tag:blogger.com,1999:blog-103814112024-03-05T08:23:43.982-07:00Free VirginiaCommentary on Virginia politics from a Libertarian perspective.-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.comBlogger103125tag:blogger.com,1999:blog-10381411.post-86604706906879161812023-02-16T23:19:00.000-07:002023-02-16T23:19:02.704-07:00Who Funds The Left, Issue 2019 - 01<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpAy-8PRjE9OkHaYLrNTPrQ8cRYyCeujWqCUN-xyRMZRG_XZwTqj8lRg1x9at6j3poFEF6D802YxiBiMF1XlcfJYeLwfHKHCbIA9MLDcTaYm3VsMikAuRqhX0sOghk_0-t5fvjBhpqzpxW-N7H7c9JYAY6SnvZZeqfMjk_Oi_45PcnAvAqhKQ/s620/StudentsForGunSense-2019.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="620" data-original-width="604" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpAy-8PRjE9OkHaYLrNTPrQ8cRYyCeujWqCUN-xyRMZRG_XZwTqj8lRg1x9at6j3poFEF6D802YxiBiMF1XlcfJYeLwfHKHCbIA9MLDcTaYm3VsMikAuRqhX0sOghk_0-t5fvjBhpqzpxW-N7H7c9JYAY6SnvZZeqfMjk_Oi_45PcnAvAqhKQ/s320/StudentsForGunSense-2019.jpg" width="312" /></a><strike></strike></div> <span class="x193iq5w xeuugli x13faqbe x1vvkbs x1xmvt09 x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x1f6kntn xvq8zen xo1l8bm xzsf02u" dir="auto">I went down a bit of a rabbit hole recently.<br /><br />Of course, people who know me would just say "so what the hell else is new?"<br /><br />But I digress.<br /><br />I
happened to receive a notice of a forum ("A Conversation about Gun
Sense") being advertised by the local chapter of the League of Women
Voters.<br /><br />Then, I happened to scroll over the list of co-sponsors
of the event, and saw one was "Grand Valley Students United", a leftist
student group (see <span><a class="x1i10hfl xjbqb8w x6umtig x1b1mbwd xaqea5y xav7gou x9f619 x1ypdohk xt0psk2 xe8uvvx xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x16tdsg8 x1hl2dhg xggy1nq x1a2a7pz xt0b8zv x1fey0fg" href="https://www.gvstudentsunited.org/issues?fbclid=IwAR1LnTVuk-YZT-9bOF3t3Y_rdpQ08shMfDQavvKOdGUwfC082__YYclzY_Q" rel="nofollow noopener" role="link" tabindex="0" target="_blank">https://www.gvstudentsunited.org/issues</a></span> ), while the other was KWSI 100.3, a local socialist radio station (see <span><a class="x1i10hfl xjbqb8w x6umtig x1b1mbwd xaqea5y xav7gou x9f619 x1ypdohk xt0psk2 xe8uvvx xdj266r x11i5rnm xat24cr x1mh8g0r xexx8yu x4uap5 x18d9i69 xkhd6sd x16tdsg8 x1hl2dhg xggy1nq x1a2a7pz xt0b8zv x1fey0fg" href="https://kwsi.org/the-station/?fbclid=IwAR1XkNY2jCwLCVioEQBoQSb_iqMcr7G2UtycXuIB8u1BfrpnMI45UW2XyI0" rel="nofollow noopener" role="link" tabindex="0" target="_blank">https://kwsi.org/the-station/</a></span> ).<br /><br />So
the students group was obvious enough -- their funding is opaque; you
can't see where their money really comes from. So I happened to look at
KWSI's list of sponsors, and saw that Alpine Bank, Gibson Computers,
the Chinook Fund, and an obscure 501c3 nonprofit named "DEAR" or "Desert
Ecosystem Analysis and Restoration" were the main sponsors of the radio
station.<br /><br />That's a lot of shell-game BS to find out who is
funding the rise of the national socialist state. Most of the primary
funding sources, you can't see. As with almost every corner of the
left's funding empire, much of it is actually government money; funneled
to "NGO's" through various grant programs.<br /><br />In other words, YOU are paying for it.<br /><br />What?<br /><br />You didn't think commies would hang you with their own money, did you?<br /><br />At least Alpine Bank has the stones to admit it is funding the campaign to assign a boot to your neck.<br /><br />Remember that next time you use their ATM or deposit a check -- remember to thank yourself for funding your own execution.<br /></span><p></p>-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.comtag:blogger.com,1999:blog-10381411.post-70087130813938175042022-09-12T18:31:00.000-06:002022-09-12T18:31:00.694-06:00The Prags and their Meltdown<p><span><span data-offset-key="34t2f-0-0"><span data-text="true">What</span></span></span><span data-offset-key="34t2f-1-0"><span data-text="true"> a horrendous fucking waste of time and energy these disaffiliations are.</span></span></p><div data-contents="true"><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="19rjj-0-0"><div class="_1mf _1mj" data-offset-key="19rjj-0-0"><span data-offset-key="19rjj-0-0"><span data-text="true">Few of them have more than a half-dozen leaky, unrestrained walking urethras who are making these important decisions supposedly "in the name of" hundreds of LP members in their states.</span></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="biqlq-0-0"><div class="_1mf _1mj" data-offset-key="biqlq-0-0"><span data-offset-key="biqlq-0-0"><br data-text="true" /></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="67em0-0-0"><div class="_1mf _1mj" data-offset-key="67em0-0-0"><span data-offset-key="67em0-0-0"><span data-text="true">The Virginia hostile coup, for instance, took place at the behest of just SIX colludants.</span></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="b3c4i-0-0"><div class="_1mf _1mj" data-offset-key="b3c4i-0-0"><span data-offset-key="b3c4i-0-0"><br data-text="true" /></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="ajvot-0-0"><div class="_1mf _1mj" data-offset-key="ajvot-0-0"><span data-offset-key="ajvot-0-0"><span data-text="true">Libertarian Radicals, more than anyone else in the party, should remember when the prags took over in the early 2000s and we were shoved aside, deprived of any voice, and told to just suck it up, shut up, and keep working. Many of us did so, with the expectation that our incompetent but more numerous masters would do the same when someone else pushed them aside, in turn.</span></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="fms6l-0-0"><div class="_1mf _1mj" data-offset-key="fms6l-0-0"><span data-offset-key="fms6l-0-0"><br data-text="true" /></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="875p3-0-0"><div class="_1mf _1mj" data-offset-key="875p3-0-0"><span data-offset-key="875p3-0-0"><span data-text="true">But no. Now that the same people who were telling us that b******* have to stuff their fat asses into those minority pants, they're having a temper tantrum and trying to destroy the whole enterprise on their way out.</span></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="b9r3i-0-0"><div class="_1mf _1mj" data-offset-key="b9r3i-0-0"><span data-offset-key="b9r3i-0-0"><br data-text="true" /></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="cgv5h-0-0"><div class="_1mf _1mj" data-offset-key="cgv5h-0-0"><span data-offset-key="cgv5h-0-0"><span data-text="true">The prags supposedly disbanded a couple of years ago.</span></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="3oo6i-0-0"><div class="_1mf _1mj" data-offset-key="3oo6i-0-0"><span data-offset-key="3oo6i-0-0"><br data-text="true" /></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="2vuuu-0-0"><div class="_1mf _1mj" data-offset-key="2vuuu-0-0"><span data-offset-key="2vuuu-0-0"><span data-text="true">Well, they didn't. Not really.</span></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="8kl4b-0-0"><div class="_1mf _1mj" data-offset-key="8kl4b-0-0"><span data-offset-key="8kl4b-0-0"><br data-text="true" /></span></div></div><div class="mfn553m3" data-block="true" data-editor="fpr08" data-offset-key="vrhu-0-0"><div class="_1mf _1mj" data-offset-key="vrhu-0-0"><span data-offset-key="vrhu-0-0"><span data-text="true">Some number of them simply went underground, like this Gang of Six batch of rodents who popped up just long enough to lob a grenade into the ranks of hundreds of LP members in the Virginia, not giving even a juicy diarrhetic shit for the people who will be left behind to clean up the residue. Thus the loud, drunken, "EAT A DICK!" at the national convention in 2020. That's what these people think of everyone who is not them.</span></span></div></div></div>-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-3756980340606745962021-12-25T11:25:00.004-07:002021-12-25T11:26:45.797-07:00Pennsylvania Libertarian Wins: Keep It In Perspective<p>The Libertarian electoral wins in Pennsylvania over the past few years are certainly worth celebrating.<br /><br />
However, they also must be kept in perspective.<br /><br />
There are no other states that have as many elective offices as Pennsylvania.<br /><br />
Most states have counties. The difference with PA is that each county can have dozens of "township" and "borough" entities, as well as a few "home rule" towns, all of which have elected officials. 2,560 of these, to be precise (<a href="https://dced.pa.gov/local-government/municipal-statistics/municipalities/" target="_blank">see the official list here</a> ).<br /><br />
So in other words, there are thousands and thousands of elective offices in PA. Many of those offices are vacant, with no candidates for them.<br /><br />
In contrast, Libertarians in Virginia cannot replicate Pennsylvania's record.<br /><br />
By law.<br /><br />
In Virginia, there are 95 counties, 38 independent cities (which are equivalent to counties anywhere else), and 190 incorporated towns (there are unincorporated towns but they do not have a government charter and are simply part of their county; the incorporated towns have a charter and a government but are also still part of their county -- in essence they are an "overlay" government over the county government).<br /><br />
While it's nice to believe that Pennsylvania Libertarians have perfected the "special sauce" that leads to electoral success, that brag is a bit insulting to the Libertarians in other states who work just as hard as anyone in PA but who do not have the special circumstances working in their favor as do PA Libertarians.<br /><br />
It is also worth noting that the current paradigm of electing Libertarians in PA is not a new development. Lois Kaneshiki led the LPPA to do pretty much the same thing in the early 2000's -- over 20 years ago.<br /><br />
The biggest takeaway from that early 2000's experiment, however, is this: I don't recall anyone of those elected back then who later "graduated" to, say, Pennsylvania state legislature or congress as a Libertarian.<br /><br />
As an aside, Kaneshiki had a serious problem with being nasty to other Libertarians. She eventually abandoned the LP and became active in the Republican Party, and was later elected an RP county chair. I mention that because perhaps her attitude contributed to the collapse of the original "let's get everyone elected to these tiny offices that no one else wants" model.<br /><br />
I know what it's like to be elected to an office no one in the district wants. I was elected to the Lord Fairfax Soil and Water Conservation District in Shenandoah County VA in 2001, and served until I moved to a different area of the state. No one collected the 25 signatures required to be placed on that fall's ballot, so I stood out in front of my polling place with some handouts with my name and asking to be written in, and got enough votes to be elected as a write-in.<br /><br />
So it's not magic sauce. There is no special recipe that makes what PA Libertarians have done possible, just some common sense and taking advantage of opportunities as they come up.<br /><br />
The real test will be whether these 200+ elected officials will take advantage of their small platform and use it as a springboard to capture a bigger one. It didn't happen twenty years ago. So if Pennsylvania LP leaders really want bragging rights, they need to follow-through and make it happen this time.</p><p><br />
</p><p><a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a><span style="font-size: xx-small;"><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, December 2021. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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</p>-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-41159918189710208502021-10-04T09:31:00.004-06:002021-10-04T09:39:06.277-06:00Two Cows Explain Government TypesDEMOCRAT<br />
You have two cows.<br />
Your neighbor has none. <br />
You feel guilty for being successful.<br />
You push for higher taxes so the government can provide cows for everyone.<br />
Barbara Streisand sings for you.<br /><br />
DEMOCRACY<br />
You have 2 cows. Your neighbors decide who gets the milk.<br /><br />
REPRESENTATIVE DEMOCRACY<br />
You have 2 cows. Your neighbors pick someone to tell you who gets the milk.<br /><br />
PURE DEMOCRACY<br />
You have 2 cows. They out vote you 2 - 1 to ban all meat and dairy products.<br /><br />
BRITISH DEMOCRACY<br />
You have 2 cows. You feed them sheep's brains until they go mad. The government assures everyone that everything is fine.<br /><br />
REPUBLICAN<br />
You have two cows.<br />
Your neighbor has none.<br />
So?<br /><br />
ANARCHO-CAPITALISM<br />
You have 2 cows. You sell one and buy a bull.<br /><br />
LIBERTARIAN CAPITALISM<br />
You have 2 cows. You can do whatever you like with them as long as you don't interfere with the lives and property of others.<br /><br />
LIBERTARIANISM: It's none of your damn business how many cows I have!<br /><br />
SOCIALIST<br />
You have two cows.<br />
The government takes one and gives it to your neighbor. <br />
You form a cooperative to tell him how to manage his cow.<br /><br />
COMMUNISM - Option 1<br />
You have two cows.<br />
The government seizes both and provides you with milk. <br />
You wait in line for hours to get it.<br />
It is expensive and sour.<br /><br />
COMMUNISM - Option 2<br />
You share 2 cows with your neighbor. You and your neighbor bicker about who has the most "ability" and who has the most "need". Meanwhile, no one works, no one gets any milk, and the cows drop dead of starvation.<br /><br />
RUSSIAN COMMUNISM<br />
You have 2 cows. You have to take care of them, but the government takes all the milk. You steal back as much milk as you can and sell it on the black market.<br /><br />
PERESTROIKA<br />
You have 2 cows. You have to take care of them, but the Mafia takes all the milk. You steal back as much milk as you can and sell it on the free market.<br /><br />
CAMBODIAN COMMUNISM<br />
You have 2 cows. The government takes both cows and shoots you.<br /><br />
CANADIAN BUREAUCRACY<br />
You and your neighbor are contesting the ownership of two cows. A Royal Commission is struck to study the issue. Three years after both cows die, the Commission releases its preliminary findings.<br /><br />
FLORIDA KEYS<br />
You have two cows. The government decides it is in your best interest to regulate your cows' milk production. When you raise a stink, you are appointed to the Milk Restriction Citizens Advisory Board. Together with a bunch of government scientists and non-profit organizations, you study your cows to death.<br /><br />
DRUG WAR-ISM<br />
You have two cows. The government outlaws possession and distribution of cows, then arrests you for possession of a controlled animal with intent to distribute (you did have TWO cows!) and locks you up for life. While in prison, your cell mate offers to trade you a cow for a carton of cigarettes.<br /><br />
POLITICAL CORRECTNESS<br />
You have two cows. The cows move into your house while you move into the barn and barely get by raising organic vegetables.<br /><br />
UNITED STATES<br />
You have two cows. Late one night, a renegade IRS agent sneaks into your ranch and cuts off the left ear of one of your cows without your knowledge. You find out when the victim cow gets an infection. You have to purchase antibiotics for the cow and you also must pay the tax. You are sued by the FDA for milking a sick cow, and for practicing medicine without a license. You are sued by the EPA for killing bacteria and for failing to file an environmental impact statement. You are sued by the ATF for practicing an unlicensed religion involving cow ear sacrifices, for conspiracy to manufacture a firearm without a license, and for suspected child pornography. You are sued by OSHA for creating an unsafe workplace where someone could step on a cow's ear. You are arrested by the FBI for trading in cow parts without a license. They want the last known whereabouts of the cow's ear. You are slandered by a PBS program. You are attacked on TV magazine shows "Sixty Idiots," "True Lies," and "Twenty Panties". You are harassed by animal rights activists. You have to sell the cow with two ears to pay your legal bills.<br /><br />
COUNTERCULTERALISM<br />
Wow, Dude, there's like . . . these cows, man. You've got to have some of this milk.<br /><br />
AMERICAN CORPORATION<br />
You have two cows.<br />
You sell one, lease it back to yourself and do an IPO on the 2nd one. <br />
You force the two cows to produce the milk of four cows. You are <br />
surprised when one cow drops dead. You spin an announcement to the <br />
analysts stating you have downsized and are reducing expenses.<br />
Your stock goes up.<br /><br />
FRENCH CORPORATION<br />
You have two cows.<br />
You go on strike because you want three cows. <br />
You go to lunch and drink wine.<br />
Life is good.<br /><br />
JAPANESE CORPORATION<br />
You have two cows.<br />
You redesign them so they are one-tenth the size of an ordinary cow <br />
and produce twenty times the milk. <br />
They learn to travel on unbelievably crowded trains.<br />
Most are at the top of their class at cow school.<br /><br />
GERMAN CORPORATION<br />
You have two cows. <br />
You engineer them so they are all blond, drink lots of beer, give <br />
excellent quality milk, and run a hundred miles an hour. <br />
Unfortunately they also demand 13 weeks of vacation per year.<br /><br />
ITALIAN CORPORATION<br />
You have two cows but you don't know where they are.<br />
While ambling around, you see a beautiful woman.<br />
You break for lunch.<br />
Life is good.<br /><br />
RUSSIA<br />
You have two cows.<br />
You have some vodka.<br />
You count them and learn you have five cows. <br />
You have some more vodka.<br />
You count them again and learn you have 42 cows. <br />
The Mafia shows up and takes over however many you actually have.<br /><br />
AFGHANISTAN<br />
You have all of the cows in Afghanistan, which means two of them.<br />
You don't milk them because you cannot touch any creature's private parts.<br />
You get a $40 million grant from the US government to find <br />
alternatives to milk production but use the money to buy weapons.<br /><br />
IRAQ<br />
You have two cows.<br />
They go into hiding. <br />
They send radio tapes of their mooing.<br /><br />
POLISH CORPORATION<br />
You have two bulls.<br />
Employees are regularly maimed and killed attempting to milk them.<br /><br />
BELGIAN CORPORATION<br />
You have one cow.<br />
The cow is schizophrenic.<br />
Sometimes the cow thinks he's French, other times he's Flemish. <br />
The Flemish cow won't share with the French cow.<br />
The French cow wants control of the Flemish cow's milk. <br />
The cow asks permission to be cut in half.<br />
The cow dies happy.<br /><br />
FLORIDA<br />
You have a black cow and a brown cow.<br />
Everyone votes for the best looking one. <br />
Some of the people who actually like the brown one best accidentally <br />
vote for the black one.<br />
Some people vote for both.<br />
Some people vote for neither.<br />
Some people can't figure out how to vote at all.<br />
Finally, a bunch of guys from out-of-state tell you which one you <br />
think is the best-looking cow.<br /><br />
CALIFORNIA<br />
You have millions of cows. <br />
They make real California cheese. <br />
Only five speak English.<br />
Most are illegal.<br />
Arnold likes the ones with the big udders.<br /><br />
SURREALISM<br />
You have 2 giraffes. The government requires you to take harmonica lessons.-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-17009652872295777592021-04-14T07:01:00.008-06:002021-04-14T07:01:46.380-06:00Energy: Release the Market!<p> <span data-offset-key="2f97g-0-0"><span data-text="true">I'm not for or against any particular kind of energy. We need it all.</span></span></p><div data-contents="true"><div class="" data-block="true" data-editor="cq33v" data-offset-key="45r6q-0-0"><div class="_1mf _1mj" data-offset-key="45r6q-0-0"><span data-offset-key="45r6q-0-0"></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="bovcb-0-0"><div class="_1mf _1mj" data-offset-key="bovcb-0-0"><span data-offset-key="bovcb-0-0"><span data-text="true">I do, however, oppose any subsidies or penalties for any kind of energy.</span></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="2g33n-0-0"><div class="_1mf _1mj" data-offset-key="2g33n-0-0"><span data-offset-key="2g33n-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="5vtfq-0-0"><div class="_1mf _1mj" data-offset-key="5vtfq-0-0"><span data-offset-key="5vtfq-0-0"><span data-text="true">Petroleum, for instance, gets a gigantic "gunboat subsidy" -- American warships and troops protecting the Suez Canal, and so on. Our ring of bases along the borders of Russia, Iran, and China is likewise a subsidy -- intended to secure oil supplies to us and our "allies". On the other hand, petrol also has numerous penalties. For instance, auto emissions are now so insane that what comes out of a new car's tailpipe is cleaner than the average sample of ambient air. That's just dumb. Petrol supplies in the US are increasingly at risk because it's now almost impossible to build or expand refining or storage capacity, due to ever-tightening zoning and environmental laws . Refineries are aging and locked into footprints they can't grow out of; ensuring more maintenance failures into the future.</span></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="251te-0-0"><div class="_1mf _1mj" data-offset-key="251te-0-0"><span data-offset-key="251te-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="eokm5-0-0"><div class="_1mf _1mj" data-offset-key="eokm5-0-0"><span data-offset-key="eokm5-0-0" spellcheck="false" start="0"><span data-offset-key="eokm5-0-0"><span data-text="true">Wind</span></span></span><span data-offset-key="eokm5-1-0"><span data-text="true"> energy likewise gets both subsidies and penalties. At the same time energy companies are heavily subsidized to bring more wind energy online, turbines don't last forever and the increasing number of decommissioned turbines fills up gigantic landfills fast. American laws have virtually shut down mining for the precious metals wind energy needs, so we're shipping vast amounts of wealth to China to supply our expanding demand for those materials.</span></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="cq3r2-0-0"><div class="_1mf _1mj" data-offset-key="cq3r2-0-0"><span data-offset-key="cq3r2-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="at1pk-0-0"><div class="_1mf _1mj" data-offset-key="at1pk-0-0"><span data-offset-key="at1pk-0-0" spellcheck="false" start="0"><span data-offset-key="at1pk-0-0"><span data-text="true">Nuclear</span></span></span><span data-offset-key="at1pk-1-0"><span data-text="true"> has the same dynamic going on. The Price-Anderson act is a massive subsidy to nuclear energy. There are no insurance companies that are currently willing to cover the damages nuclear plants can cause -- witness the inability of even the Japanese government to be able to fully pay for the damage caused by just ONE Fukashima. Plus, the cost of burying (or storing) spent nuclear waste is huge -- and energy companies are largely excused from paying for it. Instead, governments do.</span></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="4kgdk-0-0"><div class="_1mf _1mj" data-offset-key="4kgdk-0-0"><span data-offset-key="4kgdk-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="cq33v" data-offset-key="a9k22-0-0"><div class="_1mf _1mj" data-offset-key="a9k22-0-0"><span data-offset-key="a9k22-0-0" spellcheck="false" start="0"><span data-offset-key="a9k22-0-0"><span data-text="true">Get</span></span></span><span data-offset-key="a9k22-1-0"><span data-text="true"> rid of all of the subsidies and penalties for all forms of energy, and allow the market to sort out which one is the safest and most efficient.</span></span></div><div class="_1mf _1mj" data-offset-key="a9k22-0-0"><span data-offset-key="a9k22-1-0"><span data-text="true"></span></span><p><a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a><span style="font-size: xx-small;"><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
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Written by Marc Montoni <AMCAmbassador@gmail.com>, April 2021. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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<span style="font-size: xx-small;">------------------------------------------------------------</span></p><span data-offset-key="a9k22-1-0"><span data-text="true"> </span></span></div></div></div>-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-63488821816073223882021-04-13T10:47:00.006-06:002021-04-13T21:47:10.889-06:00Laws Cause Police Killings<div data-contents="true"><div class="" data-block="true" data-editor="77orc" data-offset-key="931f-0-0"><div class="_1mf _1mj" data-offset-key="931f-0-0"><span data-offset-key="931f-0-0"><span data-text="true">Leftists pretend to be concerned about the aggressive actions of police officers, which leads to outcomes like we saw recently in Minnesota and Colorado. Just this week, Paige Pierce Schmidt was shot and killed by police in Delta CO, as was Duante Wright in Brooklyn Center MN.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="9m2d6-0-0"><div class="_1mf _1mj" data-offset-key="9m2d6-0-0"><span data-offset-key="9m2d6-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="e6fbv-0-0"><div class="_1mf _1mj" data-offset-key="e6fbv-0-0"><span data-offset-key="e6fbv-0-0"><span data-text="true">Police kill roughly 1,400 Americans every year, or 26 per week on average.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="52o36-0-0"><div class="_1mf _1mj" data-offset-key="52o36-0-0"><span data-offset-key="52o36-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="62rbh-0-0"><div class="_1mf _1mj" data-offset-key="62rbh-0-0"><span data-offset-key="62rbh-0-0"><span data-text="true">A disproportionate number -- about a third -- are black; the rest are mostly white. </span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="i2e4-0-0"><div class="_1mf _1mj" data-offset-key="i2e4-0-0"><span data-offset-key="i2e4-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="db2qb-0-0"><div class="_1mf _1mj" data-offset-key="db2qb-0-0"><span data-offset-key="db2qb-0-0"><span data-text="true">At core, it is the plethora of useless and countless laws, like the prohibitions on drugs, prostitution, gambling, and, increasingly, guns -- laws that were either written or are supported by the left within the past century -- that led to Wright's and Schmidt's tragic and unnecessary deaths.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="9d2rg-0-0"><div class="_1mf _1mj" data-offset-key="9d2rg-0-0"><span data-offset-key="9d2rg-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="cbhg0-0-0"><div class="_1mf _1mj" data-offset-key="cbhg0-0-0"><span data-offset-key="cbhg0-0-0"><span data-text="true">It is understood that Leftists wish to promote systemic problems that they can later riot over. It's called "job security" for progs.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="6s4bc-0-0"><div class="_1mf _1mj" data-offset-key="6s4bc-0-0"><span data-offset-key="6s4bc-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="1rk4d-0-0"><div class="_1mf _1mj" data-offset-key="1rk4d-0-0"><span data-offset-key="1rk4d-0-0"><span data-text="true">"Good laws" and bad laws, both, are GOING to be enforced with force, no matter what you demand. At some level, everyone is aware of that. Anywhere you have an intersection between two positions you favor, when those positions are at odds, you have the potential -- and in fact, the high probability -- of those laws being upheld through the use of force. Up to, and including, death.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="8dn97-0-0"><div class="_1mf _1mj" data-offset-key="8dn97-0-0"><span data-offset-key="8dn97-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="6htva-0-0"><div class="_1mf _1mj" data-offset-key="6htva-0-0"><span data-offset-key="6htva-0-0"><span data-text="true">Mr. Wright, for example -- was in violation of gun control laws -- which almost all Leftists profess to favor (I say "profess" because the Left has never been shy about arming other Leftists and shooting the opposition -- as has been happening in Venezuela for the past decade). The traffic stop of Wright also was made under some dubious pretexts; and then the escalation of force was initiated because of a warrant relating to said gun laws.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="1envm-0-0"><div class="_1mf _1mj" data-offset-key="1envm-0-0"><span data-offset-key="1envm-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="fsf9i-0-0"><div class="_1mf _1mj" data-offset-key="fsf9i-0-0"><span data-offset-key="fsf9i-0-0"><span data-text="true">Wright was within his Constitutionally-guaranteed right to carry a firearm.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="bbklr-0-0"><div class="_1mf _1mj" data-offset-key="bbklr-0-0"><span data-offset-key="bbklr-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="dkhqu-0-0"><div class="_1mf _1mj" data-offset-key="dkhqu-0-0"><span data-offset-key="dkhqu-0-0"><span data-text="true">You can't have the gun control you love, without the deadly force by police that you don't love.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="br4en-0-0"><div class="_1mf _1mj" data-offset-key="br4en-0-0"><span data-offset-key="br4en-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="170bm-0-0"><div class="_1mf _1mj" data-offset-key="170bm-0-0"><span data-offset-key="170bm-0-0"><span data-text="true">Only Libertarians have a consistent position: We are opposed to police violence that was brought to bear against Mr. Wright -- but we are also absolutely opposed to the gun laws that were being enforced against him in the first place.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="54lo6-0-0"><div class="_1mf _1mj" data-offset-key="54lo6-0-0"><span data-offset-key="54lo6-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="9pbkg-0-0"><div class="_1mf _1mj" data-offset-key="9pbkg-0-0"><span data-offset-key="9pbkg-0-0"><span data-text="true">You simply cannot demand that the police treat black people with dignity and respect or hell, but then also support right-violating laws that we then expect the police to enforce. It simply won't work the way you think it will.</span></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="vp09-0-0"><div class="_1mf _1mj" data-offset-key="vp09-0-0"><span data-offset-key="vp09-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="77orc" data-offset-key="2d2kj-0-0"><div class="_1mf _1mj" data-offset-key="2d2kj-0-0"><span data-offset-key="2d2kj-0-0"><span data-text="true">Libertarians acknowledge there will be some level of laws for the foreseeable future -- at least until a lot more people choose to reject the initiation of force and become Libertarians. But in the meantime, we demand that laws be kept to a minimum and that they will be enforced only when there is an actual human victim. These two steps would go far towards a rational, more peaceful approach to reducing harm caused by police.</span></span></div></div></div><p><a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a><span style="font-size: xx-small;"><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, April 2021. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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<br />
But I did write a few things for the campaign. Had a miracle occurred and I got elected, these articles reflected where my officeholding activities would head.<br />
<br />
My campaign Facebook page has been deleted; as has my campaign website. These articles are here purely for archival purposes.<br />
<br />
I am of course always willing to discuss any of these ideas. However, I don't normally look at the comments on this blog, so contact me directly with any questions.<br />
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<br />
<b>Posted 2020-10-14:</b><br />
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County, city, and town budget cycles are now in full swing. Grab your wallet and hold on!<br />
<br />
Even though Mesa County's population experienced many millions of dollars in lost wages, bankrupted businesses, and destroyed lives due to county bureaucrats forcing the economy to shut down, the bureaucrats are batting for a pay raise and the Mesa County Commission is planning to spend more money this year than last year.<br />
<br />
It's business as usual. The government sector wants more, more, more of your wealth.<br />
<br />
https://www.mesacounty.us/globalassets/finance/budgets/2020/2020-proposed-budget/proposed-budget.pdf<br />
<br />
https://www.westernslopenow.com/news/local-news/mesa-county-2021-proposed-budget/<br />
<br />
https://www.gjsentinel.com/news/western_colorado/pay-hike-part-of-mesa-county-190-million-budget-proposal/article_d5a11810-0ccb-11eb-aafe-e3bf8c62ba3f.html<br />
<br />
#VoteLibertarian<br />
#TaxationIsTheft<br />
<br />
Here are the other localities within Mesa:<br />
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Fruita: https://www.fruita.org/administration/page/budget<br />
<br />
https://www.gjsentinel.com/news/western_colorado/fruita-city-council-begins-work-on-2021-budget/article_f0765e1c-0374-11eb-9814-db9c928b82a7.html/?&logged_out=1<br />
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Grand Junction: https://www.gjcity.org/city-government/public-communications/2021_Budget/<br />
<br />
24% increase over the 2020 GJ budget -- driven primarily by a 2020 pay increase of ~ 3% for bureaucrats.<br />
<br />
https://www.gjsentinel.com/news/western_colorado/grand-junction-considering-200-million-2021-budget/article_94e25bf2-0813-11eb-8111-e3939dbc7be7.html<br />
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Town of Collbran - https://townofcollbran.colorado.gov/budget<br />
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Town of De Beque: https://townofdebeque.colorado.gov/divisions/administrative-services/town-clerk/treasurer/budget<br />
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(out of date)<br />
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Town of Palisade - http://www.townofpalisade.org/departments/town-administration/town-treasurer<br />
<br />
https://www.msn.com/en-us/news/us/town-of-palisade-discusses-budget-proposed-new-clinic/ar-BB19ZZof<br />
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Get involved.<br />
<br />===============================================</p><p><b>Posted 2020-10-19:</b></p><div data-contents="true"><div class="" data-block="true" data-editor="e8551" data-offset-key="e7v0u-0-0"><div class="_1mf _1mj" data-offset-key="e7v0u-0-0"><span><span data-offset-key="e7v0u-0-0"><span data-text="true">Even</span></span></span><span data-offset-key="e7v0u-1-0"><span data-text="true"> Mesa County has various "gimme" expenditures that could be abolished.</span></span></div></div><div class="" data-block="true" data-editor="e8551" data-offset-key="3f1r6-0-0"><div class="_1mf _1mj" data-offset-key="3f1r6-0-0"><span data-offset-key="3f1r6-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="e8551" data-offset-key="67l68-0-0"><div class="_1mf _1mj" data-offset-key="67l68-0-0"><span data-offset-key="67l68-0-0"><span data-text="true">All welfare of every kind should be eliminated.</span></span></div></div></div><p><img alt="" height="373" 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" width="559" /> </p><p><b><i>[This was an event notice shared from the Students For Individual Liberty Facebook page.]</i></b> <br /></p><p>===============================================</p><div data-contents="true"><div class="" data-block="true" data-editor="5lavg" data-offset-key="51bmn-0-0"><div class="_1mf _1mj" data-offset-key="51bmn-0-0"><span><span data-offset-key="51bmn-0-0"><span data-text="true"><b>Posted 2020-10-15:</b></span></span></span></div><div class="_1mf _1mj" data-offset-key="51bmn-0-0"><span><span data-offset-key="51bmn-0-0"><span data-text="true"><b> </b></span></span></span></div><div class="_1mf _1mj" data-offset-key="51bmn-0-0"><span><span data-offset-key="51bmn-0-0"><span data-text="true"><b> </b>None</span></span></span><span data-offset-key="51bmn-1-0"><span data-text="true"> of this is arguable because every bit of it is actually truthful.</span></span></div><div class="_1mf _1mj" data-offset-key="51bmn-0-0"><span data-offset-key="51bmn-1-0"><span data-text="true"> </span></span></div><div class="_1mf _1mj" data-offset-key="51bmn-0-0"><span data-offset-key="51bmn-1-0"><span data-text="true"> </span></span><span class="diy96o5h" start="72"><span data-offset-key="51bmn-2-0"><span data-text="true">#VoteLibertarian</span></span></span><span data-offset-key="51bmn-3-0"><span data-text="true"> </span></span><span class="diy96o5h" start="89"><span data-offset-key="51bmn-4-0"><span data-text="true">#taxationistheft</span></span></span><span data-offset-key="51bmn-5-0"><span data-text="true"> </span></span><span class="diy96o5h" start="106"><span data-offset-key="51bmn-6-0"><span data-text="true">#VoteDifferent</span></span></span><span data-offset-key="51bmn-7-0"><span data-text="true"> </span></span><span class="diy96o5h" start="121"><span data-offset-key="51bmn-8-0"><span data-text="true">#LibertarianParty</span></span></span><span data-offset-key="51bmn-9-0"><span data-text="true">
