http://www.zerohedge.com/fullrss2.xml/phonebook en Can Marine Le Pen Pull Off French Election Stunner? Germany Loses No Matter Who Wins http://www.zerohedge.com/news/2017-01-16/can-marine-le-pen-pull-french-election-stunner-germany-loses-no-matter-who-wins <p><a href="https://mishtalk.com/2017/01/15/can-marine-le-pen-pull-off-french-election-stunner-germany-a-loser-no-matter-who-wins/"><em>Submitted by Mike Shedlock via MishTalk.com,</em></a></p> <p>Conventional wisdom suggests National Front candidate Marine le Pen will make it to the second round in French elections, then lose in a landslide to whoever her opponent happens to be.</p> <p>I believe<strong> le Pen&rsquo;s odds of winning it outright are far better than most think.</strong></p> <p><u><strong>Current Polls</strong></u></p> <p><a href="https://mishgea.files.wordpress.com/2017/01/french-election-2017-01-14.png"><img alt="french-election-2017-01-14" class="alignnone size-large wp-image-43450" height="395" src="https://mishgea.files.wordpress.com/2017/01/french-election-2017-01-14.png?w=529&amp;h=395" width="529" /></a></p> <p>Chart from <a href="https://en.wikipedia.org/wiki/Opinion_polling_for_the_French_presidential_election,_2017" target="_blank">Wikipedia</a>, with image clips added.</p> <p><u><strong>Top Five candidates</strong></u></p> <ol> <li>Marine le Pen: National Front &ndash; Eurosceptic, Anti-Immigration &ndash; 25%</li> <li>François Fillon: Republicans &ndash; Center Right &ndash; 24%</li> <li>Emmanuel Macron: En Marche! &ndash; Socialist &ndash; 17%</li> <li>Manuel Valls: Socialist &ndash; 11%</li> <li>Jean-Luc Mélenchon: Left Front &ndash; Socialist &ndash; 13%</li> </ol> <p>In France, the winners of each party square off in around one of national elections. If no one gets 50% of the vote, the top two square off in round two.</p> <p>With about 25% or so solid votes, le Pen is likely to make it to the second round. The others battle to see who comes up against le Pen.</p> <p><u><strong>Eurointelligence Reports</strong></u></p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>January 13: Yesterday night the seven candidates for the left primaries had their first debate. It was sometimes painful to watch and it is not clear how much the audience took home from the long catalogue of measures the candidates were quizzed about. All tried to differentiate themselves from François Hollande, and lashed out against the common enemy François Fillon. All were eager to show how presidential they are and how well they represent the real socialist heart. Though it did not look like they succeeded. One blogger wrote that there was one irreconcilable division, that is between the candidates and their audience.</p> <p>&nbsp;</p> <p>François Fillon, meanwhile, has his own rebellion to deal with. Laurent Wauquiez, Christian Estrosi, and other ex-Sarkozists, insist on making their own mark and call for changes to Fillon&rsquo;s programme. When Fillon made his big appearance in Nice, Estrosi told everyone in front of the presidential candidate that he is not a &ldquo;Filloniste&rdquo;. Laurent Wauquiez, who was fired by Fillon, is leading this mini-revolt. He recently called for a de-taxation of supplementary working hours, one of Sarkozy&rsquo;s key measures, which is absolutely not in the Fillon&rsquo;s programme, writes Marianne. Brice Hortefeux, another Sarkozy ally, said they want to enrich the programme. Fillon, however, remains firm and will not give in to those demands. His campaign chief dismissed those efforts as coming from bad losers or small players. The risk is that he may alienate the Sarkozy wing, though.</p> <p>&nbsp;</p> <p>January 12: For Macron, no politics goes without narrative and no narrative without ideal. So, what is his ideal? Some friends call him a real libertarian, others a real democrat, who has yet to find a socially empathetic narrative. In 2015 he outlined his three dreams &ndash; equality, Europe and industry. When it comes to Europe, he may well compare with Jacques Delors, who like him was not loved by the Socialist party and made his way. But this comparison only holds on Europe. Macron&rsquo;s economic ideal is inspired by new-Keynesian thinking, and the idea that social improvement is achieved by eliminating unjust rents that keep up barriers in society.</p> <p>&nbsp;</p> <p>January 11: Emmanuel Macron is the most pro-European among the presidential candidates, though will he really be ready to confront the Germans and change the course of the eurozone? We have our doubts, but he is the only candidate with at least an explicit eurozone agenda. In his speech at Humboldt University in Berlin yesterday he promised that, if elected, he would propose a common eurozone budget for investment and financial assistance in case of shocks. At the EU council in December 2017 he would propose democratic conventions in all EU countries for 6-10 months.</p> <p>&nbsp;</p> <p>We note that his Berlin speech did not make headlines in the French press. They were more interested in comparing Macron with the Socialist candidates or to François Fillon, or in the question whether Macron exaggerated his arguments. There is a clear national bias in reporting, as we have observed so many times in the past.</p> <p>&nbsp;</p> <p>The Front National took the chance to pick up on the point that Macron gave his speech in English rather than French. Pauvre France, tweeted Marine Le Pen. Florian Philippot writes it only shows Macron&rsquo;s disrespect for the French language, and that he does not believe in France.</p> <p>&nbsp;</p> <p>The latest Ifop poll for Paris Match shows Marine Le Pen (26%) advancing to the pole position for the first round, overtaking Francois Fillon (24%). Macron comes third (17%), far ahead of the Manuel Valls (10.5%). Le Pen is still expected to lose in the second round against Fillon (64% to 36%) or Macron (65% to 35%). We agree with François Heisbourg, who tweeted that this is a wildly unpredictable election.</p></blockquote> <p><u><strong>Wildly Unpredictable</strong></u></p> <p>I agree with Eurointelligence this is a wildly unpredictable election.</p> <p>Already we have seen &ldquo;wild&rdquo; results with former president Nicolas Sarkozy unexpectedly getting clobbered in the first round of the primary by Francois Fillon.</p> <p><u><strong>Germany a Loser No Matter Who Wins?</strong></u></p> <ul> <li><strong>Le Pen</strong>: Eurosceptic &ndash; Seeks better relations with Russia</li> <li><strong>Macron</strong>: Pro Europe but seeks a common eurozone budget for investment and financial assistance in case of shocks.</li> <li><strong>Mélenchon</strong>: A socialist who will not be in favor of reforms France desperately needs</li> <li><strong>Valls</strong>: After the 2016 Nice attack, he was booed for saying that &ldquo;France will have to live with terrorism.&rdquo;</li> <li><strong>Fillon</strong>: Fillon aims to reduce the public sector and cut 500,000 civil-service jobs.&nbsp; He wants the state healthcare program (securité sociale) to work better with fewer payments. Fillon is in favor of increasing the retirement age to 65. He seeks better relations with Russia.</li> </ul> <p>Of the five, Germany could work best with Fillon. But his pro-Russia stance poses at least a minor problem.</p> <p><u><strong>Fillon vs. Le Pen</strong></u></p> <p><a href="https://mishgea.files.wordpress.com/2017/01/le-pen-fillon.png"><img alt="le-pen-fillon" class="alignnone size-large wp-image-43451" height="363" src="https://mishgea.files.wordpress.com/2017/01/le-pen-fillon.png?w=529&amp;h=363" width="529" /></a></p> <p><u><strong>Can Le Pen Win?</strong></u></p> <p>I think the current odds are wildly off, just as there were in the US with Trump. Le Pen is eurosceptic, but she will not seek to gut civil-service. Her message that France throws money at the EU will resonate with some. She regularly denounces France&rsquo;s bandwagoning towards the USA. Her anti-immigration message will appeal to anyone who blames immigration for loss of jobs.</p> <p><strong><em>Since Bottoming in November, Le Pen has steadily picked up voter approval vs. Fillon.</em></strong></p> <p><strong><em>What happened? Fillon had to disclose more and more of his policies in his&nbsp; primary vs. Sarkozy.</em></strong></p> <p>Many of Le Pen&rsquo;s ideas are socialistic at heart. The socialists will not want an increased work week, hundreds of thousands of civil service jobs cut, etc.</p> <p>In round one of the French presidential election there will be lots of mud thrown, some of it at le Pen, but most of it will go to Macron, Mélenchon, Valls, and Fillon, all wanting the second spot.</p> <p>It is by no means certain le Pen makes it to the second round, but that outcome is highly likely.</p> <p><strong>And if le Pen comes out better than expected, especially if there is a big mud-fight among the others, her chances in round 2 are far better than most believe.</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="226" height="139" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170115_lepen.jpg?1484547663" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-16/can-marine-le-pen-pull-french-election-stunner-germany-loses-no-matter-who-wins#comments Emmanuel Macron ETC European people European Union Euroscepticism Eurozone France François Fillon French people French presidential election Front National Germany headlines Humboldt University in Berlin Jean-Luc Mélenchon Marine Le Pen National Front National Front Nicolas Sarkozy Nicolas Sarkozy Politics Politics of France Socialist Party Union for a Popular Movement Mon, 16 Jan 2017 09:00:00 +0000 Tyler Durden 585563 at http://www.zerohedge.com A Hint of Gold Backwardation - Rising Gold Scarcity http://www.zerohedge.com/news/2017-01-16/hint-gold-backwardation-rising-gold-scarcity <p>Last month, we noted that there could be a trend change in progress. Not only are the prices of the metals rising (which is just a mirror-image of the dollar falling, from 27.6 milligrams of gold just before Christmas to currently under 26mg). But the scarcity of gold as we measure it, using the spread between the price of gold in the spot and futures markets, has been rising.</p> <p>What could cause this? One thing is for sure. It is not about the quantity of dollars. This theory is as popular as ever, despite the absolute lack of a rising gold price from September 2011-2016. The quantity of dollars has risen steadily since then.</p> <p>We write much about the frequent cases when traders place big bets on something which is wrong. But the fact of their big bets drives up the price. Suppose speculators were betting on a big increase in the quantity of dollars under Trump. Then we would see a rising price alright, but we would see a rising basis—our measure of abundance of gold to the market. This cannot explain the current market either.</p> <p>So what can? Recall Keith Weiner’s gold <a href="https://monetary-metals.com/when-gold-backwardation-becomes-permanent-3/" target="_blank">backwardation thesis</a>. In times of stress or crisis, it is always the bid, and never the offer, which is withdrawn. Suppose the US Geological Survey were to make a dire announcement—THEY ARE NOT SAYING THIS, SO DO NOT MISCONSTRUE!! Suppose they said that there will be an earthquake in LA, an 11 on the Richter Scale. Nothing taller than a dollhouse will be left standing.</p> <p>There would be no lack of offers to sell real estate. Some would hold out hope of getting “their price”. Others would generously offer to discount it 10% or 25% from the previous level.</p> <p>However, what would be conspicuously absent would be a bid. Most likely from Santiago Chile to Vancouver, British Columbia and as far east as the Mississippi River. At least until the quake hit and the danger was passed.</p> <p>It is gold that will withdraw its bid on the dollar. The bid sputtered 8 years ago, and intermittently since then. Then it has mostly been steady in the past few years. And now there is a hint of it, in the February gold contract. It’s just what we call <em>temporary backwardation</em>—a short term blip confined to the near contract that is heading into expiry.</p> <p>However, we think it is notable. It means someone or many someones are switching their preference to gold, in spite of the higher yields available in the market now. Or maybe because of it. This preference, unlike speculators buying futures with leverage, is not about betting on price. It is about safety. Gold, unlike a bond, does not default.</p> <p>Is this the explanation, and the whole explanation? We don’t know. We can only report that there is a change in behavior in the market. Whereas previously—this was the pattern for years—a rising price was accompanied by rising basis. And now we have rising price and the cobasis is rising instead. Rising scarcity rather than rising abundance.</p> <p>To be sure, it is still a nascent trend. There is no guarantee that this won’t go poof like it has in the past. We will keep showing the data, and calling it like we see it.</p> <p>Indeed, look for a new website soon. We plan to have more charts, many more, and updated daily. Including one data series that all the experts said could not be calculated.</p> <p>Below, we will look at the supply and demand fundamentals for gold and silver. But first, the price action.</p> <p>The Prices of Gold and Silver</p> <p><img src="http://monetary-metals.com/wp-content/uploads/2017/01/letter-jan-15-prices.png" alt="The Prices of Gold and Silver" title="The Prices of Gold and Silver" width="1064" height="365" /></p> <p>Next, this is a graph of the gold price measured in silver, otherwise known as the gold to silver ratio. It fell a bit this week.</p> <p>The Ratio of the Gold Price to the Silver Price</p> <p><img src="http://monetary-metals.com/wp-content/uploads/2017/01/letter-jan-15-ratio.png" alt="The Ratio of the Gold Price to the Silver Price" title="The Ratio of the Gold Price to the Silver Price" width="1016" height="383" /></p> <p><em>For each metal, we will look at a graph of the basis and cobasis overlaid with the price of the dollar in terms of the respective metal. It will make it easier to provide brief commentary. The dollar will be represented in green, the basis in blue and cobasis in red.</em></p> <p>Here is the gold graph.</p> <p>The Gold Basis and Cobasis and the Dollar Price</p> <p><img src="http://monetary-metals.com/wp-content/uploads/2017/01/letter-jan-15-gold.png" alt="The Gold Basis and Cobasis and the Dollar Price" title="The Gold Basis and Cobasis and the Dollar Price" width="1025" height="348" /></p> <p>Look at that rising red line, the cobasis (our measure of scarcity). Since mid-December, it has moved opposite to the green line, which is the price of the dollar. Previously, they had moved together. That is, a rising dollar (i.e. falling price of gold, as measured in dollars) went with rising scarcity of gold, and a falling dollar had falling scarcity.</p> <p>And now they are opposite. The more the price of gold is bid up (i.e. the more the dollar is sold), the scarcer gold becomes.</p> <p>On Friday, our calculated fundamental price was just about $100 over the market price.</p> <p>The February cobasis is +0.12%. That is, the Feb contract is backwardated.</p> <p>Now let’s look at silver.</p> <p>The Silver Basis and Cobasis and the Dollar Price</p> <p><img src="http://monetary-metals.com/wp-content/uploads/2017/01/letter-jan-15-silver.png" alt="The Silver Basis and Cobasis and the Dollar Price" title="The Silver Basis and Cobasis and the Dollar Price" width="1018" height="330" /></p> <p>In silver the cobasis is rising a bit, though it is at a much lower level. Far from backwardation, it is -.90%.</p> <p>Our calculated fundamental price moved up 3 cents from last week. It is no longer above the market price, as that moved up a lot more.