tag:blogger.com,1999:blog-72677259952101021432024-03-04T23:04:53.784-05:00Lloyd the IdiotDedicated to the proposition that intellectual acuity is not a prerequisite to political discourseLloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.comBlogger449125tag:blogger.com,1999:blog-7267725995210102143.post-53161300358883889532017-01-29T07:11:00.000-05:002017-01-29T07:55:11.101-05:00There Would Never Been a Trump Without an Obama<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">Action equals reaction. Extremism begets extremism. Whatever you want to call it, Trump would never come to power without the unbridled arrogance of the prior administration.</span><br />
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">Indeed, in his first two years, Obama had a super majority in Congress, which pretty much allowed him to do whatever he wanted - without having to build any kind of consensus or negotiation with the then-minority party. Dodd-Frank and Obamacare are two bastard children of that era. Without having built such a consensus, there was no foundation upon which his ultra-liberal policies could withstand political winds blowing in the other direction. And that's where Trump comes in.</span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">Fueled by a raging resentment of not just the the liberalism but the exclusion from the process (remember the "nuclear option" on confirmations?), conservatives fought back with torches and pitchforks, and, in desperation, selected Trump. Sure enough, the Trump </span><span style="background-color: rgba(255, 255, 255, 0);">machine rolled to victory, and now is rolling back Obama's illegitimate policies at every opportunity. </span></div>
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<span style="-webkit-text-size-adjust: auto; background-color: rgba(255, 255, 255, 0);">Payback's a bitch.</span></div>
Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com2tag:blogger.com,1999:blog-7267725995210102143.post-15554121546416809802016-12-20T05:08:00.000-05:002017-01-29T07:08:47.424-05:00Losingest (Sore) Loser in History!Loses the election, loses the recount and loses more votes, protests the electoral college and loses still more votes. Keep whining, Hillary!Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-70790923437285715732016-12-02T17:10:00.000-05:002017-01-29T07:08:29.705-05:00High on the List of Bad Things to Dois calling the son of the most powerful man in the world a retard<br />
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<a href="http://www.breitbart.com/big-hollywood/2016/12/02/rosie-odonnell-apologizes-melania-trump-tweeted-barron-trump-autism-conspiracy-video/?utm_source=facebook&utm_medium=social">http://www.breitbart.com/big-hollywood/2016/12/02/rosie-odonnell-apologizes-melania-trump-tweeted-barron-trump-autism-conspiracy-video/?utm_source=facebook&utm_medium=social</a></div>
Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-84457797976456878732016-11-29T17:05:00.000-05:002016-11-29T17:06:39.703-05:00Full text of the Obama administration's response to the Ohio state attack below<div><br></div><div><br></div><div><br></div><div><br></div><div>(Telling, isn't it?)</div>Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-11186259962227589472016-11-28T16:35:00.000-05:002016-11-28T22:30:42.528-05:00Appalling!That is exactly the term Hillary Clinton used in excoriating Donald Trump during their third debate when Trump refused to admit he would accept the results of the election. Now, only a few weeks later, Clinton is doing just that - in an even more deceitful way. Instead of challenging the results directly herself, she has her henchwoman, Jill Stein, challenging the results in three states where not only are the recounts unlikely to change in the outcome in those states, and absolutely certain to have on effect in the electoral college result, but is being done in a way that casts doubt on the electoral process by claiming mere statistics show voter fraud. Please. Those are the same statistics that predicted her victory, mind you. <div><br></div><div>The only thing the desperate, Hail Mary farce will do is further undermine the public's faith in their electoral process, exactly something that Hillary was saying Trump would do. </div><div><br></div><div>Pathetic. </div>Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-75420247499778742832016-03-12T11:56:00.000-05:002016-03-12T11:58:08.861-05:00Words from an Anti-FederalistsSuspicion is a virtue<div>-Patrick Henry</div>Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-36397396464135030782016-03-12T10:42:00.000-05:002016-03-12T10:46:35.187-05:00Da Raidas<div><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkjNJ5_M2kZxDaqM7YjOgWMoSVaZXNK6GRPnOROPKYP12ct2JnXjlOXjeHYu6_Fz3iIuoi5o4uanyzrF8EEuRk0l5VyJHv5tN8UnlfJTB83rWmCIxP3exi3xn56qcqmjsEFBVoc4sNhw/I/photo_704479.jpg" border="0" class="bloggoimg"></div><br><br> Trump reminds me of the Raiders and Al Davis in many ways. For one, it's all about the win. Probably more reminiscent of the Raiders, though, are Trumps supporters who, in just about every respect, are as respectable and classy as Raiders fans.Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-9984024373372811202016-02-29T07:52:00.000-05:002016-03-01T06:25:30.361-05:00Remain Calm, Republicans. All is well!People act as if the world is on fire with Donald Trump leading in a variety of races but, my fellow Republicans, it's all for the better. Here's why:<div><br></div><div>First, the Trump sideshow completely keeps her off the screen, and her numbers drop. More on that effect below. </div><div><br></div><div>Second, Trump does not have a majority anywhere, and he will require a majority to win the nomination. At this point, Trump has only 82 delegates of the 1,287 necessary to clinch the nomination. That just ain't gonna happen. What will happen is that there will be a brokered convention where the non-Trump candidates select one of themselves - hopefully, Rubio or Kasich- who will win the nomination.</div><div><br></div><div>Third, and this is the most important one, any of the leading Republicans are ahead of Hillary in a one-to-one matchup - except Trump- according to Real Clear Politics<a href="http://www.realclearpolitics.com/epolls/2016/president/2016_Clinton_vs._Republicans.html">http://www.realclearpolitics.com/epolls/2016/president/2016_Clinton_vs._Republicans.html</a>. Hence, the results of the brokered convention (that is, not Trump) should yield a Republican victory in the end.</div><div><br></div><div>So relax, the Republic will survive, and the more Trump takes the light off Hillary, the better the Republican chances in November.</div>Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-166223159080682082016-02-28T19:23:00.000-05:002016-02-28T19:24:06.866-05:00I'm Back, Bitches!YoLloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-16623457239077727182013-01-01T16:27:00.001-05:002011-01-09T08:51:53.860-05:00Posting at Too ConservativeI'm now posting over at <a href="http://www.tooconservative.com/">http://www.tooconservative.com/</a> though I'll cross-post here (below)Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com22tag:blogger.com,1999:blog-7267725995210102143.post-9808343729508249722012-10-21T18:22:00.001-04:002012-10-21T18:22:44.137-04:00Is the Stimulus Working? The World May Never Know<a href="http://www.youtube.com/watch?v=LZ0epRjfGLw"><img alt="" height="263" id="il_fi" src="http://25.media.tumblr.com/tumblr_ljppkpHFh11qb3mmfo1_400.jpg" width="350" /> </a><br />
Just like the number of licks it takes to get to the Tootsie Roll
center of a Tootsie Pop, we may never know how well (or poorly) Obama’s
$831 billion stimulus plan is working. Why, you ask? Well, it’s
because Obama has simply ignored his obligation to provide quarterly
reports. Full story at <a href="http://www.weeklystandard.com/blogs/ahead-election-obama-stops-releasing-stimulus-reports_654968.html">The Weekly Standard.</a> Until he provides some details, Obama’s “trust me, it’s working” answer is no more reasoned or compelling than Mr. Owl’s.<br />
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Pretty pathetic, especially from an administration that had promised
transparency in all operations of government — apparently a promise that
holds true only so long as the news favors the incumbentLloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-91291381990084954962012-10-20T16:53:00.001-04:002012-10-20T16:53:33.338-04:00Controlling the Rising Cost of a College EducationThe populist rant about student loan debt is epic in its insanity. If
I understand it correctly, recent graduates basically are saying they
just shouldn’t have to pay back the outrageous amounts they borrowed to
finance their college education because . . . well . . . they borrowed
too much. Looking to the success of the auto industry, they, too, look
to the government to bail them out, too.<br />
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The underlying problem is this. Under the ruse of making college
attainable for everyone, government-subsidized higher education is
really just a government subsidy of universities and colleges
themselves. Government-spons0red student loans, grants and tax credits
simply artificially create demand, allowing colleges to more easily
raise their tuition, tuition having<a href="http://www.businessweek.com/articles/2012-08-23/college-tuitions-1-120-percent-increase" target="_blank"> far surpassed the rate of inflation (even medical care) </a>over
the past 30 years. Just like cheap (and easily obtainable) credit
drove up the cost of housing, easily obtainable credit for students is