</span></span><span class="diy96o5h" start="139"><span data-offset-key="51bmn-10-0"><span data-text="true">#Libertarian</span></span></span><span data-offset-key="51bmn-11-0"></span></div><div class="_1mf _1mj" data-offset-key="51bmn-0-0"><span data-offset-key="51bmn-11-0"><span data-text="true"></span></span><span class="diy96o5h" start="152"><span data-offset-key="51bmn-12-0"><span data-text="true">#JO2020</span></span></span><span data-offset-key="51bmn-13-0"><span data-text="true"> </span></span><span class="diy96o5h" start="160"><span data-offset-key="51bmn-14-0"><span data-text="true">#Jorgensen2020</span></span></span><span data-offset-key="51bmn-15-0"><span data-text="true"> </span></span><span class="diy96o5h" start="175"><span data-offset-key="51bmn-16-0"><span data-text="true">#AbolishAllTheThings</span></span></span></div></div></div><p><b><i><u>[This was shared from something I <a href="https://www.facebook.com/marc.montoni/posts/10157714877611717" target="_blank">posted</a> on my personal Facebook page.]</u></i></b><br /></p><div data-contents="true"><div class="" data-block="true" data-editor="6dt8r" data-offset-key="66p2-0-0"><div class="_1mf _1mj" data-offset-key="66p2-0-0"><span><span data-offset-key="66p2-0-0"><span data-text="true">Some</span></span></span><span data-offset-key="66p2-1-0"><span data-text="true"> innate characteristics of government that may help people understand its evil nature:</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="62fkk-0-0"><div class="_1mf _1mj" data-offset-key="62fkk-0-0"><span data-offset-key="62fkk-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="e832g-0-0"><div class="_1mf _1mj" data-offset-key="e832g-0-0"><span data-offset-key="e832g-0-0"><span data-text="true">1. Governments produce nothing.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="1v8on-0-0"><div class="_1mf _1mj" data-offset-key="1v8on-0-0"><span data-offset-key="1v8on-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="4jitu-0-0"><div class="_1mf _1mj" data-offset-key="4jitu-0-0"><span data-offset-key="4jitu-0-0"><span data-text="true">2. Governments don't earn money.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="vg0l-0-0"><div class="_1mf _1mj" data-offset-key="vg0l-0-0"><span data-offset-key="vg0l-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="eqikk-0-0"><div class="_1mf _1mj" data-offset-key="eqikk-0-0"><span data-offset-key="eqikk-0-0"><span data-text="true">3. Any wealth government has, it took from someone else.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="fn3kn-0-0"><div class="_1mf _1mj" data-offset-key="fn3kn-0-0"><span data-offset-key="fn3kn-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="ao9c4-0-0"><div class="_1mf _1mj" data-offset-key="ao9c4-0-0"><span data-offset-key="ao9c4-0-0"><span data-text="true">4. Bureaucrats and politicians generally do not face any consequences for failed policies or violent, fraudulent, or immoral actions committed under color of "just doing their jobs".</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="9udoi-0-0"><div class="_1mf _1mj" data-offset-key="9udoi-0-0"><span data-offset-key="9udoi-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="48c8p-0-0"><div class="_1mf _1mj" data-offset-key="48c8p-0-0"><span data-offset-key="48c8p-0-0"><span data-text="true">5. There are no real qualifications required to be president, in congress or in the SCOTUS.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="bmna2-0-0"><div class="_1mf _1mj" data-offset-key="bmna2-0-0"><span data-offset-key="bmna2-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="7vdou-0-0"><div class="_1mf _1mj" data-offset-key="7vdou-0-0"><span data-offset-key="7vdou-0-0"><span data-text="true">6. Politicians cannot be fired.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="5hs6t-0-0"><div class="_1mf _1mj" data-offset-key="5hs6t-0-0"><span data-offset-key="5hs6t-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="4e01a-0-0"><div class="_1mf _1mj" data-offset-key="4e01a-0-0"><span data-offset-key="4e01a-0-0"><span data-text="true">7. Almost all politicians live at a standard of living far above their average constituent.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="1636h-0-0"><div class="_1mf _1mj" data-offset-key="1636h-0-0"><span data-offset-key="1636h-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="4vuak-0-0"><div class="_1mf _1mj" data-offset-key="4vuak-0-0"><span data-offset-key="4vuak-0-0"><span data-text="true">8. All international wars are started by politicians declaring war against other politicians.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="2i9k-0-0"><div class="_1mf _1mj" data-offset-key="2i9k-0-0"><span data-offset-key="2i9k-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="700hj-0-0"><div class="_1mf _1mj" data-offset-key="700hj-0-0"><span data-offset-key="700hj-0-0"><span data-text="true">9. 99% of government 'laws' have nothing to do with any type of crime against a real victim.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="f53v7-0-0"><div class="_1mf _1mj" data-offset-key="f53v7-0-0"><span data-offset-key="f53v7-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="105eb-0-0"><div class="_1mf _1mj" data-offset-key="105eb-0-0"><span data-offset-key="105eb-0-0"><span data-text="true">10. A democracy is a majority voting to force their will on the minority which is unjust and immoral.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="792f3-0-0"><div class="_1mf _1mj" data-offset-key="792f3-0-0"><span data-offset-key="792f3-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="3f8i7-0-0"><div class="_1mf _1mj" data-offset-key="3f8i7-0-0"><span data-offset-key="3f8i7-0-0"><span data-text="true">11. Throughout history politicians have been embroiled in constant fraud, waste, scandal and abuse with your tax money.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="780cl-0-0"><div class="_1mf _1mj" data-offset-key="780cl-0-0"><span data-offset-key="780cl-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="1cfmb-0-0"><div class="_1mf _1mj" data-offset-key="1cfmb-0-0"><span data-offset-key="1cfmb-0-0"><span data-text="true">12. The US government has a $27 trillion debt that is mathematically impossible to pay back. It is bankrupt.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="2ftld-0-0"><div class="_1mf _1mj" data-offset-key="2ftld-0-0"><span data-offset-key="2ftld-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="fbu1v-0-0"><div class="_1mf _1mj" data-offset-key="fbu1v-0-0"><span data-offset-key="fbu1v-0-0"><span data-text="true">13. State and local governments are just as hopelessly in debt as the feds.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="42lr2-0-0"><div class="_1mf _1mj" data-offset-key="42lr2-0-0"><span data-offset-key="42lr2-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="mgup-0-0"><div class="_1mf _1mj" data-offset-key="mgup-0-0"><span data-offset-key="mgup-0-0"><span data-text="true">-----</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="b5lva-0-0"><div class="_1mf _1mj" data-offset-key="b5lva-0-0"><span data-offset-key="b5lva-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="dht72-0-0"><div class="_1mf _1mj" data-offset-key="dht72-0-0"><span data-offset-key="dht72-0-0"><span data-text="true">Stop asking these creatures to do things from you.</span></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="9vk3p-0-0"><div class="_1mf _1mj" data-offset-key="9vk3p-0-0"><span data-offset-key="9vk3p-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="6dt8r" data-offset-key="foob4-0-0"><div class="_1mf _1mj" data-offset-key="foob4-0-0"><span data-offset-key="foob4-0-0"><span data-text="true">And stop asking them to take anything from your neighbors.</span></span></div></div></div><p>===============================================</p><p><span><span data-offset-key="51bmn-0-0"><span data-text="true"><b>Posted 2020-10-07:</b></span></span></span></p><p><span><span data-offset-key="51bmn-0-0"><span data-text="true"></span></span></span><span><span data-offset-key="aq6m8-0-0"><span data-text="true">The</span></span></span><span data-offset-key="aq6m8-1-0"><span data-text="true"> League of Women Voters candidate comparison site went live today:</span></span><span data-offset-key="aq6m8-1-0"></span></p><p><span data-offset-key="aq6m8-1-0"><span data-text="true"></span></span><a href="http://onyourballot.vote411.org/candidate-detail.do?id=22021387#"><span class="py34i1dx"><span data-offset-key="aq6m8-2-0"><span data-text="true">http://onyourballot.vote411.org/candidate-detail.do?id=22021387#</span></span></span></a></p><p><span class="py34i1dx"><span data-offset-key="aq6m8-2-0"><span data-text="true">----------------- <br /></span></span></span></p><div class="vgt-cand-boxes">
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<img alt="Candidate picture" class="ui-li-thumb" src="https://images.prod.thevoterguide.org/candidate-images/c2-lwv/120x140/2/2/0/22021387.jpg" />
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<h3 class="vgt-cmpcell" id="les-1b">Marc Montoni <span>(L)</span> <small>Property Management</small></h3>
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Biographical Information
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<div class="vgt-candidate-compare vgt-qtype-BIO" id="les-v">
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<span class="dt dt_TEXT">Background</span>
<span class="dd dd_TEXT">Originally from Virginia, moved to
the Grand Valley in 2016. I am the coordinator for the local Mesa
County Libertarians. Previously served on the Lord Fairfax Soil and
Water District as an elected Director from Shenandoah County, VA.</span></div><div class="vgt-bio-pair"><span class="dd dd_TEXT"> </span>
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<span class="dt dt_TEXT">Antecedentes</span>
<span class="dd dd_TEXT">Originalmente de Virginia, se mudó a
Grand Valley en 2016. Soy el coordinador de los Libertarios locales del
condado de Mesa. Anteriormente sirvió en el Distrito de Agua y Suelo de
Lord Fairfax como Director electo del Condado de Shenandoah, VA.</span></div><div class="vgt-bio-pair"><span class="dd dd_TEXT"> </span>
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<span class="dt dt_URL">Website</span>
<span class="dd dd_URL"><a href="http://www.LP.org" target="_blank">http://www.LP.org</a></span>
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<span class="dt dt_URL">Sitio Web</span>
<span class="dd dd_URL"><a href="http://translate.google.com/translate?hl=en&sl=en&tl=es&u=http%3A%2F%2Fwww.LP.org" target="_blank">http://translate.google.com/translate?hl=en&sl=en&tl=es&u=http%3A%2F%2Fwww.LP.org</a></span>
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<span class="dt dt_ADDRESS_MULTI"> </span></div><div class="vgt-bio-pair"><span class="dt dt_ADDRESS_MULTI">Mailing Address</span>
<span class="dd dd_ADDRESS_MULTI"><a href="http://maps.google.com?q=PO+Box+1392+Clifton%2C+CO+81520" target="_blank">PO Box 1392<br />Clifton, CO 81520</a></span>
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<span class="dt dt_TEXT"> </span></div><div class="vgt-bio-pair"><span class="dt dt_TEXT">Dirección postal</span>
<span class="dd dd_TEXT">PO Box 1392
Clifton CO 81520-1392</span>
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<span class="dt dt_URL"> </span></div><div class="vgt-bio-pair"><span class="dt dt_URL">Facebook</span>
<span class="dd dd_URL"><a href="http://www.facebook.com/LibertyForMesaCounty" target="_blank">http://www.facebook.com/LibertyForMesaCounty</a></span>
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<span class="dt dt_TWITTER">Twitter</span>
<span class="dd dd_TWITTER"><a href="https://twitter.com/LPNational" target="_blank">@LPNational</a></span>
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What are your top priorities for the county and how will you address them?
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<div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-x">1. Abolition of unnecessary taxes.</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-x"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-x">2. Abolition of unnecessary regulations on property, business or personal behavior.</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-x"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-x">3. Elimination of government activities and agencies for which private-sector alternatives exist.</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-x"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-x">I will address these issues by always voting against growing government
larger and more expensive, and always in favor of making it smaller and
less intrusive.
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What factors will guide your financial and budgeting decisions?
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<div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z">I have placed my name on the ballot for County Commission purely to
provide a choice to registered Libertarians and other voters who believe
it is dangerous to allow local, state, and federal governments to
continue growing, amassing power, and consuming our rights and property.</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z">A vote for me is a way for a voter who wants less government, rather
than more, to give voice to their concerns about massive government
overreach in everyone's lives.</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z">As a Commissioner, I will:</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z">>> Always oppose raising taxes, and support of reducing or abolishing them.</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z">>> Always oppose adding more government functions to Mesa County government, and support reducing or abolishing them.</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z">>> Always oppose adding more laws and regulations to the Mesa County code, and support reducing or abolishing them.</div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z"> </div><div class="vgt-candidate-compare vgt-qtype-NORMAL" id="les-z">My position on all issues, economic or personal, will be to vote against
growing government larger and more expensive, and always in favor of
making it smaller and less intrusive.</div><p></p><p>===============================================</p><p><span><span data-offset-key="51bmn-0-0"><span data-text="true"><b>Posted 2020-10-07:</b></span></span></span></p><p><span><span data-offset-key="51bmn-0-0"><span data-text="true"></span></span></span>I have made a commitment to spend no money on this race. I think of holding political office as a temporary privilege that should be done reluctantly and humbly, always with the best interests of the taxpayers in mind -- and in my view, the best interests of the taxpayers are leaving their money and their rights alone.<br /><br />I'm not going to play the same game the other three candidates are playing. They will spend hundreds of thousands of dollars for an office that will pay the winner close to six figures.<br /><br />I am not particularly interested in reaching out to voters who play that game.<br /><br />I am interested in the exceptional voters who think politics is a racket and the main reason to participate in it is to simply say NO to the gamers.<br /><br />If I win, the first thing I will do is to demand a recount.<br /><br />The second thing I will do is to tell the Treasurer that I will not accept any pay for serving, except for $1,000 annually that I will use only to cover any expenses mandated upon me by the office. If there is any leftover, that will be returned as well. Those typical yearly get-drunk-and-sit-in-the-hot tub "retreats" that local politicians go to -- and bill the taxpayers for -- I intend to persuade my colleagues to skip them during our term.<img alt="" height="265" src="data:image/png;base64,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" width="390" /><br /><br />I have a bare-bones site up that has my overall platform. Much of it relates to national politics, but the principles are all the same: I want government out of your life and your wallet. See the "Issues" page here:<br /><br />https://sites.google.com/view/montoni-for-mesa-county<br /><br />Thank you for reading.<br /><br />-------------------<br /><br />Don't be silent. Educate, persuade, and protest.<br />Find your voice. Join us.<br />All people really need is for #TheViolentState to just get out of the way. <br />Libertarians: The only 100% "abolish all the things" party.<br />VOTE LIBERTARIAN * http://www.LP.org/ * 800-ELECT-US</p><p><u><b>Abolish power. Live Free.</b></u></p><p><br />#Libertarian #LibertarianParty #NoCoercion #LeavePeopleAlone #VoteLibertarian<br />#PrivatizeIt<br />#NoPublicPropertyMeansLessToFightOver<br />#DontPlayRiggedPoliticalGames<br />#OnlyFreedomWorks<br /><br />The only Libertarian position on government functions is to end those that are unnecessary, counterproductive, or inefficient. Which is almost all of them.<br /></p><p></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p>===============================================<br /></p><p><span><span data-offset-key="51bmn-0-0"><span data-text="true"><b>Posted 2020-09-09:</b></span></span></span></p><div data-contents="true"><div class="" data-block="true" data-editor="auv65" data-offset-key="28a6n-0-0"><div class="_1mf _1mj" data-offset-key="28a6n-0-0"><span><span data-offset-key="28a6n-0-0"><span data-text="true">Montoni</span></span></span><span data-offset-key="28a6n-1-0"><span data-text="true"> for Mesa County Commission, District 3, November, 2020:</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="3uc6d-0-0"><div class="_1mf _1mj" data-offset-key="3uc6d-0-0"><span data-offset-key="3uc6d-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="3rt5f-0-0"><div class="_1mf _1mj" data-offset-key="3rt5f-0-0"><span data-offset-key="3rt5f-0-0"><span data-text="true">Statement of Principles</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="1p2gp-0-0"><div class="_1mf _1mj" data-offset-key="1p2gp-0-0"><span data-offset-key="1p2gp-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="dekb3-0-0"><div class="_1mf _1mj" data-offset-key="dekb3-0-0"><span data-offset-key="dekb3-0-0"><span data-text="true">We, the members of the Libertarian Party, challenge the cult of the omnipotent state and defend the rights of the individual.</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="8im2p-0-0"><div class="_1mf _1mj" data-offset-key="8im2p-0-0"><span data-offset-key="8im2p-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="20fdl-0-0"><div class="_1mf _1mj" data-offset-key="20fdl-0-0"><span data-offset-key="20fdl-0-0"><span data-text="true">We hold that all individuals have the right to exercise sole dominion over their own lives, and have the right to live in whatever manner they choose, so long as they do not forcibly interfere with the equal right of others to live in whatever manner they choose.</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="cj6cr-0-0"><div class="_1mf _1mj" data-offset-key="cj6cr-0-0"><span data-offset-key="cj6cr-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="c8th5-0-0"><div class="_1mf _1mj" data-offset-key="c8th5-0-0"><span data-offset-key="c8th5-0-0"><span data-text="true">Governments throughout history have regularly operated on the opposite principle, that the State has the right to dispose of the lives of individuals and the fruits of their labor. Even within the United States, all political parties other than our own grant to government the right to regulate the lives of individuals and seize the fruits of their labor without their consent.</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="7g011-0-0"><div class="_1mf _1mj" data-offset-key="7g011-0-0"><span data-offset-key="7g011-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="b9r8j-0-0"><div class="_1mf _1mj" data-offset-key="b9r8j-0-0"><span data-offset-key="b9r8j-0-0"><span data-text="true">We, on the contrary, deny the right of any government to do these things, and hold that where governments exist, they must not violate the rights of any individual; namely, (1) the right to life – accordingly we support prohibition of the initiation of physical force against others; (2) the right to liberty of speech and action – accordingly we oppose all attempts by government to abridge the freedom of speech and press, as well as government censorship in any form; and (3) the right to property – accordingly we oppose all government interference with private property, such as confiscation, nationalization, and eminent domain, and support the prohibition of robbery, trespass, fraud, and misrepresentation.</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="52ntf-0-0"><div class="_1mf _1mj" data-offset-key="52ntf-0-0"><span data-offset-key="52ntf-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="a6v5u-0-0"><div class="_1mf _1mj" data-offset-key="a6v5u-0-0"><span data-offset-key="a6v5u-0-0"><span data-text="true">Since governments, when instituted, must not violate individual rights, we oppose all interference by government in the areas of voluntary and contractual relations among individuals. People should not be forced to sacrifice their lives and property for the benefit of others. They should be left free by government to deal with one another as free traders; and the resultant economic system, the only one compatible with the protection of individual rights, is the free market.</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="cp6pr-0-0"><div class="_1mf _1mj" data-offset-key="cp6pr-0-0"><span data-offset-key="cp6pr-0-0"><span data-text="true">Preamble</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="b7u8c-0-0"><div class="_1mf _1mj" data-offset-key="b7u8c-0-0"><span data-offset-key="b7u8c-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="e8o02-0-0"><div class="_1mf _1mj" data-offset-key="e8o02-0-0"><span data-offset-key="e8o02-0-0"><span data-text="true">We oppose the existence of any state as having a monopoly on the use of force but agree that governments, when they exist, can only legitimately do so to the extent that their membership is entered into voluntarily and without coercion, and any individual member reserves the right to withdraw from such voluntary association as their conscience dictates.</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="bhn1g-0-0"><div class="_1mf _1mj" data-offset-key="bhn1g-0-0"><span data-offset-key="bhn1g-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="a3mip-0-0"><div class="_1mf _1mj" data-offset-key="a3mip-0-0"><span data-offset-key="a3mip-0-0"><span data-text="true">Until we reach that end, we support reducing, and not replacing, the size, scope and power of government at all levels and on all issues, and oppose increasing the size, scope and power of government at any level, for any purpose. While recognizing that change often takes the form of increments and transitions, the policies in the planks that follow are to be taken as quickly and efficiently as possible without interruption or delay.</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="dvgio-0-0"><div class="_1mf _1mj" data-offset-key="dvgio-0-0"><span data-offset-key="dvgio-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="ei4pn-0-0"><div class="_1mf _1mj" data-offset-key="ei4pn-0-0"><span data-offset-key="ei4pn-0-0"><span data-text="true">1. The Individual</span></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="6kjj2-0-0"><div class="_1mf _1mj" data-offset-key="6kjj2-0-0"><span data-offset-key="6kjj2-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="auv65" data-offset-key="2sgl7-0-0"><div class="_1mf _1mj" data-offset-key="2sgl7-0-0"><span data-offset-key="2sgl7-0-0"><span data-text="true">No conflict exists between an orderly society and individual rights. Both concepts are based on the same fundamental principle: that no individual, group, or government may initiate force or fraud against any other individual, group, or government.</span></span></div></div></div><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p>===============================================</p><p><i><b>[The rest of the content below I put on my campaign website. The links mostly went to Libertarian Party pages.]</b></i><br /></p><p><img alt="" height="391" src="data:image/png;base64,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" width="479" /> <br /></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p>===============================================</p><p><i><b>From my "issues" page:</b></i></p><p></p><div class="mYVXT"><div class="LS81yb VICjCf" tabindex="-1"><div class="hJDwNd-AhqUyc-uQSCkd purZT-AhqUyc-II5mzb pSzOP-AhqUyc-qWD73c JNdkSc"><div class="JNdkSc-SmKAyb"><div class=""><div class="oKdM2c Kzv0Me"><div class="hJDwNd-AhqUyc-uQSCkd jXK9ad D2fZ2 OjCsFc wHaque GNzUNc" id="h.3ad1b31a6a4b228e_69"><div class="jXK9ad-SmKAyb"><div class="tyJCtd mGzaTb baZpAe"><p class="CDt4Ke zfr3Q" dir="ltr">Montoni for Mesa County Commission, District 3, November, 2020:</p><p class="CDt4Ke zfr3Q" dir="ltr">Statement of Principles</p><p class="CDt4Ke zfr3Q" dir="ltr"><span style="font-family: Open Sans;"><em><strong>We, the members of the Libertarian Party, challenge the cult of the omnipotent state and defend the rights of the individual.</strong></em></span></p><p class="CDt4Ke zfr3Q" dir="ltr"><span style="font-family: Open Sans;"><em><strong>We hold that all individuals have the right to exercise sole dominion over their own lives, and have the right to live in whatever manner they choose, so long as they do not forcibly interfere with the equal right of others to live in whatever manner they choose.</strong></em></span></p><p class="CDt4Ke zfr3Q" dir="ltr"><span style="font-family: Open Sans;"><em><strong>Governments throughout history have regularly operated on the opposite principle, that the State has the right to dispose of the lives of individuals and the fruits of their labor. Even within the United States, all political parties other than our own grant to government the right to regulate the lives of individuals and seize the fruits of their labor without their consent.</strong></em></span></p><p class="CDt4Ke zfr3Q" dir="ltr"><span style="font-family: Open Sans;"><em><strong>We, on the contrary, deny the right of any government to do these things, and hold that where governments exist, they must not violate the rights of any individual; namely, (1) the right to life -- accordingly we support prohibition of the initiation of physical force against others; (2) the right to liberty of speech and action -- accordingly we oppose all attempts by government to abridge the freedom of speech and press, as well as government censorship in any form; and (3) the right to property -- accordingly we oppose all government interference with private property, such as confiscation, nationalization, and eminent domain, and support the prohibition of robbery, trespass, fraud, and misrepresentation.</strong></em></span></p><p class="CDt4Ke zfr3Q" dir="ltr"><span style="font-family: Open Sans;"><em><strong>Since governments, when instituted, must not violate individual rights, we oppose all interference by government in the areas of voluntary and contractual relations among individuals. People should not be forced to sacrifice their lives and property for the benefit of others. They should be left free by government to deal with one another as free traders; and the resultant economic system, the only one compatible with the protection of individual rights, is the free market.</strong></em></span></p><p class="CDt4Ke zfr3Q" dir="ltr">Preamble</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose the existence of any state as having a monopoly on the use of force but agree that governments, when they exist, can only legitimately do so to the extent that their membership is entered into voluntarily and without coercion, and any individual member reserves the right to withdraw from such voluntary association as their conscience dictates.</p><p class="CDt4Ke zfr3Q" dir="ltr">Until we reach that end, we support reducing, and not replacing, the size, scope and power of government at all levels and on all issues, and oppose increasing the size, scope and power of government at any level, for any purpose. While recognizing that change often takes the form of increments and transitions, the policies in the planks that follow are to be taken as quickly and efficiently as possible without interruption or delay.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.1 Self-Ownership, Freedom, and Responsibility</p><p class="CDt4Ke zfr3Q" dir="ltr">Individuals own their bodies and have rights over them that other individuals, groups, and governments may not violate. Individuals have the freedom and responsibility to decide what they knowingly and voluntarily consume, and what risks they accept to their own health, finances, safety, or life, provided those choices do not violate the rights of others.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.2 Freedom of Association and Discrimination</p><p class="CDt4Ke zfr3Q" dir="ltr">Libertarians embrace the concept that all people are born with certain natural rights to life, liberty, and justly-acquired property, including the fruits of their labor. We reject the idea that a natural right can ever impose a positive obligation upon others to fulfill that right. Government must not deny, abridge, or enhance any individual's inherent rights for any reason and any laws which currently do so must be repealed rather than extended to all groups.</p><p class="CDt4Ke zfr3Q" dir="ltr">We condemn private discrimination as irrational and repugnant; however, we support the abolition of all laws that attempt to limit or ban it. The right to trade includes the right not to trade -- for any reasons whatsoever; the right of association includes the right not to associate -- for any reasons whatsoever, for exercise of these rights depend upon mutual consent. Individuals and private organizations, including businesses, retain their rights to set whatever standards of association and terms of voluntary interaction they deem appropriate, and other individuals and private businesses are free to respond with ostracism, boycotts, and other free market solutions.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.3 Freedom to Think</p><p class="CDt4Ke zfr3Q" dir="ltr">The ability to think -- including the abilities to reason, to remember, and to imagine -- is a fundamental characteristic of human beings, and the basis of individual, cultural, and economic progress. We oppose all efforts by government to interfere with thought, the ability of individuals to exercise their ability to think, and the use of technology to enhance their ability to think. We oppose any laws which would define certain ideas or ways of thinking to be "criminal", any attempts by government to restrict who can use computer hardware or software, any restrictions on individuals incorporating such technology voluntarily into their own bodies to enhance their ability to think, any attempts to regulate or tax the processing or storage of information, and any government mandate that existing knowledge be destroyed or "forgotten".</p><p class="CDt4Ke zfr3Q" dir="ltr">1.4 Freedom of Communications</p><p class="CDt4Ke zfr3Q" dir="ltr">We defend the rights of individuals to unrestricted freedom of speech, freedom of the press, and the right of individuals to unfettered expression. An important corollary to the right to speech is the right to silence. Language that is deemed offensive is not a cause for legal action. The possibility that some listeners may become disorderly and commit criminal acts is not a valid excuse for censorship. We oppose government-imposed or subsidized speech codes as well as laws against "hate speech."</p><p class="CDt4Ke zfr3Q" dir="ltr">We recognize that freedom of expression is possible only as part of a system of full property rights and recognize that freedom of communication does not extend to the use of other people's property to promote one's ideas without the voluntary consent of the owners. We oppose government ownership, control, funding, and subsidization of any communications organization, medium, or spectra and call for the abolition of the Federal Communications Commission.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the right to individual and group privacy via encryption, and oppose any government efforts to restrict encryption development or deployment. We oppose any requirement that equipment manufacturers, software developers, or service providers include "backdoors" that would allow government access to encrypted communications.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.5 Freedom of Religion</p><p class="CDt4Ke zfr3Q" dir="ltr">We defend the rights of individuals to engage or not engage in any religious activities which do not violate the rights of others. In order to defend religious freedoms, we advocate a strict separation of church and state. We oppose government actions which define, aid, or attack any religion or religious membership. We oppose taxation of church property for the same reason we oppose all taxation.</p><p class="CDt4Ke zfr3Q" dir="ltr">Legislative, regulatory, or judicial decisions about what is a crime must not discriminate on the basis of religious belief or membership. No religious test must ever be required to assert the right to act in a way that does not violate the rights of others, and similarly there must be no religious exemption from responsibility for actions which violate the rights of others.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.6 Children</p><p class="CDt4Ke zfr3Q" dir="ltr">Children are human beings and, as such, have all the rights of human beings. Because the exercise of some rights requires the ability to understand the possible consequences from actions, some rights may not be realized until an appropriate level of comprehension and responsibility is reached. Until such time, rights are placed in the custodianship of a guardian who is entrusted to exercise these rights on behalf of the child. Children must always have the right to establish their maturity by assuming administration and protection of their own rights, ending dependency upon their parents or other guardians and assuming all the responsibilities of adulthood. The path for full acceptance of all rights and responsibilities (also known as "emancipation") must be easy and clear.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose all laws that empower government officials to seize children and make them "wards of the state" or, by means of child labor laws and compulsory education, to infringe on their freedom to work or learn as they choose. We oppose all legally created or sanctioned discrimination against (or in favor of) children, just as we oppose government discrimination directed at any other artificially defined sub-category of human beings.</p><p class="CDt4Ke zfr3Q" dir="ltr">We also support the repeal of all laws establishing any category of crimes applicable to children for which adults would not be similarly vulnerable, such as curfew, smoking, and alcoholic beverage laws, and other status offenses. We seek the repeal of all "children's codes" or statutes which abridge due process protections for young people. Juveniles must be held fully responsible for their crimes in accordance with their maturity and ability to administer their own rights and responsibilities.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.7 Families</p><p class="CDt4Ke zfr3Q" dir="ltr">We believe that families and households are private institutions which must be free from government intrusion and interference. Parents, or other guardians, have the right to raise their children according to their own standards and beliefs. Specifically, we believe that choices about such matters as education and health care are the proper domain of families and not the government. We believe that delegation of the care of children to other parties when they are not personally able to provide it, whether that be to extended family or another social group, an employee, or a formal day care center, is both the right and responsibility, including financial responsibility, of the family and not the government.</p><p class="CDt4Ke zfr3Q" dir="ltr">However families do not have a right to abandon or recklessly endanger their children. Whenever they are unable or unwilling to raise their children, they have the obligation to find others willing to assume guardianship. Accordingly, we oppose all laws that impede these processes, notably those restricting private adoption services, or those forcing children to remain in the custody of, or removing them from the custody of, their parents against their will.</p><p class="CDt4Ke zfr3Q" dir="ltr"><br /></p><p class="CDt4Ke zfr3Q" dir="ltr">1.8 End of Life Decisions</p><p class="CDt4Ke zfr3Q" dir="ltr"><br /></p><p class="CDt4Ke zfr3Q" dir="ltr">We believe in self-ownership. We support the inherent right of individuals to end their lives with dignity. All persons must have the right to die at the time and place and under the conditions of their own choosing. We support the concept of living wills in which individuals declare the manner in which they are to be treated and the procedures for disposal of their remains. In the absence of such wills and the ability of the individual to choose (e.g., coma) the matter must be decided by the family or such persons the individual may have clearly preferred with whatever guidance they may desire. In keeping with the principle of non-coercion, no individual shall be forced either to continue or terminate life-sustaining care. We oppose the prosecution of physicians and loved ones who participate in consensual assisted suicide.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.9 Sexual Rights</p><p class="CDt4Ke zfr3Q" dir="ltr">Consenting individuals have the right to private choice in sexual activity.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the repeal of all laws and policies which are intended to condemn, affirm, encourage, or deny sexual lifestyles or any attitudes about such lifestyles. Further, we oppose any government attempts to dictate, prohibit, control, or encourage any private lifestyle, living arrangement, or contractual relationship.</p><p class="CDt4Ke zfr3Q" dir="ltr">Who or how many somebody loves is none of the government's business.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support separation of marriage and state. Government marriage license regimes were introduced as tools of control like any other license, and therefore we call for their immediate abolition. No free individual should be expected to obtain a "permission slip" from the state in order to marry.