</p> <p>© 2016 <a href="https://monetary-metals.com/" target="_blank">Monetary Metals</a></p> http://www.zerohedge.com/news/2017-01-16/hint-gold-backwardation-rising-gold-scarcity#comments Backwardation Bond default Economy Finance Futures contract Futures exchange Futures markets Gold Investment Money Normal backwardation Precious metals Price Action Real estate Silver as an investment United States dollar Mon, 16 Jan 2017 07:33:56 +0000 Monetary Metals 585564 at http://www.zerohedge.com At Least 20 Killed (6 Children) After Turkish Airlines 747 Crashes Into Kyrgyzstan Residences http://www.zerohedge.com/news/2017-01-15/least-20-killed-6-children-after-turkish-airlines-747-crashes-kyrgyzstan-residences <p>Turkish Airlines Flight 6491, a cargo plane, has crashed into a residential area near the Kyrgyzstan capital of Bishkek, <strong>killing at least 20 people </strong>and injuring others, according to local authorities say.</p> <p><iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/WOrnaiIKM88" width="560"></iframe></p> <p>The<strong> Boeing 747</strong> was flying<strong> from Hong Kong to Manas International Airport,</strong> which is located just northwest of the Kyrgyz capital Bishkek.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk5.jpg"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk5_0.jpg" style="width: 600px; height: 329px;" /></a></p> <p><a href="http://bnonews.com/news/index.php/mobile/id5628"><em>As BNONews.com reports</em></a>, <strong>photos and videos from the scene showed a large fire burning shortly after the crash,</strong> and subsequent images after the fire was extinguished showed that multiple buildings were completely destroyed.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk7.jpg"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk7.jpg" style="width: 600px; height: 356px;" /></a></p> <p>At least 15 buildings were affected.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk4.jpg"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk4_0.jpg" style="width: 600px; height: 366px;" /></a></p> <p>Kyrgyzstan&#39;s Ministry of Emergency Situations said <strong>more than 20 people had been killed in the crash</strong>, though it provided no further details. The health ministry had earlier put the death toll at 16, which included 15 people on the ground, of whom<strong> 6 are children.</strong></p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk1.jpg"><img height="432" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk1_0.jpg" width="600" /></a></p> <p>It was not immediately clear how many people were on board the aircraft when it went down, though a Boeing 747 cargo plane typically carries a crew of at least two people. <strong>Turkish Airlines did not immediately respond to a request for information.</strong></p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk3.jpg"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk3.jpg" style="width: 600px; height: 364px;" /></a></p> <p><a href="https://www.rt.com/news/373782-cargo-plane-crash-killed/"><em>RT reports</em></a> that among those killed are three crew members, RIA Novosti news agency reported. <strong>One of the crew members survived the crash, the local Emergencies Ministry said</strong>, as cited by TASS.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk6.jpg"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk6.jpg" style="width: 500px; height: 674px;" /></a></p> <p><strong>Members of the Kyrgyzstan government, including Vice prime minister Mukhammetkaliy Abulgaziev, are at the scene,</strong> according to reports.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk2.jpg"><img alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_turk2_0.jpg" style="width: 600px; height: 365px;" /></a></p> <p><strong>All flights to and from Kyrgyzstan&rsquo;s Manas airport have been suspended until further notice,</strong> RIA Novosti reported, citing local sources.</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="590" height="350" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170115_turk7.jpg?1484540357" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-15/least-20-killed-6-children-after-turkish-airlines-747-crashes-kyrgyzstan-residences#comments Air Manas Asia Aviation Aviation accidents and incidents Bishkek Boeing Chuy Province Disaster Emergencies Ministry Epic of Manas Geography of Asia Hong Kong Iran Aseman Airlines Flight Kyrgyzstan Kyrgyzstan government Kyrgyzstan's Ministry of Emergency Situations Manas Manas International Airport Silk Way Airlines Transport Turkish Airlines Mon, 16 Jan 2017 04:11:02 +0000 Tyler Durden 585562 at http://www.zerohedge.com US Military Deploys Nuke-Spotting Radar To Monitor North Korea http://www.zerohedge.com/news/2017-01-15/us-military-deploys-nuke-spotting-radar-monitor-north-korea <p><strong>The Sea-based X-Band Radar has deployed out of Pearl Harbor</strong> after North Korean dictator Kim Jong Un recently said his country was in the &quot;final stages&quot; of test-launching an intercontinental ballistic missile. Media sources reported that the SBX was <strong>being sent about 2,000 miles northwest of Hawaii</strong> to watch for a possible North Korean launch in coming months. <strong>The Pentagon downplayed the floating radar&#39;s Monday departure</strong>.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_sbx.jpg"><img height="350" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_sbx.jpg" width="560" /></a></p> <p><a href="http://www.staradvertiser.com/2017/01/13/hawaii-news/military-deploys-radar-to-monitor-n-korean-missile/"><em>As The Honolulu Star Advertiser reports</em></a>, <strong>dispatching the &quot;SBX&quot; out to sea sends &quot;a very clear strategic message of deterrence to the ICBM threat of the North Korean leader that has intensified since first announced on Jan. 1,&quot; </strong>said Riki Ellison, chairman of the Missile Defense Advocacy Alliance, a Virginia-based nonprofit that advocates a strong U.S. missile defense.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>Media sources reported that the SBX was being sent about 2,000 miles northwest of Hawaii to watch for a possible North Korean launch in coming months. The Pentagon downplayed the floating radar&#39;s Monday departure.</p> <p>&nbsp;</p> <p><em><strong>&quot;The SBX&#39;s current deployment is not based on any credible threat; however, we cannot discuss specifics for this particular mission while it is underway,&quot;</strong></em> Navy Cmdr. Gary Ross, a Defense Department spokesman, said in an email.</p> <p>&nbsp;</p> <p>Kim said in a Jan. 1 speech that North Korea was prepping for an ICBM test launch.</p> <p>&nbsp;</p> <p><em><strong>&quot;The SBX deployed in the Pacific Ocean enhances and boosts the probability of kill for each of the current 37 and soon to be 44 (ground-based interceptors) in both Alaska and California, if fired at a North Korean ICBM,&quot; </strong></em>Ellison said Thursday in an MDAA release.</p> <p>&nbsp;</p> <p>If the North Korean test ICBM does not target U.S. or allied territory, <strong>the SBX would be in a position &quot;to collect invaluable precision data on the warhead and debris of a North Korean ICBM test-flying in space,&quot; </strong>the release said.</p> <p>&nbsp;</p> <p>Defense Secretary Ash Carter also suggested this week that the United States might just monitor the launch if it didn&#39;t appear to be a threat.</p> </blockquote> <p><strong>The more than 280-foot-tall SBX is topped by a golf ball-like dome containing a phased array radar and is a hard-to-miss sight at its mooring off Ford Island.</strong> The powerful radar, which is only operated at sea, acquires, tracks and discriminates the flight characteristics of ballistic missiles.</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_sbx1.jpg"><img height="265" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_sbx1_0.jpg" width="560" /></a></p> <p>TheUnion of Concerned Scientists reported $2.2 billion SBX is designed for long-range precision tracking and discrimination of warheads from other objects, <em><strong>but it &quot;has a number of serious limitations, including a very limited electronic field of view.&quot;</strong></em></p> <p><em><strong>&nbsp;</strong></em>Based on shortcomings of the SBX, <strong>the U.S. Missile Defense Agency announced plans to develop by 2020 a long-range discrimination radar in Alaska,</strong> the scientific group said.</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="568" height="355" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170115_sbx.jpg?1484502486" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-15/us-military-deploys-nuke-spotting-radar-monitor-north-korea#comments Ammunition Ballistic missile Department of Defense Ford Intercontinental ballistic missile KIM Military Missile defense Missile Defense Advocacy Alliance Missile Defense Advocacy Alliance Missile Defense Agency North Korea North Korea Pentagon SBX Sea-based X-band Radar U.S. Missile Defense Agency United States national missile defense War Mon, 16 Jan 2017 03:45:00 +0000 Tyler Durden 585509 at http://www.zerohedge.com In Scathing Attack, CIA Director Brennan Warns Trump To "Watch What He Says" http://www.zerohedge.com/news/2017-01-15/scathing-attack-cia-director-brennan-warns-trump-watch-what-he-says <p>The <strong>departing CIA director John Brennan has launched a scathing attack on Donald Trump</strong>, warning the President-elect does not fully understand the threat posed to the US by Russia.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p><em>&quot;I think Mr. Trump has to understand that <strong>absolving Russia of various actions it has taken in the past number of years is a road that he needs to be very, very careful about moving down.</strong>&quot;</em></p> </blockquote> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_brenna.jpg"><img height="319" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_brenna.jpg" width="560" /></a></p> <p><a href="http://www.reuters.com/article/us-usa-trump-intelligence-idUSKBN14Z0O4?feedType=RSS&amp;feedName=worldNews&amp;utm_source=Twitter&amp;utm_medium=Social&amp;utm_campaign=Feed%3A+Reuters%2FworldNews+%28Reuters+World+News%29">As Reuters reports</a>, Brennan&#39;s comments, during an interview on &quot;Fox News Sunday,&quot; exposed the simmering tensions between the president-elect and the intelligence community he has criticized and is on the verge of commanding.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p><em><strong>&quot;Spontaneity is not something that protects national security interests and so therefore when he speaks or when he reacts, just make sure he understands that the implications and impact on the United States could be profound,&quot; </strong></em>Brennan said.</p> <p>&nbsp;</p> <p><iframe frameborder="0" height="315" src="https://www.youtube.com/embed/UuaZrUcAsm8" width="560"></iframe></p> <p>&nbsp;</p> <p>&quot;It&#39;s more than just about Mr. Trump.<strong> It&#39;s about the United States of America.</strong>&quot;</p> <p>&nbsp;</p> <p><strong>&quot;What I do find outrageous is equating intelligence community with Nazi Germany,&quot; Brennan said. &quot;I do take great umbrage at that.&quot;</strong></p> </blockquote> <p>Brennan also questioned the message it sends to the world if the president-elect broadcasts he does not have confidence in the United States&#39; own intelligence agencies.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>&quot;<strong>The world is watching now what Trump says and listening very carefully.</strong> If he doesn&rsquo;t have confidence in the intelligence community, what signal does that send to our partners and allies as well as our adversaries?&quot;</p> <p>&nbsp;</p> <p><strong><em>&quot;There is no basis for Mr Trump to point fingers at the intelligence community for &#39;leaking&#39; information that was already available publicly,&quot; </em></strong></p> </blockquote> <p><iframe frameborder="0" height="315" src="https://www.youtube.com/embed/Bb6fc93kn0U" width="560"></iframe></p> <p>Speaking earlier on Sunday, <strong>President Barack Obama&#39;s chief of staff Denis McDonough said the intelligence community was &quot;staffed by an unbelievably cadre of professionals&quot;</strong> and he dismissed the notion that they would seek to undermine Mr Trump&#39;s victory as the President-elect has suggested. As <a href="http://www.fff.org/?s=%09+Will+the+CIA+Retaliate+Against+Trump%3F" target="_blank"><strong>Jacob G. Hornberger warns</strong></a>:</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p><strong>In a truly remarkable bit of honesty and candor regarding the U.S. national-security establishment, new Senate minority leader Charles Schumer has accused President-elect Trump of &ldquo;being really dumb.&rdquo;&hellip; for taking on the CIA and questioning its conclusions regarding Russia.</strong></p> <p>&nbsp;</p> <p><strong>&ldquo;Let me tell you, you take on the intelligence community, they have six ways from Sunday at getting back at you&hellip;. He&rsquo;s being really dumb to do this.&rdquo;</strong></p> <p>&nbsp;</p> <p>[&hellip;]</p> <p>&nbsp;</p> <p><strong>No president since John F. Kennedy has dared to take on the CIA or the rest of the national security establishment </strong>[&hellip;] They knew that if they opposed the national-security establishment at a fundamental level, they would be subjected to retaliatory measures.</p> <p>&nbsp;</p> <p>Kennedy&hellip; After the Bay of Pigs, he vowed to tear the CIA into a thousand pieces and scatter them to the winds. He also fired CIA Director Allen Dulles, who, in a rather unusual twist of fate, would later be appointed to the Warren Commission to investigate Kennedy&rsquo;s murder.</p> <p>&nbsp;</p> <p>Kennedy&rsquo;s antipathy toward the CIA gradually extended to what President Eisenhower had termed the military-industrial complex, especially when it proposed Operation Northwoods, <strong>which called for fraudulent terrorist attacks to serve as a pretext for invading Cuba, and when it suggested that Kennedy initiate a surprise nuclear attack on the Soviet Union.</strong></p> <p>&nbsp;</p> <p>[&hellip;]</p> <p>&nbsp;</p> <p><strong>Worst of all, from the standpoint of the national-security establishment, [Kennedy] initiated secret personal negotiations with Soviet Premier Nikita Khrushchev and Cuban leader Fidel Castro</strong>, both of whom, by this time, were on the same page as Kennedy.</p> <p>&nbsp;</p> <p>[&hellip;]</p> <p>&nbsp;</p> <p>Kennedy was fully aware of the danger he faced by taking on such a formidable enemy.</p> </blockquote> <p>And, <a href="http://www.zerohedge.com/news/2017-01-14/will-cia-assassinate-trump-ron-paul-warns-more-powerful-shadow-government">as we previously noted</a>, to the extent that President Kennedy consciously stood up to the system, he paid the price for his attempt at independent wielding of power from the Oval Office.</p> <p>It is a shuddering thought. A sharp lesson in history that must not be misinterpreted.</p> <p><strong>The implications for Trump are quite clear.</strong> If his refusal to take intelligence briefings, or follow CIA advice is serious, then serious consequences will follow. If Trump is serious about peace with Putin when they insist on war, there will be a problem.</p> <p>The CIA director will likely <strong>be replaced by Mr Trump&#39;s pick Mike Pompeo next week.</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="541" height="308" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170115_brenna.jpg?1484501940" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-15/scathing-attack-cia-director-brennan-warns-trump-watch-what-he-says#comments American people of German descent Barack Obama Business Central Intelligence Agency Central Intelligence Agency Charles Schumer Climate change skepticism and denial Director of the Central Intelligence Agency Donald Trump Donald Trump Donald Trump presidential campaign Fox News Germany Mike Pence national security Political positions of Donald Trump Politics Politics of the United States Reuters Senate The Apprentice Trump Warren Commission Mon, 16 Jan 2017 03:25:00 +0000 Tyler Durden 585507 at http://www.zerohedge.com Trump's Delusion: Halting Eurasian Integration And Saving 'US World Order' http://www.zerohedge.com/news/2017-01-15/trumps-delusion-halting-eurasian-integration-and-saving-us-world-order <p><a href="http://www.strategic-culture.org/news/2017/01/15/trumps-delusion-halting-eurasian-integration-saving-us-world-order.html"><em>Submitted by Federico Pieraccini via Strategic-Culture.org,</em></a></p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p><em>The preceding three parts of this series <strong>analyzed the mechanisms that drive great powers.