS) that measure labor market trends: The Current Employment Statistics (CES) survey and The Current Population Survey (CPS).&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size:16px;"&gt;&lt;span style="color:#0069a4;"&gt;&lt;strong&gt;The U.S. Economy Gained 275,000 Jobs in February&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;strong&gt;Key Takeaway: &lt;/strong&gt;&lt;em&gt;Job creation finished close to the Geographic Solutions, Inc. expectations of 258,000 jobs and well above the WSJ Survey expectations of 198,000 jobs.&lt;/em&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;span style="color:#0069a4;"&gt;&lt;strong&gt;THE&lt;/strong&gt;&lt;/span&gt; &lt;span style="color:#0069a4;"&gt;&lt;strong&gt;EMPLOYMENT LANDSCAPE&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
According to the monthly Bureau of Labor Statistics (BLS) report, employment in the U.S. in February 2024 gained 275,000 additional jobs, while the unemployment rate increased to 3.9%. Despite downward revisions in December and January, employment ended February with the best 3-month performance since the April-June 2023 period. &lt;/span&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt; &lt;span style="color:#0069a4;"&gt;&lt;strong&gt;JOB CREATION&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
Job creation was strongest in the Private Education &amp; Health Services (+85,000), Leisure &amp; Hospitality (+58,000), and Government (+52,000) sectors, while no sectors saw significant job loss. Leisure &amp; Hospitality employment is 0.1% below its total in February 2020. It is on track to surpass its pre-pandemic peak next month and would be the last major sector to achieve this. &lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;span style="color:#0069a4;"&gt;&lt;strong&gt;UNEMPLOYMENT LANDSCAPE&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
The U-6 unemployment rate nudged up to 7.3% in February from 7.2% in January. The rise in both types of unemployment rates (U-3 &amp; U-6) with an unchanged labor force participation rate sends a different signal from the employment numbers. It shows a weakening labor market.&lt;/span&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;span style="color:#0069a4;"&gt;&lt;strong&gt;REAL WAGES&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
Real wages have consistently increased since September 2023. Inflation data will not be released until next week but if prices rose similarly to the previous four months, real wages declined in February. &lt;/span&gt;&lt;span style="font-family:Arial,Helvetica,sans-serif;"&gt;&lt;/span&gt;&lt;/p&gt;
</description><guid isPermaLink="false">400</guid></item><item><title>Job Growth Remains Steady in July</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/361/job-growth-remains-steady-in-july</link><category>Bureau of Labor and Statistics,Labor Market Information,Labor Market Reporting</category><pubDate>Fri, 04 Aug 2023 15:32:00 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 July 2023 on Friday, August 4th. 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 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;img alt="Monthly Change in U.S. Employment Bar Graph" id="Picture_x0020_5" src="data:image/png;base64,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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&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&gt;Employment in the U.S. rose by 187,000 jobs. The job results were below the Geographic Solutions, Inc. forecast of 244,000 while the WSJ estimate was closer at 200,000. Geographic Solutions, Inc. 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;/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&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: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: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: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;&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;The unemployment rate fell to 3.5%. The Geographic Solutions forecast matched the 3.5% result and outperformed the WSJ estimate of 3.6%. 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;/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 U.S. Unemployment Rate " id="Picture_x0020_7" src="data:image/png;base64,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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&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&gt;Job creation was strongest in the Education &amp; Health Services (100,000) sector. Other sectors were modestly positive, but the Manufacturing, Information, and Professional &amp; Business Services industries lost jobs.&lt;/p&gt;

&lt;p&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 style="background:yellow"&gt;&lt;/span&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="July 2023 Employment by Industry" id="Picture_x0020_9" 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" /&gt; &lt;span style="background:yellow"&gt;&lt;/span&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; &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;/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. Employment by Sector as a Percent of its pre-Pandemic Level" id="Picture_x0020_11" 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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; margin-left:48px"&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: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;Labor force participation maintained its 62.6% rate for the fifth consecutive 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 6.7%. &lt;/p&gt;

&lt;p&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;img alt="U.S. Unemployment Rates and Labor Force Participation Rate Graph" id="Picture_x0020_13" 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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;Looking at employment over the last year, it appears that the Fed’s interest rate policy has had a moderate effect on the labor market. With the exceptions of January and May 2023, job growth has been on a slight glide path to end up under 200,000 in June and July. Education &amp; Health Services has led the way in job increases for the second straight month and made up most of new jobs in July. This might be due to seasonal factors that have changed in the post-pandemic era and will require consideration for any yo-yo effects that might occur in the coming months. The near-term prognosis for the labor market is likely sub-200,000 monthly job growth as the Fed’s interest rate hike continued to work their way through the economy.&lt;/p&gt;
</description><guid isPermaLink="false">361</guid></item><item><title>Labor Market Report Shows Continuity in June</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/355/labor-market-report-shows-continuity-in-june</link><category>Bureau of Labor and Statistics,Labor Market Information,Labor Market Reporting</category><pubDate>Fri, 07 Jul 2023 12:17:00 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 June 2023 on Friday, July 7th. 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/Images/Labor Market Reports/Commentary/June 2023/June%202023%20Monthly%20Change%20in%20US%20Employment.png?ver=wfofoGqlcBCaEozbhyOZtw%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Employment in the U.S. rose by 209,000 jobs. The job results were below the Geographic Solutions, Inc. forecast of 248,000, but was virtually tied with the Wall Street Journal estimate of 240,000. Geographic Solutions, Inc. 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;/p&gt;