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the repeal of all laws prohibiting or regulating sex work including prostitution, whether practiced by individuals or in the form of businesses such as those operating brothels, massage parlors, or other facilities.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.10 Justice for the Individual</p><p class="CDt4Ke zfr3Q" dir="ltr">The present system of criminal law is focused exclusively on imprisonment. As violators of foundational principles, aggressors must be required to compensate their victims and pay for costs of their trial and apprehension. We support restitution to the victim to the fullest degree possible at the expense of the criminal or wrongdoer and oppose any laws which deprive the victim of the right to recover damages from those responsible in the case of injury. Those unwilling to make payments towards a court-ordered judgment must be placed in a competitive private prison agreed upon by arbitration, in lieu of the state-subsidized Prison Industrial Complex whose sole motive is profit with little concern for making the victim whole. We also support the right of the victim to pardon the criminal or wrongdoer, barring threats to the victim for this purpose.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.11 The War on Drugs</p><p class="CDt4Ke zfr3Q" dir="ltr">The so-called "War on Drugs" is in reality a war on people. We deplore the suffering that drug misuse has brought about; however, drug prohibition is more dangerous than drugs themselves and comes with a staggering cost in both money and human lives. The War on Drugs is a grave threat to individual liberty, to domestic order, and to peace in the world; furthermore, it has provided a rationale by which the power of the state has been expanded to restrict greatly our right to privacy and to be secure in our homes.</p><p class="CDt4Ke zfr3Q" dir="ltr">While we do not advocate drug misuse, we are in favor of alternative solutions that do not increase the power of the state. Additionally, we favor the elimination of all laws establishing criminal or civil penalties for the use of drugs, and the abolition of bureaucracies like the Drug Enforcement Agency.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.12 Criminal and Civil Laws</p><p class="CDt4Ke zfr3Q" dir="ltr">We hold that any action which does not infringe on the rights of others cannot properly be deemed a crime or civil violation and believe that individuals retain the right to voluntarily assume risk of harm to themselves. We therefore favor the repeal of all laws that create penalties without actual victims. In particular, we advocate:</p><p class="CDt4Ke zfr3Q" dir="ltr">a. The repeal of all laws prohibiting the production, sale, possession, or use of drugs and alcohol, and of all medicinal prescription requirements for the purchase of vitamins, drugs, and similar substances and call for the abolition of any agencies that exist to enforce any of these restrictions including the Drug Enforcement Agency and the Food and Drug Administration.</p><p class="CDt4Ke zfr3Q" dir="ltr">b. The repeal of all laws regarding consensual sexual relations, including prostitution and solicitation;</p><p class="CDt4Ke zfr3Q" dir="ltr">c. The repeal of all laws regulating or prohibiting gambling.</p><p class="CDt4Ke zfr3Q" dir="ltr">d. The repeal of all laws interfering with the right to commit suicide as infringements of the ultimate right of individuals to their own lives; and</p><p class="CDt4Ke zfr3Q" dir="ltr">We demand the pardon and exoneration of everyone who has been convicted solely for these "crimes." We condemn the confiscation of property via civil asset forfeiture that all too often accompanies police raids, searches, and prosecutions for victimless crimes.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.13 Safeguards for the Criminally Accused</p><p class="CDt4Ke zfr3Q" dir="ltr">People must be accorded all possible respect for their individual rights until such time as they are proven guilty of a crime. The rights of due process, a speedy trial, legal counsel, trial by jury, and the legal presumption of innocence until proven guilty, must not be denied.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose labeling cases as civil in order to avoid the due process protections of criminal law and we further oppose pretrial seizure of property. We oppose police officers using excessive force, preventive detention, and no-knock raids, and support the right to film police officers.</p><p class="CDt4Ke zfr3Q" dir="ltr">Whenever malfeasance of government agents results in persons being arrested, indicted, tried, imprisoned, or otherwise injured in the course of criminal proceedings, injured parties must receive full restitution.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.14 Protection of Privacy</p><p class="CDt4Ke zfr3Q" dir="ltr">The individual's right to privacy must not be infringed. Governments must not use electronic or other means of covert surveillance of an individual's actions or private property without the express consent of the owner or occupant. Correspondence, financial transactions and records, medical records, legal records, employment records, and the like must not be open to review without the express consent of all parties involved in those actions.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the natural rights of individuals to be secure in their persons and property against unreasonable searches and seizures and oppose any government use of search warrants to examine or seize materials belonging to innocent third parties. We also oppose and call for the abolition of police roadblocks and practices of testing drivers for intoxicants, stopping mass transit vehicles and searching passengers, and Terry stops (also called "stop-and-frisk") in the absence of probable cause.</p><p class="CDt4Ke zfr3Q" dir="ltr">All federal, state, local, and other government compilations of data must be conducted only with the express consent of the persons from whom the data is sought. To this end, we call for the abolition of the National Security Agency and any other agencies that conduct unwarranted mass surveillance; the abolition of the Foreign Intelligence Surveillance Court, which rubber-stamps secret warrants that can't be challenged; and the abolition of the USA PATRIOT Act, USA FREEDOM Act, Alien and Sedition Acts, Espionage Act, and any other legislation, executive orders, or regulations which authorize violations of rights.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the rights of people to develop, sell, and use encryption technology and distributed software that allows users to protect their privacy. Specifically, we oppose any requirement for disclosure of encryption methods or keys ("back doors") and any requirement for use of government-specified devices or protocols. We also oppose government classification of civilian research on encryption methods, and we oppose any attempts to regulate virtual currencies.</p><p class="CDt4Ke zfr3Q" dir="ltr">When government agencies violate privacy rights, people who are knowledgeable of these violations have a duty to inform the public. To that end, we support protections for whistleblowers and oppose efforts to charge whistleblowers with espionage for exposing governmental wrongdoing.</p><p class="CDt4Ke zfr3Q" dir="ltr">If a private employer screens prospective or current employees for drugs or medical conditions, that is a term of that employee's labor contract with the employer. Such screening does not violate the rights of employees, who have the right to boycott such employers if they choose. Private contractual arrangements, including labor contracts, must be founded on mutual consent and agreement in a society that upholds freedom of association. We oppose any use of such screening by government; we also oppose mandating it of private employers.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose the requirement to possess an identity card, for any purpose, such as employment, voting, or border crossing, and call upon the Congress to repeal REAL ID which in effect creates a national identification system.</p><p class="CDt4Ke zfr3Q" dir="ltr">We further oppose the nearly universal requirement for use of Social Security number(s) as personal identification codes, whether by government agencies or by intimidation of private companies by governments.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.15 The Right to Self-Defense</p><p class="CDt4Ke zfr3Q" dir="ltr">The only legitimate use of force is in self-defense. This right inheres in the individual, who may seek to be, or agree to be, aided by any other individual or group. Private property owners shall be free to establish their own conditions regarding weapons. The right of defense extends to defense against aggressive acts of government.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose all laws at any level of government restricting, registering, or monitoring the ownership, sale, manufacture, transport, or transfer of firearms, ammunition, or any other tool that could be used for self-defense, including any requirements for background checks. Accordingly, we support abolishing the Bureau of Alcohol, Tobacco, Firearms, and Explosives (BATFE) and favor the implementation of fully-legal carry of weapons, open or concealed, without any permit requirement.</p><p class="CDt4Ke zfr3Q" dir="ltr">1.16 The Right to Property</p><p class="CDt4Ke zfr3Q" dir="ltr">We hold that property rights are individual rights and, as such, are entitled to the same protections as all other individual rights. We oppose any recognition of fiat claims by national governments or international bodies to unclaimed territory. Individuals have the right to homestead unowned resources, both within the jurisdictions of national governments and within such unclaimed territory as the ocean, Antarctica, and the volume of outer space. We further hold that the owners of property, including land, have the full right to control, use, rent, collateralize, dispose of, or in any manner enjoy their property without interference until and unless the exercise of their control infringes the valid rights of others.</p><p class="CDt4Ke zfr3Q" dir="ltr">Eminent domain, civil asset forfeiture, governmental limits on profits, governmental production mandates, and governmental controls on prices of goods and services (including wages, rents, and interest) are abridgments of such fundamental rights.</p><p class="CDt4Ke zfr3Q" dir="ltr">Where property, including land, has been taken from its rightful owners in violation of individual rights, we favor restitution to the rightful owners.</p><p class="CDt4Ke zfr3Q" dir="ltr">We specifically condemn current government efforts to regulate or ban the use of property in the name of aesthetic values, riskiness, moral standards, cost-benefit estimates, or the promotion or restriction of economic growth. We demand an end to the taxation of privately owned real property, which makes the state the de facto owner of all lands and forces individuals to rent their homes and places of business from the state.</p><p class="CDt4Ke zfr3Q" dir="ltr">2. The Market</p><p class="CDt4Ke zfr3Q" dir="ltr">Every individual has the right to offer goods and services to others on the free market. Where governments exist, the only justifiable role in the economic realm is to protect property rights, adjudicate disputes, and provide a legal framework in which voluntary trade is protected.</p><p class="CDt4Ke zfr3Q" dir="ltr">Efforts to forcibly redistribute wealth or forcibly manage trade are intolerable. We believe that all individuals have the right to dispose of the fruits of their labor as they see fit and that governments have no right to take such wealth. We oppose government-enforced charity such as welfare programs and subsidies, but we support those individuals and private charitable organizations that help the needy and contribute to a wide array of worthwhile causes through voluntary activities.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.1 Finance and Capital Investment</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for the removal of all regulation of financial and capital markets and the abolition of the Securities and Exchange Commission (SEC).</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose any attempts to ban or regulate investing in stock-market index futures or new financial instruments which may emerge in the future. In particular, Blue Sky laws which limit small and risky investments must be repealed.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.2 Inflation and Depression</p><p class="CDt4Ke zfr3Q" dir="ltr">We recognize that government control over money and banking is the primary cause of inflation and depression. Individuals engaged in voluntary exchange must be free to own and use as money any mutually agreeable item. We favor the elimination of all government fiat money and call for the repeal of all legal tender laws and of all compulsory governmental units of account. All restrictions upon the private minting of coins must be abolished so that minting can be open to the competition of the free market. We call for the state to desist attempts to regulate cryptocurrency and for the legalization of domestic deposits denominated in foreign currencies. Above all we call for the abolition of the unaccountable Federal Reserve that issues its own money created without oversight and lends it at interest to the government and other banking institutions.</p><p class="CDt4Ke zfr3Q" dir="ltr">We favor free-market banking. We call for the abolition of the National Banking System, and all similar national and state interventions affecting banking and credit. Our opposition encompasses all controls on the rate of interest. There must be unrestricted competition among banks and depository institutions of all types, including private insurance agencies competing for the business of protecting investors deposits that is current granted as limited and without competition by the National Credit Union Administration and the Federal Deposit Insurance Corporation.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.3 Trade Barriers</p><p class="CDt4Ke zfr3Q" dir="ltr">Free trade does not require a treaty, but only for the government to stay out of the way. Tariffs and quotas give special treatment to favored interests and diminish the welfare of everyone. We therefore support abolition of all trade barriers and all government-sponsored export-promotion programs. We affirm this as a unilateral policy, independent of the trade policies of other nations.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.4 Subsidies</p><p class="CDt4Ke zfr3Q" dir="ltr">In order to achieve a free economy in which government victimizes no one for the benefit of any other, we oppose all government subsidies. Subsidies can take the form of so-called public-private partnerships, government contracting, mandatory insurance, and similar policies.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose all government guarantees of loans. Such guarantees transfer resources to special interests as effectively as actual government expenditures and, at the national level, exceed direct government loans in total amount. Such government meddling also distorts decisions about lending risk, as we have seen with recent crises relating to housing and student loans. All national, state, and local government agencies whose primary function is to guarantee loans must be abolished.</p><p class="CDt4Ke zfr3Q" dir="ltr">Relief or exemption from taxation or from any other involuntary government intervention must not be considered a subsidy.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.5 Employer/Employee Rights</p><p class="CDt4Ke zfr3Q" dir="ltr">To protect the rights of both employees and employers, their relationship must be based on voluntary agreement. Forcing a person to work against his/her will is commonly understood to be wrong � slavery. Forcing somebody to hire a person is equally wrong. We oppose any government scheme based on the idea of "a right to a job".</p><p class="CDt4Ke zfr3Q" dir="ltr">Compensation for work is properly determined by employees deciding what their time and effort are worth to them and employers deciding what having that work done is worth to their business. Jobs exist because they are mutually beneficial to both parties. This relationship does not automatically create any obligation on the part of an employer to fully support an employee or his/her family, any more than it automatically creates an obligation on the part of an employee to ensure that a business is successful or profitable. We oppose minimum wage laws and any government schemes based on the idea of "a living wage".</p><p class="CDt4Ke zfr3Q" dir="ltr">The structure of compensation is similarly a choice properly made by the employer and employee, not government. Whether compensation is based on hours worked, output produced, or some other measure, and whether it includes "benefits" such as insurance, day care, or paid vacation, are matters which should be left to the parties involved to decide, by mutual agreement. We oppose all laws which mandate specific employee benefits, as well as subsidies and tax policies which attempt to impose standard benefit packages which may not be in the best interests of particular employers or employees.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.6 Unions and Collective Bargaining</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the right of people to freely associate in labor unions, just as we recognize that the existence of a union does not grant powers that the individuals within the union do not possess. The existence of boycotts, strikes, and lockouts does not justify the initiation of violence against other workers, employers, strike-breakers, or innocent bystanders.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose government interference in bargaining such as compulsory arbitration or the imposition of an obligation to bargain. Therefore, we urge repeal of the National Labor Relations Act and all laws that prohibit employers from making voluntary contracts with unions. We oppose all government back-to-work orders as the imposition of a form of forced labor.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.7 Licensure</p><p class="CDt4Ke zfr3Q" dir="ltr">Licensure is a method for government to convert a natural right into a privilege -- one that involves paying fees to the government to exercise. Privileges can be and often are revoked by government. Rights must be held inviolate, and no one must be forced to pay to exercise a right.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.8 Monopolies</p><p class="CDt4Ke zfr3Q" dir="ltr">We condemn all coercive and government-granted monopolies including public utilities and the United States Postal Service. In order to facilitate their elimination, we advocate a strict separation of business and state, and call for the repeal of all antitrust laws, including the Sherman Antitrust Act, the Clayton Antitrust Act, Robinson-Patman Act, and Celler-Kefauver Act. We further call for the abolition of the Federal Trade Commission and the Antitrust Division of the Department of Justice. Laws of incorporation must not include grants of monopoly privilege. In particular, we oppose special limits on the liability of corporations for damages caused in non-contractual transactions. We defend the right of individuals to form corporations, cooperatives, and other types of companies based on voluntary association and favor the elimination of state or federal limits on the size of private companies and on the right of companies to merge. We also favor the elimination of efforts to expand federal chartering as a pretext for government control of business, particularly those involving industries where government could attempt to create its own monopoly.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.9 Intellectual Monopoly and File Sharing</p><p class="CDt4Ke zfr3Q" dir="ltr">The phrase "intellectual property" is a misnomer. What the state calls intellectual property is more accurately referred to as "intellectual monopoly" as the is a state-granted grants a monopoly on the use of an idea, or goods, and services derived from an idea to a certain limited group. We call for the elimination of the protection of such monopoly thereby freeing the market, encouraging content providers and product developers to improve on existing products thereby bringing more and better choices to the market.</p><p class="CDt4Ke zfr3Q" dir="ltr">In particular, we call for the end of the prohibition of online file sharing, just as we oppose all victimless crimes. When content is shared it is not stolen as no one loses any property, only a potential loss of some future revenue, which is natural in any open market.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.10 Occupational Safety and Health Act (OSHA)</p><p class="CDt4Ke zfr3Q" dir="ltr">We advocate the complete separation of employment from state. We therefore call for the repeal of the federal Occupational Safety and Health Act and any state level equivalent. These laws deny the right to liberty and property to both employer and employee, and interfere in their private contractual relations. Instead, we promote free market solutions to help increase employee safety.</p><p class="CDt4Ke zfr3Q" dir="ltr">2.11 Space Exploration</p><p class="CDt4Ke zfr3Q" dir="ltr">The development of space and the establishment of a spacefaring civilization, being in the greatest common good of the human race, should not be restricted by governments.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose all government restrictions upon voluntary peaceful use and exploration of outer space. We condemn all international attempts to control, prevent, or limit private exploration, industrialization, and colonization of the moon, planets, asteroids, satellite orbits, Lagrange points, or any other extra-terrestrial resources.</p><p class="CDt4Ke zfr3Q" dir="ltr">It is important to allow free market entrants to create innovative launch systems and business models, and for them and their customers to determine their own acceptable levels of risk.</p><p class="CDt4Ke zfr3Q" dir="ltr">Therefore, we support the abolition of the National Aeronautics and Space Administration, and replacing its functions with private-sector alternatives.</p><p class="CDt4Ke zfr3Q" dir="ltr">3. The Community</p><p class="CDt4Ke zfr3Q" dir="ltr">Current problems in such areas as energy, pollution, health care delivery, decaying cities, and poverty are not solved, but are primarily caused, by government. The welfare and protection state, supposedly designed to aid the poor and protect the public, is in reality a growing and parasitic burden on all productive people, and injures, rather than benefits, the poor themselves, while violating the rights of peaceful persons to be free to keep the fruits of their labors and to trade freely.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.1 Consumer Protection</p><p class="CDt4Ke zfr3Q" dir="ltr">The natural right to produce and purchase products and services must not be restricted by law.</p><p class="CDt4Ke zfr3Q" dir="ltr">In the free market, consumers would be protected because:</p><p class="CDt4Ke zfr3Q" dir="ltr">a. A good name is an asset to a business and it can best be maintained by fair and honest dealing;</p><p class="CDt4Ke zfr3Q" dir="ltr">b. The use of certificates, guarantees, and warranties issued by manufacturers and suppliers of goods and services is a protection to the consumer;</p><p class="CDt4Ke zfr3Q" dir="ltr">c. Both professional and non-professional people can voluntarily form associations for the specific purpose of maintaining high standards both in work and behavior; and,</p><p class="CDt4Ke zfr3Q" dir="ltr">d. Privately-owned consumer protection organizations producing journals and magazines would proliferate in a free market.</p><p class="CDt4Ke zfr3Q" dir="ltr">We therefore endorse and advocate the elimination of all government consumer affairs bureaus or departments such as the Consumer Product Safety Commission (CPSC), and the Food and Drug Administration, (FDA), and the repeal of all laws regulating the production, transportation, sale, possession, advertising, quality, safety, or use of any product or service.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.2 Agriculture</p><p class="CDt4Ke zfr3Q" dir="ltr">We seek a return to a free, dynamic market with every possible and desirable crop being produced and sold by as many market participants as possible, using any method that meets with the approval of the buying public that does not spread external harm.</p><p class="CDt4Ke zfr3Q" dir="ltr">Private sector labeling must be allowed to replace government-mandated labeling � consumers will be better served with competitive certification and labels and the ability to reject products whose labeling fails to meet their personal standards.</p><p class="CDt4Ke zfr3Q" dir="ltr">Private individuals or corporations must bear full responsibility for damages they inflict on their neighbors with unwanted externalities including pesticides, herbicides, and genetic modifications.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.3 Pollution</p><p class="CDt4Ke zfr3Q" dir="ltr">Pollution of air, water, and land violates the rights of individuals to their lives and property. We support the development of an objective legal system defining property rights to air and water and a modification of the laws governing such torts as trespass and nuisance to cover damages done by pollution. Strict liability, not government agencies and arbitrary government standards, must regulate pollution. Governments will no longer be able to be among the worst polluters due to the fact that they will be held liable like everyone else under this system.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support holding property owners fully liable for damages done by their toxic waste. We oppose the creation of governmental funds, backed by the taxing power, to finance toxic waste clean-up.</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for the repeal of environmental regulations and call for the abolition of the federal and state Environmental Protection Agencies and the return of all questions of violations of the rights to life and property to the jurisdiction of the courts.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.4 Transportation</p><p class="CDt4Ke zfr3Q" dir="ltr">The transportation industry must not be treated differently from any other industry, and must be governed by free markets and held to strict liability.</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for the privatization of airports, air traffic control systems, railroads, rail passenger services, seaports, canals, and all public roads.</p><p class="CDt4Ke zfr3Q" dir="ltr">We advocate an immediate end to government regulation of private transit organizations and to government favors to the transportation industry. We advocate an immediate end to all government subsidies related to transportation.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the immediate repeal of all laws restricting and regulating transit competition such as the granting of taxicab and bus monopolies.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the immediate repeal of any regulation or prohibition of ride-share transportation services such as Uber and Lyft.</p><p class="CDt4Ke zfr3Q" dir="ltr">We urge immediate deregulation of the trucking industry.</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for the repeal of the Merchant Marine Act of 1920 which restricts the carriage of goods or passengers between United States ports to US-built and flagged vessels.</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for the dissolution of all government agencies concerned with transportation � including the Department of Transportation, the Interstate Commerce Commission, the Federal Aviation Administration, the National Transportation Safety Board, the Coast Guard, and the Federal Maritime Commission � and the transfer of their legitimate functions to competitive private firms.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.5 Emergency Services</p><p class="CDt4Ke zfr3Q" dir="ltr">We favor the complete abolition of government-operated fire and emergency medical (EMS) services, along with police. While fire and emergency medical services do not have the high body count that government police do, Libertarians nevertheless call for their elimination for the same reasons we want government out of all other markets: services are provided more efficiently by the private sector, without coercive funding.</p><p class="CDt4Ke zfr3Q" dir="ltr">In addition, fire and EMS unions have disproportionate power to manipulate gold-plated salaries and benefits, to the point of threatening bankruptcy of local governments.</p><p class="CDt4Ke zfr3Q" dir="ltr">In scattered markets across the country there are already competing, private fire agencies where the less-effective or more-costly providers tend over time to get squeezed out by the better providers. For-profit fire departments operate more efficiently, and offer more incentives for customers to seek and maintain higher safety standards that, in turn, result in fewer fires.</p><p class="CDt4Ke zfr3Q" dir="ltr">There are also alternatives aplenty provided by the private sector that reduce or eliminate the need for some services altogether. Some examples include insurance companies providing their own emergency fire service crews to protect homes and private property, especially in targeted areas of wildfires. Insurance-provided fire protection was the standard in 19th century Europe. Subscription-based fire protection agencies are offered more and more in former third-world countries now embracing capitalism. These subscriptions offer services ranging from guaranteed response times to minimal yearly check-ups. Lower rates are offered when customers agree to comply with fire preventative maintenance and training.</p><p class="CDt4Ke zfr3Q" dir="ltr">Advancements in technology are already helping in fire safety. For instance, modern residential and commercial electrical equipment has prevented thousands of potential fires, and modern fire suppression systems have almost eliminated fire department response to high-rise building fires.</p><p class="CDt4Ke zfr3Q" dir="ltr">Private EMS companies already exist, proving that such services do not need to be provided by a government entity. Personal emergency response companies take advantage of current technologies such as smartphones, apps, home hardware, or communicative arm bands and neck lanyard devices.</p><p class="CDt4Ke zfr3Q" dir="ltr">Today, some of these services can be provided as a bundle option with home alarm companies. These on-demand business models are cost-effective and the companies that provide faster response times and better service are rated higher, thus gaining a strong advantage in growing market share.</p><p class="CDt4Ke zfr3Q" dir="ltr">Even the recent popularity of ride-share services has noticeably decreased the need for ambulance rides.</p><p class="CDt4Ke zfr3Q" dir="ltr">We encourage the growth of such private alternatives to government services.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.6 Education</p><p class="CDt4Ke zfr3Q" dir="ltr">We advocate the complete separation of education and state. Government schools lead to the indoctrination of children and interfere with the free choice of individuals. We condemn compulsory education laws and call for their immediate repeal. Government should not be in the business of deciding what is taught, whether in the form of curriculum guidelines, "standards", or approval of textbooks.</p><p class="CDt4Ke zfr3Q" dir="ltr">Government ownership, operation, regulation, and subsidy of schools and colleges must end. The responsibility for the cost of education properly belongs with the people being educated or their parents/guardians. Tax funding is a form of welfare, shifts the cost to other households and to businesses without any connection to the services provided, creates bloated and stagnant bureaucracies, and reduces incentives for innovation that could both improve quality and reduce cost. Government loans and other subsidies for higher education distort students' judgement both about what fields they study and the overall value of such education.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the rights of parents who choose to educate their children at home. We support the right of businesses and other organizations to operate schools at all levels, whether on a for-profit or non-profit basis, whether following some traditional format or making use of new methods and technology. We applaud those who have chosen to make free or low-cost educational resources available online to students of all ages. We encourage all who want to help families cover educational expenses to do so through voluntary action.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.7 Energy</p><p class="CDt4Ke zfr3Q" dir="ltr">The provision of energy must be left to the free market. We oppose all government control of energy pricing, allocation, distribution, and production. We oppose all government subsidies for energy research, development, and operation. We support abolition of the Department of Energy and its component agencies.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose all government conservation schemes involving taxes, subsidies, and regulation. We oppose any attempt to compel national energy self-sufficiency. The government must not be in the business of stockpiling natural resources; therefore we call for the complete disbursement of the Strategic Petroleum Reserve.</p><p class="CDt4Ke zfr3Q" dir="ltr">We favor the creation of a free market in all forms of energy by respect for property rights and by the repeal of all government controls over output in the energy industry. All government-owned energy resources must be returned to private ownership.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.8 Juries</p><p class="CDt4Ke zfr3Q" dir="ltr">We assert the common-law right of juries to judge not only the facts but also the justice of the law. Without the ability to judge the law, juries can do nothing to protect the people against government oppression. Since the jury trial is a crucial element to the judicial system of checks and balances against some of the more ludicrous legislative creations, juries need to be informed of their right to nullify all laws that are unjust or oppressive, and find against the government and the law by voting "not guilty."</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose the current practice of forced jury duty and favor all-volunteer juries.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.9 Government and Mental Health</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose the involuntary treatment or commitment of any person for mental health concerns, as well as government pressure requiring parents to obtain counseling or psychiatric drugs for their children. We advocate an end to the spending of tax money for any program of psychiatric, psychological, behavioral research, or treatment.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.10 Health Care</p><p class="CDt4Ke zfr3Q" dir="ltr">We advocate a complete separation of medicine from the state. Accordingly, we support a free market health care system and oppose government mandates in insurance and healthcare. We recognize the freedom of individuals to determine the services they want (if any) and all other aspects of their medical care. We advocate replacing compulsory or tax supported plans to supply health services or insurance with voluntarily supported efforts. We oppose any government restriction or funding of private medical or scientific research.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.11 Poverty and Unemployment</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose all attempts to criminalize homelessness. We therefore call for the immediate repeal of all laws against sleeping, camping, eating, feeding, or solicitation.</p><p class="CDt4Ke zfr3Q" dir="ltr">Traditional, voluntary sources of emergency support from families, churches, private charities, and mutual aid societies have always been more humane, more effective, and willingly borne by the givers rather than being coercively taken from others. Therefore we call for the complete disbandment of the welfare state.</p><p class="CDt4Ke zfr3Q" dir="ltr">As long as we are being oppressed by the current tax system, we advocate dollar-for-dollar tax credits for all charitable contributions, as a way of shortening the time when governmental programs are replaced by effective private institutions.</p><p class="CDt4Ke zfr3Q" dir="ltr">Government fiscal and monetary measures that artificially foster business expansion guarantee an eventual increase in unemployment rather than curtailing it. We call for the immediate cessation of such policies as well as any governmental attempts to affect employment levels.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support repeal of all laws that impede the ability of any person to find employment, such as minimum wage laws, so-called "protective" labor legislation for women and children, governmental restrictions on the establishment of private day-care centers, and the National Labor Relations Act. We deplore government-fostered forced retirement, which robs the elderly of the right to work.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.12 Social Security</p><p class="CDt4Ke zfr3Q" dir="ltr">Retirement planning is the responsibility of the individual not the government. Therefore, we call for the elimination of the coercive government-sponsored Social Security system.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.13 Resource Use</p><p class="CDt4Ke zfr3Q" dir="ltr">Resource management is properly the responsibility and right of the legitimate owners of land, water, and other natural resources. We oppose government control of resource use via taxes, incentives, or regulations.