Election 2020

A Libertarian Candidate Enters the Presidential Race

Jo Jorgensen is running for the White House.

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We have a choice!

Next presidential election, we don't have to decide between two big-spending candidates, neither of whom has expressed much interest in limited government.

Now, we have a third serious choice. This week, Jo Jorgensen, a psychology lecturer at Clemson University, won the Libertarian Party's presidential nomination.

OK, I won't delude myself—a libertarian is unlikely to become president. But Jorgensen's platform is a refreshing change.

She correctly points out that government "is too big, too bossy, too nosy, and way too intrusive."

Of course, many candidates say that when running for office.

President Donald Trump said it, but once he was elected, he increased spending by half a trillion dollars, created a new military branch designed to protect U.S. interests in space, imposed tariffs, and demanded more funds for "infrastructure" and "building a giant wall."

Joe Biden wants to spend $532 billion more, increasing spending on things like education, climate, and health care.

By contrast, Jorgensen says government should do less and spend less.

She's right. The founders' insistence on limited government is what made America prosperous.

Jorgensen noticed how our big and cumbersome government slowed our response to the coronavirus.

"We had about 60 American companies making testing kits and the FDA only approved two," she said in the final Libertarian Party debate. "What the president should have done was use the Emergency Powers Act and say, 'FDA, you only have to prove safety, not efficacy. Get these kits out there.'"

If some tests don't work, the free market will weed that out, says Jorgensen. "If you are a large drug company, you don't want to put out a drug or testing kit that doesn't work—you'll go bankrupt."

Trump supported the latest multitrillion-dollar stimulus bill, saying, it "will deliver urgently needed relief to our nation's families and workers." Biden called for another stimulus—"a hell of a lot bigger."

Jorgensen wouldn't sign either bill. "Let the people keep their money," she says. "Let them decide who should stay in business and who shouldn't."

She points out that government is not as good as individuals at deciding where money should go. "Government money usually goes to their friends and special interests and lobbyists."

America's most popular government program is probably Social Security. Created to help the minority of Americans who lived past age 65 at that time, it's now an unsustainable handout to most older people. Social Security is going broke because people my age just keep living longer. Sorry. We won't volunteer to die.

Jorgensen would save social security by offering everyone "an immediate opt-out," something like the Cato Institute's 6.2 percent solution, which would let individuals invest 6.2 percent of their payroll tax into a private retirement account.

While phasing the program out, she says seniors would be paid back what they've put in. "Sell those government assets, mineral rights, water rights, buildings downtown," she says. "Give that money to seniors."

Finally, Jorgensen would end "these needless wars that caused the injuries or deaths of hundreds of thousands of American soldiers…and the waste of trillions of tax dollars." She'd "make America one giant Switzerland, armed and neutral…no American military personnel stationed in foreign countries. No foreign aid. No loan guarantees."

This is not pacificism, she says, "I am proposing an American military force ready and able to defend the continental United States, Alaska, Hawaii, and all U.S. territories against foreign attackers."

But like most libertarians, she doesn't want America involved in foreign wars.

As the Libertarian Party's presidential candidate, Jorgensen will be on the ballot in most states. Voters will have a real choice this November.

Libertarian ideas are very different from those held by today's Democrats and Republicans. Instead of lusting for more money and power, her party proposes a government that keeps the peace and, mostly, leaves people alone.

Sounds good to me.

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105 responses to “A Libertarian Candidate Enters the Presidential Race

  1. Yawn.

    1. It is late for you. Did mommy let you stay up past your normal bedtime?

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  2. The problem is government initiating force, the solution is to prohibit it from doing so.

    1. Prohibit: to forbid by authority

      1. Don’t bother. He’s wired into an NAP trip and it’s painfully circular.

        1. Death to tyrants.

          1. Long live the autists!

            1. Selfishness is a virtue.

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      2. no. Prohibit government: constitutional limitations put in place. You know, like, “Congress shall make no law” ?

        1. A prohibition that is apparently just as strong as the paper it is written on.

          1. We’ll write it on parchment.

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      3. Yes, the consent of the governed.

  3. I’m not super enthused. How would she fare in a debate, assuming she could ever get on a debate stage? There’s no point in these ridiculous vanity projects if there is no path to getting in the debates. Otherwise why spend all this time and treasure running a candidate no one believes has even a chance at winning?

    1. Yes, we should all give up right now.

    2. There’s no point in these ridiculous vanity projects if there is no path in getting Mexico to pay for it.

      FTFY!

      1. You leftists are so broken

    3. Otherwise why spend all this time and treasure running a candidate no one believes has even a chance at winning?

      Because she is the best candidate for president of all the options on the ballot? Just because everyone else in this country is an idiot and/or a sheep doesn’t mean I won’t vote for the best candidate.

    4. Neither the Democrats or Republicans have nominated any Presidential candidates that are worthy of casting a vote for. While Biden would be a complete disaster and Trump is less of a disaster, neither will get my vote. I prefer to vote for something as opposed to accepting either of the extremely poor choices that the two major parties have offered. Jo Jorgensen and Spike Cohen may not have a high probability of being elected, but they are much better than what the other parties are offering.