&lt;p&gt;&lt;img alt="Monthly Change in U.S. Employment Line Graph" src="/Portals/0/Images/Labor Market Reports/Commentary/June 2023/June%202023%20Monthly%20Change%20in%20US%20Employment%20forecast.png?ver=cAE1z-zzr-h1gk83kLanOA%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;The unemployment rate fell to 3.6%. The Geographic Solutions, Inc. had anticipated an uptick to 3.8% while the WSJ estimated it would decline to 3.6%. The unemployment rate forecast uses internal data on the number of job openings, job searchers, 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;img alt="Monthly U.S. Unemployment Rate Graph" src="/Portals/0/Images/Labor Market Reports/Commentary/June 2023/June%202023%20Monthly%20US%20Unemployment%20Rate%20Forecast.png?ver=bejl7ihlCgatDibsf7boPw%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Job creation was strongest in the Education &amp; Health Services (73,000) and Government (60,000) sectors. Other sectors were flat or down. However, Construction did add 23,000 jobs.&lt;/p&gt;

&lt;p&gt;&lt;img alt="June 2023 Employment by Industry " src="/Portals/0/Images/Labor Market Reports/Commentary/June 2023/June%202023%20Employment%20by%20Industry.png?ver=NjuxaU_BPaI4ykHgGC_axA%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/Images/Labor Market Reports/Commentary/June 2023/June%202023%20US%20Employment%20by%20Sector%20as%20a%20Percent.png?ver=qMe5xZ4pgJE3ALc076VRFA%3d%3d" /&gt;&lt;/p&gt;

&lt;p&gt;Labor force participation maintained its 62.6% rate from the previous three 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 6.9%. &lt;/p&gt;

&lt;p&gt;&lt;img alt="U.S. Unemployment Rates and Labor Force Participation Rate Graph" src="/Portals/0/Images/Labor Market Reports/Commentary/June 2023/June%202023%20US%20Unemployment%20Rates%20and%20Labor%20Force%20Participation%20Rate.png?ver=tavacj-sK3dI_xIp-9-EEQ%3d%3d" /&gt;&lt;/p&gt;

&lt;p&gt;The June 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. These results are in line with expectations, and there is not a lot to draw on for what we might see in the months ahead. Job openings still far outnumber the unemployed, so that is somewhat promising for future job growth. &lt;br /&gt;
 &lt;/p&gt;
</description><guid isPermaLink="false">355</guid></item><item><title>GSI Labor Market Report: June 2023</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/354/june-2023-gsi-labor-market-report</link><category>Labor Market Forecast,Labor Market Information</category><pubDate>Thu, 06 Jul 2023 16:56:00 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 June 2023 on Friday, July 7th. 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 June by 248,000. 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;/p&gt;