</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for the homesteading or other just transfer to private ownership of government-controlled lands and other resources. We recognize the legitimacy of resource planning by means of private, voluntary covenants.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose creation of new government parks or wilderness and recreation areas. Such parks and areas that already exist must be transferred to non-government ownership. Pending such just transfer, their operating costs must be borne by their users rather than by taxpayers.</p><p class="CDt4Ke zfr3Q" dir="ltr">The allocation of water must be governed by unrestricted competition and unregulated prices. We call for the divestment of government and quasi-government water supply systems. The construction of government dams and other water projects must cease, and existing government water projects must be transferred to private ownership. Only the complete separation of water and the state will prevent future water crises.</p><p class="CDt4Ke zfr3Q" dir="ltr">3.14 Zoning</p><p class="CDt4Ke zfr3Q" dir="ltr">Zoning laws need to be abolished, not only because they are a violation of property rights, but because they make many problems worse, especially in busy metropolitan areas.</p><p class="CDt4Ke zfr3Q" dir="ltr">* Zoning laws have racism in their roots and are still a source of racial and class discrimination.</p><p class="CDt4Ke zfr3Q" dir="ltr">* Zoning laws cost the average worker thousands of dollars in annual income potential, drive up property taxes, and are a drain on the local economy.</p><p class="CDt4Ke zfr3Q" dir="ltr">* Zoning imposes artificial patterns of property use, often including "single-use" zones, while areas in which a mix of uses is allowed to develop naturally through market processes tend to offer more affordable housing options and lower crime rates.</p><p class="CDt4Ke zfr3Q" dir="ltr">* Zoning laws contribute to environmental damage with longer commute times and increases in vehicle emissions.</p><p class="CDt4Ke zfr3Q" dir="ltr">4. The State</p><p class="CDt4Ke zfr3Q" dir="ltr">We consider the rights of individuals to be paramount, and look to the market and other voluntary institutions as the proper ways for individuals to cooperate with each other as a community. We view the role of the state as subsidiary, and to be reduced as much as possible.</p><p class="CDt4Ke zfr3Q" dir="ltr">To whatever extent a state exists, it must conduct its affairs without violating the rights of its own citizens, and with rules that are applied fairly to all citizens. Specifically, we demand that these principles be applied to the federal government of the United States and to the governments of its member states.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.1 Sovereign Immunity</p><p class="CDt4Ke zfr3Q" dir="ltr">We favor an immediate end to the doctrine of Sovereign Immunity that ignores the primacy of the individual over the abstraction of the state. According to this doctrine, the state may not be sued without its permission or be held accountable for its actions under civil law.</p><p class="CDt4Ke zfr3Q" dir="ltr">Government agents must be subject to civil and criminal liability for any injuries caused by their actions, without regard to whether those actions occurred during the course of their duties. Neither government agencies nor their representatives shall be exempted from laws, statutes and regulations applicable to everyone else.</p><p class="CDt4Ke zfr3Q" dir="ltr">Government agents must be personally responsible for satisfying judgments against them, and the agency/taxpayers must never directly pay such settlements.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.2 Taxation</p><p class="CDt4Ke zfr3Q" dir="ltr">Taxation is theft.</p><p class="CDt4Ke zfr3Q" dir="ltr">Since we believe that all persons are entitled to keep the fruits of their labor, we oppose all government activity that consists of the forcible collection of money or goods from individuals in violation of their individual rights. Specifically, we:</p><p class="CDt4Ke zfr3Q" dir="ltr">a. recognize the right of any individual to challenge the payment of taxes on moral, religious, legal, or constitutional grounds;</p><p class="CDt4Ke zfr3Q" dir="ltr">b. support the repeal of the Sixteenth Amendment and the elimination of the Internal Revenue Service;</p><p class="CDt4Ke zfr3Q" dir="ltr">c. oppose any increase in existing tax rates and the imposition of any new taxes;</p><p class="CDt4Ke zfr3Q" dir="ltr">d. support reductions in existing tax rates;</p><p class="CDt4Ke zfr3Q" dir="ltr">e. oppose all taxation, including but not limited to, personal income, corporate income, capital gains, inheritance, sales, use, and value-added (VAT) taxes; and</p><p class="CDt4Ke zfr3Q" dir="ltr">f. support a declaration of unconditional pardon or amnesty for all those individuals who have been convicted of, or who now stand accused of, tax resistance.</p><p class="CDt4Ke zfr3Q" dir="ltr">As an interim measure, all criminal and civil sanctions against tax evasion must be terminated immediately including, but not limited to, imprisonment and asset forfeiture.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose as involuntary servitude any legal requirements forcing employers or business owners to serve as de facto tax collectors for federal, state, or local tax agencies.</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose any and all increases in the rate of taxation or categories of taxpayers, including the elimination of deductions, exemptions, or credits in the spurious name of "fairness," "simplicity," or alleged "neutrality to the free market." No tax can ever be fair, simple, or neutral to the free market.</p><p class="CDt4Ke zfr3Q" dir="ltr">In the current fiscal situation, default is preferable to raising taxes or perpetual refinancing of growing public debt.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.3 Government Debt</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose government entering into debt obligations on behalf of its constituents and their children for decades to come. No person can rightly enter into a contract on behalf of another person without their consent. When governments accrue debt, they are in essence entering into debt on behalf of their constituents and the children of their constituents. We therefore call upon both houses of the United States Congress to promptly pass, and call upon the state legislatures to ratify, an amendment repealing Section 4 of the Fourteenth Amendment, prohibiting future indebtedness and deficit spending on the part of the federal government, and repudiating all federal government debt and debt service obligations accrued prior to the ratification of said amendment.</p><p class="CDt4Ke zfr3Q" dir="ltr">Until the national debt is repudiated, the federal government must have a balanced budget. To be effective, a balanced budget must provide:</p><p class="CDt4Ke zfr3Q" dir="ltr">a. that the budget is balanced exclusively by cutting expenditures, and not by raising taxes;</p><p class="CDt4Ke zfr3Q" dir="ltr">b. that all spending is included in the budget;</p><p class="CDt4Ke zfr3Q" dir="ltr">c. that neither the Legislative nor the Executive be permitted to override this requirement; and</p><p class="CDt4Ke zfr3Q" dir="ltr">d. that no exception be made for periods of so-called "national emergency."</p><p class="CDt4Ke zfr3Q" dir="ltr">Governments facing fiscal crises must always default on their debt obligations in preference to raising taxes. At minimum, the level of government must be frozen. Additionally, the Federal Reserve must be forbidden from acquiring any additional government securities, thereby helping to eliminate the inflationary aspect of the deficit.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.4 Government Employees</p><p class="CDt4Ke zfr3Q" dir="ltr">An economy that includes millions of government jobs is not a free market economy.</p><p class="CDt4Ke zfr3Q" dir="ltr">Having the government acting as an employer distorts the job market as a whole, and creates even greater distortions in those sectors where it dominates. Entire sectors of our economy now operate on what is basically a socialist model. This creates a serious conflict of interest for elected officials, who in their role as employers should be looking out for interests of citizens and taxpayers at large, but depend for their re-election on the support of their own employees, who through their privileged position and numbers have in many cases become major political players.</p><p class="CDt4Ke zfr3Q" dir="ltr">There is no right to a government job. Current government employees do not "own" those jobs. Nor is it a proper role of government to serve as an "employer of last resort". We support eliminating government jobs through privatization of functions now done by government, abolition of agencies and departments, reductions in force, and hiring freezes.</p><p class="CDt4Ke zfr3Q" dir="ltr">The best way to eliminate the problems caused by government jobs is to eliminate government jobs. But as long as government continues to act as an employer, we advocate the following reforms to limit the damage to our economy:</p><p class="CDt4Ke zfr3Q" dir="ltr">a. Eliminate all special benefits available only to government employees.</p><p class="CDt4Ke zfr3Q" dir="ltr">b. Eliminate defined-benefit pensions, which tempt politicians to satisfy the demands of current employees by burdening future generations of taxpayers, in favor of defined-contribution plans which are increasingly the norm for private employers.</p><p class="CDt4Ke zfr3Q" dir="ltr">c. Cap total compensation including all benefits at levels no higher than comparable private sector jobs.</p><p class="CDt4Ke zfr3Q" dir="ltr">d. Repeal all laws which require or allow collective bargaining with unions of government employees; while government workers have the same right of association as anybody else and should be free to form organizations in which they voluntarily participate for peaceful purposes, they have no right to recognition by government as a special class.</p><p class="CDt4Ke zfr3Q" dir="ltr">e. Government workers who express dissatisfaction with their compensation through strikes, work slowdowns, or other interference with public business should be fired and thereby be given the opportunity to find productive work in the free-market economy.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.5 Government Secrecy</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose the government's use of secret classifications to keep information from the public, especially that which exposes government malfeasance.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.6 Death Penalty</p><p class="CDt4Ke zfr3Q" dir="ltr">We oppose the administration of the death penalty by the state.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.7 Government Police and Law Enforcement</p><p class="CDt4Ke zfr3Q" dir="ltr">Libertarians favor the abolition of government police departments for the same reasons we favor the abolition of other government services: Government operation means they're inefficient, funded by coercion, have distorted priorities (such as revenue farming and prosecuting unconstitutional prohibitions), and lack accountability.</p><p class="CDt4Ke zfr3Q" dir="ltr">At the federal, state, and local levels, Americans spend in the neighborhood of $700 billion every year for law enforcement.</p><p class="CDt4Ke zfr3Q" dir="ltr">Direct spending, however, only tells part of the story. Police have a horrible record of violation of individual rights; killing well over one thousand individuals every year -- a third of them either unarmed or running away, or both. Individuals beaten or otherwise unjustly injured by police action number many times the number killed. Yet for all of those killings and other assaults, the number of officers involved who have been prosecuted is minuscule; convictions are even rarer. Even when killer cops go before courts, prosecutors -- who work with those same cops every day and have the same paymaster - -routinely throw the case, allowing the killers of innocents such as Daniel Shaver, or Timothy Russell and Malissa Williams to go free.</p><p class="CDt4Ke zfr3Q" dir="ltr">In contrast, there are two to three times the number of individuals who are employed as private security, and the number of people this larger cohort kills every year is a tiny fraction of the number police kill -- and unlike government police, security companies are fully criminally and civilly liable for unjust death or injury.</p><p class="CDt4Ke zfr3Q" dir="ltr">Another reason the cost of government-run police is simply too high is the effect police brutality has had on race relations. The riots, unrest, protests, racial distrust, and other blowback from brutal policing have an incalculable cost in lives and money. Americans are actually getting along fabulously well, as evidenced by the increasing rates of interracial marriage and other indicators. Police violence, however, has incited racial unrest that undermines the strides peaceful Americans have made in getting along with each other.</p><p class="CDt4Ke zfr3Q" dir="ltr">The costs of continuing to allow governments to hire police are simply too high.</p><p class="CDt4Ke zfr3Q" dir="ltr">The only solution is to abolish the police. Returning the cash back to the private sector will leave that $700 billion of taxpayer wealth with those who earned it -- which means neighborhoods and businesses will then be able to use it to hire the security that suits them. Libertarians want individuals to be free to take advantage of all of the benefits a free market in security would offer: Better insurance, better locks and security hardware for one's property, and increasing opportunities for new providers to enter security markets, and other improvements.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.8 Internal Security and Civil Liberties</p><p class="CDt4Ke zfr3Q" dir="ltr">In order to best protect individual rights, it is necessary to remove the monopoly over domestic security concerns from the state, and allow open and honest discussion of potential security information with competing private contractors. We therefore call for the abolition of the Department of Homeland Security, the repeal of the USA PATRIOT Act, Foreign Intelligence Surveillance Act, the National Defense Authorization Act and all other legislation that authorizes secret evidence, holding people without charge, treating material witnesses like convicted criminals, engaging in searches and seizure without warrants, and other violations of individual rights under the color of national security. Additionally, we oppose the existence of internal Border Patrol checkpoints.</p><p class="CDt4Ke zfr3Q" dir="ltr">Individuals, companies, and government agencies must use discretion when gathering data during any investigation. Security, national or otherwise, must not be considered an automatic defense to charges against those who collect such data, nor must the protection of personal information be automatically guaranteed by the state as all individuals must be responsible for securing their personal data.</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the abolition of the subpoena power as used by Congressional committees against individuals or firms. We oppose any efforts to revive the House Un-American Activities Committee or any related committees such as the House Internal Security Committee or Senate Subcommittee on Internal Security. We call for the government to openly disclose data they have collected in the past, and that which is not free to be disclosed openly must be destroyed.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.9 Electoral Systems</p><p class="CDt4Ke zfr3Q" dir="ltr">Electoral systems matter. The predominant use of "winner-take-all" elections in gerrymandered, single-member districts fosters political monopolies and creates a substantial government-imposed barrier to election of non-incumbent political parties and candidates. We call upon legislative bodies to adopt electoral systems that are more representative of the electorate at the federal, state, and local levels, such as proportional voting systems with multi-member districts for legislative elections and ranked choice or approval voting for single winner elections. Further we oppose implementation of the electoral system known as Top Two.</p><p class="CDt4Ke zfr3Q" dir="ltr">In order to grant voters a full range of choice in federal, state, and local elections, we propose the addition of the alternative "None of the above is acceptable" to all ballots. We further propose that in the event that "none of the above is acceptable" receives a plurality of votes in any election, either the elective office for that term must remain unfilled and unfunded, or there shall be a new election in which none of the losing candidates shall be eligible.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.10 Political Parties and Ballot Access</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for an end to government control of political parties, consistent with individual rights to freedom of association and freedom of expression. Political parties are private voluntary groups, and must be allowed to establish their own rules for nomination procedures, primaries, and conventions. At the same time, political parties must not be given any special privileges or subsidies in their internal decision-making process. To that end, we call for the complete abolition of primary elections that are funded or controlled by any government body. "Voters" do not own political parties -- the people who invest their time and money in them do, and the state must not interfere in their right to run their parties in the manner that suits them.</p><p class="CDt4Ke zfr3Q" dir="ltr">Many state legislatures have established prohibitively restrictive laws which in effect exclude alternative candidates and parties from their rightful place on election ballots. Such laws wrongfully deny ballot access to political candidates and groups and further deny the voters their right to consider all legitimate alternatives. We hold that no state has a legitimate interest to protect in this area except for the fair and efficient conduct of elections.</p><p class="CDt4Ke zfr3Q" dir="ltr">The Australian ballot system, introduced into the United States in the late nineteenth century, is an abridgment of freedom of expression and of voting rights. Under it, the names of all the officially approved candidates are printed in a single government sponsored format and the voter indicates their choice by marking it or by writing in an approved but unlisted candidate's name. We advocate for a strict separation of ballot and state, and call for a return to the previous electoral system where there was no official ballot or candidate approval at all, and therefore no state or federal restriction of access to a "single ballot." Instead, voters submitted their own choices and had the option of using "tickets" or cards printed by candidates or political parties.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.11 Campaign Finance</p><p class="CDt4Ke zfr3Q" dir="ltr">We demand repeal of all regulations and regulatory structures including the Federal Election Campaign Act and the FEC which suppress voluntary support of candidates and parties; compel taxpayers to subsidize some politicians and political views which many do not wish to support; invade the privacy of American citizens; and protect the Republican and Democratic parties from competition. We call for an end to all government subsidies to candidates or parties and the repeal of all laws which regulate or restrict voluntary financing of election campaigns.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.12 Candidate Debates</p><p class="CDt4Ke zfr3Q" dir="ltr">Competition in ideas and government policies is important to the electoral process and is a cornerstone of fundamental freedoms. At the national level, The Commission on Presidential Debates (CPD), created in 1987 by the Republican and Democratic national parties for the express purpose of keeping minor party and independent candidates out of debates, intentionally limits participation in the nationally-televised debates to the Democratic and Republican Party nominees. The presidential debates organized by the CPD exert a de facto influence on the outcome of presidential elections, because a presidential candidate who is excluded from presidential debates has virtually zero chance of winning the general presidential election. The right to form a party for the advancement of political goals means little if that party's nominee can be arbitrarily excluded from debates and denied an equal opportunity to win votes. While we support the abolition of all intrusive election and other laws affecting the operation of private political parties, to the extent that these laws exist, they must not be manipulated to benefit the dominant parties to the exclusion of minority parties or independent candidates and to the ultimate detriment of the voters who are not presented with the range of potential choices. This effectively disenfranchises voters and violates First Amendment freedoms. Therefore, in accordance with current ballot access laws, we call upon all organizations that host debates to have fair and objective debate criteria that must include all candidates who are legally qualified to serve and whose names appear on the ballot, or in the case of Presidential debates all candidates who appear on enough ballots to potentially secure a majority in the Electoral College.</p><p class="CDt4Ke zfr3Q" dir="ltr">4.13 Secession</p><p class="CDt4Ke zfr3Q" dir="ltr">We recognize the right to political secession by political entities, private groups, or individuals. We believe that individuals must be allowed to decide for themselves if and how they will be governed, if at all. Exercise of this right, like the exercise of all other rights, does not remove legal and moral obligations not to violate the rights of others.</p><p class="CDt4Ke zfr3Q" dir="ltr">5. The World</p><p class="CDt4Ke zfr3Q" dir="ltr">The foreign policy of the United States must seek peace with the world and the defense -- against attack from abroad -- of the lives, liberty, and property of persons within its territorial borders. Provision of such defense must respect the individual rights of people everywhere.</p><p class="CDt4Ke zfr3Q" dir="ltr">The principle of non-intervention must guide relationships between governments. The United States government must return to the historic libertarian tradition of avoiding entangling alliances, abstaining totally from foreign quarrels and imperialist adventures, and recognizing the right to unrestricted trade, travel, and immigration.</p><p class="CDt4Ke zfr3Q" dir="ltr">While our focus as a political party is on the United States, our mention of specific laws should not be taken to mean that we are not concerned with similar issues elsewhere in the world. We advocate that the same principles be applied everywhere, and call on like-minded individuals to work toward achieving the same objectives in their own countries.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.1 Human Rights</p><p class="CDt4Ke zfr3Q" dir="ltr">The violation of rights and liberty by other states can never justify foreign intervention by the United States government. No state is innocent of violating human rights and liberty, and none can approach the issue with clean hands. Only private individuals and organizations have any place speaking out on this issue.</p><p class="CDt4Ke zfr3Q" dir="ltr">We abhor the widespread and increasing use of torture for interrogation and punishment. We condemn the use of force, especially the use of terrorism, against the innocent, regardless of whether such acts are committed by government groups.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.2 World Government</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the immediate withdrawal of the United States government from, and an end to its financial support for, the United Nations (UN). Specifically, we oppose any policy designating the UN as policeman of the world, committing troops to wars at the discretion of the UN, or placing troops under UN command. We oppose our government�s participation in any world or international government and oppose any treaty under which individual rights would be violated.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.3 International Money</p><p class="CDt4Ke zfr3Q" dir="ltr">We strongly support all private sector units of trade and their use in international markets. We oppose any participation in international government-issued currencies whether regional or international in scope.</p><p class="CDt4Ke zfr3Q" dir="ltr">We favor withdrawal from the World Bank and the International Monetary Fund. We oppose any bailout of foreign governments or American banks, either by means of the International Monetary Fund or through any other governmental device.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.4 Immigration</p><p class="CDt4Ke zfr3Q" dir="ltr">We hold that one of the basic core principles of a free market is the freedom to move about voluntarily, and as such, borders are artificial barriers to trade and movement. A free market cannot exist with a closed or restricted border.</p><p class="CDt4Ke zfr3Q" dir="ltr">Non-citizens, whether "documented" or "undocumented", must not be denied the fundamental freedom to labor and to move about unmolested, nor should citizens be denied the right to assist in whatever manner they choose. Furthermore, immigration must not be restricted for reasons of nationality, race, religion, political creed, age, or sexual preference.</p><p class="CDt4Ke zfr3Q" dir="ltr">We therefore call for the elimination of all restrictions on immigration, the abolition of the Immigration and Customs Enforcement and the Border Patrol, and the declaration of a full pardon for all people who are in the country without government permission. We oppose government welfare and resettlement payments to non-citizens just as we oppose government welfare payments to all other persons. We aim to restore a world in which there are no passports, visas, or other papers required to cross borders.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.5 Foreign Aid</p><p class="CDt4Ke zfr3Q" dir="ltr">We support the elimination of tax-supported military, economic, technical, and scientific aid to foreign governments or other organizations, and call for the repeal of all prohibitions on individuals or firms contributing or selling goods and services to any foreign country or organization. We support the abolition of government underwriting of arms sales. We further support abolition of federal agencies that make American taxpayers guarantors of export-related loans, and oppose the participation of the United States government in international commodity circles which restrict production, limit technological innovation, and raise prices.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.6 Colonialism</p><p class="CDt4Ke zfr3Q" dir="ltr">We favor immediate self-determination for all individuals living in colonial dependencies, freeing these individuals from American dominance accompanied by the termination of subsidization of them at taxpayers' expense. Land seized by the United States government must be returned to its rightful owners.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.7 Negotiations</p><p class="CDt4Ke zfr3Q" dir="ltr">The important principle guiding foreign policy must be the elimination of intervention by the United States government in the affairs of other nations. Negotiations with any foreign government do not necessarily concede moral legitimacy to that government. We favor a drastic reduction in cost and size of our entire diplomatic establishment. Additionally, we favor the repeal of the Logan Act, which prohibits American citizens from engaging in private correspondence with foreign governments with intent to influence the measures or conduct of any foreign government or of any officer or agent thereof, in relation to any disputes or controversies with the United States without authorization of the United States government. However, we acknowledge that individuals involved in such communications do not have the authority to bind other individuals to any agreements.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.8 Military Policy</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for a completely voluntary military in both funding and participation where members of the military can quit any time they choose. While borders and taxpayer funded militaries exist, their purpose must be limited to defending the borders of the United States from attack. The United States has no business being the policeman of the world. We call for the withdrawal from commitments to engage in war on behalf of other governments and for abandonment of doctrines supporting military intervention such as the Monroe Doctrine.</p><p class="CDt4Ke zfr3Q" dir="ltr">We favor the repeal the Neutrality Act of 1794, and all other United States neutrality laws, which restrict the efforts of Americans to aid overseas organizations fighting to overthrow or change governments. We wish to end the incorporation of foreign nations into the American defense perimeter. Further, we call upon the federal government to cease the creation and maintenance of American installations and bases in other countries, and American military troops stationed overseas must be withdrawn as quickly as practicable.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.9 Presidential War Powers</p><p class="CDt4Ke zfr3Q" dir="ltr">We call for the reform of the Presidential War Powers Act to end the President's power to initiate military action, and for the abrogation of all Presidential declarations of "states of emergency." There must be no further secret commitments and unilateral acts of military intervention by the Executive Branch.</p><p class="CDt4Ke zfr3Q" dir="ltr">5.10 Weapons of Mass Destruction</p><p class="CDt4Ke zfr3Q" dir="ltr">We believe that no government agency must be allowed to acquire, purchase, or otherwise accept for use any vehicles, equipment or weapons unless such hardware is readily available in an open commercial market. If any tool in its intended use is deemed too powerful or destructive for any individual to own, i.e. weapons that would destroy towns or neighborhoods in their applications, those tools are also too powerful for any government to own.</p><p class="CDt4Ke zfr3Q" dir="ltr">6. Omissions</p><p class="CDt4Ke zfr3Q" dir="ltr">Our silence about any other particular government law, regulation, ordinance, directive, edict, control, regulatory agency, activity, or machination, including the existence of any particular governmental system, must not be construed to imply approval. In every matter, we adhere to the consistent application of the principle of the non-initiation of physical force or fraud.</p></div></div></div></div></div></div></div></div></div><footer aria-hidden="false" class="yxgWrb"><section class="yaqOZd" id="h.3d4102189198f89f_151"><div class="mYVXT"><div class="LS81yb VICjCf" tabindex="-1"><div class="hJDwNd-AhqUyc-uQSCkd purZT-AhqUyc-II5mzb pSzOP-AhqUyc-qWD73c JNdkSc"><div class="JNdkSc-SmKAyb"><div class=""><div class="oKdM2c Kzv0Me"><div class="hJDwNd-AhqUyc-uQSCkd jXK9ad D2fZ2 OjCsFc wHaque GNzUNc" id="h.3d4102189198f89f_148"><div class="jXK9ad-SmKAyb"><div class="tyJCtd mGzaTb baZpAe"><p class="CDt4Ke zfr3Q" dir="ltr" style="text-align: center;">Get in touch with us at [Info@LP.org]</p></div></div></div></div></div></div></div></div></div></section></footer><p>===============================================</p><p><span style="color: #cc0000;"><b>County Commissioner Candidate Questionnaire from Colorado Rural Voters</b></span><br /><br />The following questions are representative of the values on which Colorado Rural Voters bases its endorsements. Each question asks for a yes/no answer with room for an explanation. Please keep explanations to 100 words or less unless otherwise noted.<br /><br />From: <a href="https://coruralvoters.org/colorado-rural-voters-candidate-questionnaire/">https://coruralvoters.org/colorado-rural-voters-candidate-questionnaire/</a><br /><br />1. Why are you running for County Commissioner?<br /><br /><span style="color: #cc0000;"><b><i>I have placed my name on the ballot for County Commission purely to provide a choice to registered Libertarians and other voters who believe it is dangerous to allow local, state, and federal governments to continue growing, amassing power, and consuming our rights and property.<br /><br />A vote for me is a way for a voter who wants less government, rather than more, to give voice to their concerns about massive government overreach in everyone's lives.<br /><br />As a Commissioner, I would always oppose raising taxes, and support of reducing or abolishing them.<br /><br />As a Commissioner, I would always oppose adding more government functions to Mesa County government, and support reducing or abolishing them.<br /><br />As a Commissioner, I would always oppose adding more laws and regulations to the Mesa County code, and support reducing or abolishing them.<br /><br />I will always vote against growing government larger and more expensive, and always in favor of making it smaller and less intrusive.</i></b></span><br /><br />------------<br /><br />Energy Diversification<br /><br />2. Do you support the development of a county-level plan for climate change adaptation, and a plan to grow new clean energy and clean technology jobs in your local economy? Please explain some of the components of such a plan.<br /><br /><b><span style="color: #cc0000;"><i>Only freedom works.<br /><br />There is already too much "planning" of our lives by governments.<br /><br />As a Commissioner, I would always vote in favor of less planning rather than more. Governments must never be allowed to pick economic winners and losers; that is the way of corruption and cronyism, and it is always economically unsustainable.<br /><br />I want to support the right of citizens to find new and better ways to adapt and grow new technologies that make our lives better by leaving them free from government straightjackets.<br /><br />Innovation comes from the cumulative efforts of millions of free individuals who want to make their own lives better.</i></span></b><br /><br />------------<br /><br />3. Do you support county-level action for greater local energy efficiency programming, standards, and incentives? Please explain. *</p><p>Only freedom works.<br /><span style="color: #2b00fe;"><br />
<span style="color: #cc0000;"><b><i>I want less government, not more. Every single time a governments is given the authority to "do more", the end result is:<br /><br />
>> It becomes more opaque<br />
>> It becomes less accountable<br />
>> It becomes less responsive<br />
>> Its bureaucrats grow more powerful and less interested in how they injure their neighbors<br /><br />
As explained above, I want individuals left free to innovate. That means getting government out of the way of figuring out solutions to the issues confronting us all.</i></b></span></span><br /><br />------------<br /> <br />Responsible Resource Extraction<br /><br />4. Colorado Senate Bill 181 changes the priorities of the Colorado Oil & Gas Commission from fostering oil & gas production to protecting human and environmental health. Do you think this is an appropriate change? Why or why not? Please explain. *</p><p></p><p><span style="color: #cc0000;"><b><i>Only freedom works.<br /><br />
Government activities need to be abolished, rather than putting some new fancy Band-Aid on them. The Colorado Oil & Gas Commission should simply be eliminated rather than refocused.<br /><br />
In addition, I am running for County Commission and what bills are being considered in the legislature should not be our bailiwick.</i></b></span><br /><br />------------<br /><br />5. Do you agree that local governments should be allowed to adopt more stringent oil & gas regulations than state law requires? Please explain. *</p><p></p><p><b><span style="color: #cc0000;"><i>Only freedom works.<br /><br />
General laws -- when they exist at all -- should be consistent across the state. I do not favor the creation of petty fiefdoms, where you step across an imaginary line on the ground your activities and behavior instantly become a crime that the local satraps can use to injure your rights or your property.</i></span></b><br /><br />------------<br /> <br />Local Food & Agriculture<br /><br />6. What role should the county play in enhancing the connection between local producers and the community, as well as food banks, especially during the pandemic?</p><p><b><span style="color: #cc0000;"><i>Only freedom works.<br /><br />
The best way to enhance connections between individuals is to get bureaucrats out of their way and stop regulating and taxing so much.<br /><br />
There is so much talent and ingenuity among the individuals who live here. Allowing individuals to use their ingenuity, and their property, to provide products and services to others, free of licensure, taxes, restrictions, and regulations will improve local productivity, harmony, and individual economic connection.</i></span></b><br /><br />------------<br /><br />7. Even prior to the pandemic, one in seven (14%) Western Slope residents is in danger of going hungry on any given day. Statewide, the average is one in ten (10%). What should the county do to address this issue? Please explain.<span style="color: #2b00fe;"></span></p><p><b><span style="color: #cc0000;"><i>Only freedom works.</i><br /><br /></span></b>
<b><span style="color: #cc0000;"><i>Get governments out of the way and individuals will step up to take care of those in their community. Americans are the most generous people on the planet. The last time I saw figures on charitable giving, 2018 or so, it was reported that Americans had donated $350 billion in support for charitable causes.<br /><br />
Eliminating taxation and leaving more wealth in the pockets of the individuals who created it will only increase charitable giving.<br /><br />
