tag:blogger.com,1999:blog-4550264388649120822024-02-22T13:51:40.913-08:00Libertarian ConspiratorWhen the Rule of Law has been replaced by the Rule of Confidential Memos you are already living under a tyranny. kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.comBlogger243125tag:blogger.com,1999:blog-455026438864912082.post-34224302110304297052023-12-19T09:08:00.000-08:002023-12-19T09:08:20.268-08:00Takers, takers, takers<p> It's hard to believe I wrote <a href="https://legendarykotetu.blogspot.com/2013/06/twelve-million-new-takers-on-books.html" target="_blank">this post</a> more than ten years ago. </p><blockquote><h3 class="post-title entry-title">
Twelve million new takers on the books
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I took a look at St. Louis Fed data today, both the <a href="http://research.stlouisfed.org/fred2/graph/?chart_type=line&s[1][id]=EMRATIO&s[1][range]=5yrs">civilian employment to population ratio</a> and the <i>working age</i> <a href="http://research.stlouisfed.org/fred2/graph/?s[1][id]=CNP16OV">civilian population</a>. I then combined the data into a chart of deltas with their initial values pegged to Dec-2007. The result is the following:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsEIa0gidGQ3p6ubm7DxZ0p9TwLkFFQNf_yPvw8zB0Ik5qxmMwQlfaU9nTzky1RhySBQwHGK6Vmp61BM0i4Fc7e1vH468yxVY3dwvDULlo0mYlG_sPmfYkLYPeqpevYeS8wb9JRex0LS4/s1600/delta_employment_population1.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsEIa0gidGQ3p6ubm7DxZ0p9TwLkFFQNf_yPvw8zB0Ik5qxmMwQlfaU9nTzky1RhySBQwHGK6Vmp61BM0i4Fc7e1vH468yxVY3dwvDULlo0mYlG_sPmfYkLYPeqpevYeS8wb9JRex0LS4/s640/delta_employment_population1.png" width="640" /></a></div>
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What does this chart mean? It means that whilethere are about 2.5
million fewer people employed than in 2007, but that we've also got
12.5 million more people of working age - that is, 15 million more
unemployed today than we did five and a half years ago. This is due
to an increasing population that has <em>completely given up trying to find work</em>.
It means, that though the recession destroyed something like
eight million jobs and the post recession has created around five
million jobs, we've added more than twelve million non-working civilians
in the same time. <br />
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That's staggering - utterly and completely staggering. That means - follow me here - that means that not a single <i>working age</i> person added to our population since 2007 is working. <b>We've added twelve million takers but not one new producer.</b> Not one.</blockquote><p> </p><p>I thought I might update it after ten years to see how things are going, but that would be rather boring. Sure, I could show that we've added 22 million people to the <a href="https://www.bls.gov/web/empsit/cpseea01.htm" target="_blank">civilian noninstitutional population</a> and only 13 million to the labor force, (+8 million takers), but that would just be rehashing old thoughts.</p><p>Instead, I tried to find data on age groups. As it turns out, right now there are about 23.3 million Americans older than 75, 33.1 million between 65 and 74, and 211.4 million of "working age," between 15 and 64. </p><p>This is more interesting, because we can find out how many out of these age groups are working. A quick search reveals that 7.3% of those over the age of 75, and 26% of those between the ages of 65 and 74 are working. That comes out to 1.7 and 8.6 million, respectively. Now BLS also says that the civilian labor force (those working) in the US is 168.2 million. Thus, simple math tells us that the numer of people working who are between 15 and 64 is 157.9 million.</p><p>We know that the number of working aged people is 211.4 million, so if only 157.9 million of them are working, that means 25.3% of working aged Americans are not doing so - either they have retired or just quit the workforce. These are most likely the real takers, as everyone over 65 is of retirement age and has "earned the right" to retire.</p><p>Of course I don't despise anyone who manages to retire early, that is great for them. However those who are just sitting on their asses playing video games and collecting welfare are truly despicable. They likely come from this last group, numbering 53.5 million people. That is more than half of the people not in the labor force. Again, these people are not unemployed, they are not in the labor force at all.<br /></p><p><b>The data reveals that we have 53.5 million people who are of working age (15-64) who have opted out of working. These are the real takers.</b></p><p><b> </b><br /></p>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-12597428221566648752022-05-18T08:25:00.004-07:002022-05-18T08:25:52.822-07:00Some victories<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga35EiMFYgBIKBcT90va1bP3JIf1doIvYHYpbYQt0nT1KNnvnZmyml73cUSpL-sgBnf6F98iF62suQwV5xKyBnYTZeDDH8OuDQhP3fm4juyasw68OGOtT5v_x2Xcp15-3BlNFrPES2v_Uw9ulNA-ciNKwqWrOxgUJiWL7dpFhtxGWUcIg9FcjbKDb6/s600/Screen-Shot-2022-05-07-at-8.20.18-PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="579" data-original-width="600" height="618" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga35EiMFYgBIKBcT90va1bP3JIf1doIvYHYpbYQt0nT1KNnvnZmyml73cUSpL-sgBnf6F98iF62suQwV5xKyBnYTZeDDH8OuDQhP3fm4juyasw68OGOtT5v_x2Xcp15-3BlNFrPES2v_Uw9ulNA-ciNKwqWrOxgUJiWL7dpFhtxGWUcIg9FcjbKDb6/w640-h618/Screen-Shot-2022-05-07-at-8.20.18-PM.png" width="640" /></a></div><br /><p></p>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-51206707707322348442022-02-04T06:37:00.003-08:002022-02-04T06:37:32.784-08:00Harsh, but true. CNN