http://www.zerohedge.com/fullrss2.xml/%20http%3A/admin%40capitalistexploits.at en Why The Next Recession Will Morph Into A Decades Long Depressionary Event... Or Worse http://www.zerohedge.com/news/2017-06-24/why-next-recession-will-morph-decades-long-depressionary-event-or-worse <p><em><a href="https://econimica.blogspot.com/2017/06/why-next-recession-will-morph-into.html">Authored by Chris Hamilton via Econimica blog,</a></em></p> <p>Economists spend inordinate time gauging the business cycle that they believe drives the US economy.&nbsp; However, <strong>the real engine running in the background&nbsp;(and nearly entirely forgotten) is the population cycle.</strong>&nbsp; The positive population&nbsp;cycle is such a long&nbsp;running macro trend thousands of years in the offing&nbsp;that it&#39;s taken for granted.&nbsp; It&nbsp;is wrongly assumed that upon every business cycle downturn, accommodative&nbsp;monetary and fiscal policies will&nbsp;ultimately spur greater demand&nbsp;and restart the business cycle&nbsp;once the excess capacity and&nbsp;inventories are drawn down.&nbsp; However, <em><strong>I contend that the population cycle has been the primary factor in ending each recession...and this most macro of cycles is now rolling over.</strong></em> &nbsp;Without this, America (nor the world)&nbsp;will truly emerge from the next recession...instead it&nbsp;will morph into an unending downward cycle of partial recoveries...contrary to all contemporary human experience.</p> <p><strong>The evidence for my contention begins with the 25-54yr/old US population, which peaked in December 2007 and remains below that peak ever since (this population is presently about 400k fewer than Dec of &#39;07).&nbsp;</strong> However, total US full time employment is now 3.6 million above the&nbsp;previous peak in&nbsp;2007.&nbsp; This 25-54 to FT employment relationship is now 1:1...just as it was in 1980 and 1970.</p> <p><img 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" style="height: 311px; width: 601px;" /></p> <p>Annual change in 25-54yr/old US population vs. annual change in total full time US employees (below). &nbsp;<strong>The macro population cycle provided millions of new adults (consumers)&nbsp;and their increased demand restarted the more frequent gyrations of the micro business cycles...until 2008 and again now in 2017.&nbsp;</strong> Some may take note that the Federal Reserve cost of money (the Federal Funds Rate in blue) generally followed the population cycle,&nbsp;only making some deviations&nbsp;for the business cycle along the way.</p> <p><img src="data:image/png;base64,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" style="height: 433px; width: 600px;" /></p> <p>But the change per 8 year periods of the 25-54yr/old population and total US full time employment turns out to be not so dissimilar. &nbsp;In fact, it&#39;s a pretty nice correlation.</p> <p><img src="data:image/png;base64,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" style="height: 361px; width: 600px;" /></p> <p><strong>And so, since population growth means so much...two differing views on where this population is headed.&nbsp;</strong> In red, the Census and in black, an unbiased view of growth based on the child bearing population, birth rates, and current and future immigration trends.</p> <p><img src="data:image/png;base64,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" style="height: 361px; width: 600px;" /></p> <p><strong>Why would I feel such confidence in a lowered estimate of growth?&nbsp;</strong> Check the &#39;08 Census projection for the 0-24yr/old US population through 2050 (blue line, chart below)&nbsp;and the massive downgrade of growth by the 2014 projection update (red line).&nbsp; <strong>And it is still far too optimistic and the upcoming projection update will only further downgrade upcoming population growth, based on the ongoing declining birth&nbsp;rates combined with huge declines in illegal immigration since &#39;09.</strong></p> <p><img src="data:image/png;base64,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" style="height: 361px; width: 600px;" /></p> <p>But if we widen out to the 15-64yr/old population vs. US full time employees...<strong>the chart below details both sets.</strong></p> <p><img src="data:image/png;base64,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" style="height: 382px; width: 599px;" /></p> <p>Taking a look at the annual 15-64 population growth should be pretty telling.<strong>&nbsp; 2008 wasn&#39;t a debt crisis...it was an end of an atypical period of abnormally high growth which so many had assumed was in fact &quot;normal&quot;.</strong></p> <p><img src="data:image/png;base64,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" style="height: 388px; width: 600px;" /></p> <p>The chart below taking the 8 year changes in the wider 15-64yr/old US population vs. full time employment.</p> <p><img src="data:image/png;base64,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" style="height: 361px; width: 600px;" /></p> <p>Charting the change in the core population of the US vs. full time employment.&nbsp;<strong> During each downturn in full time employment, the growth in the core population continued and eventually pulled the business cycle to a fresh start.&nbsp; However, as the population cycle slowed the downturns were deeper and recoveries slower due to minimal growth in demand from the population cycle.</strong></p> <p><img src="data:image/png;base64,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" style="height: 388px; width: 600px;" /></p> <p>Below, focusing from the turn of the century &#39;til now, the downtrend of core population growth is very plain and the negative impact on the business cycle should also be easily understood.&nbsp;<strong> The expected Federal Reserve response is of course interest rate cuts to incent record quantities of new debt...to maintain the unsustainable present.&nbsp; The next economic downturn will see no buoying impact of the core population growth to exit the downturn.</strong></p> <p><img 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" style="height: 388px; width: 600px;" /></p> <p>Anyway,&nbsp;the chart above makes it plain that <strong>the population cycle of the broad core of the US (and in fact, that of the 0-64yr/old population) is now on the precipice of turning Japanese</strong>...also known as depopulating (see chart below).</p> <p><img src="data:image/png;base64,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" style="height: 361px; width: 600px;" /></p> <p><strong>The next&nbsp;business cycle recession will be unending and is very likely to run&nbsp;years into decades and perhaps a century or&nbsp;more.&nbsp; </strong>A declining population&nbsp;already indebted with record debt and zero interest rates will consume less...meaning overcapacity and&nbsp;excess inventories will never be fully cleared before the next downturn...and on and on and on.</p> <p><strong>But the absence of a growing consumer base isn&#39;t just a US issue...this is a global problem.&nbsp;</strong> The annual growth of the 0-64yr/old population of the combined OECD nations (most the EU, US, Canada, Mexico, Chile, Japan, S. Korea, Australia / New Zealand) plus China, Brazil, and Russia show the growth that has driven nearly all economic growth has come to an end...and begins declining from here on.&nbsp; And when importers are shrinking, exporters have no one to export to...and on and on and on.&nbsp; A recent article helps to detail the depopulation we are now facing...not simply&nbsp;a demographic issue&nbsp;that so many&nbsp;believe, <a href="https://econimica.blogspot.com/2017/06/some-thoughts-for-tuesday-june-20th.html" target="_blank">HERE.