Eliminating government regulations and taxes that stymie the creation of new businesses by the economically marginal among us will allow them to pull themselves up by their own bootstraps.</i></span></b></p><p><br />------------<br /><br />Public Lands<br /><br />8. Do you support additional wilderness designations and other types of protection on public lands? Please explain. </p><p><b><span style="color: #cc0000;"><i>Only freedom works.<br /><br />
First, the County Commission should not involve itself in the state or federal public lands issue. We should be concerned with lands owned by the Mesa County government.<br /><br />
On principle, I favor the abolition of all government ownership of land except for that which is necessary for it to carry out its only legitimate role in our lives, which is to protect the rights of individuals to be free of force and fraud.<br /><br />
If the government currently owns a sensitive parcel of land, that land should be auctioned off to the private sector, with certain covenants to protect it. The revenue from that sale should be returned to the taxpayers.<br /><br />
There are many examples of sensitive lands that have been successfully curated by individuals and businesses. Let's encourage more of that.</i></span></b><br /><br />------------<br /><br />9. Do you believe that state/local governments have an appropriate level of input into public lands management decisions? Please explain. </p><p><b><span style="color: #cc0000;"><i>Local and state governments have way too much input into public land management decisions.<br /><br />
It is wrong for those taking a government paycheck to the turn around and lobby government. That is acting as a "Taxpayer Funded Lobbying Organization" or "TFLO".<br /><br />
It is absolutely wrong for bureaucrats and politicians to pay themselves to lobby "themselves". Many taxpayers who have had that money taken out of their pockets may not have the same ideas as to how public lands should be managed.</i></span></b></p><p>------------<br /><br />10. What is your position on selling off public lands (federal, state, or local) to private individuals and corporations? Please explain. </p><p><span style="color: #cc0000;"><b><i>Same answer as #8.<br /><br />
Only freedom works.<br /><br />
First, the County Commission should not involve itself in the state or federal public lands issue. We should be concerned with lands owned by the Mesa County government.<br /><br />
On principle, I favor the abolition of all government ownership of land except for that which is necessary for it to carry out its only legitimate role in our lives, which is to protect the rights of individuals to be free of force and fraud.<br /><br />
If the government currently owns a sensitive parcel of land, that land should be auctioned off to the private sector, with certain covenants to protect it. The revenue from that sale should be returned to the taxpayers.<br /><br />
There are many examples of sensitive lands that have been successfully curated by individuals and businesses. Let's encourage more of that.</i></b></span><br /></p><p>------------<br /> <br />Affordable Healthcare, Housing, and Food<br /><br />11. Rural communities in Colorado shoulder the burden of higher health insurance costs. As a county commissioner, would you encourage the state to offer a public option for health insurance? Please explain.</p><p><i><b><span style="color: #cc0000;">Only freedom works.<br /><br />
And once again, I believe it is wrong and ethically problematic for local governments to lobby other levels of government. That is acting as a "Taxpayer Funded Lobbying Organization" or "TFLO".<br /><br />
Bureaucrats and politicians must never be allowed to pay themselves to lobby "themselves". Many taxpayers who have had that money taken out of their pockets may not have the same ideas as to how their health care should be managed.<br /><br />
Libertarians like myself favor a complete separation of medicine from the state. Accordingly, we support a free market health care system and oppose government mandates in insurance and healthcare. We recognize the freedom of individuals to determine the services they want (if any) and all other aspects of their medical care. We advocate replacing compulsory or tax supported plans to supply health services or insurance with voluntarily supported alternatives.</span></b></i></p><p>------------<br /><br />12. How can the county better fund its local health department to ensure they are adequately prepared to address future crises?</p><p></p><p><span style="color: #cc0000;"><i><b>Only freedom works.<br /><br />
For all of the same reasons that I believe all government functions should be replaced by private-sector alternatives, the county health department should be eliminated and replaced by private alternatives.<br /><br />
Libertarians like myself favor a complete separation of medicine from the state. Accordingly, we support a free market health care system and oppose government mandates in insurance and healthcare. We recognize the freedom of individuals to determine the services they want (if any) and all other aspects of their medical care. We advocate replacing compulsory or tax supported plans to supply health services or insurance with voluntarily supported alternatives.</b></i></span><br /><br />------------<br /><br />13. Should the county and its municipalities encourage incentives for construction projects in order to address the need for affordable housing? Please explain.</p><p></p><p></p><p></p><p><span style="color: #cc0000;"><i><b>Only freedom works.<br /><br />
Incentives aren't needed. What is needed is a wholesale removal of barriers to building the mix of housing that suits the needs of economically-disparate individuals.<br /><br />
Eliminating zoning and other land-use controls, eliminating taxation, licensing, minimum house sizes, minimum lot sizes an setbacks, as well as meddlesome permits, and the market will respond quickly with solutions to address the lack of affordable housing.<br /><br />
Many people who are on the economic margins would be able to find housing they could afford without help if governments would just step out of the way and eliminate barriers.</b></i></span><br /><br />------------<br /><br />Immigration Reform<br /><br />14. What is your position on local law enforcement actively collaborating with ICE? Please explain.</p><p></p><p></p><p></p><p></p><p><span style="color: #cc0000;"><i><b>Only freedom works.<br /><br />
As stated above, for all of the same reasons that I believe all government functions should be replaced by private-sector alternatives, the police department should be eliminated and replaced by private alternatives.<br /><br />
If there are no local police, there won't be any "cooperation" with ICE.<br /><br />
Libertarians like myself believe that one of the basic core principles of a free market is the freedom to move about voluntarily, and as such, borders are artificial barriers to trade and movement. A free market cannot exist with a closed or restricted border.<br /><br />
Non-citizens, whether "documented" or "undocumented", must not be denied the fundamental freedom to labor and to move about unmolested, nor should citizens be denied the right to assist in whatever manner they choose. Furthermore, immigration must not be restricted for reasons of nationality, race, religion, political creed, age, or sexual preference.<br /><br />
We therefore call for the elimination of all restrictions on immigration, the abolition of the Immigration and Customs Enforcement and the Border Patrol, and the declaration of a full pardon for all people who are in the country without government permission. We oppose government welfare and resettlement payments to non-citizens just as we oppose government welfare payments to all other persons. We aim to restore a world in which there are no passports, visas, or other papers required to cross borders.</b></i></span><br /><br />------------<br /> <br />Workers' Rights<br /><br />15. If the state doesn’t mandate the minimum wage of $15, should our county do so? Please explain *<br /></p><p></p><p></p><p></p><p></p><p></p><p><span style="color: #cc0000;"><i><b>Only freedom works.<br /><br />
On principle, I support the abolition of the federal and state minimum wage laws, and for the same reasons I would not support imposing a county minimum wage.<br /><br />
Libertarians like myself believe that to protect the rights of both employees and employers, their relationship must be based on voluntary agreement. Forcing a person to work against his/her will is commonly understood to be wrong - slavery. Forcing somebody to hire a person is equally wrong. We oppose any government scheme based on the idea of "a right to a job".<br /><br />
Compensation for work is properly determined by employees deciding what their time and effort are worth to them and employers deciding what having that work done is worth to their business. Jobs exist because they are mutually beneficial to both parties. This relationship does not automatically create any obligation on the part of an employer to fully support an employee or his/her family, any more than it automatically creates an obligation on the part of an employee to ensure that a business is successful or profitable. We oppose minimum wage laws and any government schemes based on the idea of "a living wage".<br /><br />
The structure of compensation is similarly a choice properly made by the employer and employee, not government. Whether compensation is based on hours worked, output produced, or some other measure, and whether it includes "benefits" such as insurance, day care, or paid vacation, are matters which should be left to the parties involved to decide, by mutual agreement. We oppose all laws which mandate specific employee benefits, as well as subsidies and tax policies which attempt to impose standard benefit packages which may not be in the best interests of particular employers or employees.</b></i></span><br />------------<br /><br />16. Should commissioners encourage the state legislature to codify equal pay for equal work? Please explain.</p><p>Only freedom works.<br /><br />
And once again, I believe it is wrong and ethically problematic for local governments to lobby other levels of government. That is acting as a "Taxpayer Funded Lobbying Organization" or "TFLO".<br /><br />
Bureaucrats and politicians must never be allowed to pay themselves to lobby "themselves". Many taxpayers who have had that money taken out of their pockets may not have the same ideas as to how their health care should be managed.<br /></p><p>As for the rest of my argument in opposition to your idea, please refer to my answer under item #15.</p><p>------------<br /></p><p>Diverse and Resilient Local Economies<br /><br />17. Western Colorado has a history of “boom and bust” economies. What is your plan/vision for building more diverse and resilient local economies in our county? *<br /></p><p><span style="color: #cc0000;"><i><b>Only freedom works.<br /><br />
The best way to ensure the growth of a diverse and resilient local economy is to eliminate government functions that impede that growth.</b></i></span></p><p>------------<br /><br />Criminal Justice<br /><br />18. In light of our nation’s current unrest over policing and racial justice, what are your thoughts about the reallocation of some resources from policing budgets to community social services? Please explain.</p><p></p><p><span style="color: #cc0000;"><b><i>Only freedom works.<br /><br />
It is never productive to shift spending from "here to there". It is better eliminate the disease of too much spending by eliminating the function and eliminating the spending, and leaving the money in the pockets of taxpayers.</i></b></span><br /><br /><br />===============================================================================<br /></p><p></p><p><span style="color: #fcff01;"><b>So far, that's it!<br /></b></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"></span></span></p><p><span><span data-offset-key="51bmn-0-0"><span data-text="true"></span></span></span></p>-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0Mesa County, CO, USA38.9585381 -108.617562610.648304263821153 -143.77381259999999 67.268771936178837 -73.4613126tag:blogger.com,1999:blog-10381411.post-27815252934152713212020-11-17T23:17:00.020-07:002020-11-18T12:51:10.091-07:00C19 Lies, Damned Lies, and Police-State PsychobabbleRoy: YES. The "spike" is indeed OVER. I'm sorry you're not seeing it.<br />
<br />
I'm answering your specific complaints here because the same "factoids" keep getting thrown at me as if half the population is reading from the same script. I'm just going to keep my thoughts here so I can phone in future discussions. It's not worth my time debating this with anyone who believes any or all of the following are justified in any way:<br />
<br />
1) placing individuals under house arrest;<br />
<br />
2) mandatory needles which will be <a href="https://blog.nomorefakenews.com/2020/11/13/how-theyll-fake-the-success-of-the-covid-vaccine/" target="_blank">followed by claims the vaccine(s) "saved us all"</a>;<br />
<br />
3) bankrupting business owners;<br />
<br />
4) raising suicide and alcohol/drug abuse rates;<br />
<br />
5) putting people out of work and telling them they're "non-essential"<br />
<br />
6) interfering with **ANY** right that is supposedly protected by the Bill of Rights, PARTICULARLY the right of peaceful assembly, religion, and speech;<br />
<br />
7) being rabidly pro-police state on the covid response;<br />
<br />
8) casting blame on Trump, "Republicans", or "Libertarians" for the progression of the virus;<br />
<br />
9) thinking that Biden's approach will be better;<br />
<br />
10) believing crashing the economy in order to ruin Trump's election chances wasn't the intent behind the Democrats' public policy response;<br />
<br />
11) believing there is actually any Constitutional authority given to ANY president to "manage" health care policy at any level at any time...<br />
<br />
12) idiotic mask mandates (which Biden has promised from a federal level at the beginning of his term, assuming he is certified) which are <a href="https://www.independent.org/news/article.asp?id=13327&omhide=true" target="_blank">based on fraudulent and/or outdate data</a>...<br>
<br>
Sorry. This is a bunch of hyped-up horseshit.<br />
<br />
I want to point out that almost all of the hysteria about covid is
<a href="https://www.rightwirereport.com/2020/10/24/gobbledygook-coronavirus-math-updates/" target="_blank">based on incredibly bad math</a>.<br />
<br />
Let's take just one state, for example. Michigan, since that detestable
police-statist governor is threatening to kill people for running their
businesses.
<a href="https://www.mdch.state.mi.us/pha/osr/Provisional/MontlyDxCounts.asp" target="_blank">Michigan's big month for Covid was April</a>, just like Virginia and every other state. The October bump was relatively minor in comparison.<br />
<br />
There are <b>always<i></i></b> freezers full of bodies in major metropolitan
hospitals. New York is ALWAYS overloaded --
<a href="https://newyork.cbslocal.com/2013/01/14/health-officials-say-nj-hospitals-overrun-with-flu-cases/" target="_blank">especially during flu seasons</a>.<br />
Before whining about "hospitals being overloaded", maybe there should be some thought given to WHY they are "overloaded": They're all in multiple, expensive-to-comply-with regulatory straightjackets -- set up by the same people now ruining society in the name of "flattening the curve to keep from overwhelming the hospitals". Just getting permits to build a new hospital often takes YEARS of wrangling with bureaucrats -- which costs providers many millions of dollars before a new hospital can even open its doors.<br>
<br>
There's a word for this, and that word is "insanity".<br>
<br>
The real solution for creating overflow hospital capacity is obvious: Remove the power of government to "permit" anything at all. No government should have the power to a) regulate property acquisition, b) safe demolition of old buildings, c) restrict any new construction, or d) regulate any business on that property that the owner sees fit to set up.<br>
<br>
Of course, that solution is the only one no one can be bothered to implement.<br>
<br>
About 1% of Americans die every year -- around 3,000,000. That figure varies
year over year for various reasons. Here's an
<a href="https://www.macrotrends.net/countries/USA/united-states/death-rate" target="_blank">interesting chart</a>
showing the general trends in graph form. Here's
<a href="https://healthfeedback.org/claimreview/mortality-in-the-u-s-noticeably-increased-during-the-first-months-of-2020-compared-to-previous-years/" target="_blank">another version</a>.<br />
<br />
I expect that number will gradually rise over time as more and more baby boomers
start checking out in their 70s.<br />
<br />
<a href="https://www.rightwirereport.com/2020/10/24/gobbledygook-coronavirus-math-updates/" target="_blank">This analysis</a>
suggests there will be about 270,000 deaths this year in which Covid will be a
factor.<br />
<br />
Interestingly, the change in the overall death rate from all causes in 2020 so far has been
lower than in previous years. The anomaly was so pronouced over the summer that
<a href="https://www.medicaldaily.com/covid-19-pandemic-paradox-2020-has-fewer-deaths-five-years-prior-454418" target="_blank">scientists even named it</a>. <a href="https://hectordrummond.com/2020/06/02/usa-all-cause-mortality-2015-2020-weeks-1-19/" target="_blank">This article puts it in graph form</a>, and it and the comments in response discuss how significant the changes in the death rate for 2020 may be once population changes are taken into consideration.<br>
<br>
<b>Medical errors</b><br />
<br />
We all know medical errors causes a substantial portion of the million or so
deaths every year. Remember the panic about "not enough ventilators!!"?<br />
<br />
Well, it turned out that ventilators were way, waaaaayyyyy over-used and their
over-use and -- more importantly, their <b>improper<i></i></b> use by "medical
professionals" may have caused many thousands of those "covid" deaths.<br />
<br />
What about that?<br />
<br />
Look at the change in treatment protocol between April and May during the peak
of the first wave. Now the treatment protocol includes remdesivir and one or two
other drugs, Vitamin D and Zinc supplements, and TURNING THE FUCKING PATIENT
OVER so they can cough out the crap in their lungs with the help of gravity.<br />
<br />
I'll give you medical errors. Those early treatment protocols were medical
errors writ large.<br />
<br />
What is happening with the
<a href="https://www.rightwirereport.com/2020/05/02/cdc-reports-dramatic-drop-in-regular-flu-deaths-see-chart-coincidence/" target="_blank">seasonal flu numbers</a>
is statistically and scientifically IMPOSSIBLE. This weirdness is right there on
the
<a href="https://www.cdc.gov/flu/weekly/#S2" target="_blank">CDC website</a>.<br />
<br />
Question: Democrats, leftists, libertarians, and such all used to claim to be in
favor of "Right to Try" laws that allowed people to try off-label treatments
under the supervision of their doctor. But as soon as hydroxychloroquine became
an idea that some people -- mostly on the right -- wanted to try, those same
individuals became decidedly statist and prohibitionist. What in hell is that
about?<br />
<br />
Question: Why has flu practically disappeared, anyway?<br />
<br />
Question: Why would anyone with a basic knowledge of math and access to US demographics take the fact that more women than men have died from covid as some sort of indictment against health care... and then assume it's the result of either a) having a virus that unnaturally targets females or b) having a health care system that doesn't care about women?<br />
<br />
Because...<br />
<br />
1) The life expectancy of women is ~ 5 years longer than men ("<a href="https://www.cdc.gov/nchs/products/databriefs/db355.htm" target="_blank">For males, life expectancy changed from 76.1 in 2017 to 76.2 in 2018 — an increase of 0.1 year. For females, life expectancy increased 0.1 year from 81.1 years in 2017 to 81.2 in 2018.</a>"). Which means, over time, there are going to be more women than men left alive into their late seventies, eighties, and beyond.<br />
<br />
2) Covid attacks the elderly. More women than men are elderly. Ergo, there are more women still around who are at risk of catching covid and dying.<br /><br>
Now with all due respect, if you genuinely want a conversation, then discard the script and please read through every last one of the links above. Read them thoroughly, and consider what they present before you respond. At this point I am unlikely to respond further, but if you want a conversation, until you have some doubts about what the medical-political-industrial-complex has been telling you, then you're not thinking enough, as the song goes.<br>
<br>
I've been positively bombarded by the mainstream narrative. I understand it. I've read their position, and understood their position. I acknowledge certain facts about this and other virii. I acknowledge the danger it poses, esepcially to the elderly.<br>
<br>
But I disagree entirely with the solutions that are presented as part of the "new police state normal"; I disagree with the government policy response, and yes I damned well do believe that the policy response was entirely a political weapon used by an entire class of people (The Cathedral, TDSers, all other Trump haters, the Left in general, Democrats, political elitists, etc) against another class of people (Republicans, Trump and supporters, business owners, Libertarians, blue-collar workers, southerners, suburbanites, exurbanites, etc).<br>
<br>
I am an unwilling participant in this "new normal" police state. My "compliance" is forced.<br>
<br>
The political class and The Cathedral are lying. They always lie. They have always lied in the past. They will never stop lying.<br>
<br />-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-89948473584788836462020-08-08T20:19:00.007-06:002020-08-08T20:19:53.780-06:00Montoni For Mesa County - Survey Answers for CRV<p><span data-offset-key="amf6e-0-0"><span data-text="true">Colorado Candidates: I don't know how many of you are answering candidate questionnaires from groups that typically oppose Libertarian or non-government solutions, but I answered the rather long survey from Colorado Rural Voters.</span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">My answers were rather long, too --there wasn't a text limit in the entry boxes, and I saw no notice that they preferred <100 words until I got to the confirmation screen.</span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">Oh, well.<br /></span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">In any case, </span></span><span data-offset-key="amf6e-0-0"><span data-text="true"><span data-offset-key="amf6e-0-0"><span data-text="true">Colorado Rural Voters</span></span> would be better named "Colorado Gimme Your Money and Rights Voters" -- look at their wish list <a href="https://CoRuralVoters.org/" target="_blank">on their main page</a>.</span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">Some of those wishes might sound good upon first blush to Libertarians. But the tyrannical reality is how they want to implement them.</span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">Anyway, most of my answers on their survey questions were copypasta from things I'd written earlier (in one case I copied something I wrote in 1999). While some would quip that only proves I'm a closed-minded jerk, what I believe it means is that the takers are making the same arguments and coveting the same rights and property in 2020 as they were in 1999.</span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">And in 1899.<br /></span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">Here is <a href="https://coruralvoters.org/colorado-rural-voters-candidate-questionnaire/" target="_blank">the actual survey</a>.</span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">Jeriel Clark is the contact person for this thing. I have not looked into who funds this "nonpartisan" group (nonpartisan my ass). If I remember correctly, before this she was a paid staffer for another group that was trying to saddle up the taxpayers of Grand Junction and every other municipality in Mesa (including the county itself) and take them for a sweaty ride on a massive debt load for a city-owned gym/fitness/pool/recreation center. It is my fading memory that she was the person who came before the Mesa Libertarians and did a presentation for the gym.</span></span></p><p><span data-offset-key="amf6e-0-0"><span data-text="true">I'm in the wrong business. It apparently pays to be a leftist activist.<br /><br />But getting on with the story, here is how I answered their survey:<br /></span><span></span></span></p><a name='more'></a><p></p><p><span data-offset-key="amf6e-0-0"><span data-text="true"><a href="https://coruralvoters.org/colorado-rural-voters-candidate-questionnaire/">https://coruralvoters.org/colorado-rural-voters-candidate-questionnaire/</a><br /><br />
County Commissioner Candidate Questionnaire<br /><br />
The following questions are representative of the values on which Colorado Rural Voters bases its endorsements. Each question asks for a yes/no answer with room for an explanation.<br /><br />
<u><b>1. Why are you running for County Commissioner? *<br /></b></u><br />
<i>I have placed my name on the ballot for County Commission purely to provide a choice to registered Libertarians and other voters who believe it is dangerous to allow local, state, and federal governments to continue growing, amassing power, and consuming our rights and property.<br /><br />
A vote for me is a way for a voter who wants less government, rather than more, to give voice to their concerns about massive government overreach in everyone's lives.<br /><br />
As a Commissioner, I would always oppose raising taxes, and support of reducing or abolishing them.<br /><br />
As a Commissioner, I would always oppose adding more government functions to Mesa County government, and support reducing or abolishing them.<br /><br />
As a Commissioner, I would always oppose adding more laws and regulations to the Mesa County code, and support reducing or abolishing them.<br /><br />
I will always vote against growing government larger and more expensive, and always in favor of making it smaller and less intrusive.<br /></i><br />
<u><b>Energy Diversification<br /><br />
2. Do you support the development of a county-level plan for climate change adaptation, and a plan to grow new clean energy and clean technology jobs in your local economy?<br /></b></u></span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b><i>Only freedom works.<br /><br />
There is already too much "planning" of our lives by governments.<br /><br />
As a Commissioner, I would always vote in favor of less planning rather than more. Governments must never be allowed to pick economic winners and losers; that is the way of corruption and cronyism, and it is always economically unsustainable.<br /><br />
I want to support the right of citizens to find new and better ways to adapt and grow new technologies that make our lives better by leaving them free from government straightjackets.<br /><br />
Innovation comes from the cumulative efforts of millions of free individuals who want to make their own lives better.<br /></i><br /><u><b>
3. Do you support county-level action for greater local energy efficiency programming, standards, and incentives?<br /></b></u><i></i></span></span><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true"></span></span></span></b></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Only freedom works.<br /><br />
I want less government, not more. Every single time a governments is given the authority to "do more", the end result is:<br /><br />
>> It becomes more opaque<br />
>> It becomes less accountable<br />
>> It becomes less responsive<br />
>> Its bureaucrats grow more powerful and less interested in how they injure their neighbors<br /><br />
As explained above, I want individuals left free to innovate. That means getting government out of the way of figuring out solutions to the issues confronting us all.<br /></i> <br />
<u><b>Responsible Resource Extraction<br /><br />
4. Colorado Senate Bill 181 changes the priorities of the Colorado Oil & Gas Commission from fostering oil & gas production to protecting human and environmental health. Do you think this is an appropriate change? Why or why not?</b></u><br />
</span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Only freedom works.<br /><br />
Government activities need to be abolished, rather than putting some new fancy Band-Aid on them. The Colorado Oil & Gas Commission should simply be eliminated rather than refocused.<br /><br />
In addition, I am running for County Commission and what bills are being considered in the legislature should not be our bailiwick.<br /></i><br />
<u><b>5. Do you agree that local governments should be allowed to adopt more stringent oil & gas regulations than state law requires?<br /></b></u></span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true">
<i>Only freedom works.<br /><br />
General laws -- when they exist at all -- should be consistent across the state. I do not favor the creation of petty fiefdoms, where you step across an imaginary line on the ground your activities and behavior instantly become a crime that the local satraps can use to injure your rights or your property.</i><br /><br /><u><b>
Local Food & Agriculture<br /><br />
6. What role should the county play in enhancing the connection between local producers and the community, as well as food banks, especially during the pandemic?<br /></b></u><br />
<i>Only freedom works.<br /><br />
The best way to enhance connections between individuals is to get bureaucrats out of their way and stop regulating and taxing so much.<br /><br />
There is so much talent and ingenuity among the individuals who live here. Allowing individuals to use their ingenuity, and their property, to provide products and services to others, free of licensure, taxes, restrictions, and regulations will improve local productivity, harmony, and individual economic connection.<br /></i><br />
<u><b>7. Even prior to the pandemic, one in seven (14%) Western Slope residents is in danger of going hungry on any given day. Statewide, the average is one in ten (10%). What should the county do to address this issue?<br /></b></u><br />
<i>Only freedom works.<br /><br />
Get governments out of the way and individuals will step up to take care of those in their community. Americans are the most generous people on the planet. The last time I saw figures on charitable giving, 2018 or so, it was reported that Americans had donated $350 billion in support for charitable causes.<br /><br />
Eliminating taxation and leaving more wealth in the pockets of the individuals who created it will only increase charitable giving.<br /><br />
Eliminating government regulations and taxes that stymie the creation of new businesses by the economically marginal among us will allow them to pull themselves up by their own bootstraps.<br /></i><br /><u><b>
Public Lands<br /><br />
8. Do you support additional wilderness designations and other types of protection on public lands?<br /></b></u>
</span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Only freedom works.<br /><br />
First, the County Commission should not involve itself in the state or federal public lands issue. We should be concerned with lands owned by the Mesa County government.<br /><br />
On principle, I favor the abolition of all government ownership of land except for that which is necessary for it to carry out its only legitimate role in our lives, which is to protect the rights of individuals to be free of force and fraud.<br /><br />
If the government currently owns a sensitive parcel of land, that land should be auctioned off to the private sector, with certain covenants to protect it. The revenue from that sale should be returned to the taxpayers.<br /><br />
There are many examples of sensitive lands that have been successfully curated by individuals and businesses. Let's encourage more of that.</i><br /><br /><u><b>
9. Do you believe that state/local governments have an appropriate level of input into public lands management decisions?</b></u><br /><i>
</i></span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Local and state governments have way too much input into public land management decisions.<br /><br />
It is wrong for those taking a government paycheck to the turn around and lobby government. That is acting as a "Taxpayer Funded Lobbying Organization" or "TFLO".<br /><br />
It is absolutely wrong for bureaucrats and politicians to pay themselves to lobby "themselves". Many taxpayers who have had that money taken out of their pockets may not have the same ideas as to how public lands should be managed.<br /></i><br /><u><b>
10. What is your position on selling off public lands (federal, state, or local) to private individuals and corporations?<br /></b></u>
</span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Same answer as #8.<br /><br />
Only freedom works.<br /><br />
First, the County Commission should not involve itself in the state or federal public lands issue. We should be concerned with lands owned by the Mesa County government.<br /><br />
On principle, I favor the abolition of all government ownership of land except for that which is necessary for it to carry out its only legitimate role in our lives, which is to protect the rights of individuals to be free of force and fraud.<br /><br />
If the government currently owns a sensitive parcel of land, that land should be auctioned off to the private sector, with certain covenants to protect it. The revenue from that sale should be returned to the taxpayers.<br /><br />
There are many examples of sensitive lands that have been successfully curated by individuals and businesses. Let's encourage more of that.</i><br /><br /><u><b>
Affordable Healthcare, Housing, and Food<br /><br />
11. Rural communities in Colorado shoulder the burden of higher health insurance costs. As a county commissioner, would you encourage the state to offer a public option for health insurance?</b></u><br />
</span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Only freedom works.<br /><br />
And once again, I believe it is wrong and ethically problematic for local governments to lobby other levels of government. That is acting as a "Taxpayer Funded Lobbying Organization" or "TFLO".<br /><br />
Bureaucrats and politicians must never be allowed to pay themselves to lobby "themselves". Many taxpayers who have had that money taken out of their pockets may not have the same ideas as to how their health care should be managed.<br /><br />
Libertarians like myself favor a complete separation of medicine from the state. Accordingly, we support a free market health care system and oppose government mandates in insurance and healthcare. We recognize the freedom of individuals to determine the services they want (if any) and all other aspects of their medical care. We advocate replacing compulsory or tax supported plans to supply health services or insurance with voluntarily supported alternatives.</i><br /><br /><u><b>
12. How can the county better fund its local health department to ensure they are adequately prepared to address future crises?<br /></b></u><br />
<i>Only freedom works.<br /><br />
For all of the same reasons that I believe all government functions should be replaced by private-sector alternatives, the county health department should be eliminated and replaced by private alternatives.<br /><br />
Libertarians like myself favor a complete separation of medicine from the state. Accordingly, we support a free market health care system and oppose government mandates in insurance and healthcare. We recognize the freedom of individuals to determine the services they want (if any) and all other aspects of their medical care. We advocate replacing compulsory or tax supported plans to supply health services or insurance with voluntarily supported alternatives.</i><br /><br /><u><b>
13. Should the county and its municipalities encourage incentives for construction projects in order to address the need for affordable housing?<br /></b></u>
</span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Only freedom works.<br /><br />
Incentives aren't needed. What is needed is a wholesale removal of barriers to building the mix of housing that suits the needs of economically-disparate individuals.<br /><br />
Eliminating zoning and other land-use controls, eliminating taxation, licensing, minimum house sizes, minimum lot sizes an setbacks, as well as meddlesome permits, and the market will respond quickly with solutions to address the lack of affordable housing.<br /><br />
Many people who are on the economic margins would be able to find housing they could afford without help if governments would just step out of the way and eliminate barriers.<br /></i><br /><u><b>
Immigration Reform<br /><br />
14. What is your position on local law enforcement actively collaborating with ICE?<br /></b></u><br />
<i>Only freedom works.<br /><br />
As stated above, for all of the same reasons that I believe all government functions should be replaced by private-sector alternatives, the police department should be eliminated and replaced by private alternatives.<br /><br />
If there are no local police, there won't be any "cooperation" with ICE.<br /><br />
Libertarians like myself believe that one of the basic core principles of a free market is the freedom to move about voluntarily, and as such, borders are artificial barriers to trade and movement. A free market cannot exist with a closed or restricted border.<br /><br />
Non-citizens, whether "documented" or "undocumented", must not be denied the fundamental freedom to labor and to move about unmolested, nor should citizens be denied the right to assist in whatever manner they choose. Furthermore, immigration must not be restricted for reasons of nationality, race, religion, political creed, age, or sexual preference.<br /><br />
