{"id":31407,"date":"2018-02-21T18:41:17","date_gmt":"2018-02-21T23:41:17","guid":{"rendered":"http:\/\/olduvai.ca\/?p=31407"},"modified":"2018-02-21T18:41:17","modified_gmt":"2018-02-21T23:41:17","slug":"who-is-it-that-wants-to-buy-trillions-of-us-treasurys","status":"publish","type":"post","link":"https:\/\/olduvai.ca\/?p=31407","title":{"rendered":"Who Is It That Wants to Buy Trillions of US Treasury&#8217;s???"},"content":{"rendered":"<h3 class=\"post-title entry-title\"><a href=\"https:\/\/econimica.blogspot.com\/2018\/02\/who-is-it-that-wants-to-buy-trillions.html\">Who Is It That Wants to Buy Trillions of US Treasury&#8217;s???<\/a><\/h3>\n<div id=\"post-body-644565373245902701\" class=\"post-body entry-content\">\n<div dir=\"ltr\">As of the latest Treasury update\u00a0showing\u00a0federal debt as of\u00a0Wednesday, February 15&#8230;federal debt (red line below)\u00a0jumped by an additional $50 billion from the previous day to $20.76 trillion.\u00a0 This is an increase of $266 billion essentially since the most recent debt ceiling passage.\u00a0 Of course, this isn&#8217;t helping the debt to GDP ratio (blue line below)\u00a0at 105%.<br \/>\n<img loading=\"lazy\" decoding=\"async\" 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\" width=\"640\" height=\"385\" \/><br \/>\nBut here&#8217;s the problem.\u00a0 In order for the\u00a0American economy to register growth, as\u00a0measured by\u00a0GDP (the\u00a0annual change in total value of all goods produced\u00a0and services provided in the US), that growth\u00a0is now based solely upon the growth in federal debt.\u00a0 Without the federal deficit spending, the economy would be shrinking.<\/p>\n<p>The chart below shows the annual change in GDP minus the annual federal deficit incurred.\u00a0 Since 2008, the annual deficit spending has been far greater than the economic activity that deficit spending has produced.\u00a0 The net difference is shown below from 1950 through 2017&#8230;plus estimated through 2025 based on 2.5% average annual GDP growth and $1.2 trillion annual deficits.\u00a0 It is not a pretty picture and it isn&#8217;t getting better.<br \/>\n<img loading=\"lazy\" decoding=\"async\" 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\" width=\"640\" height=\"385\" \/><br \/>\nEven if we assume an average of 3.5% GDP growth (that the US will\u00a0not have a\u00a0recession(s) over a 15 year period)\u00a0and &#8220;only&#8221; $1 trillion annual deficits from 2018 through 2025, the US still continues to move backward indefinitely.<br \/>\n<img loading=\"lazy\" decoding=\"async\" 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width=\"640\" height=\"385\" \/><br \/>\nThe cumulative impact of all those deficits is shown in the chart below.\u00a0 Federal debt (red line)\u00a0is\u00a0at $20.8 trillion and\u00a0the annual interest expense\u00a0on that debt (blue line)\u00a0is jumping, now over a half trillion.\u00a0 Also shown in the chart is the likely debt creation through 2025 and interest expense assuming a very modest 4% blended rate on all that debt.<\/div>\n<div dir=\"ltr\">\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>Who Is It That Wants to Buy Trillions of US Treasury&#8217;s??? As of the latest Treasury update\u00a0showing\u00a0federal debt as of\u00a0Wednesday, February 15&#8230;federal debt (red line below)\u00a0jumped by an additional $50 billion from the previous day to $20.76 trillion.\u00a0 This is an increase of $266 billion essentially since the most recent debt ceiling passage.\u00a0 Of course, [&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":[195,14704,2700,391,18829,15497,2721],"class_list":["post-31407","post","type-post","status-publish","format-standard","hentry","category-economics","tag-debt","tag-economica","tag-gdp-growth","tag-growth","tag-us-economic-growth","tag-us-federal-debt","tag-us-treasuries"],"_links":{"self":[{"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/posts\/31407","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=31407"}],"version-history":[{"count":1,"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/posts\/31407\/revisions"}],"predecessor-version":[{"id":31408,"href":"https:\/\/olduvai.ca\/index.php?rest_route=\/wp\/v2\/posts\/31407\/revisions\/31408"}],"wp:attachment":[{"href":"https:\/\/olduvai.ca\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=31407"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/olduvai.ca\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=31407"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/olduvai.ca\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=31407"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}