</a></p> <p><img src="data:image/png;base64,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" style="height: 492px; width: 601px;" /></p> <p><strong>The end of growth is the start of the&nbsp;SHTF scenario in which we now find ourselves.&nbsp; </strong>While this situation offers short term nirvana to investors, the economic repercussions are ultimately disastrous.</p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="589" height="342" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170624_demo.jpg?1498306889" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-24/why-next-recession-will-morph-decades-long-depressionary-event-or-worse#comments Australia Brazil Business Business cycle Capitalism China Economic growth Economy Economy of the United States European Union Federal Reserve Fresh Start Japan Macroeconomics Mexico New Zealand OECD Recession Recession Social Issues Stock market cycles Unemployment US Federal Reserve Sat, 24 Jun 2017 15:05:00 +0000 Tyler Durden 598579 at http://www.zerohedge.com LeGaCY... http://www.zerohedge.com/news/2017-06-24/legacy <p><a href="https://www.flickr.com/photos/expd/35465743646/in/dateposted-public/" title="LEGACY"><img src="https://c1.staticflickr.com/5/4233/35465743646_235a3a322c_b.jpg" alt="LEGACY" width="1024" height="647" /></a></p> <script src="//embedr.flickr.com/assets/client-code.js"></script> http://www.zerohedge.com/news/2017-06-24/legacy#comments Baseball Hall of Fame balloting Education Politics Sat, 24 Jun 2017 15:03:16 +0000 williambanzai7 598587 at http://www.zerohedge.com Angry Dems Turn On Obama, Pelosi, Schumer: "Talk Less About Russia" http://www.zerohedge.com/news/2017-06-24/angry-dems-turn-obama-pelosi-schumer-talk-less-about-russia <p>It&rsquo;s been a rough week for the legacy of the Obama administration. Yesterday, the Senate Judiciary Committee launched a Democrat-endorsed probe into former <a href="http://www.zerohedge.com/news/2017-06-23/senate-judiciary-committee-opens-probe-loretta-lynch">Attorney General Loretta Lynch&rsquo;s conduct during the campaign</a> &ndash; when it&rsquo;s widely believed she colluded with the Clinton&rsquo;s to &ldquo;soften&rdquo; the FBI&rsquo;s probe into Hillary&rsquo;s mishandling of classified information. Earlier, <a href="http://www.zerohedge.com/news/2017-06-21/jon-ossoff-spent-76x-more-handel-votefor-nothing">sure-thing Democratic neophyte Jon Ossoff lost a special election in Georgia</a> that he was supposedly guaranteed to win, leading America&rsquo;s least&mdash;preferred party of overly brazen corporatists to an embarrassing 5-0 defeat, and stoking calls for Nancy Pelosi - the Dem&rsquo;s longtime leader in Congress - to step aside.</p> <p>And as if all that wasn&rsquo;t enough, <u><strong>revelations that Russian hackers targeted voting systems in 21 states &ndash; and the Obama administration did nothing about it &ndash; have inspired the president&rsquo;s fellow Democrats to turn on their once-revered leader. </strong></u></p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/obama.JPG"><em><strong><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/obama_0.JPG" style="width: 500px; height: 373px;" /></strong></em></a></p> <p>&nbsp;</p> <p>As the Hill reports, Democrats are criticizing no-drama Obama for being too cautious with his disclosures about &ldquo;the Russia problem&rdquo; in the run-up to the 2016 election, <em><strong>claiming that he shouldn&#39;t have hesitated to inform the public about the allegations:</strong></em></p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>&ldquo;The Obama administration is under fresh scrutiny for its response to Russian meddling in the election after new details emerged this week about how the White House weighed its actions against the 2016 political environment.</p> <p>&nbsp;</p> <p><strong>Then-President Obama was too cautious in the months leading up to the election, frustrated Democratic lawmakers and strategists say.</strong></p> <p>&nbsp;</p> <p><strong>&ldquo;It was inadequate. I think they could have done a better job informing the American people of the extent of the attack,&rdquo;</strong> said Rep. Eric Swalwell (D-Calif.), a member of the House Intelligence Committee who co-chairs the Democratic Steering and Policy Committee.&quot;</p> </blockquote> <p>Meanwhile, <strong>Ohio Democrat Tim Ryan, who recently challenged Pelosi for leadership of the party, is leading a small group of Congressional Dems in criticizing Chuck Schumer, Pelosi and the rest of the Democratic leadership&#39;s irrational focus on the Russia investigations.</strong> Ryan believes the focus on making the Dems appear out of touch to working Americans who care more about economic issues than the Trump witch hunt, <a href="http://thehill.com/homenews/campaign/339248-dems-push-leaders-to-talk-less-about-russia">as the Hill reports.&nbsp; </a>Ryan&#39;s attempt to lead from behind comes as some of his peers push for the creation of a 9/11-style Commission to launch what would be the fourth investigation into the Trump campaign.&nbsp;</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/pelosi.JPG"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/pelosi_0_0.JPG" style="width: 500px; height: 321px;" /></a></p> <p>Even though the contradiction here is obvious - Dems are complaining that the party is too focused on Russia, while criticizing Obama for not releasing more scurrilous details about alleged interference -<strong>at least Ryan recognizes that the focus on Russia will hurt the Dems where it counts: In next year&#39;s midterms.</strong></p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p><strong>&quot;We can&#39;t just talk about Russia because people back in Ohio aren&#39;t really talking that much about Russia, about Putin, about Michael Flynn,&rdquo;</strong> Rep. Tim Ryan (D-Ohio) told MSNBC&nbsp;Thursday. &ldquo;They&#39;re trying to figure out how they&#39;re going to make the mortgage payment, how they&#39;re going to pay for their kids to go to college, what their energy bill looks like.</p> <p>&nbsp;</p> <p><strong>&ldquo;And if we don&#39;t talk more about their interest than we do about how we&#39;re so angry with&nbsp;Donald Trump&nbsp;and everything that&#39;s going on,&rdquo; he added, &ldquo;then we&#39;re never going to be able to win elections.&rdquo;</strong></p> </blockquote> <p><iframe allowfullscreen="" frameborder="0" height="315" src="http://players.brightcove.net/1077863425/ryWOznDex_default/index.html?videoId=5481705070001" width="560"></iframe></p> <p>Turning back to Obama, the president&#39;s motives in withholding the information definitely leave room for speculation. Was he worried that the public would interpret the disclosure as transparent fearmongering intended to benefit the Clinton campaign &ndash; <em><strong>or maybe he thought it would make the Democrats and Clinton look ineffectual in the face of a problem that couldn&rsquo;t be solved with a couple of well-timed drone strikes? </strong></em>For what it&#39;s worth, former Homeland Security Secretary Jeh Johnson says Obama withheld the information because he didn&rsquo;t want to play into Trump&rsquo;s <strong>claims that the election was being &ldquo;rigged.&rdquo;</strong></p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>&quot;Former Homeland Security Secretary Jeh Johnson on Wednesday told lawmakers that the White House held back on responding to Russia <em><strong>because it didn&rsquo;t want to play into fears, propagated by then-candidate Trump, that the election would be &ldquo;rigged.&rdquo;</strong></em></p> <p>&nbsp;</p> <p>&ldquo;One of the candidates, as you&#39;ll recall, was predicting that the election was going to be rigged in some way,&rdquo; Johnson said. <strong>&ldquo;And so we were concerned that, by making the statement, we might in and of itself be challenging the integrity of the election process itself.