</strong> </em></p> <p>&nbsp;</p> <p><em>The most in-depth understanding of the issues concerned the&nbsp;<a href="http://www.zerohedge.com/news/2016-12-23/geopolitics-globalization-and-world-order-part-1"><strong>determination of the objectives&nbsp;and logic that accompany the expansion of an empire</strong></a>. </em></p> <p>&nbsp;</p> <p><em>Geopolitical theories, the concrete application of&nbsp;foreign-policy doctrines, and <a href="http://www.zerohedge.com/news/2016-12-24/united-states-and-race-global-hegemony"><strong>concrete actions that the United States employed to aspire to global dominance</strong></a> were examined. </em></p> <p>&nbsp;</p> <p><em>Finally, the last bit of analysis focused particularly on<a href="http://www.zerohedge.com/news/2017-01-01/how-united-iran-russia-china-are-changing-world"><strong> how&nbsp;Iran, China and Russia&nbsp;have adopted over the years a variety of cultural, economic and military moves to repel the continual assault on their sovereignty by the West</strong></a> with specific attention was given to the American drive for global hegemony and how this has actually accelerated the end of the &#39;unipolar moment&#39;, impelling the emergence of a multipolar world order.</em></p> <p>&nbsp;</p> <p><em>In this fourth and final analysis I will focus on a possible strategic shift in the approach to foreign policy from Washington. <strong>The most likely hypothesis suggests that Trump intends to attempt to prevent the ongoing integration between Russia, China and Iran</strong>.</em></p> </blockquote> <p>The failed foreign-policy strategy of the neoconservatives and neoliberals has served to<strong> dramatically reduce Washington&#39;s role and influence in the world</strong>. Important alliances are being forged without seeking the assent of the United States, and the world model envisioned in the early 1990s &ndash; from Bush to Kagan and all the signatories of the PNAC founding statement of principles&nbsp;&ndash;&nbsp;is increasingly coming undone. Donald<strong> Trump&rsquo;s victory represents, in all likelihood, the last decisive blow to a series of foreign-policy strategies that in the end undermined the much-prized leadership of the United States.</strong> The ceasefire in Syria, reached thanks to an agreement between Turkey and Russia, notably excluded the United States.</p> <p>The military, media, financial and cultural assault successfully prosecuted over decades by Washington finally seems to have met its Waterloo at the hands of the axis represented by Iran, Russia and China. The recent media successes (RT, Press TV and many alternative media), political resistance (Assad is still president of Syria), diplomatic struggles (negotiations in Syria without Washington as an intermediary) and military planning (Liberation of Aleppo from terrorists) are a result of the efforts of Iran, Russia and China. Their success in all these fields of operations are having direct consequences and implications for the internal affairs of countries like the United Kingdom and the United States.</p> <p>The relentless efforts by the majority of Western political representatives for a successful model of globalization<strong> has created a parasitic system of turbo capitalism that entails a complete loss of sovereignty by America&rsquo;s allies. </strong>Brexit and Trump have served as an expression of ordinary people&rsquo;s rejection of these economic and political regimes under which they live.</p> <p>In Syria, Washington and its puppet allies have almost exited the scene without achieving their strategic goal of removing Assad from power. <strong>Within the American political system, the establishment, spanning from Clinton to Obama, was swept away for their economic and political failures. </strong>The mainstream media, spewing an endless stream of propaganda aimed at sustaining the political elite, completely lost their battle to appear credible, reaching unprecedented peaks of partisanship and immorality.</p> <p><strong>Donald Trump has emerged with a new approach to foreign policy affairs</strong>, shaped by various political thinkers of the realist mould, such as Kenneth Waltz and John Mearsheimer. First on the to-do list is doing away with all the recent neoconservative and neoliberal policies of foreign intervention (Responsibility to Protect - R2P) and soft-power campaigns in favor of human rights. And there will be no more UN resolutions deviously employed as cover to bomb nations back into the stone age (Libya). Trump does not believe in the central role of the UN in international affairs, reaffirming this repeatedly during his campaign.</p> <p><strong>The Trump administration intends to end the policy of regime change, interference in the internal affairs of foreign governments, Arab Springs, and color revolutions. </strong>Such efforts, they argue, are ultimately ineffective anyway and are too costly in terms of political credibility. In Ukraine the Americans have allied themselves with supporters of the Nazi Stepan Bandera, and in the Middle East they finance or indirectly support al Qaeda and al Nusra Front. These tactics, infamously branded as &#39;leading from behind&#39;, never achieved their desired results. The Middle East is in chaos, with a Moscow-Tehran axis emerging and going from strength to strength. In Ukraine, the government in Kiev not only seems incapable of complying with the Minsk agreements but also of prosecuting a new military campaign with no guarantees from their European and American partners.</p> <p><strong>There is a wild card that Trump hopes to play in the first months of his presidency. </strong>The strategy will focus on the inherited chaotic situation in the Middle East and Ukraine. Obama will be blamed for the previous chaos, it will be argued that sanctions against the Russian Federation should be removed, and Moscow will be given a free hand in the Middle East. <strong><em>In one fell swoop, the future president may decide not to decide directly on the Middle East or on Ukraine, avoiding any further involvement and instead finally making a decision in the national interest of his country.</em></strong></p> <p>A sustainable strategy may finally be attained by remaining passive towards the developments in the Middle East, especially on the Syrian front, leaving it firmly in Russian hands, while emphasizing at the same time the effort against Daesh in cooperation with Moscow. Another wise choice would see Kiev falling by the wayside, trashing Ukrainian ambitions to regain the Donbass and recover Crimea. Finally, removing sanctions would allow the next president to strengthen the alliance with European partners (a diplomatic necessity that Trump must make as the new president). <strong>Over two years the EU has suffered from economic suicide in the name of a failed policy strategy imposed by Washington.</strong> The Trump presidency will seek to normalize relations between Moscow and Washington as well as with European allies more willing to actively collaborate with the Trump administration.</p> <p>The Middle East will accordingly see a decline in violence, increasing the chances of seeing an end to the conflict in Syria. This plan for the initial phase of the Trump presidency has been widely announced during the months leading up to his election, both by himself or by members of his staff.</p> <p><strong>The implicit message is to seek dialogue and cooperation with all nations.</strong> Probably what lies behind these overtures is actually an explicit willingness to try to break the cooperation between Russia, Iran and China. The motivations for this action stem from the implications for the United States if a full military, cultural and economic alliance between Beijing, Moscow and Tehran is formed. It would almost ultimately consign the United States to irrelevance on the grand chessboard of international relations.</p> <p><strong>More realistically, Trump aims to shift the focus of the United States from the Atlantic to the Pacific, where the largest US commercial interests will reside in the future; a shift of focus from the Middle East to the South and East China Seas.</strong> The geopolitical reasons behind this decision, and the guiding theories behind it, were addressed particularly in the first article of this series. In summary, Trump intends to accelerate Obama&rsquo;s Asian pivot, bringing about profound changes to US foreign policy. Smoking the peace pipe with Russia will free up resources (to &quot;build up our military&quot; in naval terms) to be focused in the Pacific. He intends to emphasize the importance of bilateral relations between allies (&quot;free riders&quot; Japan and South Korea) to focus on containing China.</p> <p><strong>The wildcard that Trump hopes to play in breaking the alliance is called Russia. </strong>Thanks to previous peace talks developed with Moscow, Trump hopes for a reprise of Kissinger&#39;s strategy with China in 1979, with the addition of a promise of non-interference in the Middle East against Iran and Syria by the United States. In an exchange unlikely to happen, the American administration is hoping to convince the Kremlin that no action will be taken in the Middle East against Moscow and its allies, including Iran, in exchange for help in containing the Republic of China.</p> <p>With this in mind, Trump&rsquo;s choice of a very questionable personality to liaise between Washington and Tel Aviv, combined with the strong rhetoric of Trump against the Islamic Republic of Iran, and the equally harsh responses from Tehran to the threats of the future president, seem to satisfy the roles and rhetoric of all parties involved. No actions, only rhetoric. For Tehran and Tel Aviv it is easier to argue that to sign an agreement. <strong>The Iranian nuclear deal will, for this reason, continue to be a major point of tension, but also the guarantor of unlikely military action.</strong></p> <p>The real problem for the future administration in this strategy is offering a consistent plan of non-interference in the Middle East. Putin is well aware, in any case, that Washington is not able to intervene and change the fate of the balance of power that is forming in the Middle East. Trump&rsquo;s indirect offer not to take action in the Middle East is at best a bluff that will not last long. Trump ignores (or, being a good negotiator, pretends not to want to see) that very few cards in his deck can be attractive to Moscow. The alliance between Moscow, Beijing and Tehran is firm and certified by strategic exchanges in many fields, a trend promising tremendous growth. <strong>The war in Syria has shown the results of effective coordination between the three nations.</strong> The addition of the Islamic Republic of Iran to the Shanghai Cooperation Organization (SCO) will further strengthen security ties, without forgetting that the north-south corridor between Russia and Iran also ensures stability in an area of ??the globe where the danger of subversive terrorism is very high..</p> <p><strong>During the period of sanctions, Russia and China signed the most important and immense trade agreement in history, sealing Moscow&rsquo;s turn toward the east. </strong>Such a move involves a level of strategic planning that goes well beyond the four years of a presidential term. If Trump hopes to achieve cooperation of some kind with Putin to further his grand strategy, he is deluding himself. However, he must out of necessity cooperate against terrorism in the Middle East with Russia and moderate Washington&rsquo;s allies in the region who support terrorist. He will be forced to remove sanctions and reset the international relationship between Washington and Moscow, freeing the EU from a counterproductive situation in opposing the Russian Federation. He will probably then decide to ignore permanently the matter of Ukraine and Crimea, burying one of the tactics and strategies that was the cornerstone of the neoconservatives, namely an attempt to prepare the Ukrainian army to face the Russian Federation militarily, then drawing in NATO into an all-out war.</p> <p>Trump knows he is in an inferior negotiating position vis-a-vis Moscow and Beijing. <strong>He is well aware that effecting a rupture of relations between China, Russia and Iran is almost impossible. </strong>The only advantage, from his point of view, is having more room to negotiate with Moscow, given the abysmal levels of relations between Putin and Obama.</p> <p>Naturally, if Trump should really embark on such a mission of dividing the Eurasian continent, he is likely to expect very specific guarantees about the future attitude of Moscow towards Beijing. Putin will have very few problems in playing him to his advantage. Moscow has everything to gain from this situation. Trump hopes to have on his side the Russian Federation, then proceed to convince countries like Japan, the Philippines and South Korea that containing China is the only viable strategy for limiting China&rsquo;s influence and future domination over Asia. These actions will provoke the opposite effects to those intended, thereby promoting further integration of Eurasia (AIIB and Silk Road 2.0), as shown by Obama&rsquo;s Asian pivot. <strong>Any attempt to impose a new Asian pivot will end up in flames, as has been the case with the commercial Trans-Pacific Partnership Agreement.</strong></p> <p>In the meantime, with the removal of sanctions, <strong>many EU countries will finally be able to resume their energy and technology integration with the Eurasian continent,</strong> especially with Russia. Japan will in all likelihood be able to sign a peace treaty with Russia without violating its obligations to Washington.</p> <p>In general, the removal of sanctions on Russia will accelerate many projects placed on hold by tensions between Washington and Moscow. Trump&rsquo;s attitude, if he decides to have an aggressive posture towards Beijing, will force the Chinese elite to see what lies in store for it. Washington does not intend to have joint relations with Beijing. <strong>Trump has repeatedly reiterated the thoughts of Mearsheimer, a prominent contemporary geopolitical theorist, who states that in less than a decade China&rsquo;s growth will likely pose a threat to the United States as a superpower.</strong> Mearsheimer argues that within a few years, thanks to the growth of nominal GDP and demographic increase, the Republic of China will be the first military power in the world to dominate Asia. Trump intends to concentrate all his efforts, in terms of foreign policy, on this factor. To succeed, he understands that he needs to have on his side several regional players (Japan, South Korea, Vietnam, India, the Philippines), especially the Russian Federation, as well as oversee a sea change that will transfer the attention in Washington from the Atlantic to the Pacific .</p> <p><strong>This period of time will represent for Moscow, Beijing and Tehran a time to make definitive choices, a season in which the national policy-makers of these nations will have to understand what road to embark on.