{"id":9547,"date":"2014-01-28T11:04:33","date_gmt":"2014-01-28T16:04:33","guid":{"rendered":"http:\/\/panamaadvisoryinternationalgroup.com\/blog\/?p=9547"},"modified":"2014-01-28T11:04:33","modified_gmt":"2014-01-28T16:04:33","slug":"baby-boomers-reluctant-to-retire-what-about-the-feds-retirement-thesis","status":"publish","type":"post","link":"https:\/\/panamaadvisoryinternationalgroup.com\/blog\/baby-boomers-reluctant-to-retire-what-about-the-feds-retirement-thesis\/","title":{"rendered":"Baby Boomers Reluctant to Retire; What About the Fed&#8217;s Retirement Thesis?"},"content":{"rendered":"<p><a href=\"http:\/\/panamaadvisoryinternationalgroup.com\/blog\/wp-content\/uploads\/2014\/01\/Cash-strapped-pre-retiree-006.jpg\"><\/a><a href=\"http:\/\/panamaadvisoryinternationalgroup.com\/blog\/wp-content\/uploads\/2014\/01\/retirees.jpg\"><img loading=\"lazy\" decoding=\"async\" class=\"alignnone size-full wp-image-9549\" title=\"retirees\" src=\"http:\/\/panamaadvisoryinternationalgroup.com\/blog\/wp-content\/uploads\/2014\/01\/retirees.jpg\" alt=\"\" width=\"576\" height=\"385\" srcset=\"https:\/\/panamaadvisoryinternationalgroup.com\/blog\/wp-content\/uploads\/2014\/01\/retirees.jpg 576w, https:\/\/panamaadvisoryinternationalgroup.com\/blog\/wp-content\/uploads\/2014\/01\/retirees-300x200.jpg 300w\" sizes=\"auto, (max-width: 576px) 100vw, 576px\" \/><\/a><\/p>\n<p>This is a great article from<span style=\"font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\"> Mike &#8220;Mish&#8221; Shedlock at Global Economic Analysis blogspot.com on the debate about real retirement numbers in America.\u00a0 It follows the\u00a0 debate on the real unemployment rate numbers.<\/span> <!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG \/> <\/o:OfficeDocumentSettings> 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\tmso-hansi-font-family:Calibri; \tmso-hansi-theme-font:minor-latin;} --> <!--[endif] --><\/p>\n<p class=\"MsoNormal\" style=\"line-height: normal; background: none repeat scroll 0% 0% white;\"><span style=\"color: #000000;\"><span style=\"font-size: 12pt;\">A new Gallup survey shows Many Baby Boomers Reluctant to Retire. <\/span><\/span><\/p>\n<p><span style=\"font-size: 12.0pt; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black;\">True to their &#8220;live to work&#8221; reputation, some baby boomers are digging in their heels at the workplace as they approach the traditional retirement age of 65. While the average age at which U.S. retirees say they retired has risen steadily from 57 to 61 in the past two decades, boomers &#8212; the youngest of whom will turn 50 this year &#8212; will likely extend it even further. Nearly half (49%) of boomers still working say they don&#8217;t expect to retire until they are 66 or older, including one in 10 who predict they will never retire.<\/span><\/p>\n<p><span style=\"font-size: 12.0pt; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black;\"> <\/span><\/p>\n<p class=\"MsoNormal\" style=\"margin-bottom: 5.0pt; line-height: normal; background: white;\"><span style=\"font-size: 12.0pt; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black;\"><br \/>\n<\/span><br \/>\n<span style=\"font-size: 12.0pt; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black;\"><img decoding=\"async\" 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alt=\"\" \/><\/span><\/p>\n<p class=\"MsoNormal\" style=\"margin-bottom: 5.0pt; line-height: normal; background: white;\"><span style=\"font-size: 12.0pt; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black;\"><br \/>\nGallup finds that baby boomers who strongly agree that they currently &#8220;have enough money to do everything [they] want to do&#8221; expect to retire at age 66. Boomers who strongly disagree with this statement predict they will retire significantly later, at age 73.<\/p>\n<p>Baby Boomers Still a Substantial Part of the Workforce<\/p>\n<p>As the largest generation born in U.S. history, baby boomers&#8217; sheer numbers coupled with their reluctance to retire will likely ensure that their influence endures in the workplace in the coming years. Although the first wave of boomers became eligible for early retirement under Social Security about six years ago, the generation still constitutes about one-third (31%) of the workforce, similar to percentages for millennials (33%) and Generation X (32%).<\/p>\n<p><\/span><img decoding=\"async\" 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\" alt=\"\" \/><span style=\"font-size: 12.0pt; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black;\"><\/p>\n<p><strong>Bottom Line<\/strong><\/p>\n<p>Whether by choice or necessity, baby boomers will remain a sizable proportion of the workforce in the years ahead, with many expecting to work past the average U.S. retirement age of 61 and even the traditional retirement age of 65. As they continue to age and work, it is important that their organizations build workplaces with outstanding managers who leverage the experiences of older workers by positioning them to do what they do best &#8212; listening to their insights and opinions, and continuing to develop their talents into strengths.<\/p>\n<p>By investing in baby boomers&#8217; engagement, employers will reap the benefits that an engaged workforce brings to their bottom line. No matter what their age, engaged workers tend to have higher well-being, better health, and higher productivity than their not-engaged and actively disengaged counterparts. A targeted effort to engage baby boomers could have important ramifications for healthcare costs and productivity for individual workplaces and the overall U.S. economy.