&lt;p&gt;&lt;img alt="Monthly Change in U.S. Employment Line Graph" src="/Portals/0/Images/Labor Market Reports/Forecasts/June 2023/June%202023%20Monthly%20Change%20in%20US%20Employment.png?ver=xWMGLh8KsRXoE7JYW60UFg%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Portrayed in the chart below is the 3.8% unemployment rate that Geographic Solutions forecasts for June, up 0.1% from its May rate. The unemployment rate forecast uses internal data on the number of job openings, job searchers, 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;img alt="U.S. Unemployment Rate Line Graph" src="/Portals/0/Images/Labor Market Reports/Forecasts/June 2023/June%202023%20US%20Unemployment%20Rate.png?ver=xWMGLh8KsRXoE7JYW60UFg%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">354</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>GSI Labor Market Forecast: April 2023</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/349/gsi-labor-market-forecast-april-2023</link><category>Bureau of Labor and Statistics,Employment Statistics,Labor Market Forecast,Labor Market Information</category><pubDate>Tue, 02 May 2023 17:44:00 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 April 2023 on Friday, May 5th. 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 April.  As seen in the chart below, jobs are predicted to increase in April by 212,000. Geographic Solutions derives its employment forecast from internal data on the number of jobs 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 Forecasts/April 2023/Monthly%20Change%20in%20US%20Unemployment.png?ver=Umizdv0uk1pTVnw9RKDv7A%3d%3d" style="width: 624px; height: 446px;" /&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;Portrayed in the chart below is the 3.6% unemployment rate that Geographic Solutions forecasts for April, up 0.1% from its March rate. 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;/span&gt;&lt;/span&gt;&lt;/span&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;img alt="U.S. Unemployment Rate Line Graph" src="/Portals/0/LiveBlog/Labor Market Forecasts/April 2023/US%20Unemployment%20Rate.png?ver=dXxYfwNo0Oh5vFLg1_2wfw%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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 style="font-size:11.0pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span calibri="" style="font-family:"&gt; After the release of the report, Geographic Solutions will post a full analysis of the results.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description><guid isPermaLink="false">349</guid></item><item><title>Employment Gains Still Going Strong in March</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/343/employment-gains-still-going-strong-in-march</link><category>Bureau of Labor and Statistics,Employment Statistics,Labor Market Information,Labor Market Reporting</category><pubDate>Fri, 07 Apr 2023 18:38:39 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 March 2023 on Friday, April 7th. 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 style="text-align: center;"&gt;&lt;img alt="March 2023 - Monthly Change in US Employment (bar graph)" src="/Portals/0/Images/Labor Market Reports/Commentary/March 2023/March%202023%20Monthly%20Change%20in%20US%20Employment.png?ver=0gnvVAUag-9Gm58q_f-TOQ%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Employment in the U.S. rose by 236,000 jobs. The jobs results were below the Geographic Solutions, Inc. forecast of 317,000 but in line with the WSJ forecast of 238,000. This is the second consecutive month that job growth has slowed which may signal that employment has returned to the slowing pattern it had established throughout the second half of 2022. Geographic Solutions, Inc. 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 style="text-align: center;"&gt;&lt;img alt="March 2023 - Monthly Change in US Employment" src="https://www.geographicsolutions.com/Portals/0/Images/Labor Market Reports/Commentary/March 2023/March%202023%20Monthly%20Change%20in%20US%20Employment%20-%20chart%202.png?ver=Su3EG6BlBOFk6-_Gn3ox1w%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;The unemployment rate declined slightly to 3.5%, matching the WSJ estimate. The Geographic Solutions forecast had anticipated an uptick to 3.7%. 