&rdquo;</strong></p> <p>&nbsp;</p> <p>Trump had repeatedly claimed that the outcome of the election would be &ldquo;rigged&rdquo; against him, alleging widespread voter fraud and inaccurate polling. He provided no evidence to back up his claims, but critics feared that his rhetoric could undermine public trust in the outcome of the election.</p> </blockquote> <p>In any event, Obama&rsquo;s decision to withhold the information has made the Dems look weak, desperate and disorganized. And now they&rsquo;re rightfully worried that the administration&rsquo;s countermeasures &ndash; kicking out a few dozen diplomats &ndash; have helped them lose what little credibility they still had in the eyes of the public. Meanwhile, President Trump has a few questions of his own;</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>&#39;Some Republicans argue the Obama administration only started to take the Russia threat seriously after President Trump had won the election.</p> <p>&nbsp;</p> <p>Trump has called the influence operation a &ldquo;hoax&rdquo; and dismissed the various inquiries into Russian interference in the election &mdash; which include looking for possible collusion between his campaign and Moscow &mdash; as a &ldquo;witch hunt.&rdquo;</p> <p>&nbsp;</p> <p>&ldquo;By the way, if Russia was working so hard on the 2016 Election, it all took place during the Obama Admin. Why didn&#39;t they stop them?&rdquo; Trump tweeted Thursday.<br />The Obama administration announced on Oct. 7 that the theft and release of the Democratic National Committee (DNC) emails was part of a widespread campaign &ldquo;intended to interfere with the U.S. election process.&rdquo;</p> </blockquote> <p>So what&rsquo;s next for the Dems? Obama, who has already pivoted from politician to social-media celebrity, will probably continue to chime in every now and then from the peanut gallery. Meanwhile, we wait to see if the DOJ or any other interested parties piggy-back on the Senate&rsquo;s investigation into Lynch&rsquo;s blatant attempt at obstruction, and wonder: <em><strong>Could this be the controversy that leads to the unraveling of the modern Democratic Party?</strong></em></p> <p dir="ltr" lang="en"><u><strong>Of course, President Trump couldn&#39;t resist taking a shot at his predecessor on Twitter: </strong></u></p> <p dir="ltr" lang="en">Just out: The Obama Administration knew far in advance of November 8th about election meddling by Russia. Did nothing about it. WHY?</p> <blockquote class="twitter-tweet" data-lang="en"><p>&mdash; Donald J. Trump (@realDonaldTrump) <a href="https://twitter.com/realDonaldTrump/status/878413313188802560">June 24, 2017</a></p></blockquote> <p>&nbsp;</p> <p dir="ltr" lang="en">By the way, if Russia was working so hard on the 2016 Election, it all took place during the Obama Admin. Why didn&#39;t they stop them?</p> <p>&mdash; Donald J. Trump (@realDonaldTrump) <a href="https://twitter.com/realDonaldTrump/status/877879361130688512">June 22, 2017</a></p> <p>&nbsp;</p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="768" height="573" alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/obama.JPG?1498308761" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-24/angry-dems-turn-obama-pelosi-schumer-talk-less-about-russia#comments American people of German descent Barack Obama Climate change skepticism and denial Congress Democratic National Committee Democratic Party Democratic Steering and Policy Committee DOJ Donald Trump Donald Trump Donald Trump presidential campaign Draft:Hector Sarmiento FBI Federal Bureau of Investigation House Intelligence Committee Judiciary Committee MSNBC Nancy Pelosi Nancy Pelosi Obama Administration Obama administration Ohio Politics Politics Senate The Apprentice Twitter Twitter United States White House White House WWE Hall of Fame Sat, 24 Jun 2017 14:30:00 +0000 Tyler Durden 598582 at http://www.zerohedge.com Two Italian Zombie Banks Toppled Friday Night http://www.zerohedge.com/news/2017-06-24/two-italian-zombie-banks-toppled-friday-night <p><a href="http://wolfstreet.com/2017/06/23/ecb-shuts-veneto-banca-banca-popolare-di-vicenza-italian-banking-crisis/"><em>Authored by Wolf Richter via WolfStreet.com,</em></a><strong>&nbsp;</strong></p> <p><span style="text-decoration: underline;"><strong>ECB shuts down Veneto Banca and Banca Popolare di Vicenza.</strong></span></p> <p>When banks fail and regulators decide to liquidate them, it happens on Friday evening <strong>so that there is a weekend to clean up the mess</strong>. And this is what happened in Italy &ndash; with two banks!</p> <p><strong>It&rsquo;s over for the two banks that have been prominent zombies in the Italian banking crisis:</strong> Veneto Banca and Banca Popolare di Vicenza, in northeastern Italy.</p> <p>The banks have combined assets of &euro;60 billion, <strong>a good part of which are toxic and no one wanted to touch them</strong>. They already received a bailout but more would have been required, and given the uncertainty and the messiness of their books, nothing was forthcoming, and the ECB which regulates them lost its patience.</p> <p>In a tersely worded <a href="https://www.bankingsupervision.europa.eu/press/pr/date/2017/html/ssm.pr170623.en.html" rel="noopener" target="_blank">statement</a>, the ECB&rsquo;s office of Banking Supervision ordered the banks to be wound up because they &ldquo;were failing or likely to fail as the two banks repeatedly breached supervisory capital requirements.&rdquo;</p> <p><em><strong>&ldquo;Failing or likely to fail&rdquo;</strong></em> is the key phrase that banking supervisors use for <strong>banks that &ldquo;should be put in resolution or wound up under normal insolvency proceedings,&rdquo;</strong> the statement said.&nbsp;This is the first Italian bank liquidation under Europe&rsquo;s new Single Resolution Mechanism Regulation. The ECB explained:</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>The ECB had given the banks time to present capital plans, but the banks had been unable to offer credible solutions going forward.</p> <p>&nbsp;</p> <p>Consequently, the ECB deemed that both banks were failing or likely to fail and duly informed the Single Resolution Board (SRB), which concluded that the conditions for a resolution action in relation to the two banks had not been met. The banks will be wound up under Italian insolvency procedures.</p> </blockquote> <p><strong>And the ECB provides a little history of its failed efforts to put these banks on the right track:</strong></p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>ECB Banking Supervision has closely monitored the two banks since capital shortfalls were identified by the comprehensive assessment in 2014. Since then, the two banks have struggled to overcome high levels of non-performing loans and underlying challenges to their business models, which resulted in further deterioration of their financial position.</p> <p>&nbsp;</p> <p>In 2016, the Atlante fund [Italy&rsquo;s government-sponsored &ldquo;bad bank&rdquo; set up in Luxembourg to take toxic assets off Italian banks books] invested approximately &euro;3.5 billion in Veneto Banca and Banca Popolare di Vicenza. However, the financial position of the two banks deteriorated further in 2017.</p> <p>&nbsp;</p> <p>The ECB had therefore asked the banks to provide a capital plan to ensure compliance with capital requirements. Both banks presented business plans which were deemed not to be credible by the ECB.</p> </blockquote> <p><strong>So nothing worked. </strong>Private sector money stayed away in droves. JP Morgan, which had been recruited to save the Italian banks, threw in the towel.<strong> These banks had been zombies for too long. Everybody knew it. But the government kept denying it.