<\/span><\/p>\n<p><strong><span style=\"font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">ZeroHedge Cries &#8220;BS&#8221; On Retirement Thesis<\/span><\/strong><span style=\"font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\"><\/p>\n<p>In <span style=\"color: blue;\">Spot The Labor Force Collapse Culprit<\/span>, ZeroHedge produced a chart that allegedly debunks the thesis that the participation rate is declining because of retirement.<\/p>\n<p><\/span><img decoding=\"async\" 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alt=\"\" \/><span style=\"font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\"><\/p>\n<p>On the basis of that and similar charts ZeroHedge concludes<\/p>\n<p><em>So enough with all this &#8220;they are retiring&#8221; bull**it, and call it for what it is: millions of Americans of all ages, but mostly of prime working age, bailing out of the labor force by the millions because of equal or better opportunities elsewhere, opportunities which almost without exception are increasingly reliant on the ever more unsustainable and insolvent US welfare state.<\/em><\/p>\n<p><strong>Off the Mark<\/strong><\/p>\n<p>I have no desire to start &#8220;blog wars&#8221; but ZeroHedge is way off the mark. His chart neither proves nor disproves the retirement thesis. It only shows more people than ever before are working longer.<\/p>\n<p>To properly understand what is happening one must look at the raw numbers as well as the number of people moving from one demographic group to the next.<\/p>\n<p><span style=\"color: #000000;\">I did just that on December 17, 2013 in Fed Study Shows Drop in Participation Rate Explained by Retirement; Let&#8217;s Explore that Idea, in Depth and in Pictures.<\/span><\/p>\n<p>Yes people are working longer, but in relation to the number of people moving from one demographic group to the next, huge numbers of retirement-aged people have dropped out of the labor force en masse, as the following charts show.<\/p>\n<p><strong>Change in Labor Force and Population From Previous Year <\/strong><\/p>\n<p><\/span><img decoding=\"async\" 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\" alt=\"\" \/><span style=\"font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\"><\/p>\n<p>In the above chart, the change in labor force and the change in population in hard numbers (not percentage terms) are side-by-side.<\/p>\n<p><strong>Consider the numbers for 2012 for age group 65+: The population rose by 2,349,000 but the labor force only rose by 621,000.<\/strong><\/p>\n<p>What happened to the rest? Retirement?<\/p>\n<p>To make it even easier to see, please consider this final chart, with subtractions made.<\/p>\n<p><strong>Delta of Change in Labor Force to Change in Population <\/strong><\/p>\n<p><\/span><img decoding=\"async\" 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\" alt=\"\" \/><span style=\"font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\"><\/p>\n<p><strong>The decline in labor force relative to the growth in population is heavily concentrated in the 65 and older demographic.<\/strong><\/p>\n<p>As noted previously, the November Fed study on t<span style=\"color: #000000;\">he Causes of Declines in the Labor Force Participation Rate by S<\/span>higeru Fujita at the Federal Reserve Bank of Philadelphia concludes &#8220;<em>The decline in the participation rate in the last one-and-a-half years (when the unemployment rate declined faster than expected) is entirely due to retirement.<\/em>&#8221;<\/p>\n<p>The above charts prove that the analysis by the Fed is indeed reasonable.<\/p>\n<p><\/span><span style=\"color: #000000;\"><span style=\"font-size: 12pt; line-height: 115%;\">People are indeed working longer than ever, but the massive increase in the number of people moving into the 65 and older demographic allows for both a rising participation rate in that class as well as mass retirement.<\/span><\/span><span style=\"font-size: 12.0pt; line-height: 115%; font-family: &amp;amp;quot; mso-fareast-font-family: &amp;amp;quot; color: black; mso-ansi-language: EN-US; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\"><\/p>\n<p>To be fair, we do not know <em>why<\/em> some retired. I strongly suspect many did so because their unemployment benefits ran out. To get some money coming in from Social Security, they retired. I call this &#8220;forced retirement&#8221;.<\/p>\n<p>Regardless, it&#8217;s a huge mistake to fail to go through the proper math, as the above analysis shows.<\/p>\n<p>Finally, none of the above is proof the employment situation is reasonable. It&#8217;s not. Over the past few years, huge numbers of people have dropped out of the labor force via disability fraud, by staying in school longer than they really want, and by forced retirement. I do agree with ZeroHedge in that the unemployment rate is realistically way higher than reported.<\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>This is a great article from Mike &#8220;Mish&#8221; Shedlock at Global Economic Analysis blogspot.com on the debate about<\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[4],"tags":[],"class_list":["post-9547","post","type-post","status-publish","format-standard","hentry","category-news-articles-panama-perpsective"],"yoast_head":"<!-- This site is optimized with the Yoast SEO Premium plugin v27.7 (Yoast SEO v27.7) - https:\/\/yoast.com\/product\/yoast-seo-premium-wordpress\/ -->\n<title>Baby Boomers Reluctant to Retire; What About the Fed&#039;s Retirement Thesis?  - Blog and Newsletter<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/panamaadvisoryinternationalgroup.com\/blog\/baby-boomers-reluctant-to-retire-what-about-the-feds-retirement-thesis\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Baby Boomers Reluctant to Retire; 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