Edition<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhdVYDkof12tL1X2EkeywyaJczbP3yuJKUSCrCAttKygN93iapRzkfEyzuLWB60eYw1ZjhWjsoeW5I6e1FrgduIZysLqPea2AAcRdza2fk-nXg2E8qFiODGF6DCZ-sVAcOp7DppFT301ovXG5Hzm-zwUcfQAGo-mP6azJP2ronVzvjP8Y-2QgLszHXM=s2048" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1638" height="640" src="https://blogger.googleusercontent.com/img/a/AVvXsEhdVYDkof12tL1X2EkeywyaJczbP3yuJKUSCrCAttKygN93iapRzkfEyzuLWB60eYw1ZjhWjsoeW5I6e1FrgduIZysLqPea2AAcRdza2fk-nXg2E8qFiODGF6DCZ-sVAcOp7DppFT301ovXG5Hzm-zwUcfQAGo-mP6azJP2ronVzvjP8Y-2QgLszHXM=w512-h640" width="512" /></a></div><br /><p></p>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-73615910776729724682022-02-01T06:36:00.003-08:002022-02-01T06:36:48.019-08:00Sooth: The whole aim of practical politics<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEilM2Fq_lFFVpR4bBrDJ__jBUvHoPi1OAr_K2WtYmCWklJq6cpJRrmacDL4em0u8c5JkIFuYYWkoWE7hGD0rJT3AEbQYUAFOwhlWvNHXK62DRsXNluteATQv1TpeflrQGyKK-w_2RYTF5RJMnSVkgvcV4Xz1jbkMb4RQgOQjmygAS8NaRnB5oyg08sr=s474" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="358" data-original-width="474" height="484" src="https://blogger.googleusercontent.com/img/a/AVvXsEilM2Fq_lFFVpR4bBrDJ__jBUvHoPi1OAr_K2WtYmCWklJq6cpJRrmacDL4em0u8c5JkIFuYYWkoWE7hGD0rJT3AEbQYUAFOwhlWvNHXK62DRsXNluteATQv1TpeflrQGyKK-w_2RYTF5RJMnSVkgvcV4Xz1jbkMb4RQgOQjmygAS8NaRnB5oyg08sr=w640-h484" width="640" /></a></div><br /><p></p>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-29509471356202860002020-10-02T10:06:00.000-07:002020-10-02T10:06:00.260-07:00On covid performance<p>There are really only two important things to look at with regards to disease - prevention and mitigation. In other words, how well did our system and response prevent the spread of the disease, and for those infected, how well did our system keep them alive.</p><p>The US is made up of 50 states and various territories, and as we have with our state laws, we had various responses to the pandemic. Using data from <a href="https://www.worldometers.info/coronavirus/country/us/" rel="nofollow" target="_blank">Worldometer</a>, we can perform this basic analysis and see how well each state did in each area. Perhaps in doing so, we can then review the approaches of the different states and find out what worked, and what didn't, and make some more cohesive country-wide plans to be implemented in any future situations.</p><p>Simple math shows that just 6 states had death rates above 5%, and those 6 states account for a massive 34.09% of the total deaths - 71,048 deaths. Those states are Connecticut, New Jersey, Massachusetts, New York, New Hampshire, and Michigan.</p><p>We should study their actions carefully, as they are surely a blueprint of what not to do during a pandemic. <br /></p>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-68867898185164363852020-09-22T04:40:00.003-07:002021-01-26T17:17:41.022-08:00On judges and the electorate<p> Just a few words.</p><p>When voters elect the president and the senate, they are sending a message to both. If the senate majority is of a different party than the president, the message is "stop what you're doing, you're effing things up." </p><p>If, however, the senate majority is of the same party as the president, the message is "full steam ahead."</p><p>The voters elected them, and expect them to carry out the work embodied in one of those two messages, for the entire term of office. There aren't any partial terms, not without a recall, so sorry, not sorry. Everyone knows the democrats would do exactly the same thing.</p>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-37273431940266430122020-09-13T05:40:00.006-07:002020-09-13T05:40:58.391-07:00Frog in the pot<p></p><p>How many articles are we going to have to read about ordinary Americans being <a href="https://nypost.com/2020/08/25/blm-protesters-harass-white-diners-for-not-raising-fists-in-dc/" rel="nofollow" target="_blank">harassed</a> or <a href="https://www.kptv.com/news/man-hospitalized-in-downtown-portland-attack-caught-on-camera-they-wouldn-t-let-me-get/article_8fa97a68-e279-11ea-80ec-f7c367bda0bb.html" rel="nofollow" target="_blank">assaulted</a>? How many police <a href="https://abc7news.com/lasd-sheriffs-deputy-shot-deputy-involved-shooting-compton-blue-line-metro/6420532/" rel="nofollow" target="_blank">will blm</a> and antifa <a href="https://www.kiro7.com/news/local/spd-rioters-tried-trap-officers-inside-burning-precinct-using-rebar-concrete/5AERWGBGYJE7DC6CLW3PEKKAEE/" rel="nofollow" target="_blank">try to kill</a>? </p><p> </p><p>When is the government going to acknowledge that antifa and blm are a
joint marxist domestic terrorist organization, and that they've already
begun an insurrection against the United States?</p><p><br /></p><p>Will enough of us acknowledge it before the slow boil dooms us all? <br /></p>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-82652861703074702982020-09-11T04:15:00.003-07:002020-09-11T04:15:45.146-07:00Nineteen years later<p> Still hurts.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHkTA_PCZ58m8FRUBmwL7zoaW4J6SEacvgLEmGjSCg5hsJANAmGCAiMdLTlXbGlQzb2G2N_RBCCb4O12ugo_LnFlqHbcsAPu7qIVVwjaro9BWEWEqmWgBuyC-tdbs_3a0qB_EvObqeHhI/s1800/FlagHalfStaff_SteveMoskowitz.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1800" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHkTA_PCZ58m8FRUBmwL7zoaW4J6SEacvgLEmGjSCg5hsJANAmGCAiMdLTlXbGlQzb2G2N_RBCCb4O12ugo_LnFlqHbcsAPu7qIVVwjaro9BWEWEqmWgBuyC-tdbs_3a0qB_EvObqeHhI/w400-h266/FlagHalfStaff_SteveMoskowitz.jpg" width="400" /></a></div><br /><p><br /></p>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-76507431930816119962020-07-26T18:31:00.001-07:002020-07-26T18:31:45.564-07:00On Moving to Texas<div>Now hear this - if you want to move to Texas, you will be welcomed, but take note of Portland and Seattle. It was liberal voting that created the anarchy, the complete fuck-nuttery that we're seeing in those cities right now.</div><div><br /></div><div>The Portland city commissioner originally blamed the BLM riots on "white nationalists" who somehow infiltrated the "peaceful protests" of BLM. Now she's blaming the police. That's right, she says the police are now infiltrating the crowds of rioters and starting the fires themselves.</div><div><br /></div><div>If you want to move here, again, we will welcome you, but leave that shitty voting history at the door. Recognize why you're leaving - democrats ruined Portland, Seattle, and California. Don't you fucking forget it, and ffs, stop voting for those mother fuckers.<br /></div>kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-77434523915200901402020-07-19T19:04:00.000-07:002020-07-19T19:05:33.821-07:00Angry little boy cos-plays a Central American revolutionary while quoting Halo<div>