We therefore call for the elimination of all restrictions on immigration, the abolition of the Immigration and Customs Enforcement and the Border Patrol, and the declaration of a full pardon for all people who are in the country without government permission. We oppose government welfare and resettlement payments to non-citizens just as we oppose government welfare payments to all other persons. We aim to restore a world in which there are no passports, visas, or other papers required to cross borders.<br /></i><br /><u><b>Workers' Rights<br /><br />
15. If the state doesn't mandate the minimum wage of $15, should our county do so?<br /></b></u>
</span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Only freedom works.<br /><br />
On principle, I support the abolition of the federal and state minimum wage laws, and for the same reasons I would not support imposing a county minimum wage.<br /><br />
Libertarians like myself believe that to protect the rights of both employees and employers, their relationship must be based on voluntary agreement. Forcing a person to work against his/her will ("slavery") is commonly understood to be wrong. Forcing somebody to hire a person is equally wrong. We oppose any government scheme based on the idea of "a right to a job".<br /><br />
Compensation for work is properly determined by employees deciding what their time and effort are worth to them and employers deciding what having that work done is worth to their business. Jobs exist because they are mutually beneficial to both parties. This relationship does not automatically create any obligation on the part of an employer to fully support an employee or his/her family, any more than it automatically creates an obligation on the part of an employee to ensure that a business is successful or profitable. We oppose minimum wage laws and any government schemes based on the idea of "a living wage".<br /><br />
The structure of compensation is similarly a choice properly made by the employer and employee, not government. Whether compensation is based on hours worked, output produced, or some other measure, and whether it includes "benefits" such as insurance, day care, or paid vacation, are matters which should be left to the parties involved to decide, by mutual agreement. We oppose all laws which mandate specific employee benefits, as well as subsidies and tax policies which attempt to impose standard benefit packages which may not be in the best interests of particular employers or employees.</i><br /><br /><u><b>16. Should commissioners encourage the state legislature to codify equal pay for equal work?<br /></b></u></span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Only freedom works.<br /><br />
And once again, I believe it is wrong and ethically problematic for local governments to lobby other levels of government. That is acting as a "Taxpayer Funded Lobbying Organization" or "TFLO".<br /><br />
Bureaucrats and politicians must never be allowed to pay themselves to lobby "themselves". Many taxpayers who have had that money taken out of their pockets may not have the same ideas as to how their health care should be managed.<br /><br />
On principle, I support protecting the right of individuals to freely agree among themselves what their compensation for work will be, without giving one side or the other a government "hammer" to bludgeon their associate with.<br /><br />
Libertarians like myself believe that to protect the rights of both employees and employers, their relationship must be based on voluntary agreement. Forcing a person to work against his/her will ("slavery") is commonly understood to be wrong. Forcing somebody to hire a person is equally wrong. We oppose any government scheme based on the idea of "a right to a job".<br /><br />
Compensation for work is properly determined by employees deciding what their time and effort are worth to them and employers deciding what having that work done is worth to their business. Jobs exist because they are mutually beneficial to both parties. This relationship does not automatically create any obligation on the part of an employer to fully support an employee or his/her family, any more than it automatically creates an obligation on the part of an employee to ensure that a business is successful or profitable. We oppose minimum wage laws and any government schemes based on the idea of "a living wage".<br /><br />
The structure of compensation is similarly a choice properly made by the employer and employee, not government. Whether compensation is based on hours worked, output produced, or some other measure, and whether it includes "benefits" such as insurance, day care, or paid vacation, are matters which should be left to the parties involved to decide, by mutual agreement. We oppose all laws which mandate specific employee benefits, as well as subsidies and tax policies which attempt to impose standard benefit packages which may not be in the best interests of particular employers or employees.</i><br /><br />
<u><b>Diverse and Resilient Local Economies<br /><br />
17. Western Colorado has a history of "boom and bust" economies. What is your plan/vision for building more diverse and resilient local economies in our county?<br /></b></u><br />
<i>Only freedom works.<br /><br />
The best way to ensure the growth of a diverse and resilient local economy is to eliminate government functions that impede that growth.<br /></i><br /><u><b>
Criminal Justice<br /><br />
18. In light of our nation's current unrest over policing and racial justice, what are your thoughts about the reallocation of some resources from policing budgets to community social services?<br /></b></u>
</span></span></p><p><b><span style="color: red;"><span data-offset-key="amf6e-0-0"><span data-text="true">NO.</span></span></span></b></p><span data-offset-key="amf6e-0-0"><span data-text="true"><b><span style="color: red;">
</span></b></span></span><p><span data-offset-key="amf6e-0-0"><span data-text="true"><i>Only freedom works.<br /><br />
It is never productive to shift spending from "here to there". It is better eliminate the disease of too much spending by eliminating the function and eliminating the spending, and leaving the money in the pockets of taxpayers.<br /></i><br />
===============================================================================<br /><br />
-- end --<br /><br />
</span></span></p>-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-14111486166998117122020-01-12T09:16:00.001-07:002020-01-12T09:17:57.879-07:00The Iran-US Window is OPEN -- for a Few HoursEvery so often in history, there is a moment where nations can tremendously alter long-established relationships with other nations.<br />
<br />
The assassination of Iranian hit man Qassem Soleimani has -- despite initial expectations -- become that very moment.<br />
<br />
Iran, which has absolutely nothing to gain from open war with the US, wisely lobbed a volley of missiles in the vicinity US troops. Not *at* the troops, but in their vicinity.<br />
<br />
This was a public-relations master stroke on the part of the Iranians. It gave them cover with their own war hawks ("see, we did *something*") and sent the message that they had the capability to hit us if they so desired BUT DIDN'T, and it made the next aggressive move by the US far more difficult for the world to accept.<br />
<br />
Then, they made a serious mistake in accidentally shooting down an airliner full of innocents.<br />
<br />
The next few hours are an opening for another master stroke, this time by President Trump, if he only grabs it. All he has to do is get up to the podium and propose a reconciliation:<br />
<br />
<blockquote>
<i><b>
Look, we have our differences with Iran. But the tragic loss of so many innocents on board Ukrainian Airlines Flight 752 offers Iranians and Americans alike the possibility of taking this in a different direction.<br /><br />
First, I wish to apologize to the Iraqi people for the killing of Iraqi officials who were in the vicinity of our attack on Qassem Soleimani. We will study ways to more tightly target those who have committed atrocities, so that there is less chance of injury or death to those who should not pay the price for the sins of others.<br /><br />
Second, we are taking other measures also, that hopefully will allow our people to finally stop fighting each other.<br /><br />
I have ordered the full withdrawal of American forces from all of southern Iraq, and the dismantling and removal of all of our bases. There will remain a few soldiers as requested by the Kurdish government, but otherwise, the request of the Iraqi government will be honored.<br /><br />
Third, I am offering a complete end to all US-government sanctions on Iran, if the Iranian government will likewise de-escalate their activities against Americans and citizens of other nations:</b></i></blockquote>
<br />
<blockquote>
<i><b></b></i><i><b><i><b>-- Full normalization of relations between the US and Iran, and the reintroduction of embassies and consulates on each others' soil -- with full protection of our respective personnel. </b></i></b></i></blockquote>
<br />
<blockquote>
<i><b>
-- Immediately release and end prosecution of any and all prisoners -- American or otherwise -- who have not committed any crimes of violence against any other individuals, and aggressively protect the rights of foreign visitors in Iran.<br /><br />
-- Repeal all barriers to trade with American citizens.<br /><br />
-- End all state harassment of religious and ethnic minorities and missionaries.<br /><br />
-- Cooperate with efforts to clear Arabian Sea and other regional waters of mines and sunken ships.<br /><br />
-- Cooperate with international police agencies to bring violent criminals to justice, wherever they may be found.<br /><br />
No Iranian should regard any American as an enemy. And no American should regard an Iranian as an enemy. The natural condition of people is to be friends and to do business with one another. It is time to let the quarrels of the past go. I am willing to try. If I fail, my successor will probably not extend this olive branch. There are many in both the United States and Iran, as well as in other countries, who profit handsomely from continued hostility between America and Iran. You and I have an opportunity to tell them "no!".<br /><br />
What say you, President Khamenei? The tragic loss of those on Flight 752 -- because of the fog of war -- has us staring into the abyss. Will Iran and American step back from the edge and once again become the friends we always should have been?</b></i></blockquote>
<br />
It's worth a try. And it could only succeed <a href="https://www.dailymail.co.uk/news/article-7876363/Iranian-protesters-Tehran-turn-against-regime-military-admits-shooting-plane.html" target="_blank">while the Iranian government is reeling from the blowback from their own mistake.</a> That blowback will not last.<br />
<br />
Unfortunately, it is likely neither Trump nor anyone else in the US government, including all of the Mickey Mouse Democrats who are only anti-war when it's not their gorilla in the hot seat, have the spine to do any such thing.<br />
<br />
So as soon as the Iranians have the blowback under control, the window will close, the opportunity will be gone, and escalation will likely continue.<br />
<br />
<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a><span style="font-size: xx-small;"><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, November, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
</span>
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<div>
<span style="font-size: xx-small;">For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .</span><br />
<span data-offset-key="fa116-0-0" style="font-size: xx-small;">------------------------------------------------------------</span></div>
</div>
-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-48584503667779328012019-11-07T10:47:00.004-07:002020-02-15T10:13:13.486-07:00Are Content Providers Free to DePlatform?In the last few years, we have heard many stories of alternative viewpoints -- including Libertarian ones -- being "deplatformed" and "unpublished".<br />
<br />
Some Libertarians are excusing this behavior by claiming those content providers are private property, and they can decide for themselves what they provide a platform for.<br />
<br />
<span class="text_exposed_show">
I fully understand the argument. However...<br /> <br /> </span>That position is, at best, naive, and at worst, willfully ignorant.<br />
<span class="text_exposed_show"><br />It has become abundantly clear: Content providers are not really private companies any longer.<br /> <br /> 1) They get a huge government subsidy in the form of "artificial personhood".<br /> <br /> 2) All of the major platforms including Facebook, Twitter, and Youtube
are subscribers to the "services" of a <a href="https://www.globalresearch.ca/facebook-censorship-and-the-atlantic-council/5656896" target="_blank">spook-run "non-government organization" called the "Atlantic Council"</a>. </span><br />
<span class="text_exposed_show"><br /> 3) Most of the spooks "advising" the oligarchs as to who to deplatform and what to censor are Obama-era players.<br /> <br />
4) Dragging Zuck before congress wasn't meant to elicit information. It
was a horse's head in the beds of the content oligarchs.<br /> <br /> 5)
All of the content providers claim to be platforms and thus not liable
for their content -- in public. However, in court, <a href="https://www.theguardian.com/technology/2018/jul/02/facebook-mark-zuckerberg-platform-publisher-lawsuit" target="_blank">they claim the opposite</a>. </span><span class="text_exposed_show"><span class="text_exposed_show">Content carriers need to decide if they are <a href="https://www.theguardian.com/technology/2018/jul/02/facebook-mark-zuckerberg-platform-publisher-lawsuit" target="_blank">publishers or platforms</a>, and duck the hell out of gaming the system.<br /> </span></span><br />
<span class="text_exposed_show"><br />
6) There have been multiple instances of spookish government
bureaucrats visiting the C suites of all of the tech titans. Of course
the records of what these spooks say to the execs is not made public,
but here's a guess: "My, Mr Chairman, that's a beautiful twelve year old
daughter you have there. It would be a shame if someone from our office
visited her tonight."<br /> <br /> 7) The takedown of <a data-ft="{"tn":"-U"}" href="http://backpage.com/" rel="noopener nofollow" target="_blank">Backpage.com</a> and the bankrupting of its principals in order to prevent them from hiring sufficient legal counsel was another horse's head.<br /> <br />
No. The oligarchic providers have been captured by Leviathan. They are
now functioning as management arms of the police state. Almost all of the internet
content providers are now deeply compromised.</span>No corporation should be regulating political speech; and certainly no
corporation -- which gets the government subsidy of artificial
personhood -- should attempt to meddle in American elections in this
manner.<br />
<br />
It isn't the Russians who are interfering in our
elections.<br />
<br />
<a href="https://beinglibertarian.com/breaking-youtube-throttling-presidential-candidate-tulsi-gabbard/" target="_blank">It's tech oligarchs</a>, the mainstream media, and the
military-industrial-spook complex.<br />
<br />
<span class="text_exposed_show"></span>The fix for this is to reduce government employment at all levels by 99% across-the-board, and shut down government agencies -- including the national-security-spy-state complex.<br />
<br />
Hopefully the few thousand remaining government bureaucrats will be able
to concentrate on activities that actually protect the individual
rights of Americans. rather than violating them.<br />
<br />
The elimination of corporate personhood and requiring businesses to bear the full cost and responsibility for their own actions that violate individual rights is also required.<br />
<br />
<a href="http://www.lp.org/" target="_blank">Vote Libertarian</a>.<br />
<br />
Additional reading:<br />
<br />
1. <a href="https://www.atlanticcouncil.org/support-the-council/honor-roll-of-contributors/" target="_blank">Your taxpayer dollars are funding the Atlantic Council</a> -- the organization "advising" Facebook on which viewpoints to censor.<br />
<br />
2. <a href="https://www.reuters.com/article/us-facebook-cyber/u-s-think-tanks-tiny-lab-helps-facebook-battle-fake-social-media-idUSKBN1KS22N" target="_blank">Facebook submits various content to an Atlantic Council lab</a> that "detects" unacceptable opinions. <br />
<br />
<br />
<br />
<br />
<br />
3. More to come!<br />
<br />
<span style="font-size: xx-small;"><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, November, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
</span>
</span><span style="font-size: xx-small;"></span><br />
<br />
<div data-contents="true">
<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a><span style="font-size: xx-small;">------------------------------------------------------------</span><br />
<div>
<span style="font-size: xx-small;">For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .</span><br />
<span data-offset-key="fa116-0-0" style="font-size: xx-small;">------------------------------------------------------------</span></div>
</div>
-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-73819514158091141582019-10-31T09:16:00.002-06:002019-11-01T21:43:54.536-06:00Halle Shootings Prove The Gun-Control Fraud is Over<div data-contents="true">
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="a68q3-0-0">
<div class="_1mf _1mj" data-offset-key="a68q3-0-0">
<span data-offset-key="a68q3-0-0"><span data-text="true">In the media recently (October 9), two people were killed in a planned rampage murder in Halle, Germany on 9 October, 2019. Two more people were seriously injured </span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<span data-offset-key="a68q3-0-0"><span data-text="true"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnGh_3gMvKwqpmyhPndURz4d_XTGwXmQHdIwZ5LIpapD5sm0CHtgjQrntKmTgn5F9PZWLcqPY4T-DS9WawB245mKmJi4U_s1kqy97hSs-YQCXoPiSv2aQWCRf6n-dnIyDlC8MRLw/s1600/MASS-SHOOTING-2019-halle-victims.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="979" data-original-width="1600" height="121" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnGh_3gMvKwqpmyhPndURz4d_XTGwXmQHdIwZ5LIpapD5sm0CHtgjQrntKmTgn5F9PZWLcqPY4T-DS9WawB245mKmJi4U_s1kqy97hSs-YQCXoPiSv2aQWCRf6n-dnIyDlC8MRLw/s200/MASS-SHOOTING-2019-halle-victims.jpg" width="200" /></a></span></span></div>
<span data-offset-key="a68q3-0-0"><span data-text="true">and rushed to the hospital. The attack was originally planned to massacre Jews at a local synagogue, by a 27 year old national Socialist.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="fekqt-0-0">
<div class="_1mf _1mj" data-offset-key="fekqt-0-0">
<span data-offset-key="fekqt-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="evvgm-0-0">
<div class="_1mf _1mj" data-offset-key="evvgm-0-0">
<span data-offset-key="evvgm-0-0"><span data-text="true">What has been left out of most of the media accounts, however, is that the weapons and ammunition used were all HOME-MADE. Check out the story on <a href="https://www.ammoland.com/2019/10/homemade-guns-and-explosives-used-in-halle-germany-rampage-murders" target="_blank">Ammoland</a>; or see the story by <a href="https://mike-lindsay.co.uk/2019/10/10/halle-germany-shooting-with-homemade-firearms/" target="_blank">Mike Landsay</a> upon which the Ammoland story was based.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="3hh9k-0-0">
<div class="_1mf _1mj" data-offset-key="3hh9k-0-0">
<span data-offset-key="3hh9k-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="3utm3-0-0">
<div class="_1mf _1mj" data-offset-key="3utm3-0-0">
<span data-offset-key="3utm3-0-0"><span data-text="true">The firearms were homemade, the ammunition was homemade, the explosives were homemade.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="aao07-0-0">
<div class="_1mf _1mj" data-offset-key="aao07-0-0">
<span data-offset-key="aao07-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="80uk4-0-0">
<div class="_1mf _1mj" data-offset-key="80uk4-0-0">
<span data-offset-key="80uk4-0-0"><span data-text="true">He killed two innocent people and injured others even with his crude ammunition and makeshift firearms.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="4rp9d-0-0">
<div class="_1mf _1mj" data-offset-key="4rp9d-0-0">
<span data-offset-key="4rp9d-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="nj9j-0-0">
<div class="_1mf _1mj" data-offset-key="nj9j-0-0">
<span data-offset-key="nj9j-0-0"><span data-text="true">This part of the story has been largely supressed because it reveals an inconvenient truth: The genie is out of the bag.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="9fpcg-0-0">
<div class="_1mf _1mj" data-offset-key="9fpcg-0-0">
<span data-offset-key="9fpcg-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="3sa78-0-0">
<div class="_1mf _1mj" data-offset-key="3sa78-0-0">
<span data-offset-key="3sa78-0-0"><span data-text="true">There are far more machine tools in the US than there are in Germany, and far more mechanics who can use them.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="4ir3s-0-0">
<div class="_1mf _1mj" data-offset-key="4ir3s-0-0">
<span data-offset-key="4ir3s-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="cqj7q-0-0">
<div class="_1mf _1mj" data-offset-key="cqj7q-0-0">
<span data-offset-key="cqj7q-0-0"><span data-text="true">The designs for firearms and ammunition are well-known and documented extensively.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="61mfe-0-0">
<div class="_1mf _1mj" data-offset-key="61mfe-0-0">
<span data-offset-key="61mfe-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="7jjv1-0-0">
<div class="_1mf _1mj" data-offset-key="7jjv1-0-0">
<span data-offset-key="7jjv1-0-0"><span data-text="true">Besides the homebrew angle, the same corruptocrats who can't keep drugs from crossing the border aren't going to be any better at keeping guns from crossing the border.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="2kf9l-0-0">
<div class="_1mf _1mj" data-offset-key="2kf9l-0-0">
<span data-offset-key="2kf9l-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="bda7p-0-0">
<div class="_1mf _1mj" data-offset-key="bda7p-0-0">
<span data-offset-key="bda7p-0-0"><span data-text="true">The only thing that will change as legal guns and ammunition are further restricted, is that more and more criminals will get into the lucrative business of building, smuggling and selling them. Prices will go up, more cops will be corrupted (eg, Mexican police guns are used in almost all cartel shoot-em-ups), and violence over trading turf will increase.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="4bu6v-0-0">
<div class="_1mf _1mj" data-offset-key="4bu6v-0-0">
<span data-offset-key="4bu6v-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="8qgeh-0-0">
<div class="_1mf _1mj" data-offset-key="8qgeh-0-0">
<span data-offset-key="8qgeh-0-0"><span data-text="true">The Left is going to have to come to terms with the fact that guns are in the wild, and from this point on, they always will be. It will need to acknowledge all of the following:</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="5l9da-0-0">
<div class="_1mf _1mj" data-offset-key="5l9da-0-0">
<span data-offset-key="5l9da-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="bnse0-0-0">
<div class="_1mf _1mj" data-offset-key="bnse0-0-0">
<span data-offset-key="bnse0-0-0"><span data-text="true">- Gun control doesn’t stop a madman with murderous intent.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="152lt-0-0">
<div class="_1mf _1mj" data-offset-key="152lt-0-0">
<span data-offset-key="152lt-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="f2o3m-0-0">
<div class="_1mf _1mj" data-offset-key="f2o3m-0-0">
<span data-offset-key="f2o3m-0-0"><span data-text="true">- It isn’t the object but rather the person using it that is the problem.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="cf8rl-0-0">
<div class="_1mf _1mj" data-offset-key="cf8rl-0-0">
<span data-offset-key="cf8rl-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="3ottq-0-0">
<div class="_1mf _1mj" data-offset-key="3ottq-0-0">
<span data-offset-key="3ottq-0-0"><span data-text="true">- You cannot legislate your way to safety by assuming the guilt of every citizen.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="bo1gb-0-0">
<div class="_1mf _1mj" data-offset-key="bo1gb-0-0">
<span data-offset-key="bo1gb-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="bhb0j-0-0">
<div class="_1mf _1mj" data-offset-key="bhb0j-0-0">
<span data-offset-key="bhb0j-0-0"><span data-text="true">- Gun control has failed.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="401pl-0-0">
<div class="_1mf _1mj" data-offset-key="401pl-0-0">
<span data-offset-key="401pl-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="9qg0s-0-0">
<div class="_1mf _1mj" data-offset-key="9qg0s-0-0">
<span data-offset-key="9qg0s-0-0"><span data-text="true">All gun control is unconstitutional. It is also ineffective and counterproductive. And, most importantly, it infringes upon the right of all individuals to freely acquire, own, and bear any property they wish -- including property related to supporting their right of self defense.</span></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="9jpft-0-0">
<div class="_1mf _1mj" data-offset-key="9jpft-0-0">
<span data-offset-key="9jpft-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="5d2e4" data-offset-key="1csjp-0-0">
<div class="_1mf _1mj" data-offset-key="1csjp-0-0">
<span data-offset-key="1csjp-0-0"><span data-text="true">If someone truly cannot be trusted to own or carry firearms, then they should not be free to roam at all -- they should be in prison.</span></span></div>
<div class="_1mf _1mj" data-offset-key="1csjp-0-0">
<span data-offset-key="1csjp-0-0"><span data-text="true"><br /></span></span></div>
</div>
</div>
<div data-contents="true">
End the war gun owners. Defend the right of individuals to defend themselves from criminal individuals and criminal governments. Repeal all federal, state, and local gun laws. Stop meddling in the private and voluntary
affairs of free individuals.<br />
<br />
<a href="http://www.lp.org/" target="_blank">Vote Libertarian</a>.<br />
<br />
<span style="font-size: xx-small;"><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, October, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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<span style="font-size: xx-small;">For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .</span><br />
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-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-62369739140393303182019-10-21T10:55:00.001-06:002019-10-21T11:04:31.908-06:00Libertarians: Decriminalize Sex Work<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNGASxCZNmYOHhyphenhyphenLPizPDCSWWHA38c2SxqYl0K2X1iVNitNfi9ALW2cxfvOthjPBbqfuQMvQdo9sisKD307VsurTJBydzs7tXlRcrTmorVNIAClYicIVqZvmGEdyDefdCXSfagTQ/s1600/PhoneSexWithCops.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="610" data-original-width="1082" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNGASxCZNmYOHhyphenhyphenLPizPDCSWWHA38c2SxqYl0K2X1iVNitNfi9ALW2cxfvOthjPBbqfuQMvQdo9sisKD307VsurTJBydzs7tXlRcrTmorVNIAClYicIVqZvmGEdyDefdCXSfagTQ/s320/PhoneSexWithCops.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Larimer County Cops?</td></tr>
</tbody></table>
In Larimer County, CO, this year, over 300 men have been arrested for attempting to have voluntary sex. Here's what the cops and their media parrots said about <a href="https://www.9news.com/article/news/8-men-arrested-in-larimer-county-prostitution-sting/73-3ed22ff6-df99-4421-9a52-f5b5843b3454?fbclid=IwAR3j9GUHTOmMeJjJomQKGZ_L90jt5zUm2iJbTwuL6ft6-1pg58PgyRy8PSw" target="_blank">one week's haul</a>: "An operation to help reduce the demand for human trafficking in Larimer County led to the arrest of eight men who are accused of patronizing prostitutes."<br />
<br />
<a href="https://www.9news.com/article/news/8-men-arrested-in-larimer-county-prostitution-sting/73-3ed22ff6-df99-4421-9a52-f5b5843b3454?fbclid=IwAR3j9GUHTOmMeJjJomQKGZ_L90jt5zUm2iJbTwuL6ft6-1pg58PgyRy8PSw">
</a>But yet there's no "war on men" going on.<br />
<br />
So the cops [and parrots] equate having voluntary, contractual sex to "human trafficking".<br />
<br />
Ummm.. No. Sorry, Charlie, but prostitution is not trafficking.<br />
<br />
Public schools and caging human beings by police might resemble human trafficking, but prostitution does not.<br />
<br />
Besides, no actual humans were trafficked, much less prostituted -- all of the "prostitutes" were cops hiding behind a computer.<br />
<br />
The grand total of <a href="https://www.policeprostitutionandpolitics.com/end_demand_stats_all/2017_operation_do_the_math/Part_I_to_VII_All_2017/Part_III_B_2017_pdfs_images/2017_Part_III__B_do_the_math_page_7.pdf" target="_blank">confirmed "sex trafficking" cases in Colorado</a> -- you know, where someone *was* forced into sex by someone else -- for 2017 was: 14. And they were rightfully prosecuted.<br />
<br />
<a href="https://www.policeprostitutionandpolitics.com/end_demand_stats_all/2017_operation_do_the_math/Part_I_to_VII_All_2017/Part_III_B_2017_pdfs_images/2017_Part_III__B_do_the_math_page_7.pdf">
</a>In 2017, nationwide, there were 467 confirmed cases of sex trafficking, of which 14 were minors. There is *no* "epidemic" of human trafficking. If anything, there are fewer human beings trafficked now than there ever have been (at least in the United States).<br />
<br />
Well, except cops tend to have an increasing problem with screwing teenaged girls (and boys), and <a href="https://theintercept.com/2019/08/30/nypd-anna-chambers-rape-probation/" target="_blank">passing them around to their buddies</a>. Which *is* trafficking.<br />
<br />
And put it in perspective: In 2017, there WERE 393,980 reported <a href="https://www.policeprostitutionandpolitics.com/Chart_rape_DV_trafficking_2014_2017.jpg" target="_blank">serious domestic violence cases, and over 1,237,960 reported violent rapes and sexual assaults</a>.<br />
<br />
So perhaps we ought to "end the demand for marriage"? <br />
<br />
<a href="https://www.policeprostitutionandpolitics.com/Chart_rape_DV_trafficking_2014_2017.jpg">
</a>All the stats are available from the FBI pages - and links can be found on Libertarian <a href="https://www.policeprostitutionandpolitics.com/operation_do_the_math_2017.html" target="_blank">Norma Jean Almodovar's website</a> (2017 stats are the latest until October of this year when the 2018 stats are available).<br />
<br />
<a href="https://www.policeprostitutionandpolitics.com/operation_do_the_math_2017.html">
</a>The Libertarian Party believes you own yourself. If you choose to marry a millionaire because you like the bank account, or if you pay $75 for a handy (like police victim Robert Kraft), you're having voluntary sex. Voluntary sex is not trafficking, and no form of voluntary sex should be prohibited.<br />
<br />
The Libertarian Party's platform position on sex work spells it out:<br />
<br />
<blockquote class="tr_bq">
<b>2.10 Sex Work</b> - The Libertarian Party supports the decriminalization of prostitution. We assert the right of consenting adults to provide sexual services to clients for compensation, and the right of clients to purchase sexual services from consenting sex workers.</blockquote>
<br />
The <a href="http://www.lpradicalcaucus.org/platform" target="_blank">Libertarian Party Radical Caucus platform</a> describes the Libertarian position on sexual rights even more thoroughly:<br />
<br />
<blockquote class="tr_bq">
<b>1.9 Sexual Rights</b> - Consenting individuals have the right to private choice in sexual activity. We support the repeal of all laws and policies which are intended to condemn, affirm, encourage, or deny sexual lifestyles or any attitudes about such lifestyles. Further, we oppose any government attempts to dictate, prohibit, control, or encourage any private lifestyle, living arrangement, or contractual relationship. Who or how many somebody loves is none of the government's business. We support separation of marriage and state. Government marriage license regimes were introduced as tools of control like any other license, and therefore we call for their immediate abolition. No free individual should be expected to obtain a "permission slip" from the state in order to marry. We support the repeal of all laws prohibiting or regulating sex work including prostitution, whether practiced by individuals or in the form of businesses such as those operating brothels, massage parlors, or other facilities.</blockquote>
<br />
End the wars on men, women, and sex workers of both genders. Repeal the prohibition on sex work. Stop meddling in the private and voluntary affairs of free individuals.<br />
<br />
<a href="http://www.lp.org/" target="_blank">Vote Libertarian</a>.<br />
<br />
<span style="font-size: x-small;"><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, October, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
</span>
</span><span style="font-size: x-small;"><a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a></span><br />
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<span style="font-size: x-small;">For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .</span><br />
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<br />-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-280624949968317422019-10-15T12:57:00.000-06:002019-10-15T12:57:34.628-06:00Running Safety for Women... And MenIn a discussion in a running group today, the topic turned to the safety of female runners. Of course, someone chimed in with a totally useful and unique comment: "Here's a tip: Men stop harassing women.".<br />
<br />
Brilliance. Why hasn't anyone else ever thought of that?<br />
<br />
But let's get serious.<br />
<br />
Scolding all men (eg "Men stop harassing women") is not a solution to the problem of harassment (or of assault, or bias).<br />
<br />
Men who harass/assault women are a small fraction of the male population, and the rest of us "men" do our damnedest to suppress them.<br />
<br />
The police officers who arrest the worst of them; the majority of prosecutors, judges, and other justice officials who put them in jail; and the jailers who keep them there -- they are overwhelmingly <i><b>MEN</b></i>.<br />
<br />
Even before an arrest happens, when citizens stop a criminal by tackling them or otherwise restraining them, those citizens are almost always <i><b>MEN</b></i>.<br />
<br />
So let's give "men" some credit:<br />
<br />
<i><b>The vast majority of men love women, and love their wives, daughters, girlfriends, and friends, and will never hurt any of them much less a stranger.</b></i><br />
<br />
The best way to make women's outdoor activities like running safer is to acknowledge that safety is partnership that requires both men and women to look out for one another. A lot of us guys on the trail are doing our best to do just that -- without your admonishment.<br />
<br />
I have a personal story that illustrates the point.<br />
<br />
A few years ago, a very frightened elderly woman who had passed me on her bicycle a few minutes prior came back down the trail towards me, and stopped to ask if she could drop in behind me and follow because there was a suspicious-acting man on the trail ahead. I was running armed just for reasons like him. I had seen him earlier that day myself and thought he looked like trouble.<br />
<br />
So of course I agreed and told her to tuck in behind me and to one side me until we passed him. I was careful to keep my body between him and her. Thankfully nothing happened, and she went safely on her way after we were out of sight.<br />
<br />
The point is, most men do care. Most of us will do our damnedest to help when needed.<br />
<br />
In the meantime, don't be afraid to run armed, regardless of whether you're a man or a woman. Many runners do it because they also run in areas where help may be too far away when it's needed, either for help from a human predator or from a big cat or someone's vicious dog.<br />
<br />
<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a><span style="font-size: x-small;"><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, October, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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<div>
For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .<br />
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-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-79506190954949245892019-09-27T12:07:00.001-06:002019-09-27T12:25:31.022-06:00The Two-Minutes Hate on Vaping<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhScaxgiwk7t3nAUaHl4MU_nNWRS7O6xQAtxbY7jAAYgJ7Lb2scGU101kSOw58z9L5gNGl-Nas-F38-4vGbqOjBakrd10YlDIpNrXFqNjijuu6hGHLhlNSRwcCwUPGJR7uMHtRpGQ/s1600/WomanVaping.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="578" data-original-width="866" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhScaxgiwk7t3nAUaHl4MU_nNWRS7O6xQAtxbY7jAAYgJ7Lb2scGU101kSOw58z9L5gNGl-Nas-F38-4vGbqOjBakrd10YlDIpNrXFqNjijuu6hGHLhlNSRwcCwUPGJR7uMHtRpGQ/s320/WomanVaping.jpg" width="320" /></a><span style="font-size: small;">In the news this past few weeks has been a good example of a manufactured "crisis".<br /><br />Media outlets have breathlessly fixated on the "dangers" of vaping (aka "</span><span style="font-size: small;"><span style="font-size: small;">e-cigarettes")</span>. I guess this is the assigned <a href="https://en.wikipedia.org/wiki/Two_Minutes_Hate" target="_blank">Two-Minute Hate</a> for the last half of September.<br /><br />But let's go over a few actual facts that don't fit well into the mainstream crisis narrative.</span><br />
<br />
<span style="font-size: small;">First: Tobacco is a legal plant that many individuals want to enjoy.