</strong> For Tehran, the cards are dealt face up, with a predetermined role as regional power. For Moscow and Beijing the issue is far more complicated. Much will depend on how Beijing intends to oppose openly any hostile action of Trump. Moscow has for many years openly questioned the world order led by Washington. Beijing understandably seems reluctant to engage in direct confrontation. In all likelihood, Trump and his realist foreign-policy attitude will lead the Chinese elite to understand that Washington considers itself to be the only one entitled to grant world order. The Chinese elites need to understand that the only sustainable path for the future is the construction, with all actors, of a multipolar world that includes Washington, New Delhi, Moscow, Tehran, London and Brussels. Realistically, it is hard to think that the new administration would alter the strategic partnership formed between China, Iran and Russia. After all, Trump would retrace the same steps of his predecessors, simply by changing the angle of approach and trying to further shuffle the cards of international relations. The decision to improve the world through cooperation and mutual respect does not exactly match the aspirations of the American deep state that seeks war, chaos and conflicts.</p> <p>The big difference we will see with a candidate like Trump is easy.<strong> Once all diplomatic efforts have failed against Beijing, instead of doubling down with military or terrorist efforts, the strategy will be abandoned in silence.</strong> The strong expressions against Beijing, the feared increase in military spending for the Pacific (to satisfy the industrial-military apparatus), and the rhetoric against Iran (to appease the Israel lobby), will be used to moderate the deep state&rsquo;s intentions, <strong>while Trump will try to focus on economics and security (counter-terrorism) and much less on foreign policy.</strong></p> <h3><u>Series Conclusion.</u></h3> <p>This series has sought to invite readers to reflect on the epochal events that are occurring. <strong>The global hegemonic project that was supposed to be realized with a Clinton presidency has been stopped.</strong> The inevitable military confrontation with Russia, Iran and China has been averted thanks to the preventive actions of these countries together with the defeat of the Democratic candidate. <strong>A huge blow has been delivered to the establishment, with its impulse toward globalism and US imperialism.</strong></p> <p><strong>The emergence of a multipolar world order has altered the way nations interact with each other in the field of international relations. </strong>Washington is no longer the only referent, and it is this that represents a pivotal transition from a unipolar world dominated by Washington. The mechanisms that regulate the great powers have varied in form and content, leading to an almost unprecedented international situation. <strong>The future multipolar world order, historically unstable, will in fact hold the promise of stability thanks to the actions of opposing nations to the American superpower.</strong> United they will stabilize the world.</p> <p><strong>The key to a sustainable future world order is the synergy between the newly formed Beijing, Moscow and Tehran axis as an economic, military and cultural counterweight to the US. </strong>The union and the alliance of these three nations has created a new super-pole, able to balance effectively the often destructive actions of Washington. Rather than a multipolar world order, we are actually faced with a situation of two superpowers, one of which is based on the integration between dozens of nations on more than two continents. It is a new era that will accompany us over the coming decades. <strong>The unipolar world is over &ndash; forever!</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="630" height="326" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170115_trump2.jpg?1484522019" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-15/trumps-delusion-halting-eurasian-integration-and-saving-us-world-order#comments AIIB al-Qaeda American administration American people of German descent Business China Climate change skepticism and denial Donald Trump Donald Trump East China European Union Foreign policy of the United States India International reactions to the United States presidential election Iran Israel Japan Middle East Middle East Nominal GDP North Atlantic Treaty Organization Political positions of Donald Trump Politics Politics of the United States Shanghai Cooperation Organization South China The Apprentice Trump Administration Turkey Ukraine Ukrainian army United Kingdom United Nations United States WWE Hall of Fame Mon, 16 Jan 2017 03:15:00 +0000 Tyler Durden 585550 at http://www.zerohedge.com Davos Elite Eat $40 Hot Dogs While "Struggling For Answers", Cowering in "Silent Fear" http://www.zerohedge.com/news/2017-01-15/davos-elite-struggle-answers-cower-silent-fear-while-eating-40-hot-dogs <p>For those unfamiliar with what goes on at the annual January boondoggle at the World Economic Forum in Davos, here is the simple breakdown. </p> <p>Officially, heads of state, captains of industry, prominent academics, philanthropists and a retinue of journalists, celebrities and hangers-on will descend Tuesday on the picturesque alpine village of Davos, Switzerland, for the World Economic Forum; </p> <p>Unofficially, it's the world's biggest echo chamber, where wealthy, influential and/or powerful people, yet vastly out of touch with the rest of the world, sit down with other wealthy, influential and/or powerful people who are just as out of touch, to validate to each other that nobody really knows anything (also known as the "ratings agency effect"), but because the press is there and fails to point out that these emperors of industry, commerce, entertainment and politics are naked in hopes of maintaining their annual invitation and direct access, everyone goes home happy. And just as clueless. </p> <p>Hence Trump.</p> <p><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2017/01/01/davos_0.jpg" width="500" height="300" /></p> <p>Case in point, as <a href="http://www.reuters.com/article/us-davos-meeting-preview-idUSKBN14Z07V">Reuters fondly recalls</a>, last year, <strong>the consensus here was that Trump had no chance of being elected </strong>(actually, last January the world's elites were far more worried about plunging markets as we pointed out in "<a href="http://www.zerohedge.com/news/2016-01-23/how-billionaires-are-investing-2016-only-winning-move-not-play-game">How Billionaires Are Investing In 2016: "The Only Winning Move Is Not To Play The Game</a>").&nbsp;</p> <p>Trump was elected. His victory, less than half a year after Britain voted to leave the European Union, "was a slap at the principles that elites in Davos have long held dear, from globalization and free trade to multilateralism."</p> <p>We'll get to Trump in a second, but first some more on the background of this festival which revels in everything the populist backlash of 2016 found excerable, courtesy of the <a href="https://www.nytimes.com/2017/01/14/world/europe/world-economic-forum-davos-explainer-global-elite-parties.html">NYT</a>.</p> <p><strong>Who Attends the Conference?</strong></p> <p>More than 2,500 people will attend this year’s conference from 90 different countries, paying up to $50,000 per person to attend (that of course excludes the ultra-celebrities who get in for free). In fact, so many people are attending, some of the <a href="http://www.zerohedge.com/news/2016-12-26/davos-staff-may-sleep-shipping-containers-billionaires-swarm-resort">local staff may sleep in shipping containers</a>. Most of the participants are corporate executives, but more than two dozen heads of state and government are expected to attend.&nbsp; Theresa May, the prime minister of Britain, and Xi Jinping, president of China, are attending the conference for the first time this year. Xi is the first Chinese president to attend the event, and will also be the star attraction. His presence is being seen as a sign of Beijing's growing weight in the world at a time when Trump is promising a more insular, "America first" approach and Europe is pre-occupied with its own troubles, from Brexit to terrorism.</p> <p>On the other hand, Trump has decided not to officially send a member of his team as it <a href="http://www.zerohedge.com/news/2017-01-14/trump-team-will-not-attend-davos-would-betray-populist-fueled-movement">would "betray his populist-fueled movement.</a>" Likewise German chancellor Merkel will be absent, worried about her own image ahead of the 2017 German elections.</p> <p>Aside from politicians, Shakira and the actor Forest Whitaker are to receive awards this year. Expected attendees include Sheryl Sandberg, COO at Facebook; Matt Damon; Formula One driver Nico Rosberg; and Alibaba's Jack Ma. While only 17% of last year’s participants were women, according to the forum, this year the number is not expected to change.</p> <p><strong>How Are These People Kept Safe?</strong></p> <p>All of those dignitaries need security. During the conference, Davos transforms into a fortress. Roadblocks restrict traffic on the city’s main streets and checkpoints spring up outside each venue. At the Congress Center, where the main panels take place, and at each hotel that hosts parties and talks, attendees pass metal detectors, armed guards and beneath the watchful eyes of sharpshooters. In the past, the conference was targeted by protesters associated with the anticapitalist Occupy movement. In 2013, members of the Ukrainian activist group Femen were arrested after a topless demonstration. The Swiss government estimated it will spend 8 million Swiss francs, about $8 million, on security, but said that number could increase if there were a credible threat to the conference. “Switzerland is still not regarded as a priority target for jihadist terrorists,” the Federal Council said on its website. “On the other hand, even on Swiss soil, the interests of states participating in the military coalition against the so-called Islamic State face an increased threat.”</p> <p><strong>Is It as Elitist as It Sounds?</strong></p> <p>Yes. The meeting runs on a tiered system of colored badges <em><strong>denoting just how important one is, or is not. </strong></em>White badges are for attendees able to attend any official event and make full use of the forum’s facilities. Orange badges are reserved for the 500 journalists who cover the forum, but are not allowed at some parties. Other badges, like purple ones, denote technical or support staff and limit their holders to a few areas. Local hotels like the Belvedere and the InterContinental often sell their own badges to the bankers and consultants who descend upon Davos to strike deals and chat up clients. These souls camp out at the hotels, renting rooms for business meetings by day and soiree hopping at night.</p> <p><strong>What About the Parties? </strong></p> <p>Beyond the boring, ineffective, and circle-jerking lectures and panel discussions, a much more important agenda unfolds after sunset. One notable event, according to the NYT, is a simulation of a refugee’s experience, where Davos attendees crawl on their hands and knees and pretend to flee from advancing armies. <strong>It is one of the most popular events every year. </strong>The theme of this year’s conference is “Responsive and Responsible Leadership.” But attendees like to play as hard as they work.</p> <p>There are several official cocktail receptions, but the action really lies in a galaxy of events hosted by corporations. Some are small, intimate dinners that feature the likes of Leonardo DiCaprio and Bono. Others are dazzling affairs worthy of a modern day Gatsby: JPMorgan Chase, for example, has previously taken over the Kirchner Museum Davos for drinks with its chief executive, Jamie Dimon, and Tony Blair, the former British prime minister. Google’s annual party at the InterContinental Hotel has become the hottest ticket in town. The investor Anthony Scaramucci, now an adviser to Donald J. Trump, for years has hosted a reception at the famed Hotel Europe featuring a sometimes eye-popping list of high-end Champagne and Bordeaux red wine. A more recent up-and-comer is hosted by Salesforce.com, a business software maker, whose chief, Marc Benioff, is one of the forum’s most ardent boosters. Last year’s Salesforce party included Mr. Benioff flying in scores of fresh flower leis and a band from Hawaii, as Eric Schmidt of Google and other tech notables danced in a corner. Several years ago, Sean Parker of Napster and Facebook fame, <strong>hosted an over-the-top gathering that featured stuffed animal heads shooting laser beams out of their eyes. </strong>And the Russian billionaire Oleg Deripaska has thrown opulent gatherings at a nearby villa where the Champagne flowed freely For a nightcap, the Davos crowd traditionally retires to the Tonic Bar at Hotel Europe, sipping cocktails while the forum fixture Barry Colson leads the crowd in Billy Joel singalongs.</p> <p>* * * </p> <p>With the background of the event covered, we once again focus on the key topic at hand, namely quite ironic "<em>social and wealth inequality</em>" - which incidentally has been a core topic for the past several years, demonstrating just how clueless Davos really is, and of course Trump.</p> <p>Just so readers can get a sense of just how delightfully surreal this whole event is, one of the most <a href="http://wef.ch/81604">prominent panels is called </a><strong>"Squeezed and Angry: How to Fix the Middle-Class Crisis</strong>"</p> <p>Its description: "<strong>Poor employment prospects and low-income growth in many developed economies have laid the groundwork for the rise of populism. Did policy-makers ignore these trends or do too little to redress them? What can be done to restore growth in the middle class and confidence in the future?</strong>"</p> <p>Who are these experts on the woes of the middle class? Read em and weep: <strong>Ray Dalio </strong>- a billiionaire who encourages spying on his employees; <strong>Christine Lagarde </strong>- a convicted criminal and tax evader, head of an organization that takes from the poor and gives to the world's creditors; and <strong>Larry Summers, </strong>a firm believer, and doer, in wealth redistribution from the middle classes to the wealthy.</p> <p>* * * </p> <p>While in previous years the Davos party was not to be spoiled with any actual concerns about the real world violating the inner sanctum of the world's uber-poseurs, this year something has changed. </p> <p>Beneath the veneer of optimism over the economic outlook lurks acute anxiety about an increasingly toxic political climate and a deep sense of uncertainty surrounding the U.S. presidency of Donald Trump, who will be quite symoblically, even if purely accidentally, inaugurated on the final day of the forum.</p> <p>And with Trump's election come worries that the ivory towers inhabited by the 2,500 or so Davosites, are far less sturdy than previously believed.&nbsp; "Regardless of how you view Trump and his positions, his election has led to a deep, deep sense of uncertainty and that will cast a long shadow over Davos," said Jean-Marie Guehenno, CEO of International Crisis Group, a conflict resolution think-tank. </p> <p>Moises Naim of the Carnegie Endowment for International Peace was even more blunt, suggesting that the people in Davos are even more clueless than usual, which is saying quite a lot.</p> <p><strong>"There is a consensus that something huge is going on, global and in many respects unprecedented. But we don't know what the causes are, nor how to deal with it.</strong>"</p> <p>Brilliant.</p> <p>* * * </p> <p>Meanwhile, in an attempt to figure out the causes and "how to deal with it", the participants in the World Economic Forum, which runs from Jan. 17 to 20, will partake in such panels as the abovementioned "<strong>Squeezed and Angry: How to Fix the Middle Class Crisis", "Politics of Fear or Rebellion of the Forgotten?", "Tolerance at the Tipping Point</strong>?" and "<strong>The Post-EU Era".</strong></p> <p>The central question in Davos, a four-day affair of panel discussions, lunches and cocktail parties that delve into subjects as diverse as terrorism, artificial intelligence and wellness<strong>, is whether leaders can agree on the root causes of public anger and begin to articulate a response... aside from the forum participants themselves of course.