driving up the cost of education. Indeed, student lending is the next
financial bubble to be sure.<br />
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To control tuition costs (and thus student loan debt and the economic
risk that comes with that bubble), I offer “The Smails Plan,” which
would drive down tuition costs by removing all government-sponsored
student lending programs. Once the easy credit is gone, demand goes
down and tuition increases are brought under control. Lloyd saves the
economy once again.<br />
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The plan and how it works are more fully described in the video below.<br />
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Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-53452851562326355982012-10-18T11:47:00.000-04:002012-10-18T11:47:01.319-04:00Great Rally at Ida Lee for the “Gosh President”<img alt="" height="305" 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width="640" /><br />
Without the benefit of our own private motorcade, 10-year-old Nuclear
Device No. 2 and I made it to the Romney rally last night at Ida
Lee along with more than 6,600 supporters (exceptionally impressive
turnout especially for a Thursday afternoon). We were not disappointed.<br />
<br />
Del. Barbara Comstock, one of the co-chairs of Romney's campaign and
Loudoun Insider’s favorite pinup girl*, opened up the evening, followed
by a rousing speech from Del. Randy Minchew. Susan Allen gave a great
speech on behalf of George Allen (I'm voting for the Allen ticket; I’m
sure she’ll make a great senator).<br />
<br />
I was surprised to see comedian Dennis Miller speak. He was, to use
his term, a pretty cool cat. I especially liked the way he described
Romney and his down-to-Earth demeanor. Romney’s use of the term "gosh"
in conversations with Miller had Miller suggesting that he should be the
"Gosh President." It was funnier when he said it. The other notable
thing was how he forgot Frank Wolf's first name when introducing him. A
bit of an oops, but what do you expect from a comedian.<br />
<br />
Romney's speech was exciting and, appropriately, rallying. He got in
a few post-rebuttal barbs, including one about Obama's explanation of
high gasoline prices due to the red-hot economy (bwaa haaa haa). Simply
put, Romney, once again, was showing himself to be the real deal –
personable, knowledge and capable.<br />
<br />
*Just for you, LI, I updated the post with a photo of her at the podium.<br />
Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-91133259691301899732012-10-17T11:15:00.000-04:002012-10-17T11:15:08.118-04:00The Proof Is at the Pump<!--[if gte mso 9]><xml>
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The most substantive discussion of the presidential debate
last night involved energy policy. Each candidate offered considerable detail on his own program
and a solid critique of the opponent's -- to the point of it being a bit confusing for the
folks outside the energy industry. <span style="mso-spacerun: yes;"> </span>Really,
though, it boils down to this: <span style="mso-spacerun: yes;"> </span>despite
whatever initiatives the current administration has undertaken, the cold, hard,
undeniable truth is that gasoline prices are twice what they were when Obama
took office. <span style="mso-spacerun: yes;"> </span>With that simple fact – and
on that fact alone -- there’s no way Obama can fairly claim his energy policy has
worked for the ordinary American consumer. </div>
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<br /></div>
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Or is he just going to blame higher gasoline prices on
Hillary, too?</div>
Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-14081851242936793512012-10-16T15:43:00.001-04:002012-10-16T15:48:15.471-04:00We Cannot Tolerate a President Who Refuses to Accept Responsiblity for Failures in His Administration<img height="300" id="il_fi" src="http://www.cockpunches.com/home3/hoonedes/public_html/cockpunches/wp-content/uploads/2009/06/8-tips-to-avoid-being-a-project-management-scapegoat.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="400" /><br />
<br />
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<br />
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Remember the sign that sat on Harry Truman’s desk, the
famous “The buck stops here?”</div>
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<br /></div>
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Apparently, that sense of presidential accountability is completely lost on our current commander-in-chief.<span style="mso-spacerun: yes;"> </span>While he’ll take credit for killing Osama Bin
Laden, he completely disavows any knowledge that our embassies were at risk –
nor does he accept <i style="mso-bidi-font-style: normal;">any</i> responsibility