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 style="text-align: center;"&gt;&lt;img alt="March 2023 - Monthly US Unemployment Rate" src="/Portals/0/Images/Labor Market Reports/Commentary/March 2023/March%202023%20Monthly%20US%20Unemployment%20Rate.png?ver=fAC7ZQYFxf_9actLhV91xQ%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Job creation was strongest in Leisure &amp; Hospitality (72,000) and Education &amp; Health Services (65,000). Other major contributors to employment were Professional &amp; Business Services and the Government sectors. Construction shed 9,000 jobs. Other industries were flat.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img alt="March 2023 - Employment by Industry" src="/Portals/0/Images/Labor Market Reports/Commentary/March 2023/March%202023%20Employment%20by%20Industry.png?ver=ONxDq9syGU7GLl-ie96R9w%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 style="text-align: center;"&gt;&lt;img alt="March 2023 - US Employment by Sector as a Percent of its pre-Pandemic Level" src="/Portals/0/Images/Labor Market Reports/Commentary/March 2023/March%202023%20US%20Employment%20by%20Sector_pre-Pandemic%20Level.png?ver=Bry8xKZtCS7j3xouMhvrXw%3d%3d" style="width: 624px; height: 405px;" /&gt;&lt;/p&gt;

&lt;p&gt;The labor force participation rate increased to 62.6% 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 6.7%. &lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img alt="March 2023 - US Unemployment Rates and Labor Force Participation Rate" src="/Portals/0/Images/Labor Market Reports/Commentary/March 2023/March%202023%20US%20Unemployment%20Rates%20and%20Labor%20Force%20Participation%20Rate.png?ver=Yb63bQgNXeJ8vGQNgP6eHA%3d%3d" style="width: 624px; height: 446px;" /&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;The March Labor Market Report shows that job growth has slowed. Although fewer, the representation remained a solid expansion, with an increase in the labor force participation rate. Furthermore, year-over-year private sector wage gains increased at the lowest rate since June 2021, an encouraging sign that the inflation rate remains on a downward trajectory. However, the surveys for the report were conducted in early March, and do not reflect the recent turmoil in the banking system. This may have future ramifications for jobs and unemployment based on a mix of reactions from the Federal Reserve, the U.S Treasury Department, and employers.&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">343</guid></item><item><title>Large Employment Gains Continue in February</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/340/large-employment-gains-continue-in-february</link><category>Bureau of Labor and Statistics,Employment Statistics,Labor Market Information,Labor Market Reporting</category><pubDate>Fri, 10 Mar 2023 13:46:00 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 February 2023 on Friday, March 10th. 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/February 2023/Monthly%20Change%20in%20US%20Employment.png?ver=1pA3HnbWp2oS8LVGViWUPg%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Employment in the U.S. rose by 311,000 jobs. The jobs results were above the Geographic Solutions, Inc. forecast of 264,000 but closer than the WSJ forecast of 225,000. Although the gains were smaller than the surprising 504,000 new jobs in January, the performance in February was still strong. It is still a bit early to conclude that employment has reestablished its softening pattern after the growth outburst in January. Geographic Solutions, Inc. derives its employment forecast from internal data on the number of job searchers, 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 Bar Graph" src="/Portals/0/LiveBlog/Labor Market Reports/February 2023/Monthly%20Change%20in%20US%20Employment_2.png?ver=tJM7FL6tBNqVsxP0eZpf4A%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;The unemployment rate increased to 3.6%, right in line with the Geographic Solutions forecast. The WSJ estimated that the unemployment rate would remain unchanged at 3.4%. 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 Change in U.S. Employment Line Graph" src="/Portals/0/LiveBlog/Labor Market Reports/February 2023/Monthly%20US%20Unemployment%20Rate.png?ver=OzFdgOOhfhOEwGnwTFyxBw%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;Job creation was strongest in Leisure &amp; Hospitality (105,000) and Education &amp; Health Services (74,000). Job growth was mixed in other industries but positive on net.&lt;/p&gt;