Compare and contrast.</div>
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<a href="https://youtu.be/hmqyfQv3EXc?t=60" target="_blank">Halo: Reach - The Death of Emile-A239 HD "I'm ready, how about you?"</a></div>
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<a href="https://twitter.com/MrAndyNgo/status/1284724462047367168" target="_blank">Rioter hits the wall with a hammer, "We're ready, how about you?"</a></div>
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Halo Reach was released in 2010. This man-child has waited nearly 10 years to say this line. He's probably 20 or 21 years old, and has played reach dozens of times. Now he thinks he's some kind of warrior, shouting video game lines at police officers.</div>
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In another video taken in the same few minutes, another cos-player croons through a window "We want your blooooood, piggies."</div>
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They've been lighting cop cars on fire, some of them with cops inside. They've cut the brake lines of police vehicles and loosened lug nuts, hoping to kill officers in car accidents. They have waited in front of closed doors in ambush, ready to swing hammers at the heads of officers who emerge.</div>
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News flash, folks. These are terrorists. In America we shoot terrorists. You do not have to listen to the mayor.You do not have to treat them like fragile little children. They want your blood. They are ready. Shoot them. If they are holding a hammer, if they are swinging a club, if they are lighting fires or breaking windows, shoot them.</div>
kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-58229121812025790402020-05-16T07:53:00.000-07:002020-05-16T07:53:51.447-07:00The effect of the pandemic on the national debtIt's not good, as one might expect. <a href="https://treasurydirect.gov/govt/reports/pd/pd_debttothepenny.htm">According to the Treasury</a> our national debt now stands at over twenty-five trillion dollars ($25,267,564,712,963.60). It's been climbing by about $900B a month during the last two months.<br />
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Evidence seems to indicate that the pandemic was caused by an accidental release of the virus by a research facility in Wuhan, caused by lax safety standards, and that the Chinese communists covered it up for at least two months, arresting and threatening anyone who tried to get the data out early. During that time, while the Chinese communists knew the virus had escaped into the city millions of people traveled in and out of Wuhan.<br />
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This criminal behavior should be met with severe retaliation. We should implement monetary and trade sanctions, and have the whole world follow us. A part of the financial sanctions should be collected immediately by wiping out any US Treasuries held by the Chinese communist government. Next we should back up Taiwan and Hong Kong in their independence efforts. Then we should move our factories out of China as much as possible, if not entirely, and further look for alternative suppliers for anything we source in China that we don't currently produce ourselves.<br />
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This debt and the underlying fractures in our economy were caused by our over-dependence on China, its lies, and our own state and local governments authoritarian craziness coming out in the form of many months long lock-downs.<br />
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Let's hope we get through this without too much pain, but I wouldn't hold my breath.<br />
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<img alt="" height="464" 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" width="640" /><br />
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" width="640" />kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-81451488114327617812020-03-06T05:34:00.000-08:002020-03-06T05:34:18.775-08:00Boy dresses up as school security officer for Dress as your Favorite Person day <div class="separator" style="clear: both; text-align: left;">
This is pretty great. :)</div>
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/HMMEjuWC3bM/0.jpg" src="https://www.youtube.com/embed/HMMEjuWC3bM?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<br />kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-54061691139936528672020-02-25T06:22:00.001-08:002020-02-25T06:22:24.025-08:00Heh.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-AOHgjJesC_WOcB55lYfAepMCtihES3LNIA3AO85h0fPtddgYv9WgkGXIN3VaL3Ieil4zzHjrnvTH9XpuVrP2pRO7H7pIdhUTkL-jTwT1RkjC7qQhPKbIT8lOUWTMGOBab07SUmjHq-I/s1600/types-of-headaches-cls.webp.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1000" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-AOHgjJesC_WOcB55lYfAepMCtihES3LNIA3AO85h0fPtddgYv9WgkGXIN3VaL3Ieil4zzHjrnvTH9XpuVrP2pRO7H7pIdhUTkL-jTwT1RkjC7qQhPKbIT8lOUWTMGOBab07SUmjHq-I/s640/types-of-headaches-cls.webp.jpg" width="512" /></a></div>
<br />kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-16518125131122134072020-01-03T08:44:00.003-08:002020-01-03T08:50:57.363-08:00Trump Administration Debt - Year Three <br />