for the deficient security of them – <span style="mso-spacerun: yes;"> </span>despite the fact that the attacks came from the
same terrorist forces inspired by Bin Laden. <span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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Instead, he lets/forces his secretary of state – and her
alone – to take the fall for what has come to be an increasingly shameless, disingenuous
and disgusting attempt to deflect responsibility.<span style="mso-spacerun: yes;"> </span>Try as he may to hide behind Hillary’s skirt
(or pant suit, as the case may be), the simple fact is that the terrorist
attack on the Benghazi consulate was not just a State Department matter. Yes, the
security of consulates are primarily the responsibility of the secretary of state,
but the assassination and the events leading up to it involve policies far
broader than just the number of Marines at the front door to a consulate.<span style="mso-spacerun: yes;"> </span>Indeed, the Benghazi assassination is a
reflection of a failure in core national security issues, including
intelligence and counterterrorism -- all of which the president should have
clear and direct responsibility and involvement. <span style="mso-spacerun: yes;"> </span>On that count, there is no question that the
president has failed the American people.</div>
<div class="MsoPlainText">
<br /></div>
<div class="MsoPlainText">
Perhaps if he had spent less time on <i>The View</i> and <a href="http://www.breitbart.com/Big-Peace/2012/09/12/Exclusive-Obama-Skipped-Intel-Briefings-Week-Before-Embassy-Attacks" target="_blank">more time in security briefings</a>, <span style="mso-spacerun: yes;"> </span>Ambassador Chris
Stevens would be alive today. </div>
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<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: #0400;">In stark contrast to
Obama’s "we didn't know" position stands a statement from another president who
did take personal responsibility for missteps in his administration regardless of his personal knowledge.</span></div>
<div class="MsoNormal">
<br /></div>
<div style="margin-left: .5in;">
<span lang="EN" style="font-family: Georgia; font-size: 10.5pt; mso-ansi-language: EN; mso-bidi-font-family: Helvetica;">First, let me say
I take full responsibility for my own actions and for those of my
Administration.</span></div>
<div style="margin-left: .5in;">
<br /></div>
<div style="margin-left: .5in;">
<span lang="EN" style="font-family: Georgia; font-size: 10.5pt; mso-ansi-language: EN; mso-bidi-font-family: Helvetica;">As angry as I may
be about activities undertaken without my knowledge, I am still accountable for
those activities.</span></div>
<div style="margin-left: .5in;">
<br /></div>
<div style="margin-left: .5in;">
<span lang="EN" style="font-family: Georgia; font-size: 10.5pt; mso-ansi-language: EN; mso-bidi-font-family: Helvetica;">As disappointed as
I may be in some who served me, I am still the one who must answer to the
American people for this behavior.</span></div>
<div style="margin-left: .5in;">
<br /></div>
<div style="margin-left: .5in;">
<span lang="EN" style="font-family: Georgia; font-size: 10.5pt; mso-ansi-language: EN; mso-bidi-font-family: Helvetica;">And as personally
distasteful as I find secret bank accounts and diverted funds, as the Navy
would say, this happened on my watch.</span></div>
<div style="margin-left: .5in;">
<br /></div>
<div class="MsoNormal">
<span lang="EN" style="mso-ansi-language: EN;">Ronald Reagan on
release of the <a href="http://articles.latimes.com/1987-03-05/news/mn-7889_1_report" target="_blank">Iran-Contra report, March 4, 1987</a></span><span style="mso-ansi-language: #0400;"></span></div>
Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-84079250760271019752012-10-11T11:19:00.001-04:002012-10-11T11:19:05.179-04:00I Told You So, I Told You So, I Told You So.Q. What is the single biggest issue Democrats are throwing at Republicans this election (and, particularly, in the Kaine/Allen US Senate race)?<br />
<br />
<br />
A. They hate women<br />
<br />
Q. Why would they ever say a horrible thing like that?<br />
<br />
A. For one, the Republican-controlled General Assembly last session passed legislation, such as the mandatory ultrasound bill, and introduced others, like the ones related to “personhood” and HPV vaccinations, that sure make it look that way.<br />
<br />