&lt;p&gt;&lt;img alt="Monthly U.S. Unemployment Rate Graph" src="/Portals/0/LiveBlog/Labor Market Reports/February 2023/February%202023%20Employment%20by%20Industry.png?ver=OzFdgOOhfhOEwGnwTFyxBw%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 level.&lt;/p&gt;

&lt;p&gt;The labor force participation rate increased to 62.5% 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 rose to 6.8%. &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/February 2023/US%20Unemployment%20Rates%20and%20Labor%20Force%20Participation%20Rate.png?ver=tJM7FL6tBNqVsxP0eZpf4A%3d%3d" style="width: 624px; height: 446px;" /&gt;&lt;/p&gt;

&lt;p&gt;The jobs market is in an interesting spot as it relates to inflation. Typically, large job gains are seen as putting upward pressure on inflation. However, more jobs can also increase production and having more goods and services in the market can alleviate inflation from the supply side. Wage data from the report is signaling that inflation caused by increased salary demands by employees is on the wane. Wage increases have slowed for three consecutive months and are at the lowest growth rate in a year. At this point it is still too early to conclude that inflation rates are definitively heading downward, but this report is giving us reasons for optimism.&lt;/p&gt;
</description><guid isPermaLink="false">340</guid></item><item><title>Employment Remains Above 200K, but Shows Signs of Slowing</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/327/employment-remains-above-200k-signs-slowing</link><category>Bureau of Labor and Statistics,Employment Statistics,Labor Market Information,Labor Market Reporting</category><pubDate>Fri, 06 Jan 2023 15:55:00 GMT</pubDate><description>&lt;p style="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;The Bureau of Labor Statistics (BLS) released its monthly Current Employment Statistics (CES) report and Current Population Survey (CPS) for December 2022 on Friday, January 6&lt;sup&gt;th&lt;/sup&gt;. 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;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;img alt="Monthly Change in U.S. Employment Bar Graph" src="/Portals/0/Images/Labor Market Reports/Commentary/December 2022/Summary_Monthly%20Change%20U.S.%20Employment.png?ver=4SNGk4lkwUO5o6rlmyAPow%3d%3d" style="width: 700px; height: 500px;" /&gt;&lt;br /&gt;
&lt;span style="background-color:yellow"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;Employment in the U.S. rose by 223,000 jobs. The jobs results ended up between the Geographic Solutions, Inc. forecast of 273,000 and the WSJ forecast of 200,000. Job growth has been slightly softening since August 2022. Additionally, with the exceptions of the outbursts in job creation in February and July 2022 depicted in the above chart, job growth has been gradually weakening since October 2021. Geographic Solutions, Inc. derives its employment forecast from internal data on the number of job searchers 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;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;span style="background-color:yellow"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;span style="background-color:yellow"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;span style="background-color:yellow"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;span style="background-color:yellow"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;img alt="Monthly Change in U.S. Employment Line Graph" src="/Portals/0/Images/Labor Market Reports/Commentary/December 2022/Summary_Monthly%20Change%20U.S.%20Employment_v2.png?ver=zrkm_Stu5K9kbHLmGcospQ%3d%3d" style="width: 700px; height: 500px;" /&gt;&lt;br /&gt;
&lt;span style="background-color:yellow"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;span style="background-color:yellow"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;The unemployment rate fell to 3.5%, below the Geographic Solutions and WSJ forecasts of 3.7%. The unemployment rate forecast uses internal data on the number of job openings, job searchers, job applications, unemployment applications, and job severances on Geographic Solutions state client sites. The forecast uses unemployment claims data from the USDOL.&lt;/span&gt;&lt;/span&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="text-align: center;"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt; &lt;img alt="Monthly U.S. Unemployment Rate Graph" src="/Portals/0/Images/Labor Market Reports/Commentary/December 2022/Summary_Monthly%20U.S.%20Unemployment%20Rate.png?ver=qCa9rhDfoDNVW16wwYTBcQ%3d%3d" style="width: 700px; height: 500px;" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;br /&gt;
&lt;span style="background-color:yellow"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;Job creation was strongest in Education &amp; Health Services (78,000) and  Leisure &amp; Hospitality (67,000). Job growth was flat in all other industries except Trade, Transportation, &amp; Utilities and Construction which gained a combined 55,000 jobs.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;img alt="December 2022 Employment by Industry " src="/Portals/0/Images/Labor Market Reports/Commentary/December 2022/Summary_Dec%20Employment%20by%20Industry.png?ver=1jgkHCcXvGCKePbJBnngaQ%3d%3d" style="width: 700px; height: 500px;" /&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:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;While all sectors continued to grow in 2022, Leisure &amp; Hospitality and Government are the only major sectors to remain below their pre-pandemic employment level.&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;img alt="U.S. Employment by Sector as a Percent of its pre-Pandemic Level Graph" src="/Portals/0/Images/Labor Market Reports/Commentary/December 2022/Summary_U.S.%20Employment%20by%20Sector.png?ver=QRUberAFYZ3fVdoErkPXNQ%3d%3d" style="width: 700px; height: 441px;" /&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center; margin-left:48px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&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="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;The labor force participation rate increased to 62.3% 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 6.5%. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&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:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p align="center" style="text-align:center"&gt;&lt;img alt="U.S. Unemployment Rates and Labor Force Participation Rate Graph" src="/Portals/0/Images/Labor Market Reports/Commentary/December 2022/Summary_U.S.%20Unemploymen%20Rate.png?ver=es3M-mIzXFpmLl_S09OcJA%3d%3d" style="width: 700px; height: 500px;" /&gt;&lt;/p&gt;