</strong> </p> <p>A WEF report on global risks released before Davos highlighted "diminishing public trust in institutions" and noted that rebuilding faith in the political process and leaders would be a "difficult task". Guy Standing, the author of several books on the new "precariat", a class of people who lack job security and reliable earnings, believes more people are coming around to the idea that free-market capitalism needs to be overhauled, including those that have benefited most from it.</p> <p>"The mainstream corporate types don't want Trump and far-right authoritarians," said Standing, who has been invited to Davos for the first time. "They want a sustainable global economy in which they can do business. More and more of them are sensible enough to realize that they have overreached." </p> <p>But Ian Bremmer, president of U.S.-based political risk consultancy Eurasia Group, is not so sure, and he <a href="http://www.reuters.com/article/us-davos-meeting-preview-idUSKBN14Z07V">recounted ro Reuters </a>a recent trip to Goldman Sachs headquarters in New York where he saw bankers "<strong>rejoicing in the elevators" at the surge in stock markets and the prospect of tax cuts and deregulation under Trump</strong>. Both Goldman CEO Lloyd Blankfein and his JP Morgan counterpart Jamie Dimon will be in Davos. </p> <p>It remains to be seen if there will be as much "elevator rejoicing" when the market finally crashes under Trump, an inevitable outcome which some speculate is precisely why Trump was allowed to become president: so that all the blame on the grand crash, once it, happens can be placed on him.</p> <p>Others are less worried about the impact of Trump, and more concerned that the pace of technological change and the integrated, complex nature of the global economy have made it more difficult for leaders to shape and control events, let alone reconfigure the global system. The global financial crisis of 2008/9 and the migrant crisis of 2015/16 exposed the impotence of politicians, deepening public disillusion and pushing people towards populists who offered simple explanations and solutions.</p> <p>The problem, says Ian Goldin, an expert on globalization and development at the University of Oxford, is that on many of the most important issues, from climate change to financial regulation, only multilateral cooperation can deliver results. And this is precisely what the populists reject.&nbsp; "The state of global politics is worse than it's been in a long time," said Goldin. "At a time when we need more coordination to tackle issues like climate change and other systemic risks, we are getting more and more insular."</p> <p>* * * </p> <p>Whatever the reason, sense of dread that things are moving, changing beyond the participants' control will be all too tangible. </p> <p>It is also why, as <a href="https://www.bloomberg.com/news/articles/2017-01-15/wef-to-answer-trump-s-call-help-create-u-s-jobs-schwab-says">Bloomberg reported today</a>, the World Economic Forum will convene a special meeting in Washington this year to discuss issues raised during the president-elect’s campaign "and the populist wave that swept him to victory" WEF founder Klaus Schwab told Bloomberg Television on Sunday. <strong>The gathering will explore U.S. investment and job-creation opportunities for companies that participate in the forum, he said.</strong></p> <p>“It<strong>’s very natural that with the new administration we plan a major event in the U.S. to see what are the implications of the new president and how the business community could engage,” </strong>Schwab said in advance of the forum’s 47th annual meeting in the Swiss ski resort of Davos. “<strong>We have to be responsive to the call</strong>.” </p> <p>“<strong>People have become very emotionalized, this silent fear of what the new world will bring</strong>,” Schwab said in the town’s hulking conference center. “We have populists here and we want to listen. We have to respond to these individuals’ fears and to offer solutions. It’s not just enough to listen; we have to provide answers and that’s what were here for in Davos."</p> <p>No, that's what you were there for in Davos in 2013, 2014, 2015 and 2016, and you did nothing. Now it's too late as the pendulum has already swung.</p> <p>That, however, is not obvious to the forum organizers who will enjoy another blockbuster year. Business is booming for the WEF and Schwab, 78, said he has no plans to abandon or alter its annual retreat. Revenue is up 45%&nbsp; in the past five years and staff have increased by about a third - with employees earning an average of 135,000 Swiss francs, ($133,875) which rises to 213,000 Swiss francs with the addition of costs such as pensions and healthcare.</p> <p>“Our salary structure is completely in line with others such as the Bretton Woods organization, the World Bank or the International Monetary Fund,” Schwab said. “We also have to be competitive with organizations like Goldman Sachs and McKinsey. We are competing for the same talent.”</p> <p>How does Schwab reconcile the glaring hypocricy of the world's wealthiest debating social injustice and wealth inequality? Simple:</p> <blockquote><div class="quote_start"> <div></div> </div> <div class="quote_end"> <div></div> </div> <p> Despite the glitzy parties that have become the hallmark of the annual gathering<strong>, Schwab said his aim is not to celebrate the “outrageous excesses of life,” but rather to create a “global village,” where participants can mull weighty issues facing the world without the distractions of a large city. </strong>And he insists that as the power and beliefs of business and political leaders face unprecedented challenges, the meeting is needed more than ever.</p> </blockquote> <p>Schwab says the WEF’s annual meeting, where companies host lavish parties awash in champagne and rare vintage wines, attendees pay $50,000 and thousands of soldiers and police stand guard, remains an appropriate forum to discuss political issues like the rise of populism and seek solutions to society’s biggest problems. Unfortunately, that's all it is, as no concrete, revolutionary decisions can ever take place within the confines of this giant echo chamber.</p> <p>Schwab concludes by saying that "the right solution will require a lot of effort and many steps in the right direction. I am optimistic that in a new multi-polar world we still have the notion of a joined and shared destiny" but adds that his "<strong>biggest fear is that we will believe there are very simple answers to very difficult questions.” </strong></p> <p>Actually, herr Klaus Schwab, there are other far more tangible things you and your peers should be afraid of, but somehow we doubt that those will become apparent <a href="http://www.zerohedge.com/news/2015-01-23/43-hot-dogs-47-burgers-and-55-caesar-salads-look-davos-menu">while eating $40 hot dogs</a>.<strong><br /></strong></p> <p><strong>&nbsp;</strong></p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2015/01/davos%20menu.jpg"><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2015/01/davos%20menu_0.jpg" width="502" height="259" /></a></p> <p>&nbsp;</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2015/01/davos%20hotdog.jpg"><img src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/2015/01/davos%20hotdog_0.jpg" width="506" height="300" /></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="1277" height="659" alt="" src="http://www.zerohedge.com/sites/default/files/images/user5/imageroot/davos%20menu_0.jpg?1484534672" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-15/davos-elite-struggle-answers-cower-silent-fear-while-eating-40-hot-dogs#comments American people of German descent Bretton Woods Business Cantons of Switzerland Carnegie Endowment China Climate change skepticism and denial Congress Center Creditors Davos Davos Davos party Donald Trump Donald Trump Economy European Union European Union Federal Council Financial Regulation Global Economy goldman sachs Goldman Sachs Google Graubünden International Crisis Group International Monetary Fund International Monetary Fund Jamie Dimon JPMorgan Chase Larry Summers laser Lloyd Blankfein McKinsey Oleg Deripaska ratings Ray Dalio Reuters Salesforce party simulation Steel Serpent Swiss Government Switzerland The Apprentice University of Oxford World Bank World Bank World Economic Forum World Economic Forum WWE Hall of Fame Mon, 16 Jan 2017 02:48:45 +0000 Tyler Durden 585561 at http://www.zerohedge.com Why The Stock Market Has Soared (And We'll All Soon Know What It's Like To Be A Madoff Client) http://www.zerohedge.com/news/2017-01-15/why-stock-market-has-soared-and-well-all-soon-know-what-its-be-madoff-client <p><em><a href="https://econimica.blogspot.com/2017/01/wilshire-5000why-its-gone-to-moon.html?m=1">Submitted by Chris Hamilton via Econimica blog,</a></em></p> <p><strong>What is driving the US stock markets to such amazing gains?&nbsp; </strong>While some&nbsp;corporations have seen increases in&nbsp;sales and most have innovated to reduce costs, lessen waste, and maximize efficiency, I&#39;ll focus on some of the other means that have driven profits higher helping to push US equities into record territory.</p> <blockquote><div class="quote_start"><div></div></div><div class="quote_end"><div></div></div><p>1- Declining % of profits going to Uncle Sam.</p> <p>&nbsp;</p> <p>2-&nbsp;Minimal wage growth and holding the line on new hires.</p> <p>&nbsp;</p> <p>3- Debt fueled stock buybacks and dividends at the expense of&nbsp;investment in mid and long term activities (R&amp;D, cap-ex, exploration, etc.).</p> </blockquote> <p>To represent the US market as broadly as possible, we&#39;ll use the Wilshire 5000 index, representing all 3600+ publicly traded US corporations (chart below vs. the 10yr Treasury rate).</p> <p><img src="data:image/png;base64,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" style="width: 600px; height: 361px;" /></p> <h3><u>Corporate Profits</u></h3> <p>First, profits ---Way Up.&nbsp; The Wilshire 5000 vs. corporate profits (chart below).</p> <p><img src="data:image/png;base64,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" style="width: 600px; height: 385px;" /></p> <p>But how&nbsp;have corporate after tax profits risen so fast?</p> <h3><u>Corporate Taxes</u></h3> <p>Pay less in taxes on rising profits...since 2000, profits have risen in excess of 300% while tax revenues&nbsp;half that.</p> <p><img src="data:image/png;base64,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" style="width: 600px; height: 361px;" /></p> <p>Of those rising profits, corporations are keeping far more and giving far less to uncle Sam.&nbsp; Under Eisenhower, 50% of profits went to the Fed&#39;s to a low of 17% by the end of GW Bush&#39;s term.&nbsp; Perhaps a Republican Congress and Trump will get these tax&nbsp;revenues&nbsp;rescinded entirely???</p> <p><img src="data:image/png;base64,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" style="width: 600px; height: 361px;" /></p> <h3><u>Wages &amp; Corporate Employees</u></h3> <p>The #1 cost to business is usually labor, so how about pay the rank and file employees less (chart below)?&nbsp; Dashed black lines represent old America where workers shared in the growth with&nbsp;growing wages&nbsp;(growing the capacity of the consumer base)...and in the&nbsp;solid black&nbsp;lines,&nbsp;the new America where wage growth has slowed to the lowest levels in US history despite record corporate profits.</p> <p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAg8AAAGkCAYAAAC2FsYSAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAH4QSURBVHhe7b0NmBTVne//43VekBkRmGEUBsdhQEEIYJzEmI0uElhEY5JF9MY8mx1jIuIVYm5I2H/YLGvILhv3hoA3I8aE2btP3DVI3BAlLIQQ9CaajC9DQBAYxpEBHGZ4nQGZGV7/9Tt1TvXp6uruqu6qnn75fp6npquqq6urTvf0+Z7f2+mzePHiy8uXLycAAAAAgHj87d/+LfUxHi+bmwAAAAAA8bHEQ2dnJz8AAAAAADhSVFQkHvuKvwAAAAAALoF4AAAAAIAnIB4AAAAA4AmIBwAAAAB4AuIBAAAAAJ7IymyLT37yk7Rjxw65BQAAAATDpEmT6Pe//73cyn5UtkVWige+ucuXUb4CAABAsPTp0yenSh0gVRMAAAAACQHxAAAAAABPQDwAAAAAwBMQDwAAAADwBMQDAAAAADwB8QAAAAAAT0A8+MDGNzuoz3pjefO83BOPi7Ryq/maW/delPsAcOZ47VX02gPGUrtZ7gH+0kQH/85s4+2/apL7AACxyBnxYHXwW7tpv9ynsJ5bf5Y2yn0KuzCIdZ4gSMX7he4/cnn4A3mQ4nQ33Wo7xlEA+X1cL2B12g7LvjflQSAmoTZcQMflPpNQh/3a3/2IuuTeaPh1nlzCajOf2iWd/h/8vjfgnZwRD7OuHmCunD5PG06bqybn6ZeH5Sqvh3WWoee+Kl5/kfaltBZIqt8vDh+cNURMD70mNxWv7TkT3uH7fVyv0ERnD8pVkDBDq78o135Gx/UO5s2VdLDFXB32149SgbkaFb/Okzv4/f1Np/8H/G+mA7njthjclz4hVi7Rbl08nL5I78hV5h1j28J6ri+NH8yP/WjhtGK6fI+xTMunMeK5IEnt+33i+ivM99KWZ66WT7KrZY90ywzOo0b5/K+vMXe9tqdHWm38Pi4NuPV5+sRzJ8KWsR+Vz4HYfHQVjbvVXD32i9Ao8Xj9z8yV8u/SKDdt6dd5coZKGvXP8vv6zz6Lql7/fwjw3oBrckg8DKC5QgAQ/fiDUGzCfmNdH/m+dvh8yD1w+pL5nPHa2fK1lok/bnzDeXo4zBx/mlaGWTxChLkNbO4Jp/dT+x7+IErsRBCugNPnaa28/q9eHxIys8blSVEmrTZ+H2exn1be2keUgu3zcLis2L/yVnP/rStl222kh3nbWm6llYH4fJTJfDodbNXM57zI+IQwU2+YiTXGa92aYlt/RNvVa+QS8tlr57TFSnT9anrk+8Q8l4bb4zSGfu67VMgrLX9PB9lqYJzj4B94h2YtcHFeV+eJxZsLws4fLYYk+mdmYD9HxDFePlfb8/qiX1sCbc5Y92Gdy8u1JUjc9gld1743Q9dg3o/760vu3mzP64t1vs20L+w5Pq98CghyKGCyH401S3ITdV60OuhGQyAwX71GuTUuUaO5RhuVyCjq53HUz8LhLP1Ybplcoq+9ERm3wCb6Oy23icHpHqpyGXj54zfO0NdkB/yavI9kXAF8jC44wuIdlJCyrDCSwf3oRrkq8Ps4izE0e64pK+jHv9SsEvtpw1rzTJ+YO9s4ioXDnba2f42+9iUlLILgbTr4jZst87ngD/eLH529snMTGJ1eQ0SH5fBax+PCEQLgG39PZ+W24uzPb5Y/gJU07Jap5s4/vKzFCTTRsdffFmuFt/yV2eHyD36Uc4V1Um6Ps1P2KI3SrAYH/0ueQ1oL4t+LJM55YiHeY4W0UiiMz8juq+f3jP6ZGR2K/RxMQp8rd2C2551ItM1jkth3Lj5e2sf4DFeEruHsIf1ekrk+P9qdhcP9dExumRjnXeWTwMoSckg86HEPSiComAajAxs3gL4q9l2kfaJDDsUbmPEOHrDcHQPo19Icf3maGlHb6Us/lK4JZbLXxU08vnqzPP9HzZgM5Qqw9mvv7dUV8OM3nCwWhgjTO3uNMJeP78cZ8mH2XNmGP6ZfqhvZv4FM7fAJmjvbkHj798m2/yr9+vJlMUHa5cYfRml7l0ghYC2OP2JTadS/sin1DRpVLncZDHvcNK8qkzsdbHT4AVKv1Y77w/djjHQ208GfmwJANyFPuU+JBfO1BZ/5Jg0TO7Q4gdb/puPih3MqDb250ng0fkx/Yf7gq2sVy7+ao/yzP18phYfb45wJsxqEWQvc3Ysi+nli4fweVluH4fBZWJ9ZJRXc+l2aIl8vlsdlLEaYQFPEOJf1OXyRxslzWffM1zh/hrGSXJvHJtZ9xiHq/4PX9tHuS9yvThLXl2y7tzZKsRY6RrU5CJFT4iEU96BM57KTF24JNQK+RGs/4E5LxUbYRsaeOE93qhH84Hz6g0PcwieuL6SF8vyR4iYO1xRqMQkGmiuAO37LimBZIpQwCmfWRzWhoYkNJsyN09uMmU0h44OpHvZvWGve2yfmEmuHED+mO/v0IeHhGLOQ/vCHhR6tR94ovO8ZGlXGa5VUOErsEj9GyhdsBfy17I0YRYZeq3WOxkinS7dI6bz5shwVGT+Snwv96IbEgnrtDBoqfzyP1Zs/8F1v/JccrX+OhvF7Wj+mPBLUOgRrtLubznLn7fa4aGhWA4FqG9f3Iol2nlhYnUH4ewydH+mrD/ssIj6zSho1v4oOqnvnxWmkLYl9Lhck2+YxSPraHPHWPrE+u2Suz797+xntNe5BWKeM791kxFeEkWPiIRT3wKNaK95BuCX60exrzOYQLgDjOWH61uIdXMNC4eaQtUJ15L2fQeAS4/qXKCtIhJBxFiDMjYP7yTXG7+OYSNdF427dZWHAQuHXpg2J+fGdZtzDrckEPfCIRI1AeIkYJfUW46lQ/khGw/rxFCN4B5dFCgkJI2PEWW1vw/j3ooh9HgcOq47D/Xs442TOTpCyv6KhwkJldlDc0TZI64ire+pNov4/+Ng+QeGm3VkoKIuJgRJuibuJspPcEg+6QDBG1BtYJBgot8QY1VkZz62UJvNPXDMgsRHr1YVyJH8F/VCKj9f2nI0aNOkvIVdI+DLYsnJ4Jm62irTQ+H2cjZDr4h3at38j/VIoPOmyUMx6xnRXXG6kH0qt8drXvhRQ0GRvYht5WiNsjY/eZY3gj7/x39QlRrLKZaETMvWGL1usUZyJ2+O84uJeEuWacVJsJD5SF1hWEs2crXUy3miSn0U4bMaPHI0H1eY+42v7BIXLdv/oKtnGITfk2Z8/jKBJjRwTD5pAON1DX1PxDqqTMkSEintYe9gUFpGjXxeIoEUVHMnploXyvLaO0m+MazWDDS/R1/aGB13u33tauyYNkZlhK45lXL8VxGmIp1n8aJ3bGM1r2Sob90qXiLLQ+H2cHct18Rqt/dIy0zqkuyw2PqxlXYyhhX/4tWz712i3NKFsfFhmYVjH9S76j9JxFQRo/AAPjWaOtzrDt+ngf4XiL5xfO4NGSZ/u2Z//vfnjrlwWTFmV47kYEWSoItXdHucVT/eSIFGuna872dGklSrqFdXR2kbxYR1YUG2eQhJun6Bw0+4cpGq1LaeFPu/sQstxck48hASCJKyTUkLiEr0mOvkB9Fk9psALnDWhYg6szIskzueKAbToevmRHjYEjPX+HVS1R2ZjOGLGZljHv6E68wH0axGIaa47nVuJjFC6pd/H2Qm5Ll57zeayULz2Naqy0jRV5sVX6bNCBe2nfaZpwzhut7vYEnuAmLH4W1HP6By+YZ7XivS/9S4aKlcj0P3+2rWp1xbetzDstQU3f052QibhLouQuLDfpzLnmrg9ziMe7yUxnK/d83VbQidk8g7LzPCCsgjZ2pKXkKAJqM2TxeGaxf+Dn+0TFK7a3YAzNKznlCvGByGbReSeeNAtDUxYGmbIrSEY3Jeq5Konri6kRtUxWnDmRaE5ig+QMeMG02Ut3sLimkLnQlMcn2FcV5igYvh42/U6n9t0keiBm34fZyfkumAiXRaNyldhwZkXz8h7GUNjlcnjq5+N8XlogY8BU3jf82EZGmJUFCeugoP9rChxDTa/Tv6MzSVh+XmZSJdFwWe2OJuX+Tq0IDG3x3nF070kCF97xHsY1+3p/DZfOFN433flqNQjlok/Ek7DVOI0qDb3jov/Bz/bJyjctPtHVzl8H9kVs8oHIZs99DGWy7zS2ZlOdZCTo6ioSPi8AUhfQvnmhfe94VsnGQ0uqiNGgeXfpSmIGu911OcR/tmn9juRiwTR7mzhzKb+Mx7cvzI5aHkAIMfQKjH2RpYFiI4ohGWZx1XxIqeAVuAnaPfkgXgAIMuxajvQF2kURrNpAbtqrAJGYbB5PM2yKLIItLt/wG0BAAAAJAjcFgAAAAAALoB4AAAAAIAnIB4AAAAA4ImsjHkYNWoUdXR0yC0AAAAgGIqLi+ngwYNyK/tRMQ9ZKR4AAAAA4D8ImAQAAABAQkA8AAAAAMATEA8AAAAA8ATEAwAAAAA8AfEAAAAAAE9APAAAAADAExAPAAAAAPAExAMAAAAAPAHxAAAAAABPoMIkAAAA4Iqt1DKvhnjyg+J5B6h8srnXpJnalt1O7YfkJk2ikqUvUekIXg9/Lv+ebVQ1q8LcYLYvop2r92jHpy+oMAkAAAC4pHvj3bRTCodI7MKB2UHtSxeZx2+vNZ5jMXGAJs6bS93rF1DbEXEQ0ZFnqXH1WkNQrEp74aAD8QAAAADEpJk63tohLAbl1XKXjhAHvDKXylcbAmH1NioZydtrqWO7ITxa9xjr11N+hDjYSi1Ll1F3dV24JSIDgHgAAAAAYlJBpUsORO3gTXHA7oj5VCzWKqj4pklirae1WTwS7aFuZW0QsLWihjpGLqGqB6fJfZkDxAMAAAAQEN2GeMiftYpKRrIbYzTtlC6K4oYF1H5oLpUv+Qrly2MzCYgHAAAAWc8jPz8o11JLfhlbK0zLxUTh0jhAVWW11Lh+BxXPe5JojSEo5sllzVbzRRkAxAMAAACQKqwAyW1UTouopT4USEn1NdSyXR6X5kA8AAAAAEmQX3a9eOx+awt1i7Wt1L5+h1jLE5YHRYwAyRFjM8p9AfEAAAAAxISDG03XQku9uadjtdxmS8HkWWag5KFl1ChcEDKlc+QSKtFqQXSsiREgeWSfITwmUV6GpGtCPAAAAABJMY3KV9fJTAsJiwQtGJLrRAgXxUNagOTkJ6m8OhRISdWPJ1jrISRuds7j2hJczGo0NW5UmR7+k2EVJk/Swu80U52xVnP/VFo53txr0kW1P3qXFrfJTePjWf7YeJo/XG7GfR4AAEC2wgGTT983Sm5lFx1rQhYRs9aEGYjZ8kG4gPGDjKsw2fTKbiqSwiESuzBgumnxU+/RZrEe73kAAAAgE9lKHYZwECWv7zFrSzB5Zcb6oX3UI7f9JkPEQxdteqebqu+4gdZNlLt0drdKYXAlrXtiKnU+cQMtL+XtU7Rht4vnAQAAgAwmPDAzeDJEPBTQ/Een0pbbCuR2OE1HzfjW6jvKaIZYK6CZN5qGml1Hu+I+DwAAAGQmFZQ3kqjjbb1GhMz2GDmW8uQev8n6gMn6dlM4RCPe8wAAAED6Ikth19eIwlM8n4aa+TP/pum+xjvoZNyU3JtfeJvm7AwPmOR4iCm/Nd0ayjqh73uGmmM+H82i4YYTJ05QT09QXiUAAAB+8MSrF7I2YJLhbA5TPEiq62hiAHNmqIBJiIckxQMAAID0J5uzLVJJxmVbxKJyuGmYqX/nFDWJtZO0yhAGzIThBXGfBwAAAIB7MsTy4JRqaWJaIEL1H8IoLaOGR8uoUqsPEYb1PAAAgGwmmy0PpsvielHfIVSoigtFyUqXsvZDWBGrBMkqywPREFr5RAXVyC1BmDCI9zwAAIBspbdm1EwtHCjJFSbvprYjLChWSOHAGM/5PGNnxsU8AAAAAG5Q1gYlHrK6wiTV0cQ7m6hx6TKie7bRKFpAjW99RlSYJEfLRGJkmeUBAAAAiCT7rQ5mhcniqdOIRkynopHm3p7WUOaFmvXTTyAeAAAAgIxFFol6+Vnq3l5L7Ye0apOyPHXH22vNbR+B2wIAAEBWYrc6ZG2q5vZF5qycsfCp7kPG1nlIBW1tbbRv3z65FZ/S0lIaO3as3HJGP6fX492Qrdfwxhtv0JYtW+RWfG6++WaaPn263HJGP6eb43fs2EEbNmyQW/GZOHEi3XXXXXLLGf2cXo93A67BxM05X375ZXr66afF+uzZs2n+/PliPRr68W6444476Otf/7rccoa/jytWrBDrXo93Q65ewz5bBeFH/sfsuOfMNswZN/3PtoB4cOC5556jRx55RG7F54EHHoj7Y6Kf0+vxbsjEa/jcx8bS//3Nm2I9GrnQDrgGXAOuwSQdrgHEBgGToNfpOfo+XTrfQ4f+7zfEIwAApC1HnqVGkQqplkVaKmQztS0LPde4sVnul7BbQaZQBkLEtalFv0Z/geXBAZgETYK8hksXztHErh303bWv0b6l02js0q2UNyKy6gbM9Sa4BpMgrgEuRZNsu4YVvzsq10Isv//GuOd0hDvnpcsoYhrFkUtEKmS+iDnYQyVLX6LSI9r6COMY+VpOn6yaFcS02SxcbheBkpH4565QwG0BepXzxw/Rnm/fShVff56af3C/eLxi7C3yWQAASA6nFM1EAyatSaesoENVvXGSEAnFDVodBV1IjJDHBTRJlYl8DyVk5N6ggNsC9Co9x81/bBYR+iMAAKQr+SoFkqZRcTU/7qAeyxWxh7rD3BJsEZCdemDCgTFTNenqysCFgw7EA0g5IsbhrGnp6mreLh7PHz8sHgEAIB5sVUhl8SdVZKl7/e1WPEFLvdglyJ+1ikpG7qD2pcZzq9dS/j2rqLhhAbUfmkvlgVsDKqj4pklE9SuCi6lwAOIBpJyTr79AXe+boqFz1zbxeKEz0j8JAAB2eqVi5OQnqeoeo4OOSgWVLjlAE1ebS1VZrXBzFM97kmiNFsDo8/wSJlupnV0qJMWLei+xBBcwCfEAeoXuI00iQJLdFfx4TroxAAAgHcmf9ZIlDiau3kYlogz0JOP3SzwdggMkhfVhG5XTImqp57gI4zXz5hLV11CLOW7KeCAeQK/QdXCX8U83RqxzoOSFzmNiHQAA0h5ZBproesoPEw9bqYWzMqrrIjMrRowNyH0xjcotUWNf/M200IF4AL0CWxwKrp0s1gd/ZAadO3YQ9R4AADGJ5rII3JVhr6MgS0GzW0LvnDvWxAiQPLKPup0sFRkKxAPoNQYUD6cBQ0dS4XVT6GJXp4iF6DmyXz4LAADeCSSYUputUlE87wCVm+MfAadzChfFQ1qA5OQnqbw6FEhJ1Y+btR/8pheKREE8gF6DhcP13/sD9Ssw84YZpGwCANKP8IBIXnThwJgxEbIwlEbxg9rrAknZbKa2nzgUsAoYiAfQa/QdEOkB5EBKAABwQ69kXqQdzdTDYy4uRMVBmaKq5AEzO2TkWMoTx/gPxANICD/iEwYUDZdrJgWjJtCFE6j3AADwTq4LiVABK61Y1aF9FFQUGcQDSIhk4xPYZdG3MOSuYIpuuot62mB5AABEAitDNMwKk92tzUSTZ1GxrPcgymnD8gDSifMdZkGnZOIT7LEOLCaKJ89EwCQAIIJYwgGiQlWY3EgdNI1KtGJWxXcFV90S4gF45lKXWVr66KanRZaEH7CYEEWjpDABAADgDjNY00wb1YtZ2YM6/QTiAXjmfGe7eDzb3EDvr/ob1GYAAIAcA+IBeIYntVIuh/OdR+ki5qUAAIDeI5fqPDTtPkkIjctM2FXBhZ0AAAD0NllZ5+EkLfzO21T0wkm5bXC0laYb+6Y8D/GQqRzfWkeFFVNFkCMAAAQJAiLjIes8cFlsVYzKWjJ9boudzVTEIoKXp1pJTINeWkCV4kmQSbDVgSe1ov4DRZBj3wF5iHkAAIBew0zVpKsrA8uscCJg8TCEVj4xlTqNZd1Ec0/1HTeI7c5HyyAeMhCewIrheSnMxxIrgNINnN4JiwUAAPiFStVcQW2qOFQKSI3bwljm7DT31P/2XdMC8aNWuC0yEFXboX9RiXgEAICggMvCiWZqWxYeGCkKQsniUPr+zA+YnFhhWht4eayMqnlfWxfEQwZyToqHPgMGikevcHaGvSw1AACAzCI1bot7h8htg+FltMXY13D/ELgtksCPuSUS4byceyJv6Cjx6JVL57up78BUeuYAACCbiJzhM/qS0QGTXVT7Ixks+Z33aLN0ZTx8NB/iIQmSnVsiUdjywDUe1LwUA64aGbdMNQsdxeXz56hP/8SsFgCA3CH9XBZbqSXMJTCaWrbLp2yuhMaNzXK/ZPsiY//dgcUkdG+8O/z84v0crsNHAhcPm194lxa3yQ3BEJo9kaj+nVNwWyQJd9p6x5wK+D0rvv582LwU8WCho7jQ2Y54CQBAhsHCoSYifqBjteywt9dS+6FJVLLUGO3Pm0vd6xeEOnIu4LR6LeXfs4pKR8h9vtJMHW/tIKp+PHT+yfOphCfLemtLYPUfAg+Y3LDTzLBouCNkqq4sMdZzOObBL5fDmd2vhnXMqYCzLQYOc++yiGeVAACAtOdIkzm1tVVLYZvonDlIsccQCd2te4z16yk/QhwYomPpMuqurqOqWWrKbL8x6zyEpuRmKij/auMh06fknjC8QK4Bxi+XQ+efN8m11HDwp49R34F5nqwOF86Ga/Xzxw/TwBipmqgbAQBIO0ZUmlNbH/oVdQiLgizMRHOp2Jp8ag91K2uDgF0ZNdTBguPBaXJfEMgpudfXhiwjR56ldi6olLlTcufTuFKiul1ahUk6Sat+253zRaKSGZHv/96d4tGvGSjdWEK4MNSpN35F+SPHyz0mLARYEETD66yb/YqGY64MAECaMY3Kly4xejSVDskujLlUbs1kuYpKRsrnpIuiuGEBtR8yjlkS3LTYJrLOA60NxWSwtcPYk3/T9EydkruAZt5oXPrOZprCgoFO0ZzvNFOdsVZ945U5LR66jyTutOGO/Pp/eVNuJceZfa8LS0isDpvFxYf7/ijW80aMEY9OsFCwCxFdJPFzF4z36VswWO6JhNM4OZ0TAAC8EmiQ5ZF9tvgBo7Ne9qzcF54BUVVWK2ovFM97kmiN7NB5WbNVHO03PA131T0sIDQCdZWkwG1Redv4sHgHwcQK2nJbbrsyLsiUR68cWP1VUaGRKzz6Uamx882XxWOsDpvFxYeNfxLrA0uvE49ONP/gfurcvilMiFw8G7I88Hl4Gu9+MlPDCU7j5HROAABIGzh7YfVa0SErgVDOBYsOLaOD9owGK0ByG5XTImqpDwVSUn2NlqHhLywg1LWJJVBXSQrEA8MCwioSZa/7kKP0tCVmeeDOuX+hmbnLc0skC8dNFIyaENbJ6yjLwYd7XxePfKydzj9vtua8UCmciktdp8UjWx0YDrjs0z+6F85N6icAILtJtzRNMyDSme5WXTzECJAcMTalc08ETUrEQ2oIlcJWy8Ld8imBXm+Cl91UmwLrOMcnqBgFnWQCJvWRe7IBhhw3wXEMnELphAp4LCifICwdeSPCnU39ioYJ0fD+qr8R23nDRlHP8dA/vqpIyaKHAy1ZZPSX82I4wfcWTcgAALKfdCxJnV92vblSX2O5IFrEDI9ExVNDI/yONTECJIXbY5LxGyq3MxyfxYO9g461cMEov2DhYMZS6NQ9rwQCX5e93kQ3LX7Kz2uIhDtm7pTFLJQ2uIP02umr43l0ruAYhGQzN9gFEi34UgU8Ft10l7B02DMtWLwwhddNFY921OtZdJR+7ltiPRZ8fmWtAACAtGDyk6bbwUbxvANULrMtuFCTcFE8pAVIGq8rrw4FUobVYshwssPycLSbRPdcWkYNwjVyAy0v5R3dtJf7xN2tUjhcSevCnj9FG8KsE/7SfWi3GNU7WQd4FO/VPK9iCXTLQyLnsdMnfzBd7nbusPnc3KEXfWSm3OPMsBmPiGvpy52/Zjm4JMUD14ZQVosBMYpEsSWDgyoBACCtYAGhxxQYixIOjBlz8FKEOCh+UHuNb3EIstplQAGYbvBZPBTQ/Ee12AZjMYMlVafNSwXVGHuq7yijGeI1PjA8n4Qnvu0kbRL9jiEapFiYPZ6oyRAXTOg9ZRaIwa6jXeIxCNgiwJYBpw7e61TWOvroP9/okJPJ3GCiWR44ToEtJEM+ca84Jhb8vLJMKGsD0yOn8M4rrTQWM1NDWSucsL8eAABAFKQbJcgy1NEI2PIgazpMHKIJBVme+retProMhtBKMVsnuyLYJcIuDBYs18UVKPXtwUX2n2t7T2QncC0E5ftXJBIYaLkthl4jHpn+V12TcOaGgstFO8U8cHYEuxB0sWLHXmrabmVRVghuB5UhYg+q1OF4CFgeAAAgFtOonC0fYopqY7i8/nYzDiOgTA4n+hjLZV7p7AxitKdiEfSO3GmfD+x+j4qePyU3JOzGeLSM6JXdos4El8lWKaJNDvsS4cSJE9TT4xy70PHTh6hw5tfo3J9/TX2NUXfBRz8v9h/7x49T4W0PifXC281HN5w/8DZ1/Nt8KrrvX2jg9bdZ+85u+wkVf6lWbHuFr6X4yz+hs5t+KB4Vl86coBP/+07Kn3wX9R89WTw6oa5p2D+YdSD4Whh1X3x+hs89YOSNYj0WF47sozPrl9GVD/+73AMAyBWeePWCXAuGp+9LbDbgdKdjTSiAM5xQISu/KCoyB38BiweeGOttmrNTbuhMrPAvZVMJB+2c6n1ZHDxDZpGqIMRDLHY/PpHG/dMf6PgrPxMxBaWfNQMGWSFe/YXvUc+hd8WjW7igE9dS4Imprhh7i9jH7oamf5qVcNEovhZ2NzT94L6w1M+eI020b+k0Kpo8k4Z8/K/FoxPqmtifx7S//EPxWHLX14Rlhc/LVC3ZGNOCoVCv8SMNFQCQWQSdaZGd4oHLYN9O7Y6G7ODEQ+ABkzPunUrrJsoNhZ/CwUDFNDjBbonK4WZ8Q2gmT+lOMQhy3g323XOH6eS2GDh0lLEvsX+UPOO1CnYFJJK5oeNUElrFY3DAYyw3gx094JHTPLkmhVOWRjT8CAAFAIBcgC0OO+eFhANnf1jBmWLxVzjopCTbggWEHkTpd5EoJQ64DLZKBVXWjpoJxnuNHyKCNKmtlaaI52VaZ2kZLQifqiEQONOAiyPp9Bed7DG55Q7uVLkTtnfmyc4H4ZQNomIVOOBRFyt27KKAz8XWCBZOQjx5EB4Kp+sBAGQ36VjfIX0xsy2Uq4KrWbJY0LM/giY7UjXHX0ed918pN0LU3D+VVgpxMIRWyiwPCxkPkYr5NURw5Amb5cFBUMTjxKvPCfeB21G8F/icepaDWmcRETPAUVa7VPB52OXBRaP4Ua9J4RZMjgUAAC6Q5bKDnMMiGsGLh6OtNN0qDKUvPhdoYgGhWzeMxRQOChYQ2vMpEg6M7lpg6wGb5u2dtRt4Xoig4DgK7vD5GjlFkzNFSu96nMav2OlJrCihcfnCOepq3p6Q5YGrVB769/gzfQIAQG5iZlsEPX9FLAIWD11Uu7aVHINAcwxVCZInoOKZI72i4gA4fsKOvSR0LFS5bBYuXPlSzVXBj9zhc2ErTtEUVTH7DxTPJQIXhDrb/HZCVhIuNHVm7+uwPgCQI8BlkTxm/ENoCbr2Q8DiQRZrsio/6ouPaZoZgAoEZAtEIqNxNcdEsrAouOZvnhQZEjzN9qCxZiolwx3+mV2viHV+Ll5hKMbu0lDxEXnX3GC6LbSaFG5JRFwBAECu4pSqybUfghQQAYuHfBrHZaBL8lPmIkhXVCVILsZkL6zkBq8ujliwlYHjLU7v+A0NqvqY3Gt2+Kd3bRPr7DJwc53RLAt8v0wilof+Ujy4taYAAEDuspU6WDjwhFxWlkWdyLLofmuLMYQPhoDFgywDvbM1JTNYpjOqEuT544cdXQ/xUG4LToW0w53thSgTW0WDYxw4k2LQOLNeBMMdPsdVqA6/zwDvbgsOdmTYTcN4SfNUON0jAACA6OTfNF2b8nsaldwziejQPgoqcixg8aDqKaiy0QEGTKY57BLoaWsSFoS+BYPlXvewu4NxmheiT/88unzB21eErQ/2+guqwx984+3iMVaKZjTU9alJsBI5h3Jb6BNsAQAAcKKC8ozxaPf6Wgo5t5up460dcj0YAhYPQMGTQnHAJBdQUmZ5L6RimmrV4RdWfSzuHBQ6fKyO2vZyDh31Gj9dNQAAkJ1UUPFNk4zHteZMm2KRhaOqZ2VqkShbemTYkmMBk8XmzJVCPLgIRLSjKlQ6xSFwAKayTMSCUzDdwNUvvVSFtJeSVttezqGjrBVI1QQAgPjwdOBV7KbQ4RoQAaZywvKQQrgj5TiDAUkETDrFIfB541kmOGaCUzDdwNUvexMVN3HRYwVOAAAIhO2LwtIg9cWcyZLnlwjti8hyEK+/m9qOyO2kMStM7lyzVW6bAiJUljr4GhABiAeeNdMe3+C05FbMA8NBikwilgeeYyIZOEWzsGJKhIvBDj/P1S97E46bSMRiAQAAvcL2Wmo/NIlKlhqd9ry51L1+QUgoHHmWGlevpfx7VlHpCLnPL+prnMVKCoDlIYU4BSm6hS0WjONr+w+MGzDZ9f52GvyRGREuBjuJXp/flH7uW9YEWwAA0KtMfjJ8VC9TIXnWyuLJRN2te4z16yk/QhxspZaly6i7us7nEtJmhcnyanOLazqErCCpIQDxECvOQV9yK+YhWVTmgX0uCUbFU8SiY/smq5pkJoDJsQDIDTKxumT3xhVmZkNYQOIe6g5zS7Aro4Y6uP5CQC6E4gdNMaNERMfqkOvEXBZpGRj+AstDhpBs5gFXeyy8borcSn/Y+oFsCwBA+rGV2tdzGuQkKrnTFAX5s1ZRycgd1L7U6LCli6K4YQG1H5pL5Uu+otVfCIJm6v5ArqYQiIcMItHUR+6EuTNOB3eEW/g+k43zAAAAvwlZHR7XYhgqqHRJyK1RVVZLjYbAKJ73JJE+54QW4OgH5nwWMi3ToHhe6BrM5clMTdUEfqA6/2jxCCwq7FN+68SbVhsAAHqDzHNZKKuD0VFPjeKKsAIkt1E5LaKW+lAgJQc4+hOXYGZbqPks+L1YLJRPNrdTAcRDBpBs58+TajnFSqQzXOtBBYkCAEBasH2jaXUYuYRKHDvqGAGSI8b6777gWg5s6fA1GNMdwYmH3e85pGfmZopmbyMsF7A8AABAEjRT28trxVrxXc5xDB1rYgRIHtlH3TSJ8nxJ1zSzLYKu5RCLQMRD0yu7qej5U3LLzimaY4iIhbvlJohLPMsBF50639EutyIRlosMindguFDURaRqAgDSBVHLgVfM9Ew73RvvNl0UD2nCYvKTVF4dCqQMj5PIbAIQD2oyrHxa/phDiuZjZcRZJXW/a6UmcXx2wqmTnELpB/EsB/HSGlXMRCaBVE0AQFph1XpwDkI0Kzy+FCEOVDqlWHrRUuA3wbktJpbRfKe+c3gZfXOi8djWldXigTMF0mW0z/NeZKLbAgICgOwkE2s7pDMi60JmcrAFxMzu8LMcdiQBiId8GldqPOxspVonq/PRVvr+TrmehfDkU9zhne9spwHF3uewcCKe20GkNRrHRIPnvcg0ywPDU4TzTKQAAACisZU66lX2RygbhGgHtf/kWWI/QBAEIB4KaP5fXmk8dtPipxwCJp9qJc4uqb6jLOsqTLJ7gCef4kmo/IwziOd24Of4mGjwc30LBsutzEGkoMrZRAEA2QWsD/7S09ps1aDgeg9ils1D+ygo220wbovx11HnExVUIzft1Nw/lbbcViC3sgeu4sh88J/fpvOdR9NmtJ+pbov8EZXULdsUAACAExWUN9IYrq+/XRSmihbQ6TfBxTzEmONi5Xh5SJZxTtYlOLP3dTqz+1UaGGcGS7ck2/lnYsAk0/+qa+jCicNyCwAAQCQVVPrQEivDg6taFlMzdbxlCImwuTf8JTjxkGN1HjjW4Vzbe3KLrRD7xWyXicDn0nEbs6DiLeyI4M0MtDzkjaiknjZYHgAAICYjvkJVMqPDrDIpy2UHmN0RiHjItToPKtbhbPPbdMW4W8Q+dmEkmqrJ50oEfp0eYMhigq9NWC4y0PKQV4qASQAASEcCEA+5V+dBCIWhI+n0rldoUNXH5V6i/kXesi2iWQ68BDzqAYYsJpp/cH9Glqdm3Ew1DgAAuY6Znmmfftuc/yKoqbmDc1vkUJ0HjnUYdN1UISAKx35M7iXqM8Cb20Jlatg5vWub65gHFWCo4hy6Du5Kem4MAAAA6c5aKRbM+g7W7J8C4zmfZ/QMQDzkXp0HjnXIK60Us14WjJog95qTO7lFjbDPOYgHlcXhBhVgqAuGTA2YBAAAEJ+eVg6OrKOJSzlwcgd1NjSbT/A8G6tl2ma9nNTLJwIQD7lX54GD+gaWXifWuZNmCwQvXkb7HNTI2H38SlS46fz5PVWA4QcvPGG5Kng/AACkA6jv4DdakagR06lI/twLQSHJL7tervlHMG6LHKrz0Gp00mwZGDgsZGVgCwQvXkb7XJGS4cwKHSUq3AgRdp0o8dG5fZPl6hhQ5M8cGwAAANINs85Dx8vPUrecvCuvTE7RLYtEdbxtzgbqJ8HFPORInYcrP/7XIiCR0wqTQZWX5owNRgVPKlHhBnadsKVCBV2qCpeZWCAKAACAGyqo9K65RqexjBp55k6DjtWjqYVN/DIOQqz7XPMhOPGQI3UeOMbBq5XBCY5LYC5fOCceVdqlEhXu3BbXiEc1lbV6jdesj3QjWhYKAAAAA2vGz8ilnNMbaS6V+1zzIRDxkGt1Hvzg/HEz0JGrUyo480KJCjeplkosqI5WWRz8qnTZW9jrVwAAMpOMj3c48iw1WumPxrJMTTzVTG3LQvsbN8qARcX2RVYWRKoxpwR3nkY8GQIQD7lX58EPLl/oibAucNqlEhVuUHERytWhzpeJk2LZwQRZAIBehQXA0mXhs1SqiadErMEkKllqdNTz5lL3+gUhocCCY/Vayr9nFZWOkPv8xi5qrMX/+g6K4NwWOVTnwQ84VqGgPJTmyQWSOO1SiQo3AZP21FAlGvpnQcAkJsgCAPQezdT2shlPkH/PNs0tYI7ou1v3GH+vp/wIcbCVWlhwVNdR1SwZxOg7xrX9xCZqUkAA4iH36jz4wYXOdhHwqCj6yEyRdsmiomzudyKsEnb01FA1Sldui/4JlslOFziuBBNkAQB6jSNbqJN/VkcuoVFRRcAeY5AjVwXsyqihDq61EOAcE/w+PfLauKaDHu8QhLtCEYB4yL06D4nSd0CeFZ/AgZK6heCK8Z8Sfn4WFW4CHp2CNtX2gAwPmCy66S5MkAUA6D2O7JMj+1/RQd0tIKs25s9aRSUjd1D7UmOfdFEUNyyg9kNzqXzJV4whdZCYqZp0dWXA7xNOMG6LHKrzkAx5I0ITP/UcO0gFFVPEOnf6g8bdIqwOLCq8lrlWcRJsiWCLRCZbHvj6iyfPRMAkAKD3ObQj3D1QX0Mt23lFzmIpR/xVZbXUuH6HmB6b1kSKDX+poOKbuILkipQGZAYX86DXeZBBkoFztJWm61aOH+lBmV1U+yPtue/sdnarpBDuGJWLgVMy+xcNE+sVX39eCAheuNP0UuZah1/vRxppb8LXzzU0VKVNAADoNbgEtBIIXPLZoONtmyCwAiS3UTktopb6UCBlSGz4yVZqN4QKkbR86JaRjAqYlB349Fe65A6j015ruioUdc8HkKrJdSWkS8TCCspk4fAuLW4TGxJ2q/RuzYl8o1PkQECVjqnmxVBpmSwiqH+eq2BJBbtC1PwYmTiTZjR0Fw8AAKSUEWNNl4DD/BD5qpqjIEaApDpHlhCg5UFy9BS9yJ32xIoAUzUNcfA7s65E9R03hNJCn7jOjKvY3SqFw5W0Tuy/gZZzUCedog29WG+i/1XXiEBALm+tKlTqgY+JFKBiV0j3od3iNV5ER7rTr2i4VfwKAABSijVnhJq5crRwSxBNoqIpIZHQsSZGgKSIm5hk/EbLbd+YRuXSGhK5BBcw2cdYLvNKZ6c5+k0atjw81UpkdOIiroEtAs+fEnEOqiz15hfepjk7uSOXnXuyyPesLy2jhkfLyF4omotWTflttxAWKtbCaV+qObPvdTq6YSUN+eQX6PSO39CoLz8ln0mcgz99TMxrUT7vWRo84Ta5N7NpaWmhP/3vL1Pxx+dQwcj4tc1Hjx5N5eXlcsuZtrY22rdvn1gvLS2lsWPHivVo6Me7wes5M+Ua3njjDdqyZYvcis/NN99M06dPl1vO7NixgzZs2CDWJ06cSHfddZdYj4Z+vBu8njNTruHll1+mp59+Wm7FZ/bs2TR//ny55Qx/titWrBDrd9xxB339618X69HQj3fD6eEfpQmzHpJbznzwzu9p93//RKyXTfikp+PjMbYk39V9ObPVEA6GOJBbLBxKlr5k1W7o3ni3ISgobB/TsUaVijZgt0egmRfBU1RkDkpTJB66aflj4626D76LBylQqDSfqtu6Q64LtnbcOySmeFDH2PnpT39Kjz/+uNyKz5e//OW4/0T6OR944AFatfwJavqnWXTVX3xR7Cu562viUfHcc8/RI488Irfiw+f8x3smUtsv/0W4PK4Ye4t8JoR+Tj4+3o9PItfg5Zy4BlwDrsEkF67huk98lm6p+Z7ccua9135Jr9d9W6x7Pd4Nbu4r/VFCZi6Vr55FHWGiRoef99f6oMRDYG6L+t++awYmRpSp7qL9XACxtCDCQpA0unBgdjbHja2oNpSoE/n53rxTJ0+epNbW1phLd3coTrerq4uOnb1AF3u66eSe1+ls3lURx586Fa3EtzN8zi7jPMzJD89FnM9+Tj7e6Rh9SeQanM6jL7gGc8E1mAuuwVxy4RpA9hCY5SGsEzew3BZ2y4QfKMuDZkXQLQsNJa2e3RapUvVdB3fR/u/dSZXf+iUVylRNRSLX8MN/+AbtWzpNxEpw/ISdoEcWibZDLNg0+i9L/pdYdzNPh1dzaxDm2Wy9BrgMTNLhGjLFlbbid6FYpYLiYVQ0Inalxa6OY9R5xJwbwuvx8Xj8L4e7ui8QneDcFr2BJVhCrpAwcTC8Vbo1VEzESVr4nWaqM47TYzF6iz3fvpWqlmz0LaXS7/OlA8df/Rn1HHqXrv5CbBMmACC9SKfJsJ6+L7G0dxAiu8SDYyomw5NzcaxFSCyEESXAEqQfHAR68o+/oNHzfiz3AAAyAYiHFMC1JeyTdgkyMOYhtRTQ/EftFS2VcOB1Llhlex7CIaPgtNNLsh4GACAzyPgpuDOC3pkYK0ssDyDb4UqcTT+4T8RyAADSFxYMaoSfbuIhOy0PMvOC60sEPo9GSi0PellorujILgS9AiUA8UGRKAAyB1gcUkk2TYylsfkFeyzCEJo9kaj+nVM+VpgE2Q6Xp2ZQohoAAHSybmIs5iRt2GmWjG64I6SJKrm2gjXvBADugPUBAADsZMvEWA5MGO5TPQeQ0/BEXxfOBvWvAEDmki5uArgrcoeAxUM+jSslqtt1Um4zJ2kVF28KosIkyGr6FRZZM5ACAABgemdirIDFQwHNvDFflIkW1R7pFM2R9Raqb7wS4gF4om9BEV06C/EAgAIjfdBbBO62qLxtfFi8g2BihX+lqUHOwBUzYXkAwKQ3hQO/t1qiAWGTKjhVM9j4BidSEvPAAqLziamhxWEWSwDiMaB4OJ3vQMAkAACEkKmatIe6syfbAgD/6NM/j+jCObkFALCTitF+bloUmqltmT2TwVjWbHV8vnGjbaKu7YuM/XcHlErZTD2H+DGrsi3MglBmcSgAkqNf0TC6gFRNAByBm6AX2V5L7YcmUcnSAzRx3lzqXr8gJBR43onVayn/nlVUOkLuywICFg9mtgVRN+3Hbz5IEi4UhSJRAEAo9B480ZSWzfDgNLG3u3WP8fd6yo8QB1uphSesqq6jqlmxpxZPnKzMtuimvaK6ZDctfkqVqNZLVQPgngFDR9L5E8I+BwCQQEikkrUyONHJJWCPOWBXhpxzQoqMbAIxDwAAkEH0pliAUNFhIWEKiPxZq6hkpIw5kC6K4oYF1H5oLpWnYLIq4RoJi3VQS3AxD5hVE2QMmFkTgPgduD6jpd+zSDq9t/4e6S4ufGsP7qzZHUEc5/BSZCwDB0gaIqJ43gEqfns0tdTL/dV1lqvDP9jCcbshVORmGOxm8dd1kcJZNQHwCZFtgZgHAEAvM2I6FYn0yB3UY8+gsAIkt1E5LTKEQyiQkuprqGW7PM43ZLYFCxN+DxmXUXXPJKKRY8mcUtB/AhAPeoaFWndaEPMAvIE6DyDXSeeRfbpbHZKCBYGVlmkgsit4ZRLlhVkdYgRIjhgbqPsiv0y9nxZ7cWgfBTXcguUBZCyH/u83kH0BQIrIanHghvqaUCzB6rXmvurHw1wWHWtiBEge2SfcHOFiww/MIlHdrc1Ek2dRsaz30MgzbWaW5WEIrRSVJK+jGda608LPA+ANla7JwuHk6y9gim4AHEh1R5/1wmLEV6hKuARCsFtCj1/o3ni36aJ4SAuQnPwklVeHAintYsMfKqj4pkmGuNlIHTSNSthdISm+K7hgTQRMgoxi//fupBH3/j01/+B+sV3x9efpirG3iHUAsh2vnbSfAZPR3pvfI1PEg98BpLlI6gImj7bSdMQ8AJ/gWg8f7n5VbhFdQAwEyBGyfnQPMoqAxUMX1a5tJZWlAkCy5I+opNO7XpFbhniA2wIAkGvIug4Rc2hosBslg+e2kBUmS8uoATEPwAf6X3UNdR3cJbeILp4+JtcAAL0BLCLpgDktdywx4TcBiwc5t0VJPlWaOwBIirwR4d8kpG6CXAAdNEg3AhYPBTTzxnyina1Ui9944AN5pWPkGtEV426hM/teR7omADGA8ABB4LN46KLaH4UHRk75bbexHxNjAX/gQlEcNCnWrxopSlYjXRMAf4HgyAy6198ua0/UiNiG0Las8xAgAVseAPAfNbdF/sgbxGPPcfzQAeCEXyIAYgLYQZ0HkJGwsr72sX+ngz/5n3T1F75HV978GflM9sEFsfgeuUBWtsP3OvJL/yq3gCLZzttrfQN+P/012SIeUOcheVJW52HzC29T0QsnxXrTK7uly2I3YiBA0vQZMJCGfOLerE7XZLcMV9Lkx2yHY1f4XgFG+iD9CVg8nKQNO4lqJgwR66tE/APTTYvXtlKT3AIgEfKGjqJ+g4dldbqmSkv94D+/nfWBoYhdCQcCAqQzKYl52HW0i5peaaU6Y73m/qnUcEc+UZuxz3waAM9w0GTfwqKImTazbbKsrve3C3fFmb2vU/eh3XJvduJn7Eo2dbypvheIFuCGgGMeOPviXVrMhaIEV9K6J66jyld205Tf5ov1dC8U9dxzz9F//Md/yC2Qblw820Hnjh+mglHjxTanbhaUT6J++YPEdqbTfehdunz5Ml3s6qC84dfSgCFl8pns40LnMeo+0mjNVdJzpIkGllRQn77exzj72rtpbEmQEyAHA1+3Dt+DfV8ieGkL9X7qNX68f7pgb4cvfOEL9MADD8gt4AYV8xB8wCTPbfGUWaKarQ4rx0tBYfwodN7L7oz05p//+Z/FAgAAILv4u7/7O7EA96RuYqzhZbRFlqReKQaHBTT/UWM7A4QDAAAAACJBqmYcWlpa6MCBA3ILpCMHfvQgjfrK/6G+AwvFVN1FH/k0Db3jy/LZzIbvp/zhZ6jlmYepT/8BNPrRNdSn3wD5bHZxdNPTdGbXK2KadYbvfej0L1NP634aNv0hT/e94neRwZdfPLdOPHo9VypR1z31wM9oe/l9NLnl5+LxUp8B1j5e1/lsw2P0mwlL6cOBQ+WeSPiY8oeeon5Fw+UeZ+zt9vhfDndsy0yF70dn9OjRVF5eLreAGwJyW9hjHGJhxj9gciyQLJyRcPjfF9GYb/9a1H/gstUVj5sdULritnYD38/E1Qdoz7dvFduVX/+5VWEzk3G6/+YV94vA0IJRE6wsk5K/mk/t/11LY5dujZjXJBoq4G/au/9EW2/4/8R6v0vn6OFXpol1br/+hcXi+5JO6IGK83/3SfrFTc/QX7/1sBAGjSXTxb6f3fICdeaHx72oY9uKJohtvu9Xxn2DLvYdKLYZPoaLq8X77tiDJbkuQjYFUPpR54Fnq7SqN1bX0cQH+XvVTG3Lbqd2mVGdf882qppVYW4w2xfRztV7qGTpS1Q6Qu7LUFLntgAgYPTOhuk5sl+upS9cz6DjzV+JTpRRj9EQP/zGqPF8lqQz8v3bUzPPd7SLR/4sWTCN+vJTdE7WtzjfaT7nFhYL1x8JiYOi7iPUr6BIdJ5cM0P/vqQbfO3MsDONQgBce/T3Ypu5wrgPFgd8DD8OvHBG7FevUfc96Nxxsa0TL5vFSSRkk3Dwh63U7lT2eXutIRwmGeLgAE2cN5e61y+gtiPyOZ4+e/VaQ1CsynjhoOOzeJDxDGFTb0dbYHUA/sKdAncOl8710P7v3Sn3pi+ta5+wiiI5FUeyC4q+A/Pp0vnsiXy3C6ELthlSBw4bJTIuGLdFslRnx2JBwZ1sgdGZFpRPoDzjnOkEX69aFKrjLz9RT3tG3EmjT/zREgd5508LcTDk7AHxeOc74cF++n0D/+lYY84hUVw919wh6W7dY/y9nvIjxMFWalm6jLqr68ItEVkALA8gK2Dzt6rvMH7FzrQeWSq4TgXj1DHyPrugUBOBZQt2IXSxK9x1yvfLnyN/tuePH5Z73cFigeGROXeyRd2t4nz94/j804F+l86Lxys/fJ+ODR5jLFU04fB/iX2F50+Ix8FdreLx92MW0Ln+V4j7Y9R9F5wzj9OxizPgke2LqIXTBg0hUD7V3BXOHgrXbuzKMMTGyCVUJVwb2UUA4uEkLbRmzVTrTksws2qGSmAbiyyLbWKf8RMlsrMJDgTzatrubdQEX06uCO402cyu088QGxfPZk9gsy6EeN3uj1czqA6fOd9zCXLVmarHwV1HaHPrYOrTPxRjwZaddCwopgTAkLMtdOyKKjpcPIVuOvic3GdaKNgqwbEP/Px7wz4l9rGFhS0SjLJU6Fy+gKnrE8cQAi+vNR7nUrmDEMiftYpKRu6g9qWjaad0URQ3LKD2Q8bxS75CmVdxJD5ZZnnQS2DrOAVy8jThmBY8m7hkdKwcCJdpOAkCriw57I4vh3WoLCYudZ2WW5mPft8soDimww4LrIKKKXTOY/VJFgvmoykeCo2R+Nm8q2ig1p5s2Tnx6s/kVnpysnA0HR4yhQp6TtDBoR+jq0++LfZfd/xVOj64SqyfGzCYhp1pEhYWFhVMv4uR4iGW8ERsQ2y6N7IQ4EDI+eT8C1NBpUsOiFgdXqrKakVQZfG8J4nWmFNki2XNVnl85hOAeBhCK62YBrXutPgf87D5hWazBPbEK80dit2tUjhwhge/9w20vJS3T9GG7K74mzOwaODgOh6dM7obI925IC0m6np5RHy2uUF0mso6wfQrGpZVk4DpQog7NvXZ2S0u/cV9e5u/hMUCM1hZIHpaqTOvjH65u0tsMzwT67HNT8ut9EFZSxh2SXAWBVsZGkvuEJaFLkMEsZg4MtisqtrTb5AlKq6Rj4PORwZMZpPwTDU9rWaQZPf6200RsJqtEAb1NbRz2bPGUFTDCpDcRuXEro5QICUf37JdHpfhBCAejFH+C70w6dXu92jOTuNxYgWtNDOWLJqOmh9t9R1lUrAU0MwbTUMSz7sBMh/uePQfR3ZjcDR/upqmddifz2JHjYJ5RMwpi4XXTRHbCu5U7XEBmYwuhNpfXmGIhBJhaVF1HhQcOHnumLeRMYsF89EUZtzZcqfLi6L4prvC5kVJBU4BkvHgjAuVosnuiPeGmm4KdlkoODODhQbHeOj3qBPNbQGrg5/ECJAcMTar3BcBiIdu2ruzlaakNLbAECy/O2U8XknrPFaurM+iuu0gBEfVc2oad8TpPlsjCwJ2URzbusbKLmAiRuDFwzPe8qCLOSWEuANnSwu7FISbYlS4+ud24I4vmgh8Yekjci0EiwXGsjwYj9z59vS7QmyzSBk0zpxDo7eI1mkrl4udMzKU/4Mhk8W9tBWb7cTuGIZrQTAsKvj+VUqngts5E8R0OlL8YMglIRa2IjBc50GLaRDZGNECJI/sM3rHSZSXJemagVSY5KDFKY6xBwYT/Z/TQr1f9R030JbbCoQVouh5Q0zI94p43uk1CXLixAnq6cE/Y2/T+fNvice++YPpinuW0Olf/D0NHPcp8Vj85Z/QgJE3iufThWP/+HEa9g9/FI95N35aXOu5va9S3yuGUtcfzZE3P69zwfjx4fsc8ujPqU//UAGgTILvt/hva6nj3+bTgGunUr8rr6aBE6ZT53Nfo0Ezv0YFH79fHhnOh5t+SH2LR0Q8z21y6pm/sdrqiVcviE5z9Mk/ig6UO1IelfPj2pvr6OpTDaLaojpefQ6pgq8vHjc3r6EbW38prr/2L0M1HlgIcKErvSAUw7EOfM+qqNSOUfcJ0VRx9FVqHv4p2jx+qXhd/uS7qHv7y+L702/YaPlqd9eULfhRJEogij6t1YpEcVwEF4+iiEJQHWtGm1kajHZ8ppK6ibGiVp30r8Lk5hfeNl0WTpSW0bobT9KcgMQDSA94RHX+xCGRjjfyS/9KrS88IUasbS+voGsf+3caPOE2cQw/15vwNZTe9TVq+sF9YpStKmIOn71QpNIdWfeEZUrnEY4OZyRwpUkunsT++kyE75erRh5/xXTRsPWh7N7viM8r1n1xmzT90yy6/l/etD5HfhxYeh21/fJfLGvFfw6bJ8QBd6CTDv7cMuXz9u/HPCYyGP7Hn75gte3uxycKtwi7SuyWHr9x6x64be+/CsFT2rkrTDwwX3z9XiGC+L4UVe1b6NO7lopj+fldV99DN7X8zCogxS4P3s/fM3aH8b2qmUuZXHJb+CYecpgUVpi0F46qoBr5TKqoHG4alerfOSVjMUJZGROGQzhkI/0GD6MPG80RJQckciflVIgplajaDfbMAq6sOKCohIomz7SEgxMq8+L0jt+Ix0zl9K5XRKlp5bY41/aeeGS3TDQ4bZPbRrUhw48f/GqFWOeYCE5vrWr7rehY3xoVPs3y4eKPiMeLfc15IVSHyTVBrvmbJ8U8GukCWxjO5jnPU8FCQBcOjD6nBT/PMQ9KODBclVJHT5EFIFGCFw88JbcV/8CLmRHhJzPu1cWJsdwvsy3YbfFoGVWOH2IKljYViyGvobSMFpgByyDD4c6Fy1KriH3ePvueGXnOnY4eS9BbqMJVemYBwxYH7jjVPA+FFeGBkjosIE6/sy1j/NZsHbBfK7fD4Am3y61Qu7CAioc6VqE6zg8GmCNKTmF8rvo/rKBBjg3g5fAQs6oPr9uxlzfvbThT4lRh8pM1fTDE/B5xVUqmq8W8R68FtwBwIphsC70Y01OtpNw9RPm0/DHVyaeyPDWnjNosHoZwaGBhITdBZsPFf1gkKNMzd7LcaXGHfLn7tOdo/SDg2g0MW0I4s0DBlSZ1k3neiDFyLRJ2dQy+8Xbq3L5J7klvogWssrtBWVKEu8lYj2V5UKg2VPBIm1GigOsb6NkGpwvKIkbruoBIR5M9Wx4u9HEf0xJhiRhgCipOTWVUVUpl6cmmdF/QewSTbWHFN+higZfxND8V1WHHX2e+X1hgpq3mBIRDVqNGsYPGflyICmUa703U6JZHfnqxInt2QUHFZLnmzOBJn84414XdAsFxBqqGRfFHPyPW3cQcRLMQqJG63bJw2sHSoARHojhZU3SUIOHHRMTJwPNn6NgV0QWkHbt4uNjPFB5KRHFVStW2HPfgteAWAE4EIB7yaZwowMRwFUfNCoGS0CAguICSjhrFFlZMFSP9nrbed1ucfa9BPPIIsG/BYLHOFFwbLhY4HkCNyp3g2IhMsTww9pRZvjc1vTavD5sRmWrpBHeAqg2589annD41yBQPbGnQ6cyL7wrxiohbiRM3YBcNXkQExyv0DAh9P7yi2kVZL7iAlGrvQTd8yvh/8FZwCwAnAhAPsQIkdTGB0tDAP1S8wICh14hH7mi4Y+IqjRxj8KGMf+hNdLOxPkGT3fLAVhM1Kncik6pn6rCIYHQrA69zfIobOLiRF+bv/uPPYYGCyuJgtzQ4WR5iwVaFWKiAVi/zqHi1PuRfOE0nC0KplPGwW1u6BpoWB1X/gatSsqWH/x+G3PyZtHDhgcwn+IDJiBLVqc+2ALkJd0z5xoiLCxDxvBe9CXdKqsMU4kF2mPyDrleS5G03vv9MQs3myI9K5CULZxCcKTCT6bnz5DkgxLrN0mC3RDihOnc9kyMqskpjkBkLsapEekFZIDiGIq+00hRqxvcrVsEtANySAvFgC6AMINsCAP5RdILLVDOln/tWr43YVadkTcEtUzMZfRTO2LezAVUWmYMdo31OXhl07rgVGKgHROqWBhYV9lF5LNxkXCjrSVAZCywc1L14uXb9WGWR0ff9rDk0nRMH5HJmEpNITAYATCDigYs2hcSCvUCUmpwqldkWIFewd7wsGLjDKvrITGu+i1SjOiWevIuvT6Vm5goqWLX70G4aUOxPDEJBz3FjdB5yWyh0S4M9yyIeeiZHtE718nmz3HO0jIVkO2N2MSgripfATv1YPRZEoQsJjn/g1GUIB5AMAYiHk7TBVu2x5n7dbQHRAIJDje51vPjVg0B1SlzbQfnts826EAue7ZThuhtcATRZuHPkCa8+HBBe5p47SC+jdXvn6cbywMG3/F0KKmNBzcGRLHwONRcGrytBwuRdcwP1HH5XbgGQGAGIh3waN7GMGiyxMJVWohATCJi8ofHLzqrJsuKl2vmN6pT65pBg0FEBetzmeopqovCEUNcefTUiLsCrpcGOyuSINSLn4Fs2+/udsaAmsbrywxZfCkRxW5zvY8aX2NuF44C606BoGshsAhAPBTT/XtRQAOlLtMJFQcAZFuqHOpesDTpsIlf3bk+p9Qp37IeLp/g2Qo+Fk4jgad/zR453zFhIxg3Ak1txHMeVZw3xINNOkyVa0KUe8wBAoqQgYBKAFNDfHGXFskBweqSK/E+V5YHnTBg978diXS9JnUuwgCooN9NRB7qwENmxd8qHZdnlLi1V0w+4xDW7RNgCEA2OdeDqmCrt1g/UPBQF5074LoqczqViHgBIBogHkBW4iWngEtYq8t9Lnn4ysMtC1XHw2/LAAmj/9+4US7qj5uvon6TlgeHpqLlT/FDWM/ALPmdn/gijAw+fSEqH29yvdFMF13VguLKkHjDpB16CLgHwAsQDyBl45M8+a4aj5uMVBPIbvaqkH5x49Wei/LabQL/epk/+YJH1wsWK3BLNDcDWgWTjG5zgWAPO4Cg4d1zuiUTNw2EnGZeFsjyMPlkvBIzf9wX8Yiu1zBstppU3l0XUIZ8haqa2ZaHnGjc2y/2S7YuM/XdTW3RdmnFAPICsgX/UnbItFDzyZ581w1HzcQsC+Yyfbgse/R7b/LTr0s69wZl9r1sdLVuGEqlhkUyn7BWONeDJpNh1EI1L57qNtjen+PcLJR6q2n9DH8jZP0G6wcKhRhMLzFpqWfYsdfPq9lpqPzSJSpYeoInz5lL3+gUhoXDkWWpcvZby71lFpWYCTFYA8QCyhridU/+Bltsi1kRZfmVjcClj3Z3ip9uCg/bs508XVPt1vvmyKIfM6LOIpis86j+dP4IGd0UfHp7vNNpcKy3uB2rK7IKeE3S4+CNiPQhYiCkxFi+2Azgxl8pXG+KAF0MgCA7tI/6l6G7dY/y9nmR2rIYhOpYuo+7qOqqaVSH3ZQcQDyBnMPPzzZoDKgPCSSS4mfjIFSxUZCAnE8sq4pXC69JnhKqLLXahcPtxQajOP2+iKz8+R+zvMyCycFE6wcKBYw14PojCc+YU1k5wmXP755isdSTvoml5YA6nyPLAVSg5uwO4ZZohHJ4kVafTFAsG1bOsfUR7jN8VuSpgV0YNdYxcQlUPTpP7sgeIB5BTqBS7Cx1mwGS0lDU/Aiq5pgTXllD4a3m4Qa6ZpLp2hYLfk8XC2WZz4rEP9/1RPJ549TlhbVCzObqpw9GbqBgK4bboCbktXlhquoW4fTnDgi1X6nPkff/zP5PPWhh4/rQhXMz0zFTFO1zsO4D6XTovt4ArRNyCjGlYv4NIEwX5s1ZRycgd1L7UeF66KIobFlD7oblUvuQr5K+jKz2AeAA5A/vfeZIsRj1GS1lLxvJgdTTnz1Gf/qERN5en9gt2W+joHXgqUe10dt+fxOOHjX8SU4Z3vPkrEczJxItFcUOqYh+4NgK7DxRcf4Hh9uW026s+9UWxzfA+zo5IlrwLH9IZFxN4+Um8wFDggkPLqHHNVrlRQaVLpEvDWKrKaoXAKJ73JNGaUCDlTuv4zAfiAeQcKtWOH7lMr9OoPZmJj7hTafzuX4mgTOXr96MD1eH0TxWMyAhhJDtwdT/8GDRsoeF2PGWIBX7PD/e+TkOn1Yj1QVUfE8dk0mRf7L5QAZNKRKh2vHC2wwpQ5fa+Ytwt/oiHix/SycJr5VZqEDEPF9Mv5kFV2kxLJj9piYOJS5eY1oT6GmoJTYliYgVIbqNyWkQt9aFASsfjMxSIB5AzqJksVbwAV9rjjp4XrjjJ1gKro0iyAuX5E4dFWqjKsAiiA+VzMtyRjfjst4xR/x+tmANO4+THIOG2YssNWxq4+Ba/J7fhFWNvEdc0yOhcEyWVWRY67DbgzouXfBmLwFYUvh9ubxWgyuuDbvgUDTuTXKVG7ix5kq+Thalz63Db8oykg84fj9pZ91YnzpaeCYf/S275gy/3wi4L3WowopKcq33ECJAcMTar3BcQDyBnUBYHNTnT4Am3iYwFhuMT2CytTP+JTnykj/Y5LTQVI27uyLgD54mnVMwBp3EGCYsEFiddzdspr7SSqpZupfaXf2jdbxBiKVXsuuZzogNTZn0lHOz82/5iUU46UbhD486SrRdnB1wlrB6pQmVb8Ps7FcVS5bJTCV8PX9dNB5+Te5KH02B9u5f6mpD7wUrbnEvFk8WKoGNNjADJI/uomyYZgxa5neFAPICcQbkNCirM//aCaydb5mceOfOo/cqPmqmFiUx8xEJEH+2z9SLZuRzcwsJIuA0aTdfFpXP+B0+yMFLuHRUrwgGnfI88IlczhgZFqqwRb416QHRgKoUy2jTipwZdS1d++L7c8o7qtIedaaSeAYNTWg3y7MCrqFC6Za7ocq5rcUWMSptBwB08Z4HoMSfJ4odbScAuC5WeqWCRoGdgbLzbdFE8pAVIGq8rrw4FUlL141lT6wHiAeQMaiSs5ldgMcEjSjHRUdt74vnCsaaf3mnio3hweqKybjDc0erbQcPXzzEHTKxKjroIcIKfsx+j3CGWZUa2D99zIvNVpDMqaFKlUEabRpwzJFgAJGoS1wMWU11V8oIxwu9/2bxuPbtEJ/WWh/MiC8RPYhX88owe88CLLYsif9ZLxv6XIsRB8YPaa7IoZRPiAeQUbGkovM6cZ0GlD/YbPEzEC3BaYWHFVHEMw3NGxOpk7fAofMgt91qvj1bKOCj0kX+s92URoGYVdRISKl5Cn3mU3SEshFRQpiqyxa/1Y74KRlkWeivewY4qFhVrGvH3hn2Krjv2qtyKj+5/1zu2VIsHPask2lweHIuRSlhMcRaIH3A7MzzFOZNqK0ouAPEAcgrli+fOVbkx2OTO8QI8WucOko/hTpij671M3c0dat7IGyz/eBCljN0SrcNTMRkc46GsCfa0VI6XEDMvanEf7A7hNEUWWUxPW5NlVfEyX0UmoUbmaxv7iUcWNWpRvD/8k3Tt0d/LrdjY/e8sTtjHz3T393fek3jw+3LAJHOFcR2qs9UZdP6kXAvhdFy6waKM25lJJiYFxAbiAeQkSkQwLCR4BM2BfzpchpjLEbulc9c2awZNJohSxm4ZcNU1ci2ECnJkOMZDBVfaC2Jx7AZnonA1RQW7QzhNsatll2grdluoOg6qHf0gXawOjBqZc+GoaLDlYfSJP7pyXSj/+6CedtEJDzZGw8euqBL7Um154NiCq082CBHBlhPV2eo4xR44HecX3OlHa2svomXo6Ua5Zp5TCTTgLxAPIOdRKZwDS68Tjwp9Fs54cMfMVgpVUZFxKmWcKpwsD3pBLA7mZGsCd/xOBbF04cTWCr4/ttAMvvF26ty+SZxLF0rJkk6iQaFG5mzijwZ3TGw1cBMfoNwUVa2bRYdd1b6FPhhiutBSDV83C5624glhwkfvpKPFQvQGXkTLiNO75Zop2LiNUx2/kQtAPICcp7/M3beb37nAExd6cgOPxHm0ro/CC8qNH2YfR+VecIp50INAL54+JqwJQz5xb1hBLBYJfM39DfFwUWacKGsFM3jSp+n0jt+I4+xiK1HSUTgw3KmyRYBTKGNdY9fAq6ggxnwYCuV/H9e+mX455Slx/mNXjBH7Ug1fM3O4eIq4PxYTpZ27wjppe8yDHqMRBOzG4YnJ7HjNvuDsFYaFELuKuKaFG8sQ8AbEA8h5uLPkzla3GjA80lZ1IOLBo3d7h110011yLbXwddiFEFsPuJqmgstzs1WEBYAqiMXHcBwEtwOnXzoVyuJ6Eqff2SbarLeEUargWIC1N9c5uhR0MXGxn7sZKtn/zh31gItdwl3B621F/llvvHC+jxmvwtOQc4oou18+2bhK7FMMciGIUoEq1uWW0o5d4jFIFwuAeABAoMdAKPrkD6bL3Waufzx4tk7dVcAdeNFHZsqt1GK/F45RYOvBmb2vW0GOvM5uB06zVAWx+JjTf/6NEB7stjj+6s9ExokOv15ldfSWSyZV5F847SqQUUymFWdUzqNgNqEfH2zGODDcabOA4CXVKFeMem8O/GTLgw4LIl0U8Sg+SHg2U57V1E6sOTicYiHs13luwGCacHi93AJ+AfEAQBQ8WR5OHA4LUuQOnF+fDqiMEa7JoE/lzUWyOM1SL4h18rUXROCoEgYqKNIJFSuSrRwzOno3gYzcOfHMmNFQWRZsTj9c/BG5N0Qqi0PpsHDgacgZtjzYRYyehqpcAH5i7/hZqDgFN6piXU4o68LcN2rEwtdoP0dPv0ERwggkD8QDAFHwFPNgszykEyrlki0Q+mycwvIwbJSIhVBBkyqWQdXA4AyLaO4JZcXIVhpL7pBrseHOiWfGjIZe5TDVE2DFQk1DznCHaxcxKg1ViR+/sZ+TA1Q5PoFhYcFigh9VsS47eiwECzO+Tn7kTBIWQr3lEsoVIB4AiIKXbAunmId0gdMyFSrIka+Vi2WxMLh8oYc+fO9t6/pZUPSTKaZsPbl2wb+LdTvper9+wJ3Pe0M/Jbdiw6Z2NrlHQ3dpnBuQ2pTMROBOmEWFsjyo6/czYNLJiiEsD/1MqwELC55fhB9VsS47KhZCWTA4CJSvkatUshBSVhWupgn8B+IBgChEq/OgCi3p8OjdHqTY27Aw4JgFtooolLVAj4vgIMj2DT+kq/7iASEIOGCSj1PiIFp5ZiZbBQR3PrFSNHW4o+XOUI2W7agsC0ZlOaQzKtZDpXMOjjL3RTLwe9gZeN4ULcp9MuEDM05BFeuyo2IhlAWDhQcLDVWlUrkv3H6OwBsQDwBEgUffThUm9dRF5uBPH6O+A/Oimvd7Cw5q7NN/IH347quWaHDq7Dn9UtVt0EUFrzNsfYgmEtQxiZKuaZpeYDM5uya4E3OqJ6CyLBg+Nt1RlgfFYGlxiBXX4RUny4N6XxZu3F6/mfCPYn+0VE17LAQHrnLhLQVP/gWCA+IBgChwh9unf15YxoG9oBJvn3rjV2GxBOkEB0hyZkWs62PLA4sDNeeHE8mKhGyGOzwnk76yRPBzKsuCR8NKSKQjfH3cWSv3Cm8POWsKvFhxHV7RxYMKdtSzW1hAqOqbqliXHXssBAeucsyDqlIJd0WwQDwAEAMevXPtAwXPd6GjnuMCUelI/sgbxKOqBqkCIXVYJOkWh1SQDRYHhXJbMPqjskSwVULPsrAHJqYTphXlfeqRnTjHPXAlTCeiuWncoKwGfA7u8Dk+QVke7Di9B7/OHgvBgau6KLGnowJ/gXgAwAOcjaDT9f528ehXtUW/URYHnrBL0D99MiSyRUDonZPqvFSGBW/zkk5ZFrE4UzDC6MybjI7Y7MQ540Ldk+4SYJQ4SkREKKsBn4Pbj98nGlysS4evh1+nYiGUhYIDV9nKo6pUqpgHEAwQDwB4wO62UJYHP+d58BO+LnZJqOqZ6VB7IpusDtFQbgwONuTRdCZkWTBsceA5LdgFwDjVf7ATLdYjFip+gjt4tsTEeh97cKUSZioW4oMhZu0Su9XC//iSrdQybzTttJZFFLJDNlPbstBzjRub5X7J9kXG/rupzTlxJCOBeADAA/bUzbPvNYR1zukIuyR0d0W04EeQHNx5qU5UZVjwJE1sks+ELAvm7ICrROfMLgBGde6MshbwyJ+tDcwV0hrhZm4PHRU/oTp4/X3s2K0aSpipWIhjV1QK4aHOpapUKstDlx8i4siz1DivRhMLzFpqWfYsdfPq9lpqPzSJSpYeoInz5lL3+gUhocCvXb2W8u9ZRaWRU3dkLFkkHk7Swu+8TUXW8h5tls+YdFHtj/Tnd1Otu+KBAFhc6gqNgrj6JGdZpDpeIBF0wdCbwY/ZbHXgDkx1dJxhwZ2XCODTOrZ0hzMUeETf098UDzp50gLw2YbHrNG/gtMsFW7cGHkX3Qdfdtomy1LCTL0Hty8LD2V5CIkGJSIGiMekGbmEqlYb4oAXQyAIDv2KOgyR0N26x9i4niLn9dpKLUuXUXd1HVXNqpD7soPsEA9HW2n6d5qpTm6anKI5P2olcxJiFg7v0uI2sSHppsVP2QUGANHh+g56zQQu95yuWRZOwOIQHNyBnS4Imd15dMzTXV99soFOFZaLDo2PSXfUqF25Lez8fsxjwvKwY9S9YltZWvSMiFhuDCUslNuCYyzioeo2qNeyMGNULISyLCjxoKpUqsm/fGHEV6hqyVcoX27SiLFyXRcMeyg8LIRdGTXUwaLjwWlyX/aQPZaH0jJqeGIqdfJy/5XmvraTtImtC7tbpXC4ktaJY26g5aW8fYo2hKZ+ByAqbGXg+g56wGTPkf1pm2XhRG+nW2az1YFHvscGjbEyAHhkfuyKsaKz45krmWhm+XSC3RaMCpjU4c76/eGfEvfBMQrcWavRf7RaDHZYWLA1JlrJaSdU6qUSJcptwbEQplXHvGYlzlSVSpVt4WZyM690/HqZcFfk3zOfivlx1ioqGbmD2peOpp3SRVHcsIDaD82lcl10ZBHZIR6Gl9GWR8vI8joPL6BqsZJPY4YTNR0VXimqvqOMZoi1App5o/lx7jraJR4BiAVbGZhLmng41/Ze2mZZgN7FzLAw40wyweKg6JEWB/UYDbak7CmbbVkQ3EybreIkSjvesVwgykoQC5U9wXA9CD2TRXdXKPRtbnv788nSvfFuaqk3VsJcERVUukS6NIylqqyWGtfvoOJ5TxKtCQVS7lyzVR6f+WRlwOTmba0kPltLLESnvt0UFgBEg+sgqKyKnmOh0TPvS9csi3QiF7IrGC5KpJdSVr53NcdCJnBGdtROHe6Ayz1ho3h9QjC75YE7djtsOWA4FVTFSKg2ioU+TTef9yd/8d9iPZoo06/db2sPCwcWBSwcJkZzRVgBktuonBYZQiMUSEn1NdRiZndnPH2M5TKvdHa6mwAo3Wl6ZTdN+a0hCCZWUOe9Q8L2Vd9xA225rSDqvkQ4ceIE9fT0yC2QjZz+xd/T+fffoktnTlDf/MF0qfs05U++i87teYWuXPii2AeceeLVC3It++HOccqBn9Ham/+NHn5lGv1yylMiuLD2L38vj0h/2A3B186drt45z//dJ2nHqPtEzIOC73XYmf2iiNTBoR+jlyb9b7Gfj+V7/+DKUMVSFhc1r31GdOx8XhYB7H6wn9MOn4vPe/eO/yX3kGhP3s/1HdbeHB7p9sXX7xX77OKH9/M9PX1fovPPcPzC7dR+iF0V22IEP3I6Zw11KHHBKZqr9xji4SUqJUNULF1GefMOUPlkeXgGUlRkBodnlXhwEg5MkOIBZD9cfprnr2A4q0KPe2ATJXAmVywOChYPbJr/z4/9B/2PP30hI8UD49QB875fTH0mbJIpJZaKuo+IjvwXNz0j9juJhyFnW0SbfDBkiggi5XOzgHjj2gfpjYoH5VGR8Ln4WthdoVDigc/1y8lPyb3uSFg8CBGwVm6Eo4uJjjWjqeWDJaHgSl08HNHW48eJpi1KPGSJ28JMw1RiQBcOTOVwM76h/p1TMvviJK1ikWEwYTiEA4iNmvuBSbeZM9OVXBMOjAoyVLM9KhdApuEUR8D7nGan5FgHTqXkwlIqpsEO71dtomIclFsj3vwTbKWI5p5QgZTpghkLMYlKHtICJCc/SeXVoUBKqn48a2o9ZId4sLIpDIHw23e1Wg5v0/RXuojGDyGhW9taaYrYL9M6S8toQeZk2oFeQs39wCgRoSo3AqBQQYYqG8DXVME0hDt1dkdwVgk/qpgGRk/V5P1qLgsV46AEQbzpsnUhYxc00dJJA8EQASoY0r4oq0P+rJeM7UirQvGD2vFZlLKZlQGTkQyhlU9UmAJCwamdeoYGAC4YKAVD/6JhvZ76mK7kotVBR6VrxusYswWuY2G3DnDsBFsclJBSqZkqc8IuBNxgfw9VBRP0DtkhHsZfZ9Z3cFhC8QwsILTnIBxAAgy46hrx2L+oRDwCoFDFigq1Us3RTO7ZgLpfrkbJFgJGz7Jgi4MqX22fAVPN9eGlfdQEWIrTLgpMgeDIEcsDAP6gLA/qEYRgi0MuWx1UGWT2/ytUp5qNqPtVFSAZe9nq0g4zxVmlsKoOP5F4hZOFZrEthVMhK5A6sirbwi/a2tpo3759cgukG/z5NDY2yq3U0fbyCrrqLx6gE//vORo8/jYqvM6czQ+YvPxO+LRB6cCpQ3vpnG0ys6BgU31p5y4636+QBlw8G5ZtkI30uXyRyjp2CIsAuyGuPtUgph4fcvZ9Op1fRoO7W+nDvBIa1NNOZwcOpcJzx63n1f72wePpQr/4sSF87lOFo8W04G1F48W2el8vjC1xrvVYWlpKa9askVsgFlmZqukXzz33HD3yyCNyCwAAQDZTXl5O77zzjtwCsciyVE0AAAAApApYHhzYsmULrVixQm6BdINNjFVV4cFTqYTdF0Nv/xL1vyI3ounjkY7uCsWQUdfTwMLUTZf+6V3/QL+Z8I9yK7fgglgnBl1LPQOK6Ey+8T965DfyGRKTVw06d8Jom6VGGy2lP1U8RK1XfkQ+Gx8+9++u/xZ1FCQXa/T4Xw6Xa+Hk5+fTzTffLLdALOC2ACBB9nz7VqpaslFUmwRIzQQmXPWR01PfGvUAXdPxZ6o4+qp8xkzN5HkxuFrkQ//vryIqUMaDz83Bp8lmryRenhoo4LYAIEG4vgOEgwmEA9BpLPm0KN6kZs1UcAqnXvDJa/VNFg1BTK0NEgfiAQCQEBAOQIc7eLY6MDxrpj5jpr6eiBDQhQdIDyAeAACegXAAdriDZ7cF11/gypIfyiJSjL4OIZAdQDwAAADwDZ7jg90UHYPCizqB7ALiAQBgwRYFfVE47QMgFjyDpgpwPINS0lkHxAMAIKowcNoPAQHcwIGT7KIA2QnEAwA5ihIGEAPAT6wJs7RZL9kKkR1spZZ5o2mnsbRsl7sEzdS2zNzPS+PGZrlfsn2Rsf9uagufHyyjgXgAIAeBYABBoSbM4tk2FXq2RabSvfFuQwDUkGNJtO211H5oEpUsPUAT582l7vULQkLhyLPUuHot5d+zikqzyHsD8QBAjgHhAFIBuy0U+npm0kwdb+0wBMA2Kq+WuzS6W/cYf6+nyPIVW6ll6TLqrq6jqlkVcl92APEAQI4AFwVIJfqU2boLIzOpoNIlB+IIgD3UHeaWYFdGDXWMXEJVD06T+7IHiAcAshAlFPQFgFSgMiw4ZVNxIQvcFrHIn7WKSkbuoPalo2mndFEUNyyg9kNzqXzJV8h5IvDMBuIBAACA7+iFoLh4VHZjWiYmrjaXqrJaaly/g4rnPUm0JhRIuXPNVnl85gPxAECWACsDSCdytoqkFSC5jcppEbXUhwIpqb7GlqWRuUA8AJDBQDCAdMQ+f4VyZWQ/MQIkR4zNKvcFxAMAGQoEA0hXsm/+ilAdh5Z6c0/HarmtWRI61sQIkDyyj7ppEuVlSbomxAMAaQ4sCyDTUYWjshmuAyFcFA9pAZKTn6Ty6lAgJVU/njW1HvoYy2Ve6ezs5AcAQC8RTyA8fd8ouWYCQQEygfm/+6SwRKSD68L+PwS8U1RUJB5heQCgl3FrWVDHuD0egHTAHv8AsgOIBwB8IhUdOkQDyDSyL/4BMBAPAPiAbhVwCx8LMQAAyEQgHgBIAq+dfyIiAwAA0g2IBwASxI0Q0I9xczwAAGQCEA8AJIAbAQCxAADIVpCqCUAM0PEDkD0gVTN5kKoJAAAAgISAeADAAbY4wOoAAADOQDwAYKCLBYgGAACIDWIeQM4CkQBAboGYh+RRMQ8QDyDjiSUC9B8LiAUAchuIh+SBeABZAQQBAMAtEA/JA/EAMhYIBgBAIkA8JE8Oiocuqv3Ru7S4TW5SPi1/bDzNHy43QUrw2vHzPzu/Rv3TQzgAABIlOfHQTG3Lbqf2Q3KTJlHJ0peodASvhz+Xf882qppVYW4w2xfRztV7tOMzlxwTD3bhoLiS1j1xHc2QW8A/9E5eCQAAAOhNEhcPduGgmEvlq5+kYl0cHLEJhSPPUuPSZUR2QZGhKPGQG6mau1ulcGCxMJU6n7iBlpfy9inasJsfQTy481eLfdtp0bFvAwBARrG9VgoHFgsHaOLqbVQykrfXUsd2ou7WPcb69ZQfYVXYSi2GcOiurssK4aCTE5aHpld205TfdlP1HTfQltsKou5LlFR1jrFUMzpoAACITaKWh+6Nd1Pj+h1h7gh93yhaYKyTzfKwiugnt1M7LaGqJV+hfPGqzCe3LA8xqG/vlmvpjxrVOy0AAABST3drM+XPWkUlI3dQ+9LRhnBYawiKVVTcsIDaD82l8iwSDjo5Lx6qS7LxYwUAAJAK8svYElFBpUvYnWEuVWW1wipRPO9JojWGoJgnlzVbzRdlAXBbJOm2aG9vp4sXL8ot/+nTpw9dviw+osAI+j0y/fwM2ig+aKP4oI3iE9R75OXl0VVXXSW3vBHPbREWz6AHSBoiIjyQcq0hKA5Q+WR5bAaSW9kWu9+joudPEZWWUcOjZVRJJ2nhd5qpzniq5v6ptHK8eVgitLa2UllZmdzyn6DPz2T6PaCN4oM2ig/aKD7Z0EYJIbIp1hKNVPELW6llXg11GE+FiwG5v7qOJj44LTxFk0xRkZcl4iE33Bbjh1ANP7a10pTvvE1FUjiwmFiQhHAAAACQA0yeRcX8eGgZNQoXhCkcWEyUaEKgY42xnwUGCwc7R/ZRN02ivAyv86DIkZiHIbTyiQpTQCgsKwQAAAAQi2lUvrrOFBAKywphwm6MlvpJVPKQFiA5+Ukqrw4FUlL14xlfJEqRG26LAIGZMD5oo/igjeKDNooP2ggEDVI1faJfv35yLRiCPj+T6feANooP2ig+aKP4ZEMbAX+A5QEAAAAAroDlAQAAAAAJAfEAAAAAAE9APAAAAADAExAPAAAAAPAExENG0ES104uoaHqtsZYkTbU0vcg4l7Es3Cz3ZRybaaG8B9UmTbXTzW1egrixzQtD5zeW6bVJfxIR5/T13Oo7I89pb5LNC3n/QqMlfUT7bjm9JzBAG7nEx988EAgQDz5jdmKJ/ihrnWLYMoUW1xtP1y+mKWLbnx/9ujnm+f3prGxE6Rj9uPbNC+eYFUIZo00eXriQHhYNJKmbk+Q92X+4jM9ljvWOgvrFU5J6D/E9sZ1TwedOtp02L5TfGQl/1r5+zrITDJ3TaLOHF5P2luI9k+sctf8HdSK9801Bx5LU/zPayAWp/c0D/gHxkKNUL2+ghuXVYt3srPzrXGJ1jMbPJc0x3ivxH8zNtEGcuobWdXZS57oaqq+rM36Qq2l5g7HduU5UEq1/cVMSP5pNtNf44ar+/EyzAmnTftplPHCbcUpzZ2cDcdMl/h5NtOlF/mWU92As5mdhbpvrRjsl3Ei2NjIWo5nE55xcRxWDpk1k3tI6s40alhufiHEX30+88woTiUIQ1tLCKVrnyx1LYDcUAGgjkEVAPHgimkoOLVP04V4ShDoqXszOythJDWJ7Jc0wD0uKyvlbxPntIiI5s/9mWiXaQHXmtsWHH0xBzWyzDWbMFmKBar5J80VPP4NmC/WwN7nzG9TvDT/DhDGqmHklzfy8cRcJv4cUJ8sXWJ9j5ZgJxt9dtN84IX8u3NnTrv3+tJHBjJXm51w3Zzr5aYCwaNorOqya2fIdK+fTN5P6HKQAkh0tX3v94sWio6xZZ36XRBvVbTCOTJTU/T8L0EYxScVvHvAPiIe0YgatlJ2rH6Zrt9hFBI9gkn5vqzO3kfQPpp1KGicv2z+kADHaQeioyjEkunbu2QVKICWKec265aJpP9s2QlSKA/xqIxNTlNTT4ikLaYPc5y/VNM7nyWKq5Qkr539TisR1tFL1vf5/8CkAbRRO7/zmgeSBePCE8UUXUj7KqFrvgBPF6Fy3GOcRb8Oma0PZ++qrjkGEiEgI2ZnXfd95hNtUS9+37KyJoM4fbTTVRKIfrh5nHJk4MxZIC4mICzFNw5ZlRm7rlgNvKMuF8ueq0dsEUsaNJjZNJIwSP5FtNGMlu3XqqC6pzyCE1SYRbqpkPwcpsKT1p6n2+6LNLUFnkFwbMSn4fzZAG8WhF3/zQOJAPHhlxkpz9PZwsIFIbGZWJv76xXPCgt+CxhQRiZoJK2m+aVowRrhmxxi2SH9sMh2vef462iB+II3tLUZbqaHW5lWirax4hUQJ+0GLhE2sWxxNK+7gNg7/0eUfZ9XmslPR3A5emWGqB9lGOkZnIONC/KeeLE+P9O8n/jlUkvDkCCuYFFfVNVRjNJkK9BV9cRJtJEjR/3MItFE0evM3D3gHc1tkAJxWJ34E2P+3ZX5ynWLKYF+pFsylwf5Y1dcDEB3OelFZIxz8yeJK/16pfblMdrZRZv7m5QYsShmIBy9wCpQcOQfSAQZ9fiYV7wHSA06XjTCV8+9xclaTMIJ+j1TcAwDANUo8wG2RIMosGJRvLujzM8G9hxahbTlf/cw9D/r8TGbfQ9B1JJig3yMV9yAIsCaJINPPH4fk6jzEJ+jzg8SAeEgAHvUof7UKhvKzAw76/EyQ7xF07nkqctsz+x6CriPBBP0eqbgH2TFFESji/Mb/RTJvkennByAaEA8JYs9MUB1wcjUSQgR9fiaY9wg69zw1ue2ZfQ+pqCMR9Huk4h6CrkmS6ednNAtZlCW5Og9Bnx8EBcRDktg7YB5F+mliC/r8TBDvEXTueSpy2zP3HlJRRyLo90jFPUiCrkmS6ecHwAGIB5+I6IB9JujzM/68R9C556nIbc/0ewi6jgQT9Huk5h74cwi+Jkmmnp8Jus5DamptAP+BePAZswMOLjUq6PMzyb1H0Lnnqchtz/x74M8w/EeXf5zVZ5p8HQkm6PcI/h5SVZMkU88vCbrOQ8prbQA/QKomCICgc89TkdueDfcA3KG3ezj+pDNn+vkBCMHClIF4SIRsyG3P9HtAG8UHbQQA8BklHuC28Eis1CgzWyG5QMOgz89k+j2gjeKDNvIACxTd3G8tOL9FNtwD8BWIB09kQ257pt8D2ig+aCO3xBIo4vxGB5bMW2T6+ZlsuAfgPxAPnsiG3PZMvwe0UXzQRu5AnYf4ZMM9gCCAePCETLHL6Nz2TL8HtFF80EaeQJ2H+KBWBbAB8eCJ7Mhtz+x7QBvFB23kDlOgGMNa1HmISjbcAwgCiAePsLnU9Lcq2NymUuoyIbc98+8BbRQftJEbUOchPllSqwL4DlI1AQA5Duo8xAe1KoAJizoGlgcAQA7DxbpCnRZ3VHrA3uwNPAJOJl0w08/PZMM9AL+BePAZkXYU4Bc96PMzmX4PaKP4oI1MNi9UVT5NuDy4n9PfZ/r5mWy4B+A/EA8AgBxFTo2u1ZLg9E8uQOVPXYFMPz+TDfcAggDiwRPsl2MTWvTFjAhPlKDPz2T6PaCN4oM28oQWdDljpVmAqm7OdOfo/0TI9PMz2XAPwFcgHgAAQIOzPMQsj1MW0ga5z08y/fxMNtwDSA6IB09kw9z2mX4PaKP4oI3cMYNm81vUbSC7hXzGynVUQ3VUJ0zqiZLp52ey4R5AEEA8eCUb5rbP9HtAG8UHbeSKGWbPRRvsPZfRqa3s5M4rOTL9/Ew23APwH9R5AAAAAIArON6IgeUBAAAAAJ6AeAAAAACAJyAeAAAAAOAJiAcAAAAAeALiAQAAAACegHgAAAAAgCcgHgAAAADgCYgHAAAAAHgC4gEAAAAAnoB4AAAAAIAnIB4AAAAA4AmIBwAAAAB4AuIBAAAAAJ6AeAAAAACAJyAeAAAAAOAJiIek2EwLi4qoqGihsRaPJqqdzsdOp9omuQsAAADIQHJSPDTVTjc6caMjX6h3+apzt+832LxQ2+9FMHghqPNq96Uv0e5dLHaBk+zzAAAAsomcFA+VYyaYK7v2G92eoon21svVsP1Gt76hTjzWzJ4hHrML7vin0GJ174J6WjxFiZhknwcAAJBt9DGWy7zS2dnJD73CIz8/KNeC5en7Rsk1HuXPoTqqoXWdK0lIArYuzDFFAlE1LW/YQvMreV11jtqxFg7niYo6j37uVBDr+g2s+1bPh8RAzbpOWklJPp+NegsAAHIUti4zORrzUEnjqvmxjjbI4XHT/l3G32qqFvvraa8yPTRtohd5VF09zngVE9u9sHmhC/P9JukGCTvGfl7uhI3t6bVUq85puRrUsWpx4yaooznW8aFrN+/buL3lC6SwqKSZnxeNQLv2NyX9PAAAgOwjZ8VDeAfXRJtYIVR/np75Zo3YXydVRdOmFw0pwU/NlOIhBsYo3jJeRKWeFi/WDzK2H641riAK9Ysp7HAhHNjaoePVTcBCIv7x9ZaCcibZ5wEAAGQmOZttUTnz88Tyof7FTUbHLeMdJoyhyspxYr+hHkTn2iSeqKbPz/TgZ6heTg2dndTZ6eyeqF7eINxEnQ3Lzfeq3xtdPBiw+V8czz6AzRtM4VCzztxnLOuE3glZUcKppPlb5Ov196RdFM8wUD0u9j0n+zwAAIDMJGfFA1WOIRE2yR237JBFQGTlTDKNEty5biYRK1n9eXKlHWasNDvy+sU0xeYeCKEJEXUNMakmvQ9WbgKqmyNdEEUurB0a1v1prhkAAADAA7krHmgGzRYj9l20YYMZ72B20pVkJmPU04urNhjPGrBFgh9dMGOlOcJvWM49dB193+ecRStTRLM8qMUxOLGplqbraZmbV4lgRnW/6nymBYbZTKtk6sSEMZVJPw8AACD7yGHxYHScImqynurquLObQKqvm2GqCqqvqzOelRYJF1j1I4xliuxAfWfGbDK9FCHLg7nEiGHQj1Vmippvmi4VdT7LWiLjKaqX0wK+7WSfBwAAkHXktniQcQ+CmtkyW8BAdYiCGnJb3sGyCihq1tEW33MyZ9DKznXa9cWhcj5tMYMiLETMhWWmcDgfx2xsmS+tLck+DwAAINtIizoPAAAAAEh/2ILN5LTlAQAAAADegXgAAAAAgCcgHgAAAADgCYgHAAAAAHgC4gEAAAAAnoB4AAAAAIAnIB4AAAAA4AmIBwAAAAB4AuIBAAAAAJ6AeAAAAACAJyAeAAAAAOAJiAcAAAAAeALiAQAAAACegHgAAAAAgCcgHgAAAADgCYgH4A9NtTS9qIiKFm6WOwAAAGQrEA8pZzMt5E62aKGxlj00bXqR6o3HmtkzzB0gC8jO7yrIdJqodjp/L6dTbZPcBVIOxINk80L+MtqXTP3RTPWP/mZatVhIB3LWDup61JIJ//Tp1nGqH0z7go49Hk210632Sq1hrLc+s3T57obf/3T7P/3mhcb+bBcAoTYIu39x78b+6bXGEfHw4xz+A/EgaKL9u+RqGHU0J82/3OqHMeIfM5Vs3mC0lEHNbIrUDvxDNsd83qKeFj/cO194kGsoYWtStwFSK2VsXkWL66tpeUMnda6rofrFD4d+S9nNOaeOqpc/Q/Mr5b6spJLmf7NGrNW/uEn+5hli4PvmL2LNN+cbR8TDj3P4D8SDjZp1xhe9k5cGWl7Ne+rpxU2Z1s3NoJXiHlY6dOb+s3mD/BI7mR2UsKheTg3imoylYTmJpk1rUtuG7pE/xqot0+760gz5/atevs78f67b0Auj8VR/Zunx3W0SI7IJNCaiZzMGFFMWU33NOtqS3crBZMYC87tXv5hW8ZevaRO9yHrW+E1c4PYD8uMcPgPxEJUm2isHLBPGkGk2ml5Ltcq9odk/I10eurkw3GQ/vXa/3K9wMjE67Qs3ARYtNK7F2J4iR1X1i6eI/eZlOb0+1nXKcxv3t1kz8bozKW4mUztEcVlUjjOFgvGlf1idrHI+bdmi1HK8+w9dW5My0zlem3qN0/Ohc4Q+P7P9eD3MlK3eY+HCiOsKb7/w94/9HXB6/83Wa8LeXwWe8v3KXe6Q96+dVyziPOFtE3o/t20bTqx7jX9PsT4nJt7z9vePc63iy1lNn585g8ZM4D11ZBof5L0b5wi7Vuvzt+4o7vUkQ2RbqvM7f2f0/dH/V9U1q8/FxWvCPv/I5720eTi7aH/YsXwtc6iOBxMr4/V6oc9ILGEflGRT9O+tm7aN+XsXp01C7ez0nE7IcsCWr82rDOFkrDtZDCKvWX2G7s+RSi7zYijiHF4aLhuqTrRD5FJzeZ3T8zXrEntd2PP83usuG18JbdtpX6zzhC8167y+Ps51Vi+/3GBdl8OyrkYcV728wfl5Y1lXYzunaDv1fLz799KG0Z53OIdxDQ3Lq611+7XWrLNdl7zP0FJ92RhNOp/bWmK/v3VOh/ePbE/n9wkdF60NnJYY1xV2jP2zcXGvMe9peZzPKd7nqJ3fWtTn4LTI86nvsO3aYn/+2usjFu16Yi4JfmbieqN8Z2J9Btb/qofPjV/TsPyyIfAdnpdt66nN9SX8ffm+zTZ3037O12x+Ll7awOl5F6+P1yaevxu297SuM8rzYUuUzzHiHKlZ1Pv3uuWhecX9tHPe6MAXfh/PCFN7uOnPcmuwalamI2PUbXy40iS5zthijBFObaznPSB8h7wSOo/xIyeuxfhnFIcY/5hiv6OYj3edmqBX57FcC/V7DZ0endDILrr+nbHSdt91czRF7Rbd9Gu7divmYp183mwf+70x+udXOf+b5nmUKdsYIZtuxGiBnwaW+2WL6av10LZM2Pdnxmz5/t+XI5aQFeebSZhz1XuYbcCoa1PXZR8NxmhbHTf3GuuexuyN/Tl5+BwjPgcnlMvi8zPN0Znt2uJ+/l6uJyGUe0Etsi1t/3Nh3xkNr/+rjONrmvaao1j1PvKLExGP4KbNwzBGy1vkOY1ly5hVwlJas24lGUP20OjayaIQ5TfPTvQ2cNe2UV8fr008fzdClgMmwmLg6nckzjlSTK+Lh4rHn6eJqw8EvvD7uMH6svBimdYV1TRO3yG/YOGBgjNotvp89zo9nwTaebhDdhQKTsS7TgtNBFSOIWHljYX6sa3+PMXQDhL1z6xiSero+842PheEX7vpWzUQosT8QZoj/rPt2D4/6zzmP6dKN61evkBrJ8mMleaPQ/1imqKbE123LRP5/gtEY5hxNU2135c/SLG+L+H+80ifcUj4VI4TDa3dTyXJXTGIdu0Gru41+j1VxvmcXH2O0T4HB1QsjnLpFVmBuyqOKfbn7/57FY/on5meCRK6Ph37d0bh8X9VEOU10rVYN0deh7zJCSpYwUObR4VdV8Z5ubNeSQuNdpRtwic22tdJPwi071rkb17sNnDTtlFfH6dNEvpuKPGq/Y9auP0diXWOFIOYBz8IC8JSIy2DcdLf7ypIyz4adGDXfks18z9G1H+4aES7zgSxfmzVyM4B8Q8cdqGV0vdsx8X9W6hrN39YK9UJtVGAWuIJrBnyv7NuQy1tEtJf+0GxYVpQlLXHJn4SbNvKmZ8X35H6F1fRKvn+y3srAkoQ3raOxLnXaPcU73Ny+znG/BwsYn8GKmo91uefzPfKFZsXipG4Nfq1Rpq9j+jkPbd5NDZHD5BUMVHRSPQ3L4C21dsksO+Gz7/RQQLxkAwqAtb4Z5pjV7jVy2nB/Jn0+WjPW6jRYD0tnhLlGKU2LeUfCpRUhAdM2oh3nQl92ZvidrYWmjrnxVToyjTv4v4FDs8ri4dljg5/H1cjJOu1i00zaRQrij6KCWv7ZNu2cj4JS2R9HdXFeP8QejvwEi1Iywsx2lbH7b1Gu6d4n5OLzzHq52DHwaxsLsp8/SKZxocYn3/c61EBc/E+g9ifWaRlJLXsF4MAd9aR8DZXAY2x73/zQuO+2OXh1KuKEbeDUFVtH+M3zw2Jtq05MIreJm6+q54I5Dc6WCAekoJ9esoMr8E/WMLlwc+HK14rZczCzTFs8rcpZ+M9+H/R8tsKoo0W411nAigfXc03Y/o/K+dvifRV8g+JFUvi5v6Zaqqp0XfW0Drr2h3axzXhpsFofkRrpKEw2s78MUm+bdXol+kdP2asttVxf6/O9xTvc4r/OUb/HMKJnj6sPm+768IkvP2T+V65QLkDLGqMz0GuppAx858xPlO7wAkNRNy2uRMsPISL4hmtXcV9y/fjkYTjb0j03zxXJNm2lXHaxP/vRgC/0QHTx1g4clIoKwDcwj8KPBLgGJGkzHRx4dHNFFlsxm2gVobB/mA26xo/RetSmpsfYNv22j0Br3B6oBmDoL4Dbr8XbHmRVoU07eASJfE2yX5YRDGwPIAEiFeOGnhBxY6EB0tlNtl4T9mJqq6rj7K5k+R9TgWeNKRrqLej/v0niTbJISAeQAKwyY79gBhRJo+KHeF+NmukQxbeU7YS6TY0iWcxMkbinGrlxZWQMSTaJrkF3BYAAAAAcAXcFgAAAABICIgHAAAAAHgC4gEAAAAAnoB4AAAAAIAnIB4AAAAA4AmIBwAAAAB4AuIBAAAAAJ6AeAAAAACAJyAeAAAAAOAJiAcAAAAAeMIqTw0AAAAA4Ia+H//4x+UqAAAAAEBsrr32Wvr/Acsrf7E8NAo7AAAAAElFTkSuQmCC" style="width: 600px; height: 478px;" /></p> <p>But it&#39;s not just paying less,&nbsp;corporations also&nbsp;throttled back on&nbsp;hiring more employees...corporations consistently provided more US employment from 1970 until 2000...since 2000, not so much.&nbsp; Can&#39;t blame corporations for trying to save their way to prosperity and playing the game as it&#39;s legislated...but an economy without a growing base of consumers is a bit of a problem.</p> <p><img 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" style="width: 600px; height: 361px;" /></p> <p>Corporate employment vs. Wilshire 5000...hmmm.</p> <p><img src="data:image/png;base64,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" style="width: 600px; height: 361px;" /></p> <h3><u>ZIRP = Buybacks and&nbsp;More Cheap&nbsp;Debt</u></h3> <p>When 2008 hit, private citizens and corporations simply couldn&#39;t / wouldn&#39;t take on any more debt.&nbsp; So the Federal Reserve made money free to corporations (enabling massive debt fueled buybacks) and amazing growth in&nbsp;Federal debt (ultimately a liability of the US taxpayers).</p> <p><a href="https://www.blogger.com/"><img alt="cat" src="https://si.wsj.net/public/resources/images/ON-BT725_BeatCh_11U_20160805203754.jpg" style="width: 601px; height: 442px;" /></a></p> <p>According to Reuters, half&nbsp;of the top 50 non-financial U.S. companies are now giving more money back to shareholders in buybacks and dividends than they make in profits &ndash; the first time that&rsquo;s happened outside of recessionary periods.&nbsp; This is coming at the expense of R&amp;D and innovation.&nbsp; These include Apple, Intel, IBM, Cisco, Home Depot, AT&amp;T, Boeing, Pfizer, and so many more...detailed <a href="http://www.reuters.com/investigates/special-report/usa-buybacks-cannibalized/" target="_blank">HERE.</a></p> <p>Barron&#39;s notes, the result of the buybacks is that net equity issuance has been negative for the last several years and bears a striking resemblance to the period leading up to the 2008 financial crisis. The sheer level of buybacks is staggering. A Deutsche Bank report notes that Standard &amp; Poor&rsquo;s 500 companies pay out two-thirds of their earnings through buybacks and dividends. FactSet further notes that those same companies spent $166.3 billion on share buybacks in the first quarter, a post-recession high and one only surpassed by $178.5 billion in the third quarter of 2007...detailed <a href="http://www.barrons.com/articles/stock-buybacks-are-driving-companies-into-debt-1470459686" target="_blank">HERE.</a></p> <h3><u>Federal Public Debt per Full Time Employee</u></h3> <p>The chart below shows the growth in&nbsp;federal public debt owed per US Full Time Employee.&nbsp; The average full time employee is now&nbsp;on the hook for $116&nbsp;thousand (more than double the 2008 ratio).&nbsp; Otherwise,&nbsp;how would&nbsp;consumers continue consuming more&nbsp;if their incomes weren&#39;t rising and there weren&#39;t more employed among them (corporately or working full time)?</p> <p><img src="data:image/png;base64,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" style="width: 600px; height: 361px;" /></p> <p>Finally, how&nbsp;full time jobs, federal debt (public), and the Federal Reserves FFR %&nbsp;have progressed to push financial asset prices into the stratosphere.&nbsp; Since 2007, an increase of 181% in federal public debt and 85% reduction&nbsp;in the federal funds rate cost of borrowing&nbsp;has created a 2.1% increase in full time jobs.&nbsp; This was truly the last hurrah.</p> <p><img 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" style="width: 600px; height: 394px;" /></p> <h3><u>Conclusion</u></h3> <p>The impact of the Fed&#39;s extended period of zero interest rate policy&nbsp;was&nbsp;the creation of&nbsp;illusory gains.&nbsp;&nbsp;However, many&nbsp;analysts expect a market correction to an outright&nbsp;market collapse while&nbsp;the technicians and bulls out there expect the&nbsp;bullish activity has much farther to run and attribute this to positive economic activity.</p> <p>As for me,<strong> I believe we are in deep trouble&nbsp;and the market&nbsp;is&nbsp;now&nbsp;a matter of national security...</strong> the federal funds rates will&nbsp;surely&nbsp;be pushed&nbsp;into&nbsp;negative territory and asset prices rise unbelievably.&nbsp; <strong>For those thinking this is a &quot;free market&quot;, the further gains in the equity market will be shocking.</strong>&nbsp; Detailed domestically <a href="https://econimica.blogspot.com/2017/01/how-america-recovered-from-great.html" target="_blank">HERE</a>&nbsp;and globally <a href="https://econimica.blogspot.com/2016/11/what-world-looks-like-x-africa.html" target="_blank">HERE</a>.&nbsp;<strong> The absolute disconnect of asset prices from economic activity is and will continue to&nbsp;be unlike anything we have seen.&nbsp;</strong></p> <p>This is no more&nbsp;of a &quot;free market&quot; than&nbsp;shooting a cow in a pasture is &quot;hunting&quot;.&nbsp; &quot;Invest&quot; accordingly, but <strong>know full well the ill gotten gains will one-day, someday, sooner than later, be entirely gone</strong> and we&#39;ll all know what it felt like to be Bernie Madoff clients.</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="633" height="407" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170115_FT.jpg?1484508892" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-15/why-stock-market-has-soared-and-well-all-soon-know-what-its-be-madoff-client#comments Apple Boeing Business Congress Corporate tax Corporatocracy Deutsche Bank Dividend tax Economy ETC Federal Reserve Financial crisis of 2007–2008 Labor national security Reuters Share repurchase Stock market United States corporate law US Federal Reserve Wilshire 5000 Wilshire 5000 Mon, 16 Jan 2017 01:45:00 +0000 Tyler Durden 585523 at http://www.zerohedge.com Trump Responds To CIA Chief Brennan, Asks "Was He The Leaker Of Fake News?" http://www.zerohedge.com/news/2017-01-15/trump-responds-cia-chief-brennan-asks-was-he-leaker-fake-news <p>Just hours after <a href="http://www.zerohedge.com/news/2017-01-15/scathing-attack-cia-director-brennan-warns-trump-watch-what-he-says">John Brennan lashed out</a> at the president-elect in an interview with Fox News, Donald Trump has responded by <strong>suggesting that the outgoing CIA Director may have been behind the publication last week of unverified and salacious intelligence</strong> connecting the president-elect to Russia....</p> <blockquote class="twitter-tweet"><p dir="ltr" lang="en">.<a href="https://twitter.com/FoxNews">@FoxNews</a> "Outgoing CIA Chief, John Brennan, blasts Pres-Elect Trump on Russia threat. Does not fully understand." Oh really, couldn't do...</p> <p>— Donald J. Trump (@realDonaldTrump) <a href="https://twitter.com/realDonaldTrump/status/820786730257285120">January 16, 2017</a></p></blockquote> <script src="//platform.twitter.com/widgets.js"></script><blockquote class="twitter-tweet"><p dir="ltr" lang="en">much worse - just look at Syria (red line), Crimea, Ukraine and the build-up of Russian nukes. Not good! Was this the leaker of Fake News?</p> <p>— Donald J. Trump (@realDonaldTrump) <a href="https://twitter.com/realDonaldTrump/status/820789938887294977">January 16, 2017</a></p></blockquote> <script src="//platform.twitter.com/widgets.js"></script><p>This is the <strong>most direct accusation yet in the escalating feud with Obama's intelligence agencies.</strong> <a href="http://www.zerohedge.com/news/2017-01-15/scathing-attack-cia-director-brennan-warns-trump-watch-what-he-says">As we noted earlier</a>, <strong>no president since John F. Kennedy has dared to take on the CIA or the rest of the national security establishment.</strong> They knew that if they opposed the national-security establishment at a<br /> fundamental level, they would be subjected to retaliatory measures. To the extent that President Kennedy consciously stood up to the<br /> system, he paid the price for his attempt at independent wielding of<br /> power from the Oval Office. It is a shuddering thought. A sharp lesson in history that must not be misinterpreted. <strong>The implications for Trump are quite clear.</strong> If his<br /> refusal to take intelligence briefings, or follow CIA advice is serious,<br /> then serious consequences will follow. If Trump is serious about peace<br /> with Putin when they insist on war, there will be a problem.</p> <p>The CIA director will likely <strong>be replaced by Mr Trump's pick Mike Pompeo next week.</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="236" height="124" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170114_trump_0.jpg?1484529860" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-15/trump-responds-cia-chief-brennan-asks-was-he-leaker-fake-news#comments American people of German descent American Presbyterians Business Central Intelligence Agency Central Intelligence Agency Climate change skepticism and denial Director of the Central Intelligence Agency Donald Trump Donald Trump Donald Trump presidential campaign Fox News Mike Pompeo national security Politics Politics of the United States The Apprentice Trump Ukraine Mon, 16 Jan 2017 01:26:58 +0000 Tyler Durden 585560 at http://www.zerohedge.com "Mainstream Mediasaurus" http://www.zerohedge.com/news/2017-01-15/mainstream-mediasaurus <p>They once ruled the earth...</p> <p>&nbsp;</p> <p><a href="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_grrr.jpg"><img src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/2017/01/13/20170115_grrr_0.jpg" width="600" height="464" /></a></p> <p><a href="http://grrrgraphics.com/index.html"><em>Source: Ben Garrison</em></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="1033" height="798" alt="" src="http://www.zerohedge.com/sites/default/files/images/user3303/imageroot/20170115_grrr.jpg?1484507359" /> </div> </div> </div> http://www.zerohedge.com/news/2017-01-15/mainstream-mediasaurus#comments Entertainment Environment Human Interest Technology Mon, 16 Jan 2017 01:15:00 +0000 Tyler Durden 585521 at http://www.zerohedge.com