Listen, GA, I warned you <a data-mce-href="http://lloydtheidiot.blogspot.com/2012/01/return-of-plastic-fetus-guy.html" href="http://lloydtheidiot.blogspot.com/2012/01/return-of-plastic-fetus-guy.html" target="_blank">over</a> and <a data-mce-href="http://lloydtheidiot.blogspot.com/2012/01/return-of-plastic-fetus-guy.html" href="http://lloydtheidiot.blogspot.com/2012/01/return-of-plastic-fetus-guy.html" target="_blank">over</a> and <a data-mce-href="http://www.tooconservative.com/?p=12344" href="http://www.tooconservative.com/?p=12344" target="_blank">over</a> again to ignore the wackos driving those divisive social issues for this very reason, but nooooo you wouldn’t listen. Now we’re faced with fumbling the opportunity to control the US Senate. And for what? Absolutely nothing. Well, maybe you did manage throw a bone to the fringe elements of your local constituencies — petty political moves that now have been proven to carry adverse national implications for the entire party.<br />
<br />
Nice job. What ever will you screw up next session?<br />
<br />Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-47298687323675810892012-10-09T08:44:00.001-04:002012-10-09T08:44:56.113-04:00Four Signs that Obama Is on the RopesFour weeks out from the election, and Lady Mo (as in momentum) is
smiling big at Mitt Romney. Four key indicators, primarily from
Democratic sources, best tell the story:<br />
<br />
1. Today's <a data-mce-href="http://www.washingtonpost.com/politics/decision2012/in-speech-romney-criticizes-obama-on-foreign-policy/2012/10/08/d67ee4fe-117c-11e2-be82-c3411b7680a9_story.html" href="http://www.washingtonpost.com/politics/decision2012/in-speech-romney-criticizes-obama-on-foreign-policy/2012/10/08/d67ee4fe-117c-11e2-be82-c3411b7680a9_story.html" target="_blank">Washington Post</a>
in which it concedes that Romney is surging (while it's a headline
above the fold in the print edition, it's buried in the online version)<br />
<br />
2. An <a data-mce-href="http://www.newser.com/story/155422/im-a-lifelong-democrat-and-im-voting-for-romney.html" href="http://www.newser.com/story/155422/im-a-lifelong-democrat-and-im-voting-for-romney.html" target="_blank">article</a> in the Daily Beast in which a lifelong Democrat cogently explains why he is voting for Romney. Great article and worth reading all the way through.<br />
<br />
3.
The Domino's Pizza guy who delivered pizzas for the Little Nuke's
birthday party. When he saw my Romney yard sign, he remarked, "I go to a
lot of houses, and I have seen no Obama signs <em>anywhere</em>!"
Although normally the absence of Democratic yard signs in Loudoun would
be no big deal, it does reflect a shocking reversal from 2008 and an
uninspired Democratic party.<br />
<br />
4. Finally, and most telling of all, I saw a Romney sticker this morning on a hybrid. A hybrid!!!<br />
<br />
It's not quite time to measure the drapes, but things are looking pretty good. And things will look even better on Friday morning once Ryan mops the floor with Biden and his hair plugs. Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-67915486446030619402012-10-08T10:27:00.000-04:002012-10-08T10:27:05.579-04:00Who Will Speak for the Rich?<div class="separator" style="clear: both; text-align: center;">
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<br /></div>
<br />
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<br />
I am the Llorax and I speak for the rich<br />
Who have been shamed into silence through attacks and tax and threats of violence.<br />
They hold their tongues for fear of reprisal, of denial and outright despisal.<br />
So I offer here a few words, a plea, and a reminder that they are not on trial.<br />
<br />
You have vilified them, made it a crime to succeed.<br />
Why? Well, ironically, it's nothing but your own greed. <br />
You look not to yourself, but to the government to satisfy your every want and need<br />
And expect the so-called rich to more of their wealth concede.<br />
<br />
Oh, the hypocrisy! You know like them you want to be – to have their success and horn of plenty<br />
Instead you fall victim to populism, to promises, to petty jealousy and envy<br />
<br />
We need the rich to inspire and to hire<br />
And the other good things they do, like sponsoring the kids’ choir<br />
<br />
“It is fair to take their money.” “Tax them more!” you say.<br />
Oh, my dear friends, you would empty the bay.<br />
<br />
They already pay more than you in both amount and rate<br />
Still you hunt them down, like the barbarians at the gate.<br />
<br />
So, I say to you, please just let the rich be.<br />
Find some other way to save your economy.Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-28695706136478162542012-10-08T10:05:00.002-04:002012-10-08T10:05:26.146-04:00No. 1 Faux Issue of the Election Season: Eminent DomainOn the Virginia ballot this November 6th is AG-wannabe Rob Bell’s pet project and lynch-pin of his candidacy – a <a href="http://ballotpedia.org/wiki/index.php/Virginia_Eminent_Domain_Amendment,_Question_1_%282012%29">constitutional amendment to limit eminent domain.</a> Bell, along with other wannabes like Corey Stewart, tout the amendment as as a vital protection for small property owners.<br />