&lt;p style="text-align:start"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;/span&gt;&lt;/span&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;span style="font-size:11pt; text-align:start"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;span style="line-height:15.693334px"&gt;&lt;span style="font-family:Calibri, sans-serif"&gt;The U.S. labor market expanded by 4.5 million jobs in 2022 as recovery from the Covid-19 pandemic continues. Despite this impressive achievement, it appears that the Federal Reserve’s drastic interest rate increases have managed to slow the pace of job growth throughout the year, albeit unevenly. Wage increases also seem to be tapering off. Both of those developments bode well for taming inflation and bringing price relief to consumers in 2023. The main question in the new year is will the Federal Reserve be able to accomplish this without pushing the labor market into a downturn.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:medium; text-align:start"&gt;&lt;span style="color:#000000"&gt;&lt;span style="font-style:normal"&gt;&lt;span style="font-weight:400"&gt;&lt;span style="white-space:normal"&gt;&lt;span style="text-decoration:none"&gt;&lt;span style="display:inline !important"&gt;&lt;span style="float:none"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description><guid isPermaLink="false">327</guid></item><item><title>Job Creation Maintains Healthy Expansion in March</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/256/job-creation-maintains-healthy-expansion-in-march</link><category>Bureau of Labor and Statistics,Employment Statistics,Labor Market Information,Reporting</category><pubDate>Fri, 01 Apr 2022 13:11:00 GMT</pubDate><description>&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;The Bureau of Labor Statistics (BLS) released its monthly Current Employment Statistics (CES) report and Current Population Survey (CPS) for March 2022 on Friday, April 1&lt;sup&gt;st&lt;/sup&gt;. 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;/span&gt;&lt;/span&gt;&lt;/span&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 Bar 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&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:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;Employment in the U.S. rose by 431,000 jobs. The jobs report exceeded the Geographic Solutions, Inc. forecast of 382,000, but the forecast outperformed the Wall Street Journal estimate of 490,000 new jobs. Geographic Solutions, Inc. 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;/span&gt;&lt;/span&gt;&lt;/span&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&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: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: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&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:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;The unemployment rate fell to 3.6%, below the Geographic Solutions forecast of 3.8% and the WSJ forecast of 3.7%. The unemployment rate forecast used 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;/span&gt;&lt;/span&gt;&lt;/span&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&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_4" src="data:image/png;base64,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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&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&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;Job creation was strongest in Leisure &amp; Hospitality (112,000) and Professional &amp; Business services (102,000). Job growth was widespread with all major industries seeing job increases in March.&lt;/span&gt;&lt;/span&gt;&lt;/span&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;img alt="March 2022 Employment by Industry " id="Picture_x0020_5" 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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&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&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 March the Construction industry joined Professional &amp; Business Services; Trade, Transportation, &amp; Utilities; and Financial Activities as one of the sectors that has recovered all jobs lost since the beginning of the pandemic. Leisure &amp; Hospitality employment continues to surge but is the only sector to remain more than 5% below its pre-pandemic employment level.&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. Employment by Sector as a Percent of its pre-Pandemic Level Graph" id="Picture_x0020_8" src="data:image/png;base64,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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-left:48px"&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:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;The labor force participation rate increased to 62.4% 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 fell to 6.9%. A growing labor force participation rate along with strong job growth indicate that the labor market is on a healthy path.&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;img alt="U.S. Unemployment Rates and Labor Force Participation Rate Graph" id="Picture_x0020_9" 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" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&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&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:107%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;March employment continued its record streak of growing by more than 400,000 jobs per month since May 2021.  At this pace jobs should return to their February 2020 total in four months. Many of the detrimental effects of inflation, interest rate increases from the Federal Reserve, and the Russian invasion of Ukraine drawing concern were not noticeable in the results. Their impact may have been counteracted by the decline in Covid-19 cases during the period, and higher inflation may have unexpectedly spurred some retirees to re-enter the workforce.  However, these monetary and geopolitical threats to the economy certainly remain in the months to come.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description><guid isPermaLink="false">256</guid></item><item><title>Geographic Solutions' Economist Phillip Sprehe Forecasts Job Growth For Southern Georgia</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/266/geographic-solutions-economist-phillip-sprehe-forecasts-job-growth-for-southern-georgia</link><category>Bureau of Labor and Statistics,Employment Statistics,Labor Market Forecast,Labor Market Information</category><pubDate>Wed, 12 Jan 2022 14:30:00 GMT</pubDate><description>&lt;p style="margin-bottom:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;Employment in the region is only a few hundred jobs away from reaching its pre-pandemic high of 79,000 jobs in February 2020.&lt;/span&gt;&lt;/span&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:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;Story first appeared at &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color:black"&gt;&lt;a href="https://www.wtxl.com/news/local-news/economist-anticipates-increase-in-jobs-for-businesses-in-south-georgia" style="color:blue; text-decoration:underline"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;WTXL Tallahassee&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;&lt;/span&gt;&lt;/span&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:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;In a recent news story that appeared on WTXL Tallahassee, reporter Shniece Archer interviewed several business owners around the downtown Thomasville, Georgia area. Based on results seen in 2021, they're anticipating an economic boost and more foot traffic this year.&lt;/span&gt;&lt;/span&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:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;Geographic Solutions economist Phillip Sprehe's analysis backs these observations up. He predicts continued economic recovery and job growth for the southern Georgia counties of Thomas, Decatur, and Lowndes.&lt;/span&gt;&lt;/span&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:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;"It should complete its recovery sometime in the late-spring, early-summer this year and then extend out through 2022 to finish up the year with 80,000 total jobs," Sprehe said.&lt;/span&gt;&lt;/span&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:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;He forecasts job growth in Thomas, Decatur, and Lowndes County, and notes that is should continue at a steady pace throughout the year.&lt;/span&gt;&lt;/span&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:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;"The recovery is going to continue, the growth is going to be consistent and healthy and we'll see a return to in-store retail activities," Sprehe said.&lt;/span&gt;&lt;/span&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:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;According to Sprehe, employment in Georgia is only a few hundred jobs away from reaching its pre-pandemic high of 79,000 jobs in February 2020. Retail, Transportation, and Warehousing constitute the highest number of employment of any industry in the area. These sectors, along with Leisure &amp; Hospitality and Construction are posed to drive job growth in South Georgia through 2022.&lt;/span&gt;&lt;/span&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:16px; text-align:justify"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="background:white"&gt;&lt;span style="line-height:18.0pt"&gt;&lt;span style="vertical-align:baseline"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt;Visit &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color:black"&gt;&lt;a href="https://www.wtxl.com/news/local-news/economist-anticipates-increase-in-jobs-for-businesses-in-south-georgia" style="color:blue; text-decoration:underline"&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;WTXL Tallahassee's website&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size:12.0pt"&gt;&lt;span lato="" style="font-family:"&gt;&lt;span style="color:#555555"&gt; to read the entire story.  &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description><guid isPermaLink="false">266</guid></item><item><title>Paint By Cluster: How Career Clusters Became More Visually Appealing, And Their Role In Education’s Future</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/233/paint-by-cluster-how-career-clusters-became-more-visually-appealing-their-role-educations-future</link><category>Career Clusters,Career Pathways,Education,Labor Market Information,Virtual Career Center</category><pubDate>Tue, 03 Dec 2019 14:52:00 GMT</pubDate><description>&lt;p&gt;Did you know that there are 16 career clusters and 79 career pathways that help students of all ages navigate their way to success in their college and career journeys? &lt;/p&gt;