</strong></p> <p><u><strong>Just weeks ago, Italy&rsquo;s Minister of Economy Pier Carlo Padoan <a href="http://wolfstreet.com/2017/06/16/fear-of-contagion-italian-banking-crisis/" rel="noopener" target="_blank">insisted</a> that the two banks would not be wound down.</strong></u> Last year, to dispel the mountain of evidence to the contrary, he insisted that that there would be no need of any future bail outs; and that, furthermore, Italy did not even have a banking problem.</p> <p><strong>In early June, the two banks were instructed by the European Commission to raise an additional &euro;1.25 billion in private capital. No one bit.</strong> Italy&rsquo;s government then tried to persuade the European Commission and the ECB to water down the requirement to &euro;600-800 million, and it urged Italian banks to chip in to the bank rescue fund.</p> <p>All that failed. So this weekend, the Italian government gets to sit down together for a friendly chat to enact the necessary measures to protect depositors and senior bondholders in those two banks. Stockholders will be crushed. Junior bondholders will likely get slammed hard. And the Italian taxpayer might face some additional pain &ndash; all of it caused by many years of terrible and reckless bank management. <strong>The saga of the long-festering banking crisis has thus moved on to the next chapter.</strong></p> <p><strong>A new era has begun in Europe. And it started in Spain. Many Banco Popular investors were wiped out. Taxpayers are off the hook.</strong> Read&hellip;&nbsp; <a href="http://wolfstreet.com/2017/06/07/bail-in-era-for-europe-banking-crisis-spain-italy/">&ldquo;Bail-In&rdquo; Era for Europe&rsquo;s Banking Crisis Begins</a></p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="261" height="167" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170624_banca.jpg?1498310749" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-24/two-italian-zombie-banks-toppled-friday-night#comments Atlante Bad Bank Banca Popolare Banca Popolare di Vicenza Banca Tirrenica Banking in Italy Business Economy of Europe Economy of Italy European Central Bank European Commission European System of Central Banks Fail Italian government Italy Italy’s government non-performing loans northeastern Italy Single Resolution Board Single Supervisory Mechanism UBI Banca Veneto Banca Vicenza Sat, 24 Jun 2017 13:55:00 +0000 Tyler Durden 598583 at http://www.zerohedge.com CNN Deletes 'Fake News' Story About Russian Investment Ties To Trump http://www.zerohedge.com/news/2017-06-24/cnn-deletes-fake-news-story-about-russian-investment-ties-trump <p><a href="https://web.archive.org/web/20170622210615/http://www.cnn.com/2017/06/22/politics/russian-investment-fund-under-investigation/index.html">Thursday afternoon, CNN posted</a> a story, by none other than Pulitzer-Prize-winning reporter Thomas Frank, claiming that <strong><em>"Congress was investigating a Russian investment fund with ties to Trump officials."</em></strong></p> <p>The story was perfect fodder for 'The Left' as it provided yet more 'confirmation' that sources 'confirmed' Trump and his team were up to something nefarious with The Russians...</p> <p>Highlights included...</p> <blockquote><div class="quote_start"> <div></div> </div> <div class="quote_end"> <div></div> </div> <p><strong>Congress is investigating a little-known Russian investment fund...</strong></p> <p>&nbsp;</p> <p>The fund CEO met in January with a member of the Trump transition team...</p> <p>&nbsp;</p> <p><strong>"If you're going to get your nose under the tent, that's a good place to start," </strong>said Ludema, a Georgetown University economics professor. <strong><em>"I'm sure their objective is to get rid of all the sanctions against the financial institutions. But RDIF is one [sanctioned organizations] where a number of prominent U.S. investors have been involved."</em></strong></p> <p>&nbsp;</p> <p>A fund spokeswoman says there was no discussion about lifting sanctions...</p> <p>&nbsp;</p> <p><strong>Scaramucci's comments alarmed Democratic Senators Elizabeth Warren of Massachusetts and Ben Cardin of Maryland, </strong>who asked Mnuchin investigate whether Scaramucci sought to "facilitate prohibited transactions" or promised to waive or lift sanctions against Russia.</p> </blockquote> <p>Sounds great right? Well, despite the 'facts' they reported, 36 hours later <a href="http://www.cnn.com/2017/06/23/politics/editors-note/index.html"><strong>(quietly late on a Friday night), CNN decided to delete the story and issue a retraction,</strong></a> apologizing to Mr. Scaramucci (presumably for lying?)</p> <blockquote><div class="quote_start"> <div></div> </div> <div class="quote_end"> <div></div> </div> <p>On June 22, 2017, CNN.com published a story connecting Anthony Scaramucci with investigations into the Russian Direct Investment Fund.</p> <p>&nbsp;</p> <p><strong>That story did not meet CNN's editorial standards and has been retracted. Links to the story have been disabled. CNN apologizes to Mr. Scaramucci.</strong></p> </blockquote> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/06/22/20170624_cnn1.jpg"><img src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/06/22/20170624_cnn1_0.jpg" width="600" height="201" /></a></p> <p>&nbsp;</p> <p>Mr. Scaramucci responded via Twitter...</p> <blockquote class="twitter-tweet"><p dir="ltr" lang="en">.<a href="https://twitter.com/CNN">@CNN</a> did the right thing. Classy move. Apology accepted. Everyone makes mistakes. Moving on. <a href="https://t.co/lyVajCKNHx">https://t.co/lyVajCKNHx</a></p> <p>— Anthony Scaramucci (@Scaramucci) <a href="https://twitter.com/Scaramucci/status/878568965471186944">June 24, 2017</a></p></blockquote> <script src="//platform.twitter.com/widgets.js"></script><p>Despite their deletion of the story, <a href="https://web.archive.org/web/20170622210615/http://www.cnn.com/2017/06/22/politics/russian-investment-fund-under-investigation/index.html">thanks to The Wayback-Machine,</a> we can see what the original story said...</p> <p>&nbsp;</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/06/22/20170624_cnn.jpg"><img src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/06/22/20170624_cnn_0.jpg" width="600" height="588" /></a></p> <p>Is it any wonder that<a href="http://www.zerohedge.com/news/2017-06-23/new-poll-shows-majority-americans-think-russia-probes-are-distraction"><strong> Americans are becoming increasingly frustrated </strong></a>by the media's attention to the 'Russia' narrative that is is constantly spewed with no mind for factual reporting?</p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="256" height="171" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170624_cnn2.jpg?1498308295" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-24/cnn-deletes-fake-news-story-about-russian-investment-ties-trump#comments American people of German descent Business Business Climate change skepticism and denial Congress Donald Trump Elizabeth Warren Georgetown University None Politics of the United States Russian Direct Investment Fund The Apprentice Twitter Twitter United States WWE Hall of Fame Sat, 24 Jun 2017 13:20:17 +0000 Tyler Durden 598580 at http://www.zerohedge.com Goldman Finds Most Modern Recessions Were Caused By The Fed http://www.zerohedge.com/news/2017-06-24/goldman-finds-most-modern-recessions-were-caused-fed <p>One week ago, <a href="http://www.zerohedge.com/news/2017-06-18/when-will-fed-tighten-enough-cause-next-recession">Deutsche Bank issued a loud </a>warning that as a result of the aging of the current economic expansion, now the third longest in history at 32 quarters, if with the lowest average growth rate of just 2%...</p> <p><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/04/current%20expanstion%20age_0.jpg" width="500" height="343" /></p> <p>.... coupled with the collapse in the yield curve...