<br />
Bell also reminds you to always wear your tinfoil hat to keep the government from probing your mind.<br />
<br />
First of all, there’s this thing called the Fifth Amendment that
requires governments (local, state or national) to fairly compensate
property owners for the property taken by the government, regardless of
the purpose. Second, there’s already a Virginia statute, also Bell’s
brainchild, that does essentially the same thing as the state amendment
would. As such, the constitutional amendment does virtually nothing
for property rights – but it does give Bell a bullet point for his
campaign mailers. In other words, it’s nothing more than pure politics.<br />
<br />
Frankly, both the statute and the amendment are misguided. Local
governments must be allowed to use the full tool box, including the
ability to partner with private enterprise, to rehab inner cities
through economic development programs. Regardless of how those programs
are executed, keep in in mind, property owners are <em>always</em>
going to be compensated for their property at market value. The
measures advanced by Bell simply allow slumlords to extort those
municipalities and obtain prices in excess of fair market, thereby
giving them the ability to derail broader economic development plans.<br />
<br />
Bad idea. Bad politics.Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-4659545416962740682012-10-05T23:34:00.002-04:002012-10-05T23:34:14.635-04:00What IS a Nobel Peace Prize Winner to Do?Let’s see, your ambassador was assassinated by terrorists, your embassies are under siege, your sworn enemy is on the verge of nuclear capability and your closest ally in that region hates your guts. Hmmm. Definitely would seem to be a challenge for a guy who won the Nobel Peace Prize<br />
<br />
<br />
<br />
<br />
So how does our esteemed President Teleprompter respond? First, blame it all on a video and then apologize for the Americans who exercised their free speech rights in producing it. Next, say you’re “investigating” the incident and in so doing imply an unwillingness to swiftly use military power to protect American interests. And, finally, ignore the ally when he appears before the UN. Hey, sure wouldn’t want to tarnish that Peace Prize.<br />
<br />
<br />
<br />
Can’t wait for the debate on foreign policy. If you thought the domestic policy debate was a victory for Romney, this one is sure to be a blowout.<br />
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Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com1tag:blogger.com,1999:blog-7267725995210102143.post-6256832028283788872012-10-02T23:33:00.000-04:002012-10-05T23:33:34.490-04:00I Can’t WatchCall me one of the great uninformed, but I can’t stand watching these debates – so I just don’t.<br />
<br />
<br />
<br />
<br />
There’s no chance I’d ever vote for President Teleprompter (and, frankly, I can’t see why anyone would) so why bother. Just so I can see one of them screw up? So I can see stupid questions from the moderator? No thanks. If it’s that important, I’ll just read about the 2012 version of “Where’s the beef?” tomorrow.<br />
<br />
<br />
<br />
I have a feeling I’m not alone. Heck, if you can already cast your vote, there must be at least a few others out there who don’t care what they have to say either.<br />
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Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-59250914165232742652012-09-25T23:30:00.000-04:002012-10-05T23:31:20.829-04:00The REAL Debate: Five Guys v. In-and-Out<br />
<img alt="" class="aligncenter" height="180" src="http://images.huffingtonpost.com/2012-09-18-Graph2BurgerFavoritesbyRegion.jpg" width="437" /><br />
<br />
Sacked embassies, staggering budget deficits, and record unemployment pale in terms of the issues American’s really care about – like their burgers. And the debate between East Coast favorite Five Guys and West Coast legend In-and-On has raged for the past several years since Five Guys gained national prominence. Looks like, in both the popular vote and the Electoral College, Five Guys is the winner.<br />
<br />
<br />
<br />
Personally, still being a West Coaster at heart, I’m an In-and-Out guy (as indicated by the three In-and-Out t-shirts I own) and so I’m a little disappointed by the results. And I’d probably prefer Chick-Fil-A to either (for both taste and political reasons). That said, I’m quite proud of the local boys being best in the land. Congratulations!<br />
<br />
<br />
<br />
PS – Hey, Five Guys, send me a t-shirt.<br />
<br />
<br />