&lt;p&gt;Following the unified concepts of the &lt;a href="https://safe.menlosecurity.com/doc/docview/viewer/docN0BF4C7BC7236360213a6cd457c1616d451836b31ee4c9c62666fa461b6f55d6662df5de102bb"&gt;National Career Clusters Framework&lt;/a&gt;, an organizing tool that began as part of an initiative to create a curricular framework and prepare students for educational transitions, each grouping contains occupations in the same field of work that require similar skills. Students, parents, and educators can use the clusters to focus on the knowledge, competencies, and training necessary for success in a particular pathway.  &lt;/p&gt;

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" stroked="f" style="width:24pt; height:24pt; v-text-anchor:top"&gt; &lt;o:lock aspectratio="t" v:ext="edit"&gt; &lt;w:wrap type="none"&gt; &lt;w:anchorlock&gt; &lt;/w:anchorlock&gt;&lt;/w:wrap&gt;&lt;/o:lock&gt;&lt;/v:rect&gt;&lt;img alt="The National Career Clusters Framework" id="_x0000_i1027" src="/Portals/0/LiveBlog/2019/Blog Images/CTEClusters.png?ver=qJr_Dio7HAOu2EVgHoijnw%3d%3d" style="width: 750px; height: 631px;" /&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&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;strong&gt;Source: &lt;/strong&gt;&lt;em&gt;&lt;a href="https://safe.menlosecurity.com/doc/docview/viewer/docN0BF4C7BC7236bd796ddd66e250ebccf7aa69bd4cbea23e23b9fe541dff84d6a8ad771f4403c1"&gt;air.org&lt;/a&gt;&lt;/em&gt;&lt;/p&gt;

&lt;p&gt;Finding a comprehensive list of clusters and pathways online is as simple as visiting the &lt;a href="https://www.onetonline.org/find/career?c=0&amp;g=Go"&gt;Occupational Information Network’s website&lt;/a&gt;, which is perhaps better known by its acronym, O*NET. The online application provides the general public with broad access to the national database of occupational information. &lt;/p&gt;

&lt;p&gt;But, text-based information can only go so far, especially with the next generation of learners more inclined to watch a video, or similar graphic interpretation. Visually seeing what a job’s day-to-day responsibilities entail is much more invigorating than simply reading about it. &lt;/p&gt;

&lt;p&gt;Over the last few years, &lt;a href="https://www.careeronestop.org/"&gt;CareerOneStop.com&lt;/a&gt;, overhauled their entire library of career pathways videos. Sponsored by the &lt;a href="https://www.careeronestop.org/"&gt;U.S. Department of Labor&lt;/a&gt;, the site is a trusted source of employment information and inspiration, and offers tools for job seekers, students, businesses, and career professionals. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;The Spark That Started It All &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The movement around &lt;a href="https://en.wikipedia.org/wiki/Career_Clusters"&gt;career clusters&lt;/a&gt; began in 1996 as the Building Linkages Initiative, a collaborative effort between the U.S. Department of Education, the Office of Vocational and Adult Education (OVAE), the National School-to-Work Office (NSTWO), and the National Skill Standards Board (NSSB).  &lt;/p&gt;

&lt;p&gt;The purpose of the initiative was to establish linkages among state educational agencies, secondary and post-secondary educational institutions, employers, industry groups, other stakeholders, and federal agencies. The goal was to create curricular frameworks in broad career clusters, designed to prepare students to transition successfully from high school to post-secondary education and employment within a career pathway.  &lt;br /&gt;
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&lt;p&gt;&lt;strong&gt;Source: blogs.uis.edu &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;What’s in Store for the Future of Education? &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Education’s future will continue to retain its BUILD Initiative and career cluster structure, while taking notes from digital transformation.  &lt;/p&gt;

&lt;p&gt;Based on the results from a &lt;a href="https://campustechnology.com/articles/2019/10/24/survey-most-students-find-choosing-a-major-stressful.aspx?admgarea=news"&gt;recent survey&lt;/a&gt; conducted by Ellucian, the future of education will embrace new student values perhaps not considered in the traditional education model, such as personalized pathways, technology-driven advisor relationships, and a friction-free approach to career path selection.  &lt;/p&gt;

&lt;p&gt;Through 2020, technology will influence several industries, and the education industry is on the cusp of these changes. Although often considered cliché, advancing trends in technology such as voice assistance, predictive analytics, and chatbots will assist in further opening the door to &lt;a href="https://gtlcenter.org/learning-hub/equitable-access-toolkit/moving-toward-equity/what-is-equitable-access"&gt;equitable access&lt;/a&gt;.  &lt;/p&gt;

&lt;p&gt;Forbes.com recently wrote that &lt;a href="https://www.forbes.com/sites/danielnewman/2019/08/01/top-5-digital-transformation-trends-in-education-for-2020/#3b67a3215739"&gt;new apps and software&lt;/a&gt; will ease learning barriers for students of all learning types. Most notably, video conferencing will play a significant role in accessibility, giving specialized support to even the most remote students.   &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Enter Virtual Career Center &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Geographic Solutions is committed to playing an evolutionary role in education’s advancing future. &lt;a href="https://www.geographicsolutions.com/VCC"&gt;Virtual Career Center (VCC)&lt;/a&gt;, our web-based career services portal, is making strides in giving students a personalized career development experience.  &lt;/p&gt;