</p> <p><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/04/yield%20curve%20ahead%20of%20recession_0.jpg" width="500" height="284" /></p> <p>... and the risk that the Fed could fall behind the inflationary curve as a result of near record low unemployment (assuming the Phillips urve still works which it doesn't)...</p> <p><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/04/expectation%202_0.jpg" width="500" height="272" /></p> <p>... the risk is growing that the Fed could hike rates right into a recession that it itself causes:</p> <p><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/04/expectation%203_0.jpg" width="500" height="282" /></p> <p>... which makes sense: recall BofA's chart from earlier this year which showed <strong>that every tightening episode usually ends with a financial "event."</strong></p> <p><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/02/08/bofa%20rising%20rates_0.jpg" width="500" height="352" /></p> <p>&nbsp;</p> <p>Overnight, it was Goldman' turn to scare its clients with an extended analysis of when and under what conditions the next recession could strike, and as Hatzius and co write in "s economic team write in <em><strong>The Next Recession: Lessons from History</strong></em>, "with the current expansion already the third longest in US history, investors have begun to look ahead to the next recession. We ask how likely the next recession is to come soon and where it is likely to come from.... </p> <blockquote><div class="quote_start"> <div></div> </div> <div class="quote_end"> <div></div> </div> <p>While some frequent contributors to postwar recessions such as oil shocks look less threatening today, others such as declines in financial asset prices, sentiment-driven investment swings, and too-rapid tightening of monetary policy retain their relevance as recession risks. Combining lessons from this historical investigation, our cross-country recession model, and both our own research and academic research on US-specific leading indicators, we then develop a recession risk dashboard. The dashboard reinforces our view that recession risk remains only moderate.</p> </blockquote> <p>While the answer to the first part remains elusive, and to Goldman it is still relatively low, the answer for the second part is clear: in the post WW2, virtually every recession (and depression) <strong>was caused by the Fed.</strong></p> <p>Goldman starts with a historical overview of the causes of recessions. Looking at 33 US recessions since the 1850s, it finds that while many pre-WW2 recessions originated in the financial sector, <strong>most post-WW2 recessions were caused by monetary policy tightening and oil shocks and, and sentiment-driven swings in borrowing and investment led to recessions in both eras. </strong>A similar IMF study of the key contributors to 122 advanced economy recessions shows that even before 2008, financial crises were a fairly common source of modern recessions too.</p> <p><em>Here is what Goldman found:</em></p> <blockquote><div class="quote_start"> <div></div> </div> <div class="quote_end"> <div></div> </div> <p><strong>A Historical Look at the Causes of Recessions </strong></p> <p>&nbsp;</p> <p>A starting point in understanding past recessions is to simply look at the contributions of the various components of GDP during prior downturns. Exhibit 1 shows the cumulative growth contributions over all quarters included in the NBER-defined recessions since the introduction of the national accounts. The main lesson is a familiar one: while consumption has declined more often than not in recessions, investment spending—including inventories, business fixed investment, and housing—has accounted for the largest contributions to declines in output. This same stylized fact holds for a broad international sample of advanced economy recession. </p> <p>&nbsp;</p> <p><strong>Exhibit 1: Investment Usually Dominates Output Declines During Recessions<br /><a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/24/exhibit_1.img_.png"><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/24/exhibit_1.img__0.png" width="500" height="285" /></a></strong></p> <p>&nbsp;</p> <p>We turn next to classifying the most important causes of prior downturns to create a taxonomy of recessions. To expand our sample, we study all prior US recessions as defined by an NBER database that includes 33 business cycles back to 1854, shown in Exhibit 2. Of the 33, 21 occurred before World War 2, when the US economy was much more frequently in recession, and 12 have occurred since.</p> <p>&nbsp;</p> <p><strong>Exhibit 2: The US Economy Has Spent Much Less Time in Recession Since WW2<br /><a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/24/exhibit_2.img_.png"><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/24/exhibit_2.img__0.png" width="500" height="285" /></a></strong></p> <p>&nbsp;</p> <p>Relying on several historical sources, we identify the key contributors to each recession. Exhibit 3 summarizes our findings. We draw four lessons. </p> <p>&nbsp;</p> <ol> <li><strong>First, the most frequent contributors to modern recessions have been monetary policy tightening </strong>and oil price shocks, with the former in response to inflation that often gained momentum from the latter. </li> <li>Second, sentiment-driven swings between over-borrowing and heavy investment followed by deleveraging and investment cutbacks contributed to the two most recent recessions and also played a role in early recessions, especially during boom-and-bust cycles of railroad investment. </li> <li>Third, while the financial sector has not been the origin of as many modern US recessions, it was a very frequent source of early US recessions. </li> <li>Fourth, fiscal policy shocks have sparked US recessions, but only in the context of demobilizations from major wars.</li> </ol> <p><strong>Exhibit 3: Major Contributors to Early and Modern US Recessions<br /><a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/24/exhibit_3.img_.png"><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/24/exhibit_3.img__0.png" width="500" height="285" /></a><br /></strong></p> </blockquote> <p>With all that in mind, what does Goldman's model say about probability of recession today? According to the bank's preferred tool for answering this question, its cross-country recession model shown in Exhibit 7, while recession risk has risen, primarily due to the decline in spare capacity in the US economy. recession risk remains only moderate at about 13% on a 1-year horizon (compared to an unconditional probability of 23% since 1980) and 24% on a 2-year horizon (compared to an unconditional probability of 34%).<strong>&nbsp;</strong></p> <p><strong>Exhibit 7: US Recession Risk Has Risen, but Remains Only Moderate</strong><br /><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/24/exhibit_7.img__0.png" width="500" height="284" /></p> <p>Of course, if Goldman is right, the current expansion, already the third longest, will surpass the 1961-1969 expansion as the second longest in history, and take aim at the 1991-2001, the last real economic cycle the US had before the Fed started inflating bubbles to "deal" with the consequences of previous burst bubbles. </p> <p>Goldman's conclusion:</p> <blockquote><div class="quote_start"> <div></div> </div> <div class="quote_end"> <div></div> </div> <p>Both our cross-country recession model and our US recession risk dashboard suggest that near-term recession risk remains only moderate. But when the next recession does come, where will it come from? Our historical analysis offers three main lessons. <strong>&nbsp;</strong></p> <ul> <li><strong>First, the dominant cause of postwar US recessions—monetary policy tightening in response to high inflation often boosted by oil shocks—looks much less threatening in a world with well-anchored inflation expectations and shale-imposed limits on oil prices. </strong></li> <li><strong>Second, this does not mean that over-tightening is not a risk; tightening cycles in the late 1950s were quite tame, but nonetheless ended in recession. </strong></li> <li><strong>Third, the more timeless drivers of the business cycle—the sentiment-driven swings in both financial asset prices and borrowing and investment that are often attributed to “animal spirits”—retain their relevance as recession risks.