<br />Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-44611926533691795292012-09-16T23:28:00.000-04:002012-10-05T23:29:17.574-04:00Snitch Gets $104 Million of Your Tax Money!<img alt="PHOTO: This undated handout photo released by the National Whistleblowers Center, shows former UBS employee Bradley Birkenfeld who was awarded $104 million by the IRA for providing information about overseas tax cheats ? the largest amount ever awarded by" border="0" class="aligncenter" height="212" src="http://a.abcnews.com/images/Blotter/ap_bradley_birkenfeld_ris_kb_120911_wg.jpg" style="border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px;" width="378" /><br />
<br />
<br />
I’m all in favor of bounties for individuals ferreting out fraud and corruption, and having the guts to come forward. I am not, however, a fan of outrageous, lottery-winner like payments like this one: $104 million by the IRS. The kicker (as if $104 million wasn’t enough): the snitch himself got 31 months in federal prison for his role in the tax evasion scheme.<br />
<br />
<br />
<br />
That’s your IRS at work, ladies and gentlemen. $104 million!!!! Indeed, the IRS’ position is wholly unconvincing.<br />
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<br />
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Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-89159332075758589602012-09-15T23:27:00.000-04:002012-10-05T23:28:13.625-04:00Oh, the Misogyny!<br />
<br />
<br />
<img alt="" class="aligncenter" height="300" id="il_fi" src="http://static7.businessinsider.com/image/3db9b9147cc3914992a01900/hindenburg.jpg" width="400" /><br />
<br />
Continuing in our series of posts sure to be labeled uniformed, right-wing and misogynistic, I offer the following from today’s Washington Post in relation to the university professor who saw fit to breast feed a sick child in front of her class on the first day of school.<br />
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<br />
<br />
<br />
<br />
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<br />
The American University professor who breast-fed her baby while teaching a class was inappropriate, judgmental and flat-out absurd.<br />
<br />
<br />
<br />
. . .<br />
<br />
<br />
<br />
I’m guessing that nursing lawyers don’t breast-feed while taking depositions and that nursing doctors don’t have infants latched on while seeing patients. That wouldn’t be professional.<br />
<br />
<br />
<br />
I wish Pine had turned over the lectern to her teaching assistant or maybe given the students a short reading assignment while she stepped aside to nurse her daughter to sleep. It would’ve illustrated the superwoman nature of what she was pulling off — work/life balance, the beauty of a woman’s capabilities, her trust in the teaching assistant.<br />
<br />
<br />
<br />
Misogynistic, you say? Blind to the challenges of working mothers? Intolerant of “strong” women?<br />
<br />
<br />
<br />
Hmm. Maybe you should take it up with the author. See what she has to say.<br />
<br />
<br />
<br />
<br /><br />
Continuing in our series of posts sure to be labeled uniformed, right-wing and misogynistic, I offer the following from today’s Washington Post in relation to the university professor who saw fit to breast feed a sick child in front of her class on the first day of school.<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
The American University professor who breast-fed her baby while teaching a class was inappropriate, judgmental and flat-out absurd.<br />
<br />
<br />
<br />
. . .<br />
<br />
<br />
<br />
I’m guessing that nursing lawyers don’t breast-feed while taking depositions and that nursing doctors don’t have infants latched on while seeing patients. That wouldn’t be professional.<br />
<br />
<br />
<br />
I wish Pine had turned over the lectern to her teaching assistant or maybe given the students a short reading assignment while she stepped aside to nurse her daughter to sleep. It would’ve illustrated the superwoman nature of what she was pulling off — work/life balance, the beauty of a woman’s capabilities, her trust in the teaching assistant.<br />
<br />
<br />
<br />
Misogynistic, you say? Blind to the challenges of working mothers? Intolerant of “strong” women?<br />
<br />
<br />
<br />
Hmm. Maybe you should take it up with the author. See what she has to say.<br />
<br />
<br />
<br />
Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0tag:blogger.com,1999:blog-7267725995210102143.post-38506728731441379482012-09-15T23:26:00.000-04:002012-10-05T23:26:29.461-04:00“Tim Kaine Appreciates Strong Women.”<img alt="" height="400" id="il_fi" src="http://cdn2.listsoplenty.com/listsoplenty-cdn/uploads/2010/03/female-body-builder.jpg" width="300" /><br />
<br />
Not sure that this is what Anne Holton, Tim Kaine’s wife, had in mind in her radio spot for him where she leads off, “My husband appreciates strong women.”<br />
<br />
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Lloyd the Idiothttp://www.blogger.com/profile/02649209347434297044noreply@blogger.com0