&lt;p&gt;CareerOneStop.com’s recent move to visually enhance career pathways has been reflected in VCC. Now, students who are using VCC to map out their school-to-work journey can view all occupational videos within the Occupation Finder.  &lt;/p&gt;

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" stroked="f" style="width:24pt; height:24pt; v-text-anchor:top"&gt; &lt;o:lock aspectratio="t" v:ext="edit"&gt; &lt;w:wrap type="none"&gt; &lt;w:anchorlock&gt; &lt;/w:anchorlock&gt;&lt;/w:wrap&gt;&lt;/o:lock&gt;&lt;/v:rect&gt;&lt;img alt="Virtual Career Center Screenshot " id="_x0000_i1025" src="/Portals/0/LiveBlog/Career Clusters Blog/VCC%20Occ%20Finder%20Better.jpg?ver=DKDaHb2MHHNhRAGiUmuK8Q%3d%3d" style="height: 536px; width: 800px;" /&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;strong&gt;Source:&lt;/strong&gt; &lt;em&gt;&lt;a href="https://www.geographicsolutions.com/VCC"&gt;Virtual Career Center&lt;/a&gt;&lt;/em&gt;&lt;/p&gt;

&lt;p&gt;Meant to give students the opportunity to discover professions that fit their needs, VCC’s Occupation Finder presents results filtering by career path, outlook and demand, wage, education and experience. The occupational profile provides valuable exploration information like top skills, tools and technology, and other competencies required to be successful on the job.  &lt;/p&gt;

&lt;p&gt;To lessen any doubt about a given profession’s monetary outlook, VCC offers regional labor market information to gauge occupational supply and demand. Students can further explore colleges, programs and current employment opportunities to begin planning their prosperity pathway. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;With self-assessments and exploration tools that help learners make key educational decisions, relationship-first technology that drives one-to-one advisor communications, and employer-centric collaboration tools designed to assist in finding reliable, local talent, Virtual Career Center stands at the forefront of the next educational revolution.  &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Find out if Virtual Career Center is right for your region, state, school, or business by contacting Business Development Executive, &lt;a href="mailto:mailto:cjohnson1@geosolinc.com"&gt;Chuck Johnson&lt;/a&gt;. &lt;/strong&gt;&lt;/p&gt;

&lt;p&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 style="margin-bottom:11px"&gt; &lt;/p&gt;
</description><guid isPermaLink="false">233</guid></item><item><title>Three Sessions You Can't Miss At The 2019 Workforce Technology Conference</title><link>https://www.geographicsolutions.com/News-Events/Blog/PostId/242/three-sessions-you-cant-miss-at-the-2019-workforce-technology-conference</link><category>Labor Market Information,Training,User Conference,Workforce Development,Workforce Technology Conference</category><pubDate>Sun, 21 Apr 2019 15:44:00 GMT</pubDate><description>&lt;p&gt;This year's Workforce Technology Conference is less than two months away, and we're excited to deliver an &lt;a href="https://www.geographicsolutions.com/agenda"&gt;agenda &lt;/a&gt;full of new ideas, innovations, and training opportunities.  &lt;/p&gt;

&lt;p&gt;To save you from a severe case of FOMO (fear of missing out), here are three "can't miss" sessions you'll definitely want to attend. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;The Next Steps &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;What does the future hold for Geographic Solutions' product line in 2020 and beyond? Hosted by President Paul Toomey, this session will give you an inside look at what's new and what's changing throughout our software suite. As part of the presentation, hear from our senior-level product architects about cutting-edge features currently in development. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;The State of Recruitment Advertising &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Recruitment advertising used to be Monster, CareerBuilder, whatever niche sites an employer used, and potentially a state or local workforce site. But, with the growth of Indeed, the development of Google Jobs, the use of LinkedIn for networking and recruitment, and the forthcoming effect of artificial intelligence, the landscape has changed. Join &lt;a href="https://aimgroup.com/"&gt;Advanced Interactive Media Group's&lt;/a&gt; Peter Zollman for an open discussion on these trends and more. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Best Practices and Enhancements &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Don't miss your chance to have an active role in enhancing the user and customer experience. Broken out into three separate tracks, join subject matter experts from Geographic Solutions' workforce development, unemployment insurance, and labor market information teams to vote in real time on potential enhancements to our product line. &lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Regular Registration Closing Soon &lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;If you haven't already registered, now is the time! We're looking forward to seeing you this summer in California for four immersive days of training, learning, and networking. Prices will increase on May 4, 2019, so act now, and take advantage of our regular registration rate. &lt;/p&gt;
</description><guid isPermaLink="false">242</guid></item></channel></rss>