I skipped year two, but I picking up at year three shows a decent trend. Still overspending and so far holding pretty consistent with the first year trend and keeping between Bush and Obama levels of spending.<br />
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There has been acceleration of the overspending though, and if that bears out over the next five years, then the Trump administration could end up adding more debt than the Obama administration. Sad, bigly sad.<br />
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At this point in their respective administrations, Bush, Obama, and Trump averaged $421B, $1,508B, and $1,084B annual deficits.<br />
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Here are the charts based on <a href="https://www.treasurydirect.gov/NP/debt/current">data from the treasury</a>:<br />
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<img alt="" height="465" 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i6r0797tenV4TbxCAAAtIpzN7aTeAQAAFpjfZZV2kM8AgAArWGW1fYSjwAAwM5d+ed3w1MP/yT89PQ7K5ebZbW9xCMAALBTV69cDw8dP7mIxNdevLL4mlHH9hKPAADAzqyH47aFdhGPAADATrz1+rXM4Sge20c8AgAAtXvz3P5GHH7r6z9KDEfHO7aPeAQAAGoVt6uqOOwe8QgAANRq/fQbv7n5cdOrRAHiEQAAqJURx34QjwAAQK1MgtMPueJxNhmF0ehwGU+jxeXRdLy4fDSZVX45AADQTb+4/C/isSeyx2M0DZN5MEbTMB5Nwmz932EWJqNxmEYVXg4AAHTW5Cs/FI89UXC31aO4i6bjjVHI8TSq7HIAAKCbfnPzY8c79kixeIymYTyehsMBQ/EIAABsuvEvHy7C8W/uP9X06lBSgXiMwnR8tEupeAQAgO5769c/DE+//IXw5A/uD4/8+ePhRy+8EK5euR6eevgn4a3XrxW6zeXjHU/+1cvVrjA7lzseZ5PNyXLaEo9RFIX9/X2LxWKxWCwWi8WSY5n97IXwrTO/Gx4/PQon/svj4b4vPBPu/8Onwtf/6Hvhvi88E078p+8Uut1/eOblRTz+/eNnGn+clsMliooN0u3vZ47HKEzHo82gM2EOAAB0VnSwF55++Vh4/PQoPH56FO7/w6dWjlOcLz89/U7u2z717dni+m+ec3rArssej7PJ0Wk01k7XkXQKj6ouBwAAqnXtxoVw6uKJlXB8/Mwo/I/Hvhobj2WXd3/5700/ZErKMfIIAAD0xXde+eJRNC4t53/xRHjtxSuVx+P/+7//0fRDpiTxCAAAAxMd7G1E40tXHov93ipCcvp3r+74EVIH8QgAAAMTN+r48a2bTa8WLSceAQBgQOJGHc//4ommV4sOEI8AADAg66OOkJV4BACAATHiSFHiEQAABiA62AunLp4w6khh4hEAAHouOthbPZ+jeKQA8QgAAD0UHeyFk+ePh5Pnj8eGo11WyUs8AgBAj1y7cSGcungiNhiFI2WIRwAA6JG4cziKRqogHgEAoGPmk9/sXz+3cZlwpC7iEQAAOmR58psnz94ZTl08Ed64+v3Y3VRP/+yRpleXHhGPAADQIdt2SzWbKnUSjwAA0AHRwV54/o0/zxyOdlOlauIRAAA6YH3E8dkLfyoa2SnxCAAALRcd7G1E4se3boaf7j+zOLbx41s3m15Nek48AgBAS0UHe+Hk+eNGF2kF8QgAAC20PKuqcKQNxCMAALSMcKSNxCMAALRM3Ok4hCNNE48AANAS70Snw6mLJ2Inx4GmiUcAAGiBd6LTTr1Bq4lHAABogbhdVR8/PWp6tWBBPAIAQAsYdaTtxCMAADRsfZdVaCPxCAAADVvfZRXaSDwCAEDD7KpKF4hHAABokF1W6QrxCAAADVreZfWlK481vTqQSDwCAECDlkcdP751s+nVgUTiEQAAGmSXVbpCPAIAQIPEI10hHgEAoEHika4QjwAA0CDxSFeIRwAAyOjajQvh1MUTi2Xv3edL36Z4pCvEIwAAJIgO9sKpiyfC/vVzITrYC0+/fGwl9qpeoM3EIwAAJFg+B+MuFmgz8QgAAGuig71w8vzxnYbj+V880fTDhq3EIwAALEnbPVXkMVTiEQAAwvbRRsEI4hEAAML+9XOxo42iEY6IRwAABstoI2QnHgEAGKy42VRFI8QTjwAADE7ciONLVx4LH9+62fSqQWuJRwAABiVpNlVgO/EIAMAgRAd74dTFEybGgYLEIwAAnTaPwv3r57Z+XTRCOeIRAIDOig72whNnfj88fnoUnjx750pAbptJVThCfuIRAIBOijt28cmzd4Yr77+YeFzj46dH4fTPHjExDhQgHgEA6JxtcbhtMdoIxYlHAAA6J+78jNuWH11+qOlVhs4TjwAAdEp0sLdxfsYQQnjy7J1GGqFG4hEAgFa7duNCOHXxRLjy/oshhM1Rx/nxi3vvPi8YoUbiEQCAVluOxfXZU4Ui7I54BACglebnZ9x2LCOwO+IRAIDWyTqbKrA74hEAgFZ594M3M4WjXVZht8QjAACtER3sxc6aKhaheeIRAIBWiNtVVTBCe4hHAABaYf0UHMIR2kU8AgDQCsvh+KPLDzW9OsAa8QgAQCuYRRXaTTwCANAK4hHaTTwCAFCp6GAvnLp4IuxfP5freuIR2k08AgBQWnSwF06eP74SgE+evTNXQIpHaDfxCABAKXGn2Ci7AO0jHgEAKKyOcBSP0E7iEQCAwuLOzbj37vOlwtH5HaGdxCMAAIVEB3uiDwZEPAIAUMj6qCPQb+IRAIDcjDrC8IhHAAByM+oIwyMeAQDIJO5cjkYdYTjEIwAAWyVFo1FHGBbxCABAorTzOBp1hOEQjwAAbIgO9sKpiycSwxEYHvEIAMCG9QlxjDYC4hEAgIX5iKNgBNaJRwAAFpJGHAHEIwAAC3HhePpnjzS9WkALiEcAAMK1Gxc2dle1qyqwTDwCAAxc0uk4AJaJRwCAAdt2HkeAZeIRAGBA5rOp7l8/F/avn0sMR7usAuvEIwDAgDh/I1CUeAQAGBDhCBQlHgEAem4+k+pP95/ZiMaXrjwWPr51s+lVBDpAPAIA9JgJcYCqiEcAgB6aT4xjQhygKuIRAKBHooO9cPL88cRjG4UjUJR4BADoiW27qApGoCzxCADQA8IRqJt4BADogfXzNwpGoGriEQCg496JTptJFaideAQA6DijjsAuiEcAgI6Km1n141s3m14toKfEIwBAR62POL505bGmVwnoMfEIANBR6+Fo1BGok3gEAOiYuN1VAeqWMx6jMB2Pwmg8DdHislmYjEZhNF+WvhZNx0eXT2ZHt5LzcgAAjqzvrioegV3IEY+zMBmNw3Q2DeP1eFz5/23RNIxHkzBbvm5U4HIAAEJ0sBdOXTwR3rj6/Y1wNLsqsAv5d1uNssVjNB2H8VL9zf+f93IAAOJHG404ArtUTTwu7bY6Dz7xCABQjehgLzYcjTgCu1RBPC472t1UPAIAlBcd7IWnXz62EY5OywHsWsXxGMJsMgqTWTPxGEVR2N/ft1gsFovFYunFMvvZC+F/nv38Rjj+w+v3h1/88n81vn4Wi6WbSxQVG6Tb368yHqNpGBedGMeEOQAAC3EjjnZTBZqUIx7XTskxOhphXL9scY3J5rGQRS4HABia9QlyhCPQtPwjjwAA1Oqd6LRwBFpHPAIAtMzyqKOJcYC2EI8AAC0RHeyFk+ePr4w6fnzrZtOrBRBCEI8AAK2QdEoOgLYQjwAADbt240JsODrWEWgT8QgA0KCkEUfhCLSNeAQAaND6KTmEI9BW4hEAoEHr4Xj6Z480vUoAscQjAECDTI4DdIV4BABokHgEukI8AgDU6J3odDh18UQ4dfHExjkcnZYD6BLxCABQg+hgL/z963+yNRbFI9Al4hEAoELRwV7qCGPcYoZVoO3EIwBARZLO2fj46VF49sKfmk0V6DTxCABQUnSwF05dPJEYjkYVgT4QjwAAJX3nlS/aHRXoPfEIAFBCdLAnGoFBEI8AAAVsmxhHOAJ9JB4BAApI2lVVOAJ9JR4BAAoQjcDQiEcAgBzmM6suhyPAEIhHAIAc4nZXBRgC8QgAkEHSBDl2VwWGQjwCAKSIDvbC0y8fE47AoIlHAIAthCPAIfEIAJAgLhxFIzBU4hEAIIHJcQCOiEcAgAR2VQU4Ih4BAGK8E50WjgBLxCMAwJLoYC88/8af210VYI14BABYEneco3gEEI8AAAvRwV5sONplFUA8AgCEEJyWAyCNeAQABk84AqQTjwDAoAlHgGzEIwAwWHHhaHIcgHjiEQAYrLiZVY06AsQTjwDAIK3PrCoaAbYTjwDA4OxfP7exuyoA24lHAGAwooO9cPL88dhzOQKwnXgEAAYhaXIcu6wCZCMeAYBBWJ8c56Urj4WPb91serUAOkM8AgC9tz45jt1UAfITjwBAr8Xtrmo3VYD8xCMA0FvCEaA64hEA6K314xyFI0Bx4hEA6KX14xyFI0A54hEA6KX1UUcAyhGPAEAvGXUEqJZ4BAB6Z32XVQDKE48AQO/YZRWgeuIRAOgVE+UA1EM8AgC9YtQRoB7iEQDovGs3LoRTF0+Ek+ePG3UEqIl4BAA67dqNC+Hpl4+tRKNRR4DqiUcAoNPWd1M16ghQD/EIAHSaEUeA3RCPAECnGXEE2A3xCAB0TnSwF05dPBHeuPp9I44AOyIeAYDOSTrOEYD6iEcAoFOigz0T5AA0QDwCAJ0RHezFnpZDOALUTzwCAK03P8ZxPRxFI8DuiEcAoPXijnEUjgC7JR4BgNaajziaHAegeeIRAGilpOMbjToCNEM8AgCtc+3GhdhwfPeDN5teNYDBEo8AQOs4jyNA+4hHAKA1ooO9cPL8cbuqArSQeAQAWiHpGMfTP3uk6VUDIIhHAKAFksLRaCNAe4hHAKBxccc4AtAu4hEAaJwRR4D2E48AQGPiJsgRjgDtJB4BgEYkHecIQDuJRwCgEc7lCNAt4hEA2Ll3otPO5QjQMeIRANiJ6GAvnLp4Irx05TGjjQAdJB4BgJ1I2k3VaCNAN4hHAKB20cGecAToOPEIANQubtRROAJ0i3gEAGr17gdvboTjjy4/1PRqAZCTeAQAavMfH/2f8OTZO02OA9AD4hEAqEV0sBdOnj9uV1WAnhCPAEAt1o9zfPeDN5teJQBKEI8AQC0c4wjQL+IRAKiF4xwB+kU8AgCVeyc6LR4BekY8AgCVig72wtMvH1uE40tXHmt6lQCogHgEAAr78PKlsHfvPeHG2TPhf89+GvbuvSc8c/rYyqjjx7duNr2aAFRAPAIAuX14+VKY3X0snLvjE+HcHZ8Ir37mU+H85z4bXjx+h1NzAPSUeAQAcrvw+TsX4bi8PPn8Zx3rCNBT4hEAyOXDy5diw/HcHZ8I3/rxZ406AvSUeAQAclkfdbz85S8t/v0Pf/Gp8PjpUXjhuT9pejUBqJh4BAByWQ7HX/3NX4cQQvj1t58O5+74RHj7wQcaXjsA6iIeAYBcluMRgOEQjwBALuIRYJjEIwCQ2fpkOQAMh3gEADJbnywHgOEQjwBAZnGT5QAwDDnjMQrT8SiMxtMQLV86HYfRaHS4TGaVXw4ANM8uqwDDliMeZ2EyGofpbBrGy/EYTcN4NAmz5e+JKrwcAGgFu6wCDFv+3Vaj1XiMpuMwXqq8+f+ruhwAaAe7rAIMm3gEADIx6ggwbOIRAMhEPAIMW6/iMYqisL+/b7FYLBaLpYZlOR6bXheLxWKxFF+iqNgg3f5+yXg0YQ4ADIORR4BhyxGPszCZn0bj9jI/m8ZscnTZ8mhhVZcDAM0TjwDDln/kEQAYHOd4BEA8AgCpnOMRAPEIAGy1PuroHI8AwyQeAYBEH16+FM5/7rNGHQEQjwBAvLhwFI8AwyUeAYANSeEoHgGGSzwCACuu//jFjXC8/OUvOd4RYODEIwAQQjgcbZzdfWxjpFEwAhCCeASAQblx9kyY3X0szO4+Fm6cPbO4PGk3VeEIwJx4BICeSxpRfPUznwp7994T+zXhCMA68QgAPXfh83fGxuG2BQDWiUcA6LEPL1/KHY7iEYA44hEAeuS9Z38Qzn9uFH75l4/FHscYQgjvP/ds7C6q88vtrgpAHPEIAD3yyu98MnE0URQCUIZ4BICO+/DypaOJb35bOAJQD/EIAB2WdIoN4QhA1cQjAHTMB6+9svUUGya9AaAO4hEAOmBl19SEWHz7wQfCu9//ntFGAGohHgGgxT68fCl1hFEsArAL4hEAWirL8YxvP/hA06sJwECIRwDYseXRxNndx8KNs2cSv76+zC9/+8EHwq2bHzX0CAAYIvEIADuSFoXbdk+1WyoATROPALADWXZBFY4AtJl4BIAduPD5Ozei8PKXv5QajgDQFuIRAGqw7VyM6yOJ7z/3bGxQGnEEoE3EIwBUJOtpNQCgi8QjAJSUNRqNJgLQZeIRAArIE4zOxQhAH4hHAMgoazN0nzoAABOuSURBVDA6bhGAPhKPAJAiazQKRQD6TDwCMGjXf/xi2Lv3nvD+c89ufM0EOABwRDwCMEhJYTi7+9hiOf+5z6bulup4RgCGQjwCMEgXPn9npslu7JYKAIfEIwCDkmeWVLumAsAR8QjAYHx4+VLsrqjvPPJwOHfHJ8Ibf/RFI44AkEA8AtBbH7z2Sti7956wd+89iaONwhAAshGPAPROll1TRSMA5CMeAeiVpF1ThSMAlCMeAeiF+S6q28JRNAJAceIRgM67cfaMaASAmolHADppflxj0vkaBSMAVEs8AtAZH16+tHXm1Pny9oMPNL2qANA74hGA1ssye+q5Oz4Rbt38qOlVBYDeEo8AtML1H78Y9u69J7z/3LMhhKNRxrRJcOymCgC7IR4BaEzciOKrn/lUplFGsQgAuyUeAWhElvMxCkYAaA/xCMDOCUcA6B7xCMDOJE18Mw/DWzc/Cu888rAZUwGghcQjALXbNluqEUUA6AbxCEAtPnjtldRzMgpHAOgO8QhALc7/3kg0AkCPiEcAKnPj7JmjkcbfFo0A0CfiEYBKvPv97yWONJr8BgC6TzwCUMi2SXCMNgJA/4hHAHJJi8af/8V/C7duftT0agIAFROPAGSSZaTxnUceFo4A0FPiEYBEH16+5HQbAEAIQTwCsGQ+W+rs7mPh199+Opz/3GdFIwAQQhCPAIOXdeIb0QgAwyYeAQYqTzS+/eADjmUEgIETjwADkxaNl7/8JSONAMAG8QgwIB9evpR4HKNIBAC2EY8APZdl91QAgDTiEaCn5qfZ2DZjqhFHACAr8QjQM1knwgEAyEM8AnRc1lhcngjn7QcfaHq1AYCOEY8AHZU1Gp1mAwCogngE6KAbZ884lhEA2CnxCNAh20YbxSIAUCfxCNARSedoFI0AwC6IR4AOiAvHdx552LGMAMDOiEeADrjw+TudagMAaJR4BGiJG2fPZJo91a6qAEATxCNAw7KecmO+qyoAQBPEI8CO5YlFxzgCAG0hHgF2IGswCkQAoK3EI0CNPnjtlbB37z2xp9hwHCMA0CXiEaAGWUYaxSIA0CXiEaACWXdLFYwAQFeJR4AS8kx+8/aDDzS9ugAAhYlHgAKMNAIAQyMeAQq48Pk7xSIAMCjiEeC2+WjifJkH4ezuY+HX335660ijaAQA+k48AtyWNJqYtgAADIF4BAYrz2Q3RhwBgKETj8Bg5J0Z9dbNj8L7zz0rFgEAgngEeu76j18Me/fek2uEUSACAGwSj8DCpasH4atPXw5n3/q3ja+9euXfw1efvhzuevT1cNejr8d+Tx0+eO2VRfzN7j4Wbpw9s/X7i+yKKhYBANKJRxi4eTA+c/Za+N3//kr45P1nw6cfeHlx2V2Pvh4+ef/ZjeXTD7xcOiAvXT1YxOhdj74e/uuXngwvfPb3wrk/+IPEAHz1M59auY0PL18Ke/feE6498XjmaBSLAAD5iUfomG2jg1mvsxxt82AsusxHIef3Mb/db/3Trxbhedejr4dnzl4LX336crjzG6+G3znxUuxt/eNnPpcp/m6cPZN7hHF+DCMAAMWIR2ip5eCbx15SuK1fbznakkYO27h87T8/VGrmU6OLAAD1EY/QAklxmGX59AMvVxqIf/bExY3LvvnCLxfrOn3tvVoD8u+//texAbg+66lwBADYLfEIOa2H3rbRv+Vl+fjBux59fbGLZ9OjfetxmEWegHz0+XfCo8+/c3TZfav3+dFvboVvPPd2+OT9Z8PXf/Dzrfe7LSAFIwBAvcQjrFkOv/lxessR2JbIyxJwf/y3b2SKMgAASCMeYcmlqwelJ5DZ5Qjgt/7pV4s4/Og3t2p6VgAAQDwyQFVNKPPNF36Z+/i/bzz3dvj+uV+vXGZUEACALhCPdNK2CWbu/Mar4fcffnXx/6p3N40bHZxHZN6RQwAA6ArxSGtlOVVFW3YfBQCAvhOPtNIujj1cPyWFYAQAgGTikcZUcezhxuyj9yUHojgEAIDiKojHWZiMRmE0X8bTEN3+SjQdH10+mS2ukfdy+uFHb/5r6XMbzmNQCAIAwG5VE49LwbgQTcN4NAmz+feMxmEaFbiczlg+P2JVxymKRAAAaIfa4jGajsN4qf7m/897Od1Q5hhFu5YCAED7Vb7b6jz4xONwFAlHkQgAAN1S8YQ5R7ubisduWt71tKpTY3zzhV86DyIAAHRc5bOtziajMJk1E49RFIX9/X3LluUfz/0s/ME3zi2Wqk9/8dD3/rnxx2ixWCwWi8VisViSlygqNki3v19lPEbTMC46MY4Jc2pRxaQ1dkUFAABKx+PK6TVGh6OOc7PJ5rGQRS5nuzoDURACAAAh1LDbKvWrMha//oOfN/1wAACADhCPHeB8iQAAQNPEY4vljUaBCAAA1EU8tsCrV/49fPXpy7lHF8UiAACwK+Jxhy5dPVhEYpHzKIpFAACgKeKxQvMRxH/86b+EH735r5VNaiMaAQCAponHEubHJBYZRTT7KQAA0CXiMYc6zqdoVBEAAOgC8ZhBmWj8sycuikQAAKDzxOOSsiOLAhEAAOirQcdj0VgUiQAAwNAMLh7LjC6KRgAAYKh6H49FZkQViQAAAKt6FY9fffpyeObstdwji2IRAABgu17Fo2AEAACox2Di8Y//9o3wyfvPhq//4OdNryYAAEDn9DYejSwCAABUp1fxCAAAQD3EIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKnEIwAAAKlaFY/RdBxGo9HhMpk1vToAAADc1p54jKZhPJqEw2SchcloHKZRw+sEAABACKFF8RhNx2G8VIvr/wcAAKA54hEAAIBUvYrHKIrC/v6+xWKxWCwWi8VisVgSligqNki3v9+jeAQAAKAerYlHE+YAAAC0V3viMYQwm4wWp+ow6ggAANAerYpHAAAA2kk8AgAAkEo8AgAAkEo8AgAAkKqn8RiF6Xg+c2t2s0m2GV6j6TiMRqMwyXsHZcwmi8mEJrPlyYVaPCvt0jqPxtOwdCKWQq8PAADQnIHG4yxMRkczu24u28Mmmo7DZBaF6fj29+eqyIT7XomruMczj8Tb15/fZzQN49TrLj2eaBrGGR/ntvVNnw13eZ3D7ZCc3196PB4+x8u3lWed65A/eFv9YUQIPpBoVA8/4Aqhe9tUb7anEHq5TXVtewph8NtUq7enEGxTjerhz6gQurlNldTheCwTgPMYWX1h82ygyxvnYkPZGnFH9xu7Yc8mW64/C5Olr22GVUooL667/r2rtxu/vkvPSTQN49t3HE3HKQEZc9uLc3nmi8eV+1pah+S7nqxuA2tv7GK2rXPXPoyYPx4fSGRa551vTyHYpvJsUx3bnhb3NZRtqmvbU/I626ZW7tDPqJZvU93ankKwTe3i9141OhyPmxG39JWMn26sRmTReFxYeVPH2RZr29Z59Wv54jEK00lSPOYJz/X/L99ujscTTcN4PAmTHL9EV1+XDI93/vXFG3H+/WmxXPQHV9c+jAjBBxJZP5BoYnua369tKu52N9e3S9vT2uPr/TbVte1p/v22Kb/3tl23G9tUt7an+f3apuJud3N9i25P1eh0PB5upHEvTN6h8fgNNvG7E6M12/0U2UC3BmvKyqyGWN4feGufiiRu6PH3G7sRp0Z2mXhcfUyzySjHG7nsBxJd+TBi8+s+kNjy6Xpj29P8+2xTWV+f9m9Pm+vc722qa9tT3Drbpvzeu/31jm1T3dye5t9nm6rn9141Oh6P3XS0P3T24fjG7nNlGH35DZwWnuXM913fuN88uwFE0zAej29/Qpd1nav4QKL9H0ZsvV8fSMSvb2Pb0/z7bVPx69ul7Wnt673fprq2Pc3X2TaV7X7Xv9fPqOR13v021e3taf79tqn49S2+PVVhuPFY8QHIrT+gN1aGx9rFA4EX63x7HSvZV7+9mvgwotT9du0DiYFtTyF0bJvq2vYUwuC2qU5tTyHYpjrANpXO9pRPp7aphn5GzQ00Htf2F851UHu7Jh0ot29zlk+fGjq4vJaDtTNoIJbbMEPYLj9AaZ+Ux9vFD1DKaOjxNj2bp/dADz9ILKqh2S378LvAe6AnvAfmazSw3wXZDDQeyxzU3sQBvSUPti4cu00eXL60y8TKembdZSLmsdY4a1aZWc2anyEs7PADlJIfKuz8Q5SufoDSxMxxTb0PmpgZc0jvgfnXi2wXXX8PhJzbRft+F9T3PvAe2NXPxuLvA++B3v4uaGqA5baBxmO5g9qPbmMUmpl0IN/BscUPXm7HweX5DtYus+968Vguc2qRNswQtljX2j9AaXDGukI/4Lv4AUoz74H179/N+6DkNuE9kPGPnKLbRfffA2Fx/1m2iyZ/F+z6feA9sJufjUXfB94D/f1dUHaApbyBxuOWjSnDQe1rt7SjSQfKHBxb/ODlxg8uz32wdjOzZhU/ML3oBwohVPlYl1am5g9QqvtQYTcfonTxA5SmZo5r4n3Q3MyYR7fR9/fA5tezbxfdfw8cXVz3jKlV/i7Y5fvAe6Den41F3wfeA/39XVBuNtwqDDYeO6fhg2OLKnwAcuGDtct82lY8lmv5YZmq/GNt+gOUXc5YV/RDlO59gNLMe2D9urt5H5TbJrwHEm43ZZ1XbzLPz8buvAd2P2Nq2d8FTb8PvAe22f3Mp94D/f1dUOZnYzXE44YMP3zKHFhb4QHXuzggt12zw2a361mzSs1qVlJTM4SV0aUZ68ra/QcoJe+3hEbeBx3cJkLwHvAeqPyOh7NddPCxNjXzqfdACG3eLkIo+Bo1PBuueNyQ5VOgogfWLl83zwHXzR2YXurg5RomO6j3gPjVdcz1wUDFs7D5YKAGXtuB2e2HeYc31+8Z9trDa7uuP+/5mj/Aj705r+1udGdwZle6+toONB6rO2g6hBCyH1hb9IDrJg7IjVvHpTdjpoOXl4bVV57XOg+Iz7hOWe438wcDRT8UWPp+HwxkfF13PXtcU69t3M8Hr20+dX2Yt2Vda39ty73nm3ltq35dQ/DaJt1vwfd8Z1/bkPMD/KG9tm36eRxCOwdn5t/SsdfWbKvNqOqg6aUbzHBgbbkDrtcjsv4D07c8TzkPXi432UGeA5+b+GCgzCxsPhjI/sFAmWM4uvbart7Xbmes69Jr29TsiU29tk3OXlrktS35nvXaxj6etPs9XN887/nuvraLdd7xqdba/9o2+Lu2kde2qdlwm3pti/4sr8Zg4/FwAy9+0HQVBxJvXDfzxwW7OjB9W2RnWceiB/SWP/B5tx8MlP1QYP59PhhI/WBg57PHNfXarr9vm5mxrguvbVOzJx593y5f2zLv+SZe2zLvWa9tEz/Pu/baLt3gTk+11v7XtqnftU29tuXe811+bc22Sm0amVSlzAG9pQ583v0HA9V8KDBfRx8MJF9397PHteO1bWDGus68ts3Mnrh5X7t/bXc7e2mR17bce9Zru1jp3fw8P7yhTry2zc+M2fbXtrnftV0cnOnsa2u2VaCIYX0w0NDjbUBjM9Z5bWtX9rVtZPbSEq/tUF7XEBp8bcuttNc2g869tn4eZ9a519Zsq7ArZYbzi163ifvs8XUrmomt6GyrO7vPgV8310x5ZWbYc93dXHfjporPfui67b8u0G/ikQERj92+7toEAIVnYstz3Sbuc+jXzTNTXtHrue5urlty8gzXbfV1y88I7bp1XreZGURdt/7rlrnPaohHeqaJX6Ld+6Xf2etWNBNb9us2cZ+um32ygzIz7Llu/deNP6Ys84Rgrtvq61Y1I7Tr1nPdZmYQdd36r1tuhtcqiEd6p/hMX8Wv28R9Du+6CV8vMBNb9us2cZ+umy9OilzPdXd33fn3HAVKvl0iXbet161ukhHXreO6zcwg6rr1X7fMfVZDPNJDxWf6Kn7dJu5zeNctOxNb0dlWd32fQ71ukZnyqpphz3Xru+7SrcSOcrluN6/btZga2nXbMIOo69Zz3TL3WQXxCABALmVmqHTd+q/b5Ayirlv/dZucDVc8AgAAkEo8AgAAkEo8AgAAkEo8AgAAkEo8AgAAkEo8AgAAkEo8AgAAkEo8AgAAkGp/fz/81tWrV8P+/r7FYrFYLBaLxWKxWCyxy9WrV8P/B2kZaDK9fzklAAAAAElFTkSuQmCC" width="640" /> <br />
<br />
And overlaid:<br />
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<img alt="" height="465" 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" width="640" />kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-88607454249075679442020-01-03T08:31:00.000-08:002020-01-03T08:31:06.209-08:00Wishes for America in 2020Just two simple wishes, really, and both have to do with how Americans treat each other. Here they are:<br />
<br />
<ol>
<li>I want Americans to stop seeing each other, to stop treating each other, as mere members of groups. Whether the groups is a person's sex, sexual orientation, skin color, political party, or whatever, see and treat each other as individuals. Looking at someone by their group membership first (or only), as is done in identity politics, makes us all worse. By seeing each other and treating each other as complex individuals, rather than reducing each other to the bare, simplistic stereotypes of whatever groups we happen to belong to, we will go a long way towards improving our social interactions and raising the level of our communication with each other. </li>
<li>I want Americans, when they disagree with each other, to attack the ideas, not the people. When we attack people for having different ideas, we drive wedges between ourselves, and over time we're beginning to lose the cohesiveness and solidarity of an American people. We are all Americans, and we are and should be in this together. Further, by focusing our thoughts and when necessary, our attacks, on ideas, we'll exercise our own minds, strengthen our ability to think and communicate, and perhaps, if we've developed ourselves well enough, convince some of those people with whom we disagree.</li>
</ol>
<br />
That's it. Happy New Year everyone, and here's to a great 2020!kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-2764842721220816882019-08-19T06:49:00.001-07:002019-08-19T06:49:18.203-07:00The whitest privilege<div class="separator" style="clear: both; text-align: left;">
The statement below by Caleb Howe is devastatingly accurate. </div>
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<img border="0" data-original-height="710" data-original-width="960" height="472" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyiVrdozeu6xLY4NriLU3GTOrB2ljcng0wFD5f16jrAa5JlC4kEZ6Cd_GupLB2v701RcEWPhGrrCFqd4IEqoF9W5kIPTOl-5nhpwKQ5Z-tsdlTqKAkhC3aLPk90sEZqcMYKk7EHS-5prw/s640/Rich%252BLiberals.jpg" width="640" /></div>
<br />kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-64955146194369156382018-11-05T18:41:00.002-08:002018-11-05T18:41:46.984-08:00Some memes are so accurate they must be shared.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXA2y92qXHxpD7JxHrJMiuovBmnMjXdHKgen2VFdOs-6npr_GOIOgziCtt869Gi_VoiStKPf-3RSVahQ5W_LwU6iAjrqdMEzHtlDWUMxLB6_IhHxXG3VdrPiDxpTdanS_7pSduUBxazuk/s1600/socialists.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="339" data-original-width="1017" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXA2y92qXHxpD7JxHrJMiuovBmnMjXdHKgen2VFdOs-6npr_GOIOgziCtt869Gi_VoiStKPf-3RSVahQ5W_LwU6iAjrqdMEzHtlDWUMxLB6_IhHxXG3VdrPiDxpTdanS_7pSduUBxazuk/s640/socialists.jpg" width="640" /></a></div>
<br />kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-47561059167928342532018-02-08T17:57:00.002-08:002018-02-08T17:57:30.512-08:00Year OneThe debt under President Trump is growing, though more slowly than under Obama. The average true deficit (increase in national debt) over the last 17 years has been:<br />
<blockquote class="tr_bq">
Bush: $610 Billion<br />
Obama: $1.167 Trillion<br />
Trump: $546 Billion</blockquote>
Let's see if this administration can keep down the costs, or if our addiction to overspending ruins his fiscal credibility too.<br />
<br />
Here are the charts based on <a href="https://www.treasurydirect.gov/NP/debt/current">data from the treasury</a>:<br />
<br />
<img alt="" height="464" 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" width="640" /><br />
<br />
And overlaid:<br />