</strong></li> </ul> </blockquote> <p>So while the Fed clearly has been the driver behind most modern recessions, the irony will be if the US economy is already contracting - as commercial loan data suggest - just as the Fed not only tightens but begins to shrink its balance sheet, a combination that would resut in such a massive expansion in the Fed's reserves (as QE4, 5 and so on are unleashed) some time in 2018, it will make everyone's head spin. </p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="557" height="317" alt="" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/exhibit_1.img_.png?1498308143" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-24/goldman-finds-most-modern-recessions-were-caused-fed#comments Business Business cycle Depression Deutsche Bank Economy Economy of the United States Financial crisis fixed Inflation International Monetary Fund Macroeconomics Monetary Policy Recession Recessions Rolling recession Unemployment Unemployment US Federal Reserve Yield Curve Yield curve Sat, 24 Jun 2017 12:46:03 +0000 Tyler Durden 598581 at http://www.zerohedge.com McDonalds Is Replacing 2,500 Human Cashiers With Digital Kiosks: Here Is Its Math http://www.zerohedge.com/news/2017-06-23/mcdonalds-replacing-2500-human-cashiers-digital-kiosks-here-its-math <p>The stock market is <em>luvin' </em>McDonalds stock, which has continued its recent relentless rise to all time highs, up 26% YTD, oblivious to the <a href="http://www.zerohedge.com/news/2017-06-11/restaurant-sales-traffic-tumble-industry-hasnt-reported-positive-month-february-2016">carnage among the broader restaurant and fast-food sector</a>. There is a reason for Wall Street's euphoria: the same one we discussed in January in "<a href="http://www.zerohedge.com/news/2017-01-25/dear-bernie-meet-big-mac-atm-will-replace-all-your-15-hour-fast-food-workers?page=8">Dear Bernie, Meet the "Big Mac ATM" That Will Replace All Of Your $15 Per Hour Fast Food Workers</a>."</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/23/mcdonalds-kiosks-600.jpg"><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/23/mcdonalds-kiosks-600_0.jpg" width="500" height="323" /></a></p> <p>In a report released this week by Cowen's Andrew Charles, the analyst calculates the jump in sales as a result of the company's new <em><strong>Experience of the Future </strong></em>strategy which anticipates that digital ordering kiosks (shown above) will replace cashiers in at least 2,500 restaurants by the end of 2017 and another 3,000 over 2018. Cowen also cited plans for the restaurant chain to roll out mobile ordering across 14,000 U.S. locations by the end of 2017 (we did not show that particular math, but the logic was similarly compelling). </p> <p>Here is a snapshot of the math that Cowen, likely in conjunction with management, used to come up with the cost-savings as McDonalds increasingly lays off more and more minimum wage workers and replaces them with "Big Mac ATMs"</p> <blockquote><div class="quote_start"> <div></div> </div> <div class="quote_end"> <div></div> </div> <p>MCD is cultivating a digital platform through mobile ordering and Experience of the Future (EOTF), an in-store technological overhaul most conspicuous through kiosk ordering and table delivery. <strong>Our analysis suggests efforts should bear fruit in 2018 with a combined 130 bps contribution to U.S. comps.</strong> We believe mobile ordering better supplements the drive-thru business where 70%+ of U.S. sales are transacted. In our view, MCD's differentiation lies in the operational enhancements of mobile ordering that includes curbside pick-up of orders in order to not disrupt the drive-thru.</p> </blockquote> <p>Below we show Cowen's full math laying out why the restaurant chain's client-facing fast food workers are now obsolete:</p> <blockquote><div class="quote_start"> <div></div> </div> <div class="quote_end"> <div></div> </div> <p>We are most excited for mobile ordering, Experience of the Future and the launch of fresh beef to help drive U.S. same store sales in 2018. We provide analysis for the latter three, <strong>which cumulatively we expect to contribute roughly 150 bps to U.S. same store sales in 2018, respectively.</strong> This gives us confidence to raise our 2018 U.S. same store sales forecast from 2% to 3%, in excess of Consensus Metrix’s 2.5%.</p> <p>&nbsp;</p> <p><strong>Experience of the Future Features Lower ROI Than Mobile Order, But Offers Greater Potential Longer Term</strong></p> <p>&nbsp;</p> <p>We are constructive on the use of guest facing technology for the restaurant industry. MCD’s longer-term U.S. story revolves around Experience of the Future (EOTF), a holistic operational and technological overhaul to the store base. MCD’s March 2017 investor meeting centered around the initiative with interactive displays. <strong>Perhaps the most conspicuous piece of Experience of the Future lies in digital kiosk ordering, which have seen success in International Lead Markets</strong>. Additionally, food ordered via the kiosk is delivered to the customer’s table.<strong> We believe EOTF better enhances the instore experience, which represents roughly 30% of domestic sales compared to mobile ordering, which allows customers to avoid leaving their cars.</strong></p> <p>&nbsp;</p> <p><strong>Our ROI math suggests EOTF leads to a 9% cash/cash return in Year 1 in the 55% of domestic stores that do not require a store remodel, and 5% in the 45% of stores that require a remodel, which is a predecessor to implementing EOTF. </strong>Our math is premised on <strong>total costs of $150,000 for the Experience of the Future enhancement, and $700,000 of all-in costs when including EOTF as well as a store remodel</strong>. MCD has offered to pay 55% of the cost for Experience of the Future, in excess of the 40% the company contributed to the store remodel initiative beginning in 2010, for restaurants that commit to the program by the end of 2017.</p> <p>&nbsp;</p> <p>McDonald’s targets a high-teens return on incrementally invested capital (ROIIC, or McSpeak for evaluating ROI), improving to the mid-20% range beginning in 2019. We believe EOTF’s ROI is captured over time as the sales lift does not dissolve as in the case of a traditional restaurant remodel. Rather, the lift should sustain as we expect consumers to increasingly embrace technological change. This is evidenced across concepts, such as Panera’s experience with 2.0, as well as McDonald’s own experience in Canada, where kiosks saw 12-13% sales mix in Year 1 and 27% in Year 2.<strong> We also note kiosk ordering will also likely lead to labor savings over time which should help boost ROIIC, but is unlikely for the foreseeable future.</strong></p> <p>&nbsp;</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/23/mcd%20fut%201.jpg"><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/23/mcd%20fut%201_0.jpg" width="500" height="325" /></a></p> <p>&nbsp;</p> <p><strong>In 2017, MCD expects to end the year with EOTF offered in 2,500 domestic locations from 500 at 2016-end. MCD targets the majority of domestic locations to feature EOTF by 2020, but has not given intermediary targets. </strong>The amount of stores adding EOTF depends on franchise reception to the initiative but we see positive indicators given our checks as well as the company’s disclosure that 90% of franchisees approved of the initiative after taking the same interactive tour that was given at the March 2017 investor day.