If it is prohibited, then we will simply have yet another war on a plant
that will be as effective as the war on poppies, marijuana, coca, khat,
and many others.</span><br />
<span style="font-size: small;"><br /></span><span style="font-size: small;">Standard, over-the-counter nicotine "vape juice" carries basically the same risk of long-term health effects as cigarettes.</span><br />
<br />
<span style="font-size: small;">Keep in mind that </span><span style="font-size: small;"><span style="font-size: small;">e-cigarettes</span>, like cigarettes, is simply a "delivery device". When different kinds of "delivery devices" are developed, different people are going to try them, and use them, if they wish to. There are already cigarettes, cigars, little cigars, cigarillos, dissolvables (</span><span style="font-size: small;">such as lozenges, strips, or sticks), smokeless (</span><span style="font-size: small;">chewing tobacco and moist snuff), </span><span style="font-size: small;">waterpipes ("Hookah"), and now e-cigarettes.</span><br />
<span style="font-size: small;"></span><br />
<span style="font-size: small;"><br />There are already millions of vapers.</span><span style="font-size: small;"><span style="font-size: small;">The mainstream media has generally (with a few notable exceptions) failed to make clear that the current "crisis" among vapers is <a href="https://www.spiked-online.com/2019/09/11/the-great-american-vaping-panic/" target="_blank">not caused by vape juice</a>, but rather, by a subset of vapers who are putting THC
oils (and vitamin E oil, and other crap) in their </span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">e-cigarettes</span></span>. And
probably a lot of other substances, according to investigative articles in the <i><b><a href="https://www.washingtonpost.com/health/2019/09/05/contaminant-found-vaping-products-linked-deadly-lung-illnesses-state-federal-labs-show/" target="_blank">Washington Post</a></b></i> and <a href="https://madison.com/wsj/news/local/govt-and-politics/thc-found-in-wisconsin-vaping-cases-that-led-to-illnesses/article_ae323947-96a2-5183-a7dc-720ee7acc6c0.html" target="_blank"><i><b>Wisconsin State Journal</b></i></a>.</span></span><br />
<span style="font-size: small;"><span style="font-size: small;"></span></span><br />
<br />
<span style="font-size: small;">One of the more interesting aspects of vaping is the possibility that vape juice can be rather easily tailored, and there is already some evidence that the trend among longer-term users of </span><span style="font-size: small;"><span style="font-size: small;">e-cigarettes is to choose smaller nicotine content juice cartridges over time.</span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><br /></span></span>
<span style="font-size: small;">If the vaping market were left alone, there is reason to believe that trend (of lower nicotine content vape choices) would continue and/or accelerate: </span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">One thing that a free market always does is it tends to mitigate negatives and accentuate positives.</span></span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><br />
The black market (</span></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">Prohibition) </span></span></span>means adulterated drugs, which means death for more than a few users (especially youthful, inexperienced ones who don't know what to look for). Which is what we are right now seeing with the current "Vaping Crisis".<br /><br />
Then consider what the free market has delivered in comparison to Prohibition: We now have light beer and non-alcoholic beer, whereas under Alcohol Prohibition the trend was toward harder and harder, more potent varieties of hooch.<br /><br />
In a legal market, and with steady Education and Persuasion campaigns, kids trying drugs will find pure (and ever-safer) prepackaged versions of them at Rite Aid and Wal-Mart, with instructions on safe use.<br /><br />
They won't get that from the local gang-banger who is filling vape cartridges with THC oil.</span></span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><br /></span></span>
<span style="font-size: small;">Over time, then, it stands to reason that it would be better for there to be a less-harmful alternative to cigarettes to be encouraged and available so people who have to put something in their mouths will be able to choose something less harmful rather than more harmful.<br /><br />If vaping is made illegal, it will simply go underground. The technology for vape pens is widely known and easy to replicate, and prohibiting it will simply open up a new market for organized criminals to supply.<br /><br />
As an interesting side note, <a href="https://coloradosun.com/2019/09/19/colorado-vaping-lung-illness/" target="_blank">Colorado is not having anywhere near the problem with this</a> that other states are -- because marijuana is legal, and people therefore tend to use traditional marijuana delivery methods.<br /><br />
<a href="https://coloradosun.com/2019/09/19/colorado-vaping-lung-illness/">
</a>The THC oil vaping problem would likely resolve itself in a legal market. If CVS and Walgreens were selling vape juice with THC in it, they would have to find ways to make it as safe as possible, or they would find themselves with a lot of liability claims. Drug traffickers who are illegally filling vape cartridges have neither the will nor the ability to figure out how to do that -- they're just supplying a product that people want, and they aren't going to be hauled into court if their product hurts someone.<br /><br />Libertarian Party articles about vaping bans:<br /><br />https://www.lp.org/libertarians-vaping-industry-condemn-trump-vaping-ban/</span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;">1. <a href="https://www.lp.org/vapeban/" target="_blank">What do Libertarians think of Trump’s vaping regulation?</a></span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;"></span><br />
<span style="font-size: small;">2. <a href="https://www.lp.org/libertarians-vaping-industry-condemn-trump-vaping-ban/" target="_blank">Libertarians, vaping industry condemn Trump vaping ban</a></span><br />
<span style="font-size: small;"><br /></span>
<span style="font-size: small;">3. <a href="https://www.lp.org/vape/" target="_blank">I Vape I Vote Membership Promotion</a></span><br />
<span style="font-size: small;"><br /></span>
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Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
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Written by Marc Montoni <AMCAmbassador@gmail.com>, May, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .<br />
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-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-52343687262413604252019-09-14T00:03:00.000-06:002019-09-14T00:03:12.761-06:00The Power of One LibertarianDID YOU KNOW...<br /><br /><b>Roy Scherer</b> is only one man, but he accomplished some rather incredible things. Medical marijuana was just one of Roy's signature accomplishments: <i><b>Virginia was the first state with it!</b></i><br /><br />Roy convinced enough members of the Virginia General Assembly to liberalize the law in the late seventies -- long before the California initiative that addressed the issue there in the nineties. Virginia's MedMar reform passed quietly into law mostly due to Roy's patient, quiet persuasion. Unfortunately, it wasn't a self-executing law, and remained mostly unused.<br /><br />However...<br /><br />A little-known secret is that the only doctors in Virginia who could legally suggest it without the DEA raiding their house, shooting their kids and dog, and revoking their medical license, were those at the V.A. hospitals. If I recall, most of the couple of dozen legal federal users of the late seventies and eighties were residents of Virginia, and, several of them were VA patients.<br /><br />Some cracks in the wall eventually appeared in the rest of the country: The federal government finally said in 2010 that patients treated at Veterans Affairs hospitals and clinics will be able to use medical marijuana in the then-14 states where had been legalized. <a href="https://www.foxnews.com/us/va-to-allow-veterans-to-use-medical-marijuana-at-clinics-in-the-14-states-where-its-legal" target="_blank">Read more about this here</a>.<br /><br />Another example of Roy's handiwork is the historically-lenient Virginia possession law (under, again going from memory, 1/4 ounce is (or was) a rather cheap misdemeanor fine, rather than a jail-able offense).<br /><br />And Roy has been exceptionally successful in stopping bad legislation in committees by pointing out flaws even the sponsors had to agree with.<br /><br />Yes, more would get done with numbers, but no one should be quick to dismiss the incredible success Roy has had as a single lobbyist. So many times it can be just a matter of remembering that lawmakers are human (or at least resemble them), and having an interested citizen around to do a "second reading" from a hands-off starting point often shows legislators where their ideas smash up against reality.<br /><br />It often takes only takes one or two Libertarians in the right place at the right time to get what can be huge reforms enacted. For instance, the only time in U.S. history that a state income tax was <i><b>abolished</b></i> happened to coincide with the terms of <i><b>just two</b></i> Libertarian Party legislators -- <a href="http://lpedia.org/Dick_Randolph" target="_blank">Dick Randolph</a> and <a href="http://lpedia.org/1980#Candidates" target="_blank">Ken Fanning</a> -- in the Alaska state legislature. It was the Libertarians who introduced the repeal bill, and persuaded their 18th century holdout political opponents to support it.<br />
<br />
<i>[NOTE: This article was first published in <a href="https://www.mail-archive.com/announce@lpva.com/msg00220.html" target="_blank">Old Dominion Liberty Letter Issue #39</a> on Monday, 26 July 2010. <u>Old Dominion Liberty Letter</u> was an email newsletter that was periodically sent to Libertarian Party members and prospects in Virginia. This author served as the editor of the publication for most of its run.]</i><br />
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Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
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Written by Marc Montoni <AMCAmbassador@gmail.com>, May, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .<br />
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<br />-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-20310782930462279082019-09-10T21:57:00.004-06:002019-09-10T21:57:52.124-06:00Abolish Marriage Licensure - And Stop Collecting DataIn the continuing saga of the state sticking its nose into marriage, <a href="https://wtvr.com/2019/09/10/3-couples-suing-virginia-after-being-denied-marriage-licenses-because-they-refused-to-disclose-their-race/" target="_blank">three couples in Virginia are suing the state government</a> because the state refused to issue them marriage licenses -- because the plaintiffs refused to state their races on their license application.<br />
<br />
Instead of fighting it in court, the Commonwealth should make the suit moot by immediately eliminating the marriage license system and all associated requirements, benefits, restrictions, and regulations.<br /><br />Every state, not just Virginia, collects demographic information for marriage licenses. Even if they don't ask directly on the form, all states require a state-issued ID at some point in the process, and those demographic entries are either shown in the clear on the ID itself or it's behind it on the DMV database -- which means that the state marriage license database has all of that as well.<br /><br />Libertarians support marriage equality -- because we favor the immediate abolition of marriage licensure, for all of the same reasons we favor the elimination of all other forms of state permission slips. Libertarians regard licensure as the government taking away a right all individuals have, and then selling them that right back as a privilege.<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVrOqfHZ4hJy3fxZIMbr92lM2V2N1fKdpAPucU2ymq35pGAPFhXE8WKVTs3XIKtCGRSv9rLinbRpcJYKIGi45ZzkhjtLFF8cmXPVEQEiwMjoPAio9Cw79ugrilpARJmk1jfpHHww/s1600/Marriage-01.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVrOqfHZ4hJy3fxZIMbr92lM2V2N1fKdpAPucU2ymq35pGAPFhXE8WKVTs3XIKtCGRSv9rLinbRpcJYKIGi45ZzkhjtLFF8cmXPVEQEiwMjoPAio9Cw79ugrilpARJmk1jfpHHww/s320/Marriage-01.jpg" width="320" /></a><br />Americans have been fighting this battle over the details of how government permission slips are issued and to whom for decades now. It's time to bring that battle to a close by eliminating all marriage license laws.<br /><br />Interestingly, Republicans have picked up the idea from Libertarians, and have recently eliminated marriage licensure in Alabama and introduced repeal bills in other states.<br /><br />Who or how many somebody loves is none of the government's business.<br /><br />Libertarians support separation of marriage and state. Government marriage license regimes were introduced as tools of control like any other license, and therefore we call for their immediate abolition. No free individual should be expected to obtain a "permission slip" from the state in order to marry.<br /><br /><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a>------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, May, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .<br />
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-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-7995221718734397962019-09-09T23:06:00.000-06:002019-09-09T23:06:05.069-06:00Allegedly Gouging<div data-contents="true">
<div class="" data-block="true" data-editor="313hf" data-offset-key="86mdv-0-0">
<div class="_1mf _1mj" data-offset-key="86mdv-0-0">
<span data-offset-key="86mdv-0-0"><span data-text="true">Price Gouging: It may not fare well in the court of public opinion, but increased prices in the face of high demand and low supply is the market's way of conserving a resource.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="3dh68-0-0">
<div class="_1mf _1mj" data-offset-key="3dh68-0-0">
<span data-offset-key="3dh68-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="4uvo0-0-0">
<div class="_1mf _1mj" data-offset-key="4uvo0-0-0">
<span data-offset-key="4uvo0-0-0"><span data-text="true">If a hurricane blows through and I'm the first one to the store, I'm going to buy a dozen cases at $3 each and there will be none left for you.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="ee22a-0-0">
<div class="_1mf _1mj" data-offset-key="ee22a-0-0">
<span data-offset-key="ee22a-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="3vu9n-0-0">
<div class="_1mf _1mj" data-offset-key="3vu9n-0-0">
<span data-offset-key="3vu9n-0-0"><span data-text="true">If the price goes up to $25 a case, I'm going to buy 2 and the will be some available to you when you get there, albeit at a higher price point.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="cdlim-0-0">
<div class="_1mf _1mj" data-offset-key="cdlim-0-0">
<span data-offset-key="cdlim-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="d839v-0-0">
<div class="_1mf _1mj" data-offset-key="d839v-0-0">
<span data-offset-key="d839v-0-0"><span data-text="true">Here's a story about a guy named Chris. Just a regular working guy. He doesn't worry about stocking up on bottled water. Because Chris is smart. Before the hurricane blows through, he fills up containers from his tap water. And he also fills his bath tub full of water. It's not rocket science.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="6vosh-0-0">
<div class="_1mf _1mj" data-offset-key="6vosh-0-0">
<span data-offset-key="6vosh-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="coupv-0-0">
<div class="_1mf _1mj" data-offset-key="coupv-0-0">
<span data-offset-key="coupv-0-0"><span data-text="true">The fact that people are hysterical and idiotic should cost them money.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="7q9rq-0-0">
<div class="_1mf _1mj" data-offset-key="7q9rq-0-0">
<span data-offset-key="7q9rq-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="et51q-0-0">
<div class="_1mf _1mj" data-offset-key="et51q-0-0">
<span data-offset-key="et51q-0-0"><span data-text="true">Every business owner is "price gouging" at all times. That is, they are all charging the highest price they can currently get for their product. All that changes in this scenario is the price that people are willing to pay. You aren't going to buy anything today that hasn't been prices at the highest price the provider thinks they can get the largest amount of people to pay.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="813i4-0-0">
<div class="_1mf _1mj" data-offset-key="813i4-0-0">
<span data-offset-key="813i4-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="2b7ap-0-0">
<div class="_1mf _1mj" data-offset-key="2b7ap-0-0">
<span data-offset-key="2b7ap-0-0"><span data-text="true">Eliminating price gouging means fewer and fewer stores will bother sending employees to make emergency supply runs to stores further away from endangered areas so they can have product to sell.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="bpfhk-0-0">
<div class="_1mf _1mj" data-offset-key="bpfhk-0-0">
<span data-offset-key="bpfhk-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="avtnk-0-0">
<div class="_1mf _1mj" data-offset-key="avtnk-0-0">
<span data-offset-key="avtnk-0-0"><span data-text="true">So more "out of stock" signs.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="cbmq4-0-0">
<div class="_1mf _1mj" data-offset-key="cbmq4-0-0">
<span data-offset-key="cbmq4-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="5m1jp-0-0">
<div class="_1mf _1mj" data-offset-key="5m1jp-0-0">
<span data-offset-key="5m1jp-0-0"><span data-text="true">That must be a good thing.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="ba4ja-0-0">
<div class="_1mf _1mj" data-offset-key="ba4ja-0-0">
<span data-offset-key="ba4ja-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="emn6f-0-0">
<div class="_1mf _1mj" data-offset-key="emn6f-0-0">
<span data-offset-key="emn6f-0-0"><span data-text="true">Right.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="2g0qs-0-0">
<div class="_1mf _1mj" data-offset-key="2g0qs-0-0">
<span data-offset-key="2g0qs-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="7otbm-0-0">
<div class="_1mf _1mj" data-offset-key="7otbm-0-0">
<span data-offset-key="7otbm-0-0"><span data-text="true">Libertarians aren't here to placate the ignorant voter.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="nlo9-0-0">
<div class="_1mf _1mj" data-offset-key="nlo9-0-0">
<span data-offset-key="nlo9-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="4vlcc-0-0">
<div class="_1mf _1mj" data-offset-key="4vlcc-0-0">
<span data-offset-key="4vlcc-0-0"><span data-text="true">We're here to speak to the exceptional voters who know the bullshit ignorant voters vote for is... bullshit.</span></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="ebr35-0-0">
<div class="_1mf _1mj" data-offset-key="ebr35-0-0">
<span data-offset-key="ebr35-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="313hf" data-offset-key="9cgff-0-0">
<div class="_1mf _1mj" data-offset-key="9cgff-0-0">
<span data-offset-key="9cgff-0-0"><span data-text="true">Stop trying to kowtow to children, economic illiterates, moral relativists, and thieves -- all of whom were vaccinated to be that way by 12 years of government's coercion-funded forced- indoctrination penal colonies.</span></span></div>
</div>
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-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-27582795601888132582019-08-19T08:21:00.002-06:002019-08-19T08:21:57.327-06:00New College Major: "Useless Studies"<div data-contents="true">
<div class="" data-block="true" data-editor="6quua" data-offset-key="3utj3-0-0">
<div class="_1mf _1mj" data-offset-key="3utj3-0-0">
<span data-offset-key="3utj3-0-0"><span data-text="true">You know what those "_________ Studies" college major courses are?</span></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="39mh1-0-0">
<div class="_1mf _1mj" data-offset-key="39mh1-0-0">
<span data-offset-key="39mh1-0-0"><br data-text="true" /></span></div>
<div class="_1mf _1mj" data-offset-key="39mh1-0-0">
<span data-offset-key="39mh1-0-0">They don't exist because they impart any useful skills for the demands of life after graduation. Unless of course you can figure out a way to make ginned-up outrage into a paying occupation.</span></div>
<div class="_1mf _1mj" data-offset-key="39mh1-0-0">
<span data-offset-key="39mh1-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="4mn3j-0-0">
<div class="_1mf _1mj" data-offset-key="4mn3j-0-0">
<span data-offset-key="4mn3j-0-0"><span data-text="true">They exist for two reasons:</span></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="3kqan-0-0">
<div class="_1mf _1mj" data-offset-key="3kqan-0-0">
<span data-offset-key="3kqan-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="auk8m-0-0">
<div class="_1mf _1mj" data-offset-key="auk8m-0-0">
<span data-offset-key="auk8m-0-0"><span data-text="true">1) To enable the institution to meet hiring and student quotas. They serve perfectly to meet the ever-multiplying affirmative action laws and regulations (both in the faculty and student populations).</span></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="lh17-0-0">
<div class="_1mf _1mj" data-offset-key="lh17-0-0">
<a href="https://dcewboipbvgi2.cloudfront.net/sites/default/files/styles/article_hero/public/articles/01162013_college_cost_article.jpg?itok=gAEj_7Pg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="359" data-original-width="639" height="179" src="https://dcewboipbvgi2.cloudfront.net/sites/default/files/styles/article_hero/public/articles/01162013_college_cost_article.jpg?itok=gAEj_7Pg" width="320" /></a><span data-offset-key="lh17-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="bksmn-0-0">
<div class="_1mf _1mj" data-offset-key="bksmn-0-0">
<span data-offset-key="bksmn-0-0"><span data-text="true">and,</span></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="75fn3-0-0">
<div class="_1mf _1mj" data-offset-key="75fn3-0-0">
<span data-offset-key="75fn3-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="fndnm-0-0">
<div class="_1mf _1mj" data-offset-key="fndnm-0-0">
<span data-offset-key="fndnm-0-0"><span data-text="true">2) To revenue farm, because universities are among the largest of our society's welfare queens (roughly a $100 billion cash sink at the federal level, a similar amount comes from states and localities). Think about it: Weak faculty members, and weak students, were once a market universities were neither interested in nor were they a market the university was <u><b>able</b></u> to tap.</span></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="fm6ta-0-0">
<div class="_1mf _1mj" data-offset-key="fm6ta-0-0">
<span data-offset-key="fm6ta-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="3jtrq-0-0">
<div class="_1mf _1mj" data-offset-key="3jtrq-0-0">
<span data-offset-key="3jtrq-0-0"><span data-text="true">Enter federal and state welfare (as well as donors who wanted to do a bit of cash virtue signaling). Now that the tap was turned on, administrators have become dependent upon the growth lathered on by debt-addled students who could never get into a rigorous program, hence never get into university.</span></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="dlcps-0-0">
<div class="_1mf _1mj" data-offset-key="dlcps-0-0">
<span data-offset-key="dlcps-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="703mp-0-0">
<div class="_1mf _1mj" data-offset-key="703mp-0-0">
<span data-offset-key="703mp-0-0"><span data-text="true">And now we're going to "free" college for everyone.</span></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="761d5-0-0">
<div class="_1mf _1mj" data-offset-key="761d5-0-0">
<span data-offset-key="761d5-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="6quua" data-offset-key="7q59s-0-0">
<div class="_1mf _1mj" data-offset-key="7q59s-0-0">
<span data-offset-key="7q59s-0-0"><span data-text="true">Keep it up, y'all. Break that bank.<br /><br />The sooner the country goes bankrupt, the sooner you'll crash the entire scam.</span></span></div>
</div>
</div>
-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-44788216369997318882019-05-29T13:43:00.000-06:002019-05-29T13:43:00.136-06:00Is Student Lobbying Expoitation?<div class="" data-block="true" data-editor="dqvb7" data-offset-key="ope9-0-0">
<div class="_1mf _1mj" data-offset-key="ope9-0-0">
<span data-offset-key="ope9-0-0"><span data-text="true">I did not say they were being "exploited"; however, now that you mention it, that's probably an accurate word.</span></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="8b6jc-0-0">
<div class="_1mf _1mj" data-offset-key="8b6jc-0-0">
<span data-offset-key="8b6jc-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="5kuel-0-0">
<div class="_1mf _1mj" data-offset-key="5kuel-0-0">
<span data-offset-key="5kuel-0-0"><span data-text="true">The school district, with the above Mr Ferguson's full support, steals my money, and gives it primarily to teachers who have a vested interest in perpetuating the system. The students are thus trained not to question whether the theft-based system should exist or not, they are instead trained to assume the theft-based system must be continued, the only question is how much privately-owned wealth must be stolen -- and of course, they are trained to always believe that more is always better.</span></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="5qbto-0-0">
<div class="_1mf _1mj" data-offset-key="5qbto-0-0">
<span data-offset-key="5qbto-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="eqtgc-0-0">
<div class="_1mf _1mj" data-offset-key="eqtgc-0-0">
<span data-offset-key="eqtgc-0-0"><span data-text="true">The school district, which has *never* asked students to thoroughly explore the question of whether it is moral to allow government schools to continue to exist; much less whether it is moral for it to exist with stolen money, then encourages those same students who it has not taught to question the prevailing wisdom, to then become lobbyists for "more, more, more".</span></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="ci1ig-0-0">
<div class="_1mf _1mj" data-offset-key="ci1ig-0-0">
<span data-offset-key="ci1ig-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="7a72b-0-0">
<div class="_1mf _1mj" data-offset-key="7a72b-0-0">
<span data-offset-key="7a72b-0-0"><span data-text="true">So you have a massive bureaucracy that both fails to teach students to actively question what they've been given, but on the other hand successfully teaches them to refuse to question it -- yet at the same time, in so many other areas of their lives, school system employees treat students like babies and violate their agency.</span></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="8i8gs-0-0">
<div class="_1mf _1mj" data-offset-key="8i8gs-0-0">
<span data-offset-key="8i8gs-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="qfn5-0-0">
<div class="_1mf _1mj" data-offset-key="qfn5-0-0">
<span data-offset-key="qfn5-0-0"><span data-text="true">In essence, educrats regard students as incompetent to make decisions about their own lives -- smoking, drugs, profanity, sex, speech, academic performance, the list goes on -- and yet, when the educracy wants more money, they push those same students to lobby adults when the truth is those students have no idea what they are lobbying for actually costs others.</span></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="3imj0-0-0">
<div class="_1mf _1mj" data-offset-key="3imj0-0-0">
<span data-offset-key="3imj0-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="dqvb7" data-offset-key="furep-0-0">
<div class="_1mf _1mj" data-offset-key="furep-0-0">
<span data-offset-key="furep-0-0"><span data-text="true">That is an exploitive relationship: Using someone you have purposefully withheld information from, to speak for you.<br /><br />-- end --<br /></span></span></div>
</div>
-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-54386616282956484592019-05-12T22:21:00.000-06:002019-05-12T22:38:41.511-06:00Speaking for NOTASometimes it's not easy speaking up for NOTA at a Libertarian meeting.<br />
<br />
Personally, I like injecting a bit of humor into a meeting, because the theatrics caucus that tries to make everyone angry and hurls insults and invective at undeserving other activists can make those meetings into a decidedly inhospitable place.<br />
<br />
At this year's LP of Colorado state convention, I felt somewhat uninspired to speak for NOTA as I traditionally do.<br />
<br />
At the same event in 2018, one participant made it a point to mumble under his
breath at me that it was a waste of everyone's time for anyone to speak for
NOTA.<br />
<br />
Added to that taunt, there was a lot of low-IQ nastiness that had been the rule for several weeks prior to this event. It was really so disheartening to see Libertarians chiding their own so viciously. The convention this year was a bitter disappointment for many reasons, and the hostility in the air was palpable.<br />
<br />
Several members did ask me to speak for NOTA -- which helped me break out of my funk. So, once we finally got to our elections, I started writing a few NOTA points for each race.<br />
<br />
Here they are:<br />
<br />
<u><b>Chair</b></u><br />
<br />
- Nobody will invoke the purity test.<br />
- We don't need no stinkin' meetings to run anyway.<br />
<br />
<u><b>Vice Chair</b></u><br />
<br />
- Nobody will bother running meetings in the Chair's absence.<br />
- Nobody is the only <u><b>real</b></u> Libertarian.<br />
- Nobody will be there to vote.<br />
<br />
<u><b>Treasurer</b></u><br />
<br />
- Nobody will cook our books so we don't get thrown in jail.<br />
- Nobody will be able to tell us how much money we have for our projects.<br />
<br />
<br />
<u><b>Secretary</b></u><br />
<br />
- Who needs notes, anyway?<br />
- Why do we need to have records of things that happened last week?<br />
<br />
<u><b>Communications</b></u><br />
<br />
- Nobody will speak to the press -- and we don't want them to know what we're up to, anyway.<br />
<br />
<u><b>Membership</b></u><br />
<br />
- We don't need no stinkin' members anyway.<br />
- NOTA takes exception to the previous accusation about nobody, because until now NOTA has taken any position at all.<br />
<br />
<u><b>Outreach</b></u><br />
<br />
- We want to keep Libertarianism to ourselves.<br />
- Nobody will grow the LP.<br />
- Nobody will bother outgoing Outreach Director Kevin Gulbranson in response to his offer to coach or mentor the new Director.<br />
<br />
<u><b>Affiliate Development Director</b></u><br />
<br />
- Nobody will visit local affiliates.<br />
<br />
<b><u>Campaigns Director</u></b><br />
<br />
- We don't need any candidates. We're just a debating society.<br />
- Nobody will run for office.<br />
- NOTA will leave politics to those other guys who want to run your life. And isn't that what we all <u><b>really</b></u> want?<br />
<br />
---------<br />
<br />
Anyway, feel free to use them at your own state convention or other meetings.<br />
<br />
If nothing else, providing a few moments' humorous diversion about voting for None of the Above at least reminds Libertarians that they can vote against all candidates in any internal Party election, if they don't like any of the candidates.<br />
<br />
<span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a>------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, May, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
</span><br />
<div data-contents="true">
<div>
------------------------------------------------------------<br />
For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .<br />
<span data-offset-key="fa116-0-0">------------------------------------------------------------</span></div>
</div>
-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-83658657477719282342019-05-03T15:43:00.001-06:002019-05-03T15:43:45.822-06:00The Noob and The Quest<div data-contents="true">
<div class="" data-block="true" data-editor="1l98b" data-offset-key="10de1-0-0">
<div class="_1mf _1mj" data-offset-key="10de1-0-0">
<span data-offset-key="10de1-0-0"><span data-text="true">Back in 2014, I ran the <a href="http://www.lpvirginia.org/" target="_blank">Virginia Libertarian Party</a>'s Facebook <a href="https://www.facebook.com/LPVirginia/" target="_blank">page</a>. Over the preceding four or five years, I and a few other activists -- but mostly me) had built up the page following by putting up regular articles with consistent Libertarian "abolitionist" messages.</span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="9uod5-0-0">
<div class="_1mf _1mj" data-offset-key="9uod5-0-0">
<span data-offset-key="9uod5-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="95f27-0-0">
<div class="_1mf _1mj" data-offset-key="95f27-0-0">
<span data-offset-key="95f27-0-0"><span data-text="true">At one point, someone new came along and promptly got herself appointed to the <a href="https://lpedia.org/Libertarian_Party_of_Virginia#Committees" target="_blank">Communications Committee</a>, and began complaining immediately about how the page was turning away potential Libertarians because of that abolitionist message.</span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="8mu34-0-0">
<div class="_1mf _1mj" data-offset-key="8mu34-0-0">
<span data-offset-key="8mu34-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="dcjod-0-0">
<div class="_1mf _1mj" data-offset-key="143kg-0-0">
<span data-offset-key="dcjod-0-0"><span data-text="true">Without irony, too -- why it was increasing steadily in likes, then, I guess is a mystery.<br /></span></span><span data-offset-key="143kg-0-0"><span data-text="true">From her newly-won position on the Committee, she immediately set about trying to
freeze me out of the management of the page; hurling invective pretty much non-stop as soon as she scratched her way into leadership.</span></span></div>
<div class="_1mf _1mj" data-offset-key="143kg-0-0">
<span data-offset-key="143kg-0-0"><span data-text="true"> </span></span></div>
<div class="_1mf _1mj" data-offset-key="143kg-0-0">
<span data-offset-key="143kg-0-0"><span data-text="true">Upon her ascension to leadership in the Virginia LP, she also sought and won appointment to the national LP's Platform Committee as an LNC appointee in 2015.<br /><br />So in the space of just a few months, she went from being some entirely new to someone who would influence the message of both the national and state party. Never mind ideology, as long as the pitiably desperate "Please Like Me!" caucus within the LP thinks you'll be useful as far as making the LP look harmless, you too can jump right in to making decisions over those who genuinely know what Libertarianism is about.</span></span></div>
<div class="_1mf _1mj" data-offset-key="143kg-0-0">
<span data-offset-key="143kg-0-0"><span data-text="true"><br /></span></span></div>
<div class="_1mf _1mj" data-offset-key="143kg-0-0">
<span data-offset-key="143kg-0-0"><span data-text="true">But back to the immediate issue. </span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="143kg-0-0">
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="14k2j-0-0">
<div class="_1mf _1mj" data-offset-key="14k2j-0-0">
<span data-offset-key="14k2j-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="ekv4k-0-0">
<div class="_1mf _1mj" data-offset-key="ekv4k-0-0">
<span data-offset-key="ekv4k-0-0"><span data-text="true">Right before she joined us, the state Party was 4th in terms of membership compared to the other 50 states.</span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="e32rp-0-0">
<div class="_1mf _1mj" data-offset-key="e32rp-0-0">
<span data-offset-key="e32rp-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="crhbp-0-0">
<div class="_1mf _1mj" data-offset-key="crhbp-0-0">
<span data-offset-key="crhbp-0-0"><span data-text="true">Well, as most of my friends know, I left LPVA behind as of November 2016.</span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="bo33r-0-0">
<div class="_1mf _1mj" data-offset-key="bo33r-0-0">
<span data-offset-key="bo33r-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="9r3pc-0-0">
<div class="_1mf _1mj" data-offset-key="9r3pc-0-0">
<span data-offset-key="9r3pc-0-0"><span data-text="true">Two years later, the state Party I worked to build for many years has fallen by ~75 members and to 7th place nationally.</span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="9s6r-0-0">
<div class="_1mf _1mj" data-offset-key="9s6r-0-0">
<span data-offset-key="9s6r-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="98nbc-0-0">
<div class="_1mf _1mj" data-offset-key="98nbc-0-0">
<span data-offset-key="98nbc-0-0"><span data-text="true">Even more irony: the person who had invited her to attend her first meeting of our governing board and introduced her to everyone...</span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="7mmle-0-0">
<div class="_1mf _1mj" data-offset-key="7mmle-0-0">
<span data-offset-key="7mmle-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="3lipn-0-0">
<div class="_1mf _1mj" data-offset-key="3lipn-0-0">
<span data-offset-key="3lipn-0-0"><span data-text="true">Was me.</span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="f06ed-0-0">
<div class="_1mf _1mj" data-offset-key="f06ed-0-0">
<span data-offset-key="f06ed-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="9hqce-0-0">
<div class="_1mf _1mj" data-offset-key="9hqce-0-0">
<span data-offset-key="9hqce-0-0"><span data-text="true">Which just goes to show that sometimes, the person you personally welcomed into the family will turn into one who merely contributes to the family's stagnation.<br /></span></span></div>
</div>
<div class="" data-block="true" data-editor="1l98b" data-offset-key="71ojd-0-0">
<div class="_1mf _1mj" data-offset-key="71ojd-0-0">
<br data-text="true" /><span data-offset-key="71ojd-0-0">------------------------------------------------------------<br />
Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a>------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, May, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
</span><div data-contents="true">
<div>
------------------------------------------------------------<br />
For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .<br />
<span data-offset-key="fa116-0-0">------------------------------------------------------------</span></div>
</div>
</div>
</div>
</div>
-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-8971207232272841792019-01-12T09:31:00.002-07:002019-01-12T10:49:07.886-07:00A Libertarian Response to The Fat-State Address by Jared Polis, 2019<span style="font-size: small;">In his first "<a href="https://www.cpr.org/news/story/2019-polis-colorado-state-of-the-state" target="_blank">state of the state</a>" address, new Colorado governor Jared Polis proved something: Namely, h</span><span style="font-size: small;">e is just another in a long line of
tax-spend-regulate-subsidize-suppress-penalize political hacks who think
they have any moral right to govern the affairs of private individuals.</span><br />
<br />
<span style="font-size: small;">
Libertarians in Colorado listened, where we could stay awake, to Polis' comments with same understanding we have had with every other new governor:</span><br />
<ul>
<a href="https://www.gannett-cdn.com/-mm-/67a30c10669027932e885cb5f46d6d9afa8d5716/c=96-0-1128-776/local/-/media/2018/05/30/INGroup/Indianapolis/636632739352872644-053118d.jpg?width=534&height=401&fit=crop" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" data-original-height="401" data-original-width="534" height="240" src="https://www.gannett-cdn.com/-mm-/67a30c10669027932e885cb5f46d6d9afa8d5716/c=96-0-1128-776/local/-/media/2018/05/30/INGroup/Indianapolis/636632739352872644-053118d.jpg?width=534&height=401&fit=crop" title="Grabitis" width="320" /></a>
<li><span style="font-size: small;">Taxes will go up</span></li>
<li><span style="font-size: small;">Spending will fatten</span></li>
<li><span style="font-size: small;">Regulations will suppress more and more entrepreneurs</span></li>
<li><span style="font-size: small;">More individual rights will be trampled upon</span></li>
<li><span style="font-size: small;">Transparency will fade further</span></li>
<li><span style="font-size: small;">More citizens will be killed by police enforcing ever more new laws</span></li>
<li><span style="font-size: small;">The war on the recreational choices of individuals will rage on and expand</span></li>
<li><span style="font-size: small;">Health care will be further taken over by the state</span></li>
<li><span style="font-size: small;">Bureaucrats will expand their drive to choose economic winners and losers</span></li>
<li><span style="font-size: small;">Colorado will continue to become the exclusive playground of the upper classes</span></li>
</ul>
<span style="font-size: small;">
In short, Polis will do all of the same things that every other governor has done.<br /><br />
Some Libertarian reactions to Polis' fat-state policy desires:<br /><br /><u><b>THE ECONOMY</b></u></span><br />
<span style="font-size: small;"><br />
POLIS: "<i>Our economy is strong. From agriculture and outdoor recreation to aerospace, bioscience, energy, and cannabis, we've watched industries succeed and create jobs.</i>"<br /><br />
LIBERTARIANS: Meanwhile, the political class, including Polis, have endeavored mightily to destroy and marginalize industries they don't like, ruining the jobs those sectors supported.<br /><br />
Libertarians call for a free, unfettered market economy and elimination of regulations that stifle growth and eliminate hobs.<br /><br /><u><b>BIPARTISANSHIP</b></u></span><br />
<span style="font-size: small;"><br />
POLIS: "<i>We've become a model for how we can put politics aside and work together.</i>"<br /><br />
</span><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: That's what everyone is afraid of. Thinking individuals know that whenever politicians agree with one another, your right, liberties, and property are at risk. Gridlock preserves liberty to some degree.<br /><br />
The only reason that statesmen should put aside differences and work together is to repeal and eliminate the Byzantine layers of law and bureaucracy in Colorado. The state code could be halved, and no one would die and everyone would benefit.<br /><br />
<u><b>THE POOR AND MARGINALIZED</b></u></span><br />
<span style="font-size: small;"><br />
POLIS: "<i>Despite all of our progress, far too many people are either barely getting by, or falling behind.</i>"<br /><br />
</span><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: Well, when you increase the tax and regulatory load on taxpayers, some of them break and can no longer keep up.<br /><br />
The cure for that is to eliminate the load on the taxpayer by eliminating taxes.</span><br />
<br />
<u><b><span style="font-size: small;"><span style="font-size: small;">BROADBAND INTERNET</span></span></b></u><br />
<span style="font-size: small;"><span style="font-size: small;"><br /></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">POLIS: S</span></span>eeks local government takeover of broadband internet.</span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><br /></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: Competing
with the private sector is never a good idea.</span></span><br />
<br />
<span style="font-size: small;"><span style="font-size: small;">And what happens when
"communities" decide they can disconnect or deplatform individuals or
groups who wish to freely exercise their right to freedom of speech or
religion?<br /><br />It's bad enough that private-sector entities sometimes refuse to allow uncensored speech (much of that so-called "private sector" censorship, by the way, is driven by government pressure).<br /><br />It will be much worse if there is only the government monopoly provider and no other outlet for free speech. And cost per user will skyrocket, same as with everything else bureaucrats take over.<br /><br /><u><b>CRIMINAL JUSTICE REFORM</b></u><br /><br />
POLIS: "<i>We [must] address the inequities in our criminal justice system.