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<img alt="" height="464" 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" 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I will update these periodically.kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-59841682507585497762016-10-04T07:10:00.003-07:002016-10-04T07:10:46.424-07:00Nineteen Trillion Five Hundred Seventy-Three Billion Four Hundred Forty-Four Million Seven Hundred Thirteen Thousand Nine Hundred Thirty-Six Dollars and Seventy-Nine Cents<a href="http://www.treasurydirect.gov/NP/debt/current">19,573,444,713,936.79</a>. The debt to the penny.<br /><br />In less than eight years in office, Obama has presided over <a href="http://www.treasurydirect.gov/NP/debt/search?startMonth=01&startDay=20&startYear=2009&endMonth=01&endDay=19&endYear=2017">an increase in the national debt</a> of over nine trillion dollars ($9,000,000,000,000). Under the leadership of Obama, our national debt has nearly doubled. The makers in this country (all employed men and women minus city, state, and local government employees) have seen their portion of the debt rise from about $90,000 in 2009 to $157,887 in 2016, a 75% increase.<br /><br />No matter how the ball lickers on the left try to spin this, Obama has presided over deficit spending in excess of $1.15 Trillion every year of his presidency, on average. Remember that when you read articles talking about how he's "reduced the deficit."kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-29125476301780397562016-03-17T15:41:00.001-07:002018-02-08T18:11:24.719-08:00Ivanpah solar power plant on the verge of shutdownTwo years after the startup of <a href="http://legendarykotetu.blogspot.com/search?q=solar">the Ivanpah Bird Grilling plant</a> - I mean, the Ivanpah solar power plant, it seems that - surprise, surprise! - <a href="http://www.marketwatch.com/story/could-californias-massive-ivanpah-solar-power-plant-be-forced-to-go-dark-2016-03-16">it doesn't work</a>. <br />
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<i>A federally backed, $2.2 billion solar project in the California desert isn’t producing the electricity it is contractually required to deliver to PG&E Corp., which says the solar plant may be forced to shut down if it doesn’t receive a break Thursday from state regulators. </i></blockquote>
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<i>The Ivanpah Solar Electric Generating System, owned by BrightSource Energy Inc., NRG Energy Inc. and Alphabet Inc.’s Google, uses more than 170,000 mirrors mounted to the ground to reflect sunlight to 450-foot-high towers topped by boilers that heat up to create steam, which in turn is used to generate electricity.</i></blockquote>
Well, duh. The technology is immature, the concept is silly, and the only thing governments are really good at is malinvestment. But of course, as we all know, government's solution to problems it creates is to double down, triple down, etc.. The plant will undoubtedly be given a pass, and continue on it's quest to eliminate all avian life in California.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_r-8OsDA1eqAZ8HyeQz6_Qa1jWUkANs1vF8uautes9j_mrqr7VgzlRBZqwjELO-K8A8ZmWnIVdWR1SAQnWvknP5jVzNHhZGBcWJhsDShoX26On8U6Z0_ETQ_NM3ZdKj0lrDeg6GIKAPs/s1600/Screen-Shot-2014-04-13-at-9.39.37-AM%255B1%255D.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="432" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_r-8OsDA1eqAZ8HyeQz6_Qa1jWUkANs1vF8uautes9j_mrqr7VgzlRBZqwjELO-K8A8ZmWnIVdWR1SAQnWvknP5jVzNHhZGBcWJhsDShoX26On8U6Z0_ETQ_NM3ZdKj0lrDeg6GIKAPs/s640/Screen-Shot-2014-04-13-at-9.39.37-AM%255B1%255D.png" width="640" /></a><br />
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kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-26067087208834819352015-11-29T15:14:00.000-08:002015-11-29T15:14:30.276-08:00Eighteen Trillion Seven Hundred Nineteen Billion Six Hundred Thirteen Million Two Hundred Seventy-Four Eight Hundred Ninety-Three Dollars and Fifty-One Cents <a href="http://www.treasurydirect.gov/NP/debt/current">$18,719,613,274,893.51</a>. The debt to the penny.<br />
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In less than seven years in office, <a href="http://www.treasurydirect.gov/NP/debt/search?startMonth=01&startDay=20&startYear=2009&endMonth=11&endDay=29&endYear=2015">Obama has presided over an increase in the national debt</a> of over eight trillion dollars ($8,000,000,000,000). Yes, under the leadership of Obama, our national debt has nearly doubled. The makers in this country (all employed men and women minus city, state, and local government employees) have seen their portion of the debt rise from about $90,000 in 2009 to $151,000 in 2015, a 67% increase.<br />
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And <a href="http://legendarykotetu.blogspot.com/2015/11/austerity.html">as some people would have you believe</a>, Obama has shown too much fiscal restraint, spending has been too low, and "#austerity a loser".kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-77133954113237035762015-11-28T21:18:00.003-08:002015-11-28T21:20:03.104-08:00AusterityYou keep using that word. I don't think it means what you think it means.<br />
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I a brief conversation I had with some bloke on Twitter, he first insisted that Obama was bringing down the deficit and that the economy always runs better in democrats' hands. Then when confronted by the fact that Obama has no fiscal restraint, he asserted that Obama has shown too much restraint (or so "the experts" tell him), and "#austerity a loser[sic]".<br />
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He needs to crack open a dictionary once in a while.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_BHheAbtzJhkif8xGte5pr-kGahVcQioS2yVdjJ_tc2A2i8cCGN8dfsMWajs1q8t-nZviumP-zqRsjFn86WH7gVEbC46s5QqUJMT40meZ68S2-JH1EqearP4nWB1ZAHawVLfsNFSlQdM/s1600/austerity+-+I+don%2527t+think+it+means+what+you+think+it+means.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_BHheAbtzJhkif8xGte5pr-kGahVcQioS2yVdjJ_tc2A2i8cCGN8dfsMWajs1q8t-nZviumP-zqRsjFn86WH7gVEbC46s5QqUJMT40meZ68S2-JH1EqearP4nWB1ZAHawVLfsNFSlQdM/s640/austerity+-+I+don%2527t+think+it+means+what+you+think+it+means.png" width="292" /></a></div>
kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-53005646102185120612015-11-11T05:12:00.001-08:002015-11-11T05:12:53.469-08:00Modern EducayshunAn epic takedown.<br /><br />