</p> <p>&nbsp;</p> <p><strong>We estimate 3,000 locations to add EOTF in 2018, which should lead to a 70 bps contribution to U.S. same store sales assuming an even cadence of restaurants adding the initiative over the course of the year. </strong>Further we assume the mix of stores adding EOTF in 2018 reflects the mix of overall stores needed to add EOTF, or 55% of stores that already have a remodel while 45% require a store remodel. <strong>McDonald’s&nbsp; has previously announced plans to remodel 650 restaurants in 2017, which we expect will also add EOTF</strong>.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/23/mcd%20fut%202.jpg"><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/23/mcd%20fut%202_0.jpg" width="500" height="453" /></a></p> </blockquote> <p>Summarizing all of the above: the workers you see in the photo below are now an endangered species.</p> <p><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/06/23/fast-food-wages-supplemented-welfare-.si__0.jpg" width="500" height="281" /></p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="328" height="185" alt="" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/mcdonaldsfeature.jpg?1498229011" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-23/mcdonalds-replacing-2500-human-cashiers-digital-kiosks-here-its-math#comments ATM Business Fast food Food and drink guest facing technology McDonald's McDonalds Same Store Sales Sat, 24 Jun 2017 03:45:46 +0000 Tyler Durden 598542 at http://www.zerohedge.com New York's "Billionaires Row" Suffers Biggest Foreclosure In History http://www.zerohedge.com/news/2017-06-23/new-yorks-billionaires-row-suffers-biggest-foreclosure-history <p>In the latest sign that NYC&rsquo;s ultra-high end property market is on the verge of imploding after a wave of overly aggressive development, another luxury condo at Manhattan&rsquo;s One57 tower, <strong>a member of &ldquo;Billionaire&rsquo;s Row,&rdquo; a group of high-end towers clustered along the southern edge of Central Park, has gone into foreclosure - the second in the span of a month.</strong></p> <p>The 6,240-square-foot (580-square-meter) full-floor penthouse in question, One57&rsquo;s Apartment 79, sold for $50.9 million in December 2014, making it the eighth-priciest in the building.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p><u><strong>&ldquo;It&rsquo;s probably the most-expensive foreclosure we&rsquo;ve ever seen in luxury development,&rdquo;</strong></u> said Donna Olshan, president of high-end Manhattan brokerage Olshan Realty Inc. &ldquo;I don&rsquo;t know of a foreclosure that&rsquo;s larger than that.&rdquo;</p> </blockquote> <p><a href="https://www.bloomberg.com/news/articles/2017-06-23/a-second-even-bigger-foreclosure-reaches-nyc-billionaires-row">According to Bloomberg,</a> the shell company that purchased the property took out an unusually large mortgage and promised to repay in full a year later.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>In September 2015,<strong> the company took out a $35.3 million mortgage from lender Banque Havilland SA, based in Luxembourg. The full payment of the loan was due one year later, </strong>according to court documents filed in connection with the foreclosure.</p> <p>&nbsp;</p> <p>The<strong> borrower failed to repay,</strong> and now Banque Havilland is <strong>forcing a sale to recoup the funds</strong>, plus interest.</p> </blockquote> <p>And, in what&rsquo;s become a strong contender for the <em>&ldquo;no sh*t&rdquo; quote of the day</em>, a spokeswoman for Extell Developments, the developer that built One57, said there&#39; s a lesson to be learned from this unfortunate situation.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p><strong>&ldquo;This shows that too much leverage is probably not wise,&rdquo;</strong> Anna LaPorte, an Extell spokeswoman, said of the most recent default.</p> </blockquote> <p>A June 14 auction was scheduled for a 56th-floor apartment at the same tower. <strong>That condo was purchased in July 2015 for $21.4 million.</strong> Public records have yet to reveal any transfer of ownership for that property.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/One57_1.JPG"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/One57_1_0.JPG" style="width: 500px; height: 369px;" /></a></p> <p>Investors across the NYC property spectrum should take note; prices in Manhattan and Brooklyn have risen so quickly they&rsquo;ve effectively pushed marginal buyers out of the market and forced renters to devote a greater share of their income to housing. <strong>Today, <a href="http://www.zerohedge.com/news/2017-03-10/nyc-isnt-only-place-rent-too-damn-high-euros-and-canadians-also-struggle-pay-rent">more than 30% of Americans pay half their income in rent - the highest percentage in decades. </a></strong></p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/renttoohigh.JPG"><strong><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/renttoohigh_0.JPG" style="width: 500px; height: 326px;" /></strong></a></p> <p>And with more investors in the city concentrating on luxury properties, <strong>some ultra-luxury buildings like One57 are struggling with unsustainable <a href="http://www.zerohedge.com/news/2017-06-19/one57-15-central-park-west-top-ranking-nycs-best-selling-buildings">vacancy rates of nearly 40%.</a></strong></p> <p>Until last month, no apartments on Billionaires&rsquo; Row, which also includes 432 Park Ave., had been subject to a foreclosure auction, according to PropertyShark. <strong>The loss of a Manhattan residential property to creditors is a rare event, regardless of the unit&#39;s price-tag: Only 27 new residential foreclosures in the borough in the first quarter</strong>.</p> <p><strong>Could this be the start of a trend? We think so. Which leads us to our next question: How, exactly, does one short the luxury real-estate market?</strong></p> <p>We also look forward to The Left deciding that a probe into this transaction is warranted, just in case it was some complex way to transfer Russian funds to Trump... (only half-kidding).</p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="473" height="265" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170623_bill.jpg?1498252633" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-23/new-yorks-billionaires-row-suffers-biggest-foreclosure-history#comments Business Creditors default Finance Foreclosure Foreclosures Midtown Manhattan Money Mortgage Mortgage loan One57 PropertyShark Real estate The Left United States housing bubble Sat, 24 Jun 2017 03:00:00 +0000 Tyler Durden 598572 at http://www.zerohedge.com Mapping The U.S. States That Smoke The Most (And Least) http://www.zerohedge.com/news/2017-06-23/mapping-us-states-smoke-most-and-least <p><strong>The number of people&nbsp;<a href="https://www.statista.com/study/15993/smoking-statista-dossier/" target="_blank">smoking&nbsp;</a>in the&nbsp;<a href="https://www.statista.com/topics/760/united-states/" target="_blank">U.S.</a>&nbsp;has fallen considerably over the years.</strong></p> <p>The most recent figures from&nbsp;<a href="https://www.cdc.gov/statesystem/cigaretteuseadult.html" target="_blank">Centers for Disease Control and Prevention</a>&nbsp;show that <strong>just 15 percent of adults are cigarette smokers - down from 20.9 percent in 2005</strong>.</p> <p>There is <strong>considerable variation between states though</strong>, as this infographic shows.</p> <p><a href="https://www.statista.com/chart/9855/the-us-states-that-smoke-the-most/" title="Infographic: The U.S. States That Smoke The Most | Statista"><img alt="Infographic: The U.S. States That Smoke The Most | Statista" src="https://infographic.statista.com/normal/chartoftheday_9855_the_us_states_that_smoke_the_most_n.jpg" style="height: 428px; width: 601px;" /></a></p> <p><em>You will find more statistics at <a href="https://www.statista.com/">Statista</a></em></p> <p><a href="https://www.statista.com/chart/9855/the-us-states-that-smoke-the-most/"><em>As Statista&#39;s Martin Armstrong notes,</em></a> the <strong>most smoke-free state is Utah</strong>, where 9.1 percent of adults admit to the habit.