{"id":26954,"date":"2017-10-17T19:17:50","date_gmt":"2017-10-18T00:17:50","guid":{"rendered":"http:\/\/olduvai.ca\/?p=26954"},"modified":"2017-10-17T19:17:50","modified_gmt":"2017-10-18T00:17:50","slug":"bubble-nomics","status":"publish","type":"post","link":"https:\/\/olduvai.ca\/?p=26954","title":{"rendered":"Bubble-nomics"},"content":{"rendered":"<h3 class=\"post-title entry-title\"><a href=\"https:\/\/econimica.blogspot.com\/2017\/10\/bubble-nomics.html\">Bubble-nomics<\/a><\/h3>\n<div class=\"post-header\">Question: What is a bubble?<\/div>\n<div id=\"post-body-209000560408664732\" class=\"post-body entry-content\">\n<div dir=\"ltr\">Answer: A bubble is trade in an asset at a price range that strongly exceeds the asset&#8217;s intrinsic value.\u00a0 Or it could also be described as a situation in which asset prices appear to be based on implausible or inconsistent views about the future.<\/p>\n<p>Question: How do you know when you are in a bubble?<br \/>\nAnswer: Gauge asset\u00a0prices against a standard, foundational premise to determine if the price appreciation is warranted.<\/p>\n<p>Lucky for us, the Federal Reserve provides exactly what is needed to show how unjustifiable\u00a0current prices are against households disposable income.\u00a0 The chart below is all US household&#8217;s net worth (current value of all real estate, stocks, bonds, etc.) as a percentage of their disposable personal income (disposable income\u00a0is what they have left to spend or save after paying their taxes).\u00a0 To round out the picture, I&#8217;ve added in the net growth in full time workers during each period, dramatically decelerating.<br \/>\n<img loading=\"lazy\" decoding=\"async\" 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width=\"640\" height=\"376\" \/><br \/>\nSince 1970, every time asset values have risen above 520% of households disposable income (the dashed line in the chart) then the US has been in a bubble and a subsequent crash has followed.\u00a0 This has simply meant asset values\u00a0growing much faster than households income or households capability to sustain those price increases.\u00a0 The depth of\u00a0each crash has been relative to the overshoot of asset values on the upside.<\/p>\n<p>Why???<\/p>\n<p>I hear much discussion that the millennials are the largest age group in US history and are expected to drive growth in demand.\u00a0 However, most people fail to understand what this truly means.\u00a0 The millennials are just marginally larger than the boomers but what this truly means is zero growth.\u00a0 The millennials are just\u00a0meeting the previous high water mark the boomers set.\u00a0 When the boomers came through, they nearly doubled the previous high water mark.<\/p>\n<p>&#8230;click on the above link to read the rest of the article&#8230;<\/p>\n<\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Bubble-nomics Question: What is a bubble? Answer: A bubble is trade in an asset at a price range that strongly exceeds the asset&#8217;s intrinsic value.\u00a0 Or it could also be described as a situation in which asset prices appear to be based on implausible or inconsistent views about the future. Question: How do you know [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[2],"tags":[1726,39,1799,14704,2589],"class_list":["post-26954","post","type-post","status-publish","format-standard","hentry","category-economics","tag-asset-prices","tag-assets","tag-bubbles","tag-economica","tag-value"],"_links":{"self":[{"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/posts\/26954","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/olduvai.ca\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=26954"}],"version-history":[{"count":1,"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/posts\/26954\/revisions"}],"predecessor-version":[{"id":26955,"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/posts\/26954\/revisions\/26955"}],"wp:attachment":[{"href":"https:\/\/olduvai.ca\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=26954"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/olduvai.ca\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=26954"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/olduvai.ca\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=26954"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}