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<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/iKcWu0tsiZM" width="480"></iframe><br />kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-13344475602562161372015-11-09T07:07:00.005-08:002015-11-09T07:07:54.204-08:00Global Warming: Hot hot hot!<div class="separator" style="clear: both; text-align: left;">
I saw this video years ago and wanted to make sure it would never disappear. So without further ado, Global Warming causes...</div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxBrbIl11Gip_yngnngKoefdGRVdaAN2PtkYUDCVhM3VRi6u31jkarto3GZhRkoQhmG0XGvLIj5rGTTngexmA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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Or if you'd rather see <a href="http://whatreallyhappened.com/WRHARTICLES/globalwarming2.html">a plain list</a>...<br />
<blockquote class="tr_bq">
<strong>A (Not Quite) Complete List Of Things Supposedly Caused By Global Warming</strong><br />
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<em>Acne , Longer plane flights , agricultural land increase , Afghan poppies destroyed , Africa devastated Africa in conflict , African aid threatened , African summer frost , aggressive weeds , More Toxic Poison Ivy , air pressure changes , airport malaria , Agulhas current , Alaska reshaped , moves , allergy season longer , alligators in the Thames , Alps melting , Amazon a desert , American dream end , amphibians breeding earlier (or not) , anaphylactic reactions to bee stings , ancient forests dramatically changed , animals head for the hills , animals shrink , Antarctic grass flourishes , Antarctic ice grows , Antarctic ice shrinks , Antarctic sea life at risk , anxiety treatment , algal blooms , archaeological sites threatened , Arab Spring , Arctic bogs melt , Arctic in bloom , Arctic ice free , Arctic ice melt faster , Arctic lakes disappear , Arctic tundra to burn , Arctic warming (not) Atlantic less salty , Atlantic more salty , atmospheric circulation modified , attack of the killer jellyfish , avalanches reduced , avalanches increased , Baghdad snow , Bahrain under water , bananas grow , barbarisation , beer shortage , beetle infestation , bet for $10,000 , better beer , big melt faster , billion dollar research projects , billion homeless , billions face risk , billions of deaths , bird distributions change , bird loss accelerating , birds shrinking , bird strikes , bird visitors drop , birds confused , birds decline (Wales) , birds driven north , birds return early , bittern boom ends , blackbirds stop singing , blackbirds threatened , Black Hawk down , blood contaminated , blue mussels return , bluetongue , brain eating amoebae , brains shrink , bridge collapse (Minneapolis) , Britain one big city , Smaller loaves of Bread , Britain Siberian , brothels struggle , brown Ireland , bubonic plague , budget increases , Buddhist temple threatened , building collapse , building season extension , bushfires , business opportunities , business risks , butterflies move north, camel deaths , cancer deaths in England , cannibalism , cannibalism again , caterpillar biomass shift , cave paintings threatened , childhood insomnia Cholera , circumcision in decline , cirrus disappearance , civil unrest , cloud increase , coast beauty spots lost , cockroach migration , coffee threatened , cold climate creatures survive , cold spells (Australia) , cold wave (India) , computer models , conferences , conflict , conflict with Russia , consumers foot the bill , coral bleaching , coral fish suffer , coral reefs dying , coral reefs grow , coral reefs shrink , coral reefs twilight , Cabbage Shortage , cost of trillions , cougar attacks , crabgrass menace , cradle of civilisation threatened , creatures move uphill , crime increase , crocodile sex , crops devastated , crumbling roads, buildings and sewage systems , curriculum change , cyclones (Australia) , danger to kid's health , Darfur , Dartford Warbler plague , death rate increase (US) , deaths to reach 6 million , Dengue hemorrhagic fever , depression , desert advance , desert retreat , destruction of the environment , disappearance of coastal cities , disasters , diseases move from animals to humans , diseases move north , dog disease , Dolomites collapse , dozen deadly diseases , Drop in birth rates , drought , ducks and geese decline , dust bowl in the corn belt , early marriages , early spring , earlier pollen season , Earth biodiversity crisis , Earth dying , Earth even hotter , Earth light dimming , Earth lopsided , Earth melting , Earth morbid fever , Earth on fast track , Earth past point of no return , Earth slowing down , Earth spins faster\, Earth to explode , Earth's poles shift , earth upside down , earthquakes , Specifically the 2015 Nepal earthquake , earthquakes redux , earthquakes redux 2 , Egypt revolt , El Niño intensification , end of the world as we know it , erosion , emerging infections , encephalitis , English villages lost , equality threatened , Europe simultaneously baking and freezing , eutrophication , evolution accelerating , expansion of university climate groups, </em></blockquote>
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<em>extinctions (human , civilisation logic , Colony Collapse Disorder (Bees dying) , Inuit , smallest butterfly , cod ladybirds , pikas , polar bears, possums , walrus, toads , plants , salmon , trout , wild flowers , woodlice , a million species , half of all animal and plant species, mountain species , not polar bears , barrier reef , leaches , salamanders , tropical insects)</em><br /><br />... </blockquote>
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There's a lot more. :)kotetuhttp://www.blogger.com/profile/16711239456091574656noreply@blogger.com0tag:blogger.com,1999:blog-455026438864912082.post-101255380676969282015-07-02T07:15:00.002-07:002015-07-02T07:15:38.096-07:00Adam Baldwin is a geniusWhat do you call it when social justice warriors group together? <a href="http://bit.ly/1emfZUc">Adam Baldwin has an idea</a>...<br />
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