</p> <p>On the other end of the scale, <strong>26 percent of Kentucky residents represent the most prolific tobacco consumers.</strong></p> <p>Outside of the 50 states, Guam actually has the highest rate of smokers, at 27.4 percent.&nbsp;<a href="https://www.statista.com/topics/2421/puerto-rico/" target="_blank">Puerto Rico</a>, on the other hand has the second lowest rate - 10.7 percent.</p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="694" height="345" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170623_smoking.jpg?1498252252" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-23/mapping-us-states-smoke-most-and-least#comments Behavior Centers for Disease Control and Prevention Cigarette Electronic cigarette Guam Habits Human behavior Martin Armstrong Prevalence of tobacco consumption Puerto Rico Smoking Smoking in Egypt Tobacco smoking Sat, 24 Jun 2017 02:40:00 +0000 Tyler Durden 598571 at http://www.zerohedge.com Largest East Coast Pipeline Reveals Demand For Gasoline Is Crashing http://www.zerohedge.com/news/2017-06-23/demand-oil-pipeline-capacity-hits-6-year-low <p>There&#39;s a reason this week&#39;s EIA survey showing gasoline and oil supplies declining has failed to stop RBOB prices from collapsing to 7-month lows: <strong><em>The start of the summer has done nothing to revive sluggish demand.</em></strong> That&#39;s because despite what the EIA survey said, little has been done to reduce record fuel inventories.</p> <p>The squeeze has gotten so bad, Northeast Colonial Pipeline Co., the operator of the biggest US fuel pipeline system, <strong>said that demand to transport gasoline to the country&#39;s populous northeast is the weakest in six years, the latest symptom of a global oil market grappling with oversupply.</strong> It&rsquo;s notable that this peak has arrived despite the advent of the summer driving season, which has seen gasoline demand pull back from last year&#39;s record highs, <a href="http://www.reuters.com/article/us-usa-gasoline-colonial-idUSKBN19D270">according to Reuters. </a></p> <p>Because of the oversupply in the northeast, <strong><em>&ldquo;line space&rdquo;&hellip; the cost of renting &ldquo;space&rdquo; on the pipeline to assure one&rsquo;s ability to get supplies of gasoline when necessary&hellip; has gone negative</em></strong>, <a href="http://www.reuters.com/article/us-usa-gasoline-colonial-idUSKBN19D270">according to Reuters.</a> What can be more exemplary of excess inventories and of reduced demand for gasoline than this?</p> <p>Refiners are in part to blame for the problem - they have continued to pump motor fuel at record levels for the second year in a row, worsening the oversupply problem, for fear of losing access to pipeline capacity.&nbsp;</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/gasoline.JPG"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/gasoline_0.JPG" style="width: 500px; height: 259px;" /></a></p> <p><strong>More broadly, attempts by large producers to reduce global supplies have failed to meaningfully raise the price of oil.&nbsp;</strong> And with good reason: Traders have been skeptical of an agreement between OPEC and non-OPEC producers, including Russia, to extend last year&#39;s supply cut, and already they&#39;re concerns are being validated: Iraq has said it plans to increase production later this year despite the agreement.</p> <p>The existence of negative capacity is a reversal of the typical dynamic, where refiners are forced to supplement their deliveries with tanker shipments or imports.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>&quot;The only reason [the pipelines] wouldn&#39;t be full is clearly that inventory levels <strong>are high enough that there is no incentive to move product to New York,&quot; said Sandy Fielder, director of oil and products research, Morningstar in Austin, Texas.</strong></p> <p>&nbsp;</p> <p><strong>&quot;The situation is quite unusual,&quot;</strong> he said.</p> </blockquote> <p>Even when high inventories make it unprofitable to do so, refiners typically keep pumping full volumes just to ensure they keep their rights to the line space, said Fielden.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/pipeline.JPG"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/pipeline_0.JPG" style="width: 500px; height: 301px;" /></a></p> <p>But it appears as if refiners have finally reached the point where the financial pain outweighs the necessity of keepig their lease on some pipeline space - <strong>after all, Colonial has capacity to spare right now. </strong></p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p><strong>&quot;It&#39;s purely economic - why ship into a negative arb(itrage) for that long,&quot; one trader said.</strong></p> </blockquote> <p>Colonial connects Gulf Coast refineries with markets across the southern and eastern United States through more than 5,500 miles (8,850 km) of pipelines, delivering gasoline, diesel, jet fuel and other refined products. <strong>Colonial indicated it did not expect demand to exceed capacity for the next five-day cycle through the line, and informed shippers it would therefore not follow the typical process for rationing space.</strong></p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/noaa.JPG"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/2017/06/10/noaa_0.JPG" style="width: 500px; height: 407px;" /></a></p> <p>Oil traders who insist on staying long can hold out hope that production shutdowns <a href="http://www.zerohedge.com/news/2017-06-22/gartman-turns-bullish-oil">related to Tropical Storm Cindy</a> could lift the price of oil for a short period. It&#39;s also worth noting that&nbsp; <a href="http://www.zerohedge.com/news/2017-06-22/gartman-turns-bullish-oil">Dennis Gartman,</a> who recently said oil wouldn&#39;t rise above $44 a barrel again in his lifetime, just turned bullish folllowing a wave of downgrades from energy analyst. That could be good news...or maybe not.</p> <p><strong>While the cause of the supply is obvious, whatever has caused demand to fall off is less clear</strong>. <a href="http://www.zerohedge.com/news/2017-06-21/trump-blamed-slumping-gasoline-demand-illegal-immigrants-stay-home">Barclays has suggested </a>that President Donald Trump&#39;s immigrant crackdown has made millions of illegal immigrants living in the US afraid to get behind the wheel for fear of being detained and deported.<strong><em> If this is true, that means Trump is to thank for gasoline prices falling to their lowest levels since February, despite the start of the summer driving season?</em></strong></p> <div class="field field-type-filefield field-field-image-teaser"> <div class="field-items"> <div class="field-item odd"> <img class="imagefield imagefield-field_image_teaser" width="585" height="352" alt="" src="http://www.zerohedge.com/sites/default/files/images/user245717/imageroot/pipeline.JPG?1498229708" /> </div> </div> </div> http://www.zerohedge.com/news/2017-06-23/demand-oil-pipeline-capacity-hits-6-year-low#comments 1990–99 world oil market chronology Barclays BP Business Commodity markets Dennis Gartman Donald Trump Eastern United States Economy Energy crisis Energy economics Gasoline Gulf Coast Iraq Morningstar OPEC OPEC Organization of Petroleum-Exporting Countries Overproduction Petroleum Petroleum industry Petroleum politics Price of oil Pricing Primary sector of the economy Reuters southern United States World oil market chronology from Sat, 24 Jun 2017 02:22:18 +0000 Tyler Durden 598544 at http://www.zerohedge.com