That means tackling discriminatory practices that make people of color,
individuals living with mental illness, and Coloradans experiencing
poverty more likely to face incarceration. And it means working to make
sure Coloradans who do serve prison or jail time are able to live a
dignified and fulfilling life after they've paid their debt to society.</i>"<br /><br />
</span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: The biggest single issue looming over criminal justice is the number of nonviolent drug offenders who go through the system.<br /><br />
Libertarians suggest the one reform that would eliminate much of the
injustice of our current syustem is to fully decriminalize all
victimless crimes, including all recreational drugs, sex work, and
gambling. It's time to end our national experiment with the Progressive
Era's national socialist legacy of Prohibition. Prohibition has been a
disaster, costly in both human lives and in expense. It has decimated
several generations of young men in minority communities -- which were
revenue-farming targets for law enforcement for decades prior to
Prohibition.<br /><br />
Private, consensual behavior is none of the government's business. <br /><br />
Ending state prosecution of drug and other victimless offenses will eliminate the need for
many drug warrior jobs, allowing government employed individuals currently fighting that
utterly unwinnable war to seek productive work in the wealth-producing
private sector.</span><br /><br />
</span><u><b><span style="font-size: small;"><span style="font-size: small;">EARLY CHILDHOOD INDOCTRINATION</span></span></b></u><br />
<br />
<span style="font-size: small;">POLIS: "<i>[We will introduce] state-funded early childhood education.</i>"<br /><br />
</span><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: Hasn't government done enough to our children? In Colorado the average public school spends a little over $10,000 for each child already, and the results are sub-par. Meanwhile, homeschoolers and private schools continue to outstrip their government indoctrination centers' results. The real reason for the push to get kids into the government's indoctrination system earlier and earlier is... well, to increase the amount of time the state has to indoctrinate.<br /><br />The same kind of bureaucrats who can't seem to deliver mail or keep violent criminals locked up should not be trusted around children.<br /><br /><u><b>PARENTAL LEAVE</b></u></span><span style="font-size: small;"><span style="font-size: small;"></span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><br /></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: Polis' budget package coming up on the 15th includes a formal
request to provide paid parental leave for all state employees.<br /></span></span><br />
<span style="font-size: small;"><span style="font-size: small;">He also wants to force the private sector to establish a paid family and medical leave program.<br /><br />
So he's going to make it more expensive for the private sector to pay
their own employees, and then he's going make sure they pay for his
patronage of Colorado bureaucrats too.<br /><br />
Where does he think that money is going to come from?<br /><br />Libertarians call for government to stop regulating everything in life. Whether one's employer provides leave or not is a private matter that should be left to negotiation by employers and employees.</span></span><br />
<br />
<span style="font-size: small;"><span style="font-size: small;">As for leave for government employees, it would cost a lot less if government employees simply <u><b>left</b></u>. </span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><br /></span></span><u><b><span style="font-size: small;"><span style="font-size: small;">HEALTH CARE</span></span></b></u><br />
<span style="font-size: small;"><span style="font-size: small;"><u><b><br />
</b></u></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">POLIS: Wants to lower "the outrageous cost of health care".<br /><br />
</span></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: The only way to do that is to get the fickle fingers of bureaucrats
completely out of the health care pie. A good start would be to
eliminate the Colorado Department of Public Health & Environment,
end all government funding of or subsidies to the health care industry,
and begin eliminating state licensure so that private certification can
take over.</span>Perhaps the most laughable of Polis' demands is his proposed "<i><b>Office of Saving People Money on Health Care</b></i>".<br /><br />
Maybe this will buck the trend of government agencies being created for a
purpose but then having the exact opposite effect in reality (and growing to gargantuan proportions in the process), but
that's probably a pipe dream.</span></span><br />
<span style="font-size: small;"></span><br />
<span style="font-size: small;"></span><u><b><span style="font-size: small;"><span style="font-size: small;">PRESCRIPTION DRUG COSTS</span></span></b></u><br />
<span style="font-size: small;"><span style="font-size: small;"><br />
POLIS: Wants to "<i>address the appalling costs of prescription drugs</i>", and
cites the factoid that "<i>Canada has the same drugs from the same
manufacturing plants that we have here in the United States; but often
at one-half, one-third, yes, even one-quarter of the cost.</i>"<br /><br />
</span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: And the reason for that is Canada's government lets those
manufacturers sell their drugs there only at the prices the government
sets -- edicts which do not take into account drug development costs.
So when Colorado and other states start buying drugs from Canada and
elsewhere at regulated prices, and re-importing them here, expect the
pipeline of new life-saving drugs to start drying up.<br /><br />
Polis is just like every other politician in that respect: They are too
shallow and ignorant to look for the real reasons why things are the way
they are.</span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><br /></span></span><u><b><span style="font-size: small;"><span style="font-size: small;">ENVIRONMENT, CLIMATE DEBATE, GREEN ENERGY</span></span></b></u><br />
<span style="font-size: small;"><span style="font-size: small;"><br />
</span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">
POLIS: Wants "<i>good-paying jobs in the clean-energy sector that can never be outsourced.</i>"<br /><br />
</span></span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: This is an example of politicians thinking they have any moral right, or the authority, to pick winners and losers.<br /><br />
What the green energy sector needs is for the government to get
completely out of meddling in any kind of energy -- green or not.
Eliminate the subsidies, eliminate the penalties, and protect property
rights, and the markets will gravitate towards clean energy just fine
and without government help.</span>Perhaps the most ironic part of Polis' state of the state speech was his
twin arguments for spending billions and writing
impossible-to-comply-with regulations to mitigate climate change, and
forcing a changeover to electric vehicles on the one hand, but then
building more and bigger highways.<br /><br />
If Polis really wishes to reduce emissions, then he should be working
towards eliminating land-use regulation by localities that force
builders to spread out developments further and further away from city
centers. He should also be looking at privatizing infrastructure so
that users pay the full cost of building and maintaining it.<br /><br />
In the meantime, one of the methods Polis and populist politicians like
him use to "help" get electric vehicles into use is by penalizing the
use of fossil fuels. Libertarians suggest instead getting government
out of the way: Don't subsidize or penalize **any** form of energy.<br /><br />
It is also ironic that Polis cited the all-solar coffee shop and
windmill plant in his address. Politicians like Polis, by making mining
the minerals needed to build windmills, solar panels, and other tech
either impossible or costly. Which means that mining such minerals goes
overseas, where slave and child labor is used and where environmental
oversight is lax or nonexistent.<br /><br />
Polis says he wants to "help" businesses of all kinds start, grow,
thrive, and create good-paying jobs. Once again, this means he will
attempt to pick economic winners and losers, when the only thing he
needs to do is to get government out of the way by eliminating taxes,
fees, licenses, permits, and regulations. This is clearly not what he
intends. He wants to protect the "right" of communities:<br /><br />"<i>to have a
voice when it comes to industrial activities within their borders. It's
time for us to take meaningful action to address the conflicts between
oil-and-gas drilling operations and the neighborhoods they impact, and
to make sure that all of our communities have clean air and water.</i>"<br /><br />
"Communities" don't have rights. Governments don't have rights. Only
individuals do, and only by protecting the right of individuals to do
what they wish with their own honestly-acquired property will liberty be
preserved. If a company damages neighboring properties, the solution
is to allow those damages to be addressed in court.</span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><br /></span></span><span style="font-size: small;"><span style="font-size: small;"><u><b>STATE INCOME TAXES; TAX CODE</b></u><br /><br />
POLIS: Wants to "<i>make our tax code more fair, so that we can reduce rates for
Colorado families and small businesses. Our tax code gives too much
power to the special interests who can afford expensive lobbyists, while
forcing ordinary families to pay more. As legislators, I know that many
of you find these tax giveaways offensive.</i>"<br /><br />
</span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: Again, this is because previous iterations of Polis have tried to
pick winners and losers using the tax code. Rather than continuing to
trifle with who gets the better deal at tax time, the Libertarian Party
suggests making all taxpayers the winners by eliminating taxes for all
and allowing the private sector to provide better services at lower cost
-- and without the free rider problem.<br /><br />
Polis referred to alleged "tax breaks" for this or that group as "tax
expenditures". In other words he assumes every penny of your money
actually belongs to government, and if the government deems you worthy
of keeping some of it, that's "spending" by the government. That is a
disease just about every politician suffers from. A name for it might
be "Grabitis".<br /><br />
Libertarians think you and everyone else in the private sector own every
penny you have earned, saved, and invested; while the leeches of
government should not expect a penny.<br /><br />
So yes, Jared -- let's modify the tax code.<br /><br />
By eliminating it.<br /><br /><u><b>SALES TAXES, OTHER TAXES</b></u></span></span><br />
<span style="font-size: small;"><span style="font-size: small;"><br />
POLIS: "<i>90 percent of the retailers in our state are small businesses.
It's time to cap the vendor fee, which is a giveaway to the largest and
most profitable retailers in the nation, and use the savings to lower
rates, which will benefit small businesses and millions of working
Coloradans.</i>"<br /><br />
</span></span><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: Again, Polis wants to use the tax code to pick winners and losers.
But the only way to level the playing field is to abolish the vendor fee
(tax) altogether.</span><br /><br />
POLIS: Wants to implement "<i>true tax reform that reduces taxes for hardworking Coloradans instead of giving breaks to special interests while forcing families to pay more.</i>"<br /><br />
Families pay all taxes. No corporation pays one cent of tax -- because taxes for corporations are just one more expense of doing business. If you buy a loaf of bread one day for $1.00, and the next day a new $1.00 per loaf tax takes effect, that family will then have to pay $2.00 for the same loaf of bread.<br /><br />
Libertarians want an "economy where Coloradans from all walks of life don't just get by, but thrive," same as Polis said he wants.<br /><br />
But the difference between Polis and Libertarians is Polis wants you to believe he can wave his wand and do that by saddling Coloradans with higher taxes and more regulation; while Libertarians would eliminate barriers to producing wealth and improving one's lot in life.<br /><br /><u><b>MAKING THE STATE "WORK BETTER FOR ALL"</b></u><br /><br />POLIS: He says he "<i>will work tirelessly to make our state work better for you - so that you can earn a good living and share in our special way of life. And I know that this Legislature will do the same, because every single one of us wants to see every single Coloradoan succeed. A Colorado for all.</i>"<br /><br />
</span><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: What he doesn't say:</span><br />
<ul>
<li><span style="font-size: small;">
Except oil workers, whose industry is slowly being restricted into oblivion.</span></li>
<li><span style="font-size: small;">Except the poor, who are being displaced rapidly from their homes due to escalating real estate taxes.</span></li>
<li><span style="font-size: small;">Except gun owners, who are being threatened with confiscation.</span></li>
<li><span style="font-size: small;">Except for antique car hobbyists, who are being regulated and harassed out of working on their own cars.</span></li>
<li><span style="font-size: small;">Except for Republicans, Libertarians, Constitutionalists, and other political minorities.</span></li>
<li><span style="font-size: small;">Except for the victims of police shootings and beatings.</span></li>
<li><span style="font-size: small;">Except for those who believe Freedom of Association is an inalienable right.</span></li>
<li><span style="font-size: small;">Except for those who say unpopular things.</span></li>
<li><span style="font-size: small;">Except for people in alternative relationships, like polyamory.</span></li>
<li><span style="font-size: small;">Except for singles.</span></li>
</ul>
<span style="font-size: small;">Polis asked a few rhetorical questions.<br /><br />Which, unfortunately for him, are easy to answer.<br /><br />
POLIS: "<i>Will our ideas be good for Colorado?</i>"<br /><br />
</span><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: Nope. His ideas will mean more job security for bureaucrats, and more looting from taxpayers.<br /><br />
POLIS: "<i>Will they reduce health care costs?</i>"<br /><br />
</span><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: No. Polis' "solution" for health-care costs are no different than any other worshiper of state meddling. They will increase costs and make the health-care system even more difficult for patients to navigate.<br /><br />
POLIS: "<i>Will they improve our schools and help our kids get a strong start?</i>"<br /><br />
</span><span style="font-size: small;"><span style="font-size: small;">LIBERTARIANS</span>: No. Schools will continue to deteriorate and leave students further behind homeschoolers, private schools, and the rest of the world.<br /><br />
POLIS: "<i>We all agree that every child deserves a great education, so let's start there.</i>"</span><span style="font-size: small;"><span style="font-size: small;">LP: </span>
Excellent idea. A terrific start would be to begin transitioning government indioctrination centers by selling them to parents.<br /><br />
POLIS: [Detailed a long laundry lists of things he wants to burp forth using other people's money.]</span><span style="font-size: small;"><br /><br />LIBERTARIANS</span><span style="font-size: small;">: Sigh.</span><br />
<br />
<span style="font-size: small;">
In summary, Polis is just another in a long line of tax-spend-regulate-subsidize-suppress-penalize political hacks who think they have any moral right to govern the affairs of private individuals.<br /><br />
Libertarians suggest an alternative to politics-as-usual:</span><br />
<ul>
<li><span style="font-size: small;">Get government out of the way.</span></li>
<li><span style="font-size: small;">Eliminate taxes.</span></li>
<li><span style="font-size: small;">Stop allowing localities within the state to violate individual rights; including property rights.</span></li>
<li><span style="font-size: small;">Slash spending.</span></li>
<li><span style="font-size: small;">Eliminate government jobs.</span></li>
<li><span style="font-size: small;">Abolish regulation.</span></li>
<li><span style="font-size: small;">Repeal all </span><span data-offset-key="31t7k-0-0"><span data-text="true">all unconstitutional regulation of freedom of speech, conscience, religion, expression, and</span></span><span data-offset-key="74p7j-0-0"><span data-text="true"><a href="https://www.fff.org/explore-freedom/article/does-the-first-amendment-protect-the-freedom-of-association/" target="_blank"> Freedom of Association.</a> </span></span></li>
<li>
<span style="font-size: small;">Privatize government functions.</span></li>
<li><span style="font-size: small;">Allow the private sector to work.</span></li>
<li><span style="font-size: small;">Leave people free to improve their own station in life, and don't penalize them for doing so.</span></li>
<li><span style="font-size: small;">Get government out of education.</span></li>
<li><span style="font-size: small;">Cease all regulation of private, consensual behavior.</span></li>
<li><span style="font-size: small;">Eliminate all state laws that compromise citizens' rights as protected by the Bill of Rights; particularly the 2nd, 4th, 5th, and 6th Amendments. </span></li>
</ul>
<span style="font-size: small;">And leave us the hell alone.</span><br />
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Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a>------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, January, 2019. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .<br />
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</span>-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-46768561245839247562018-11-21T14:56:00.001-07:002018-11-21T16:05:16.784-07:00Your Choice Is Free Speech for All -- Or Free Speech for Tyrants<br />
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<span data-offset-key="cdpq3-0-0"><span data-text="true">"Free Speech" is always a buzzword for the Left -- as long as it's useful for indoctrination, propagandizing and proselytization.</span></span></div>
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<span data-offset-key="c9r3o-0-0"><span data-text="true">Once the Left gains power, free speech becomes a liability.</span></span></div>
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<span data-offset-key="vonh-0-0"><span data-text="true">One generation is usually how long it lasts.</span></span></div>
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<span data-offset-key="7mb60-0-0"><span data-text="true">Once leftists have immersed enough gulag guards in their police state language of control, and have *become* the controllers, they forget about free speech and begin rolling the curtain down -- and the stage is set for another round of tyranny.</span></span></div>
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<span data-offset-key="bkqdg-0-0"><span data-text="true">The <a href="https://en.wikipedia.org/wiki/Nazi_Party" target="_blank">National Socialists</a> called for "free speech" in the twenties, until they took over in Germany and several other countries in the thirties and began lighting up gas ovens.</span></span></div>
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<span data-offset-key="chdt8-0-0"><span data-text="true">The Russian Socialists called for free speech in Russia and eastern Europe from the 1890's until they seized power in the teens and started shooting people in the backs of their heads.</span></span></div>
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<span data-offset-key="a3oou-0-0"><span data-text="true">And now, the Boomer socialists who were big into "free speech" in the sixties are now in control of many western governments -- and slowly but surely, the curtain is coming down once again.</span></span></div>
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<span data-offset-key="8siv8-0-0"><span data-text="true"><span data-offset-key="8siv8-0-0"><span data-text="true">Speech codes at taxpayer-supported schools and universities </span></span></span></span><span data-offset-key="8siv8-0-0"><span data-text="true"><span data-offset-key="8siv8-0-0"><span data-text="true"><span data-offset-key="8siv8-0-0"><span data-text="true">are a prime example</span></span>.</span></span>Facebook & Twitter consulting Leviathan's spooks in order to figure out who gets to talk and who doesn't, </span></span><span data-offset-key="8siv8-0-0"><span data-text="true"><span data-offset-key="8siv8-0-0"><span data-text="true"><span data-offset-key="8siv8-0-0"><span data-text="true"><span data-offset-key="8siv8-0-0"><span data-text="true"></span></span>are another</span></span></span></span>. </span></span></div>
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<span data-offset-key="1hcr8-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="ej44j-0-0">
<div class="_1mf _1mj" data-offset-key="ej44j-0-0">
<span data-offset-key="ej44j-0-0"><span data-text="true">----------</span></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="f6gpo-0-0">
<div class="_1mf _1mj" data-offset-key="f6gpo-0-0">
<span data-offset-key="f6gpo-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="8ucca-0-0">
<div class="_1mf _1mj" data-offset-key="8ucca-0-0">
<span data-offset-key="8ucca-0-0"><span data-text="true"><a href="http://www.lp.org/" target="_blank">Libertarian </a>Solution: </span></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="6av84-0-0">
<div class="_1mf _1mj" data-offset-key="6av84-0-0">
<span data-offset-key="6av84-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="31t7k-0-0">
<div class="_1mf _1mj" data-offset-key="31t7k-0-0">
<span data-offset-key="31t7k-0-0"><span data-text="true">Abolish all unconstitutional regulation of freedom of speech, conscience, religion, and expression.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="6e3gg-0-0">
<div class="_1mf _1mj" data-offset-key="6e3gg-0-0">
<span data-offset-key="6e3gg-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="74p7j-0-0">
<div class="_1mf _1mj" data-offset-key="74p7j-0-0">
<span data-offset-key="74p7j-0-0"><span data-text="true">Abolish all unconstitutional regulation of <a href="https://www.fff.org/explore-freedom/article/does-the-first-amendment-protect-the-freedom-of-association/" target="_blank">Freedom of Association</a> -- which is another form of freedom of speech.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="de3gg-0-0">
<div class="_1mf _1mj" data-offset-key="de3gg-0-0">
<span data-offset-key="de3gg-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="fa2bn-0-0">
<div class="_1mf _1mj" data-offset-key="fa2bn-0-0">
<span data-offset-key="fa2bn-0-0"><span data-text="true">And Abolish Leviathan.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="1heke-0-0">
<div class="_1mf _1mj" data-offset-key="1heke-0-0">
<span data-offset-key="1heke-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="ec9ub-0-0">
<div class="_1mf _1mj" data-offset-key="ec9ub-0-0">
<span data-offset-key="ec9ub-0-0"><span data-text="true">Vote <a href="http://www.lp.org/" target="_blank">Libertarian</a> * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a></span></span></div>
</div>
<div class="" data-block="true" data-editor="ekiro" data-offset-key="3fh3d-0-0">
<div class="_1mf _1mj" data-offset-key="3fh3d-0-0">
<span data-offset-key="3fh3d-0-0"><br data-text="true" /></span></div>
</div>
</div>
-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0tag:blogger.com,1999:blog-10381411.post-38958221661105613612018-11-08T08:00:00.000-07:002018-11-08T10:30:38.967-07:00Blue Wave?<div class="" data-block="true" data-editor="ec93p" data-offset-key="adssq-0-0">
<div class="_1mf _1mj" data-offset-key="adssq-0-0">
<span data-offset-key="adssq-0-0"><span data-text="true">What "Blue wave"?</span></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="1uju8-0-0">
<div class="_1mf _1mj" data-offset-key="1uju8-0-0">
<span data-offset-key="1uju8-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="95ota-0-0">
<div class="_1mf _1mj" data-offset-key="95ota-0-0">
<span data-offset-key="95ota-0-0"><span data-text="true">I am no Trumpkin, but the Left needs to up its game.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="b3um0-0-0">
<div class="_1mf _1mj" data-offset-key="b3um0-0-0">
<span data-offset-key="b3um0-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="682g4-0-0">
<div class="_1mf _1mj" data-offset-key="682g4-0-0">
<span data-offset-key="682g4-0-0"><span data-text="true">Obama lost SIXTY-THREE House seats and SIX Senate seats in his first midterms in <a href="https://en.wikipedia.org/wiki/United_States_elections,_2010" target="_blank">2010</a>.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="97nlg-0-0">
<div class="_1mf _1mj" data-offset-key="97nlg-0-0">
<span data-offset-key="97nlg-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="9d2j-0-0">
<div class="_1mf _1mj" data-offset-key="9d2j-0-0">
<span data-offset-key="9d2j-0-0"><span data-text="true">Clinton lost FIFTY-FOUR House seats and NINE Senate seats in his first midterm in <a href="https://en.wikipedia.org/wiki/United_States_House_of_Representatives_elections,_1994" target="_blank">1994</a>.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="7p8t9-0-0">
<div class="_1mf _1mj" data-offset-key="7p8t9-0-0">
<span data-offset-key="7p8t9-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="5gv54-0-0">
<div class="_1mf _1mj" data-offset-key="5gv54-0-0">
<span data-offset-key="5gv54-0-0"><span data-text="true">And THEY had an adoring press.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="1oogd-0-0">
<div class="_1mf _1mj" data-offset-key="1oogd-0-0">
<span data-offset-key="1oogd-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="8ob3m-0-0">
<div class="_1mf _1mj" data-offset-key="8ob3m-0-0">
<span data-offset-key="8ob3m-0-0"><span data-text="true">[Bush actually bucked the long trend and gained 2 Senate seats and 8 House seats in <a href="https://en.wikipedia.org/wiki/United_States_elections,_2002" target="_blank">2002</a>.]</span></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="am6pg-0-0">
<div class="_1mf _1mj" data-offset-key="am6pg-0-0">
<span data-offset-key="am6pg-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="dii7i-0-0">
<div class="_1mf _1mj" data-offset-key="dii7i-0-0">
<span data-offset-key="dii7i-0-0"><span data-text="true">Trump has been under unrelenting, vicious attacks by most of the press, yet he is going to GAIN at least 2 seats in the Senate and will lose only between thirty and forty seats in the House.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="ci88u-0-0">
<div class="_1mf _1mj" data-offset-key="ci88u-0-0">
<span data-offset-key="ci88u-0-0"><br data-text="true" /></span></div>
</div>
Y'all are in trouble. Because the 2020 elections just started today, and what you thought was going to be a rout, really wasn't.<br /><br />In addition, you squandered your opportunity to work with Republicans to get a more balanced Supreme Court by your underhanded treatment of the Kavanaugh nomination. Your handling of that nomination assured that you will be run over if there are any more vacancies -- two more may well be in the cards within the next year.<br /><br /><div class="_1mf _1mj" data-offset-key="9a4jf-0-0">
<span data-offset-key="9a4jf-0-0"><span data-text="true">Playing the "If you aren't a leftist, you're a creepy racist woman-hating redneck ignorant nazi gun nut homophobic bigot" card is probably too yesterday to work anymore.</span></span></div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="8mv4v-0-0">
<div class="_1mf _1mj" data-offset-key="8mv4v-0-0">
<span data-offset-key="8mv4v-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="ag8pg-0-0">
<div class="_1mf _1mj" data-offset-key="ag8pg-0-0">
<span data-offset-key="ag8pg-0-0"><span data-text="true">What might work better for the left is working on actually solving problems.</span></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="6mkdp-0-0">
<div class="_1mf _1mj" data-offset-key="6mkdp-0-0">
<span data-offset-key="6mkdp-0-0"><br data-text="true" /></span></div>
</div>
<div class="" data-block="true" data-editor="ec93p" data-offset-key="9cce-0-0">
<div class="_1mf _1mj" data-offset-key="9cce-0-0">
<span data-offset-key="9cce-0-0"><span data-text="true">Like, repealing the Prohibitions on drugs, gambling, and prostitution that drag the poor and minorities into the justice system disproportionately, ending all the wars, and working towards accountability and transparency for government workers -- including the police, who inflict such a horrendous toll on minorities through policing for profit and revenue farming in general.<br /><br />And fixing those absolutely corrupt, murderous, bankrupt, and broken Left-led major cities all over the United States.</span></span><br />
<div class="" data-block="true" data-editor="dkv3s" data-offset-key="7huoe-0-0">
<div class="_1mf _1mj" data-offset-key="7huoe-0-0">
<br />
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Vote Libertarian * 800-ELECT-US * <a href="http://www.lp.org/">http://www.LP.org</a><br />
<a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Creative Commons License" src="https://i.creativecommons.org/l/by-nc-sa/4.0/88x31.png" /></a>------------------------------------------------------------<br />
Written by Marc Montoni <AMCAmbassador@gmail.com>, October, 2018. <span data-offset-key="fa116-0-0">This work is licensed under a <a href="http://creativecommons.org/licenses/by-nc-sa/4.0/" rel="license">Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License</a>.</span><br />
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For more information about the Radical Caucus, see <a href="http://www.lpradicalcaucus.org/" rel="noopener" target="_blank">www.LPRadicalCaucus.org</a> or see the Facebook group <a href="https://www.facebook.com/groups/2497146127/">https://www.facebook.com/groups/2497146127/</a> .<br />
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<span data-offset-key="9cce-0-0"><span data-text="true"></span></span></div>
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-- Marc Montonihttp://www.blogger.com/profile/16743366659645237658noreply@blogger.com0