      1. Besides unless you’re in one of a handful of swing states your vote won’t matter anyway.

  4. Thanksfor sharing this amazing News

  5. She should ask McAfee to hack digitally hacker her into the debates

  6. Fuck you stossle!
    1: psychology professor
    Strike 1
    2: Clemson university
    Strike 2
    3: actually quoting her, and a libritarian candidate (unlike the last few elections). Making ING a good case, and an actual get out the way attitude…
    4: homered off me

    Ps. To reason stossle can pull off both sides without using “to be sure”

    1. Because people here tend to be retarded, stossle won me to over 51% for jo. I am going to register and vote legit! (I grew up in chi, I’ve voted in the last 7 elections.. I’m 30ish…dont wory my cousin works for cook county. He assures me that I am registered and voted in the last few elections)

  7. Awesome. Best wishes to Jo Jorgensen!

  8. And in other news, Trump announced today that he does not endorse the First Amendment!

    1. He never has. None of the R/D types do

  9. She can’t be in the debates. Three people up there would limit the social distancing options.

    1. She could attend as a picture in picture via Zoom… until someone hacks her feed and replaces it with bad porn.

  10. Only sexists will vote against her!

    1. It’s time for a woman!

      I can’t wait to throw this in my lib friends’ faces (in a friendly way of course)

  11. Jo Jorgensen needs to improve her website. Needs more specifics on her beliefs, and maybe some general description of what policies she intends to implement. And her strategy for persuading Congress to pass them into law.

    I am hopeful….but waiting to see more.

    1. This! I had to click off of it it was so bad, not just policy-wise (I didn’t even get to policy) but the whole thing needs to be redone- layout, photos, copy. Even the form wouldn’t take my info when I clicked “add your name”.

      This looks like something a middle schooler wrote-

      Who is Jo Jorgensen?
      She is the perfect Libertarian to represent the Libertarian Party in 2020.
      Jo is: Principled Persuasive
      Jo has Practical Experience.

      If this is how someone does something as simple as a website, what’s she going to do with a whole country to run? I mean, I want to vote for her but there is no excuse for that website. You know there are talented libertarians out there who would love to help- but they can’t “add their name”!

      1. As a libertarian she wont’ have a whole country to run. Her plan is to NOT “run” the country.

      2. Fortunately the whole country mostly runs itself. Even the federal government mostly runs itself. Her focus would be disassembly, not maintenance.

      3. True. It is fun and inspiring to see a come from behind victory, especially when it someone principled and lovable taking on shills like Amash and Hornberger.

        But one look at her website raises some VERY serious questions about her ability to run a campaign. Like I get she probably didnt have a ton of resources to spend when the site was set up last year. But how was a very serious update not ready by the time she won? Like the next 2 weeks are probably the most publicity she will get in the whole election and that website is what newcomers have to look at?

        Pretty telling when Vermin Supreme’s website looks a million times better than yours…

    2. “her strategy for persuading Congress to pass them into law.”
      First of all, if she won the electoral college, that would show Congress she had substantial support among the citizens. Then it would be up to the citizens to persuade Congress, not her. If they won’t, or can’t because of “deep state” and media shenanigans, then there is little hope for American individual liberty.

      1. You lost me at “if she won the electoral college”. Yeah, and if someone turned the frog into a prince and the princess kissed it….

    3. Don’t worry, she now has a VP pick who is a professional web designer! Let’s check out his site……oh. Nevermind.

    4. Needs more specifics on her beliefs, and maybe some general description of what policies she intends to implement.

      Not if she’s serious about winning she doesn’t.

      Nothing kills your chances faster than the opposition knowing your policies and having the opportunity to point out exactly where it will fail.

      Yang did it and got laughed off the stage. Bernie did it a little bit and was hounded with ‘how will we pay for it?’ for years now. Warren avoided it like the plague.

      Reagan ran on ‘Morning in America’ or some shit. Obama on ‘hope and change’. Trump on ‘MAGA’. Even there, his ‘I’ll build a wall and Mexico will pay for it’ was attacked immediately on the specific issues on building that wall and how hard it would be to do so, how ineffective it would be, etc’.

  12. If you don’t vote for Jo, you ain’t a real freedom-lover.

    1. And you’re a sexist.

      1. It’s sexist if you don’t vote for Biden, because he has the right letter after his name. All Dems are women, and all women are Dems.

        It is known.

        1. I thought they were all black? now i’m confused

          1. They’re whatever they need to be at the moment to win the room.

  13. Just for the record, Trump did not add a single penny to the debt. The legislature, led by Nancy Pelosi’s House of Representatives did.

    1. Right, because his veto would have been worthless in the face of such unrelenting pressure. Everything good which happens, due to him. Everything bad, somebody else’s fault.

      1. Most Presidents are like that, last president excepted. Because nothing bad happened in his administration.

        1. Scandal free! I wish I could weaponize the IRS against my political rivals without it being a scandal.

    2. Didn’t his administration negotiate the $2.3T handout? He was so proud that he sent letters to everyone who got their government welfare check.

      But yeah, totally the House’s fault.

      1. he even took the unprecedented move of signing his name on the checks!

        1. What do you have against “free” money?

  14. She correctly points out that government “is too big, too bossy, too nosy, and way too intrusive.”

    Well, so are most Americans, so how would Jorgensen represent them?

    1. Internment camps for Karens?

      1. That’s the first suggestion I’ve ever heard that really made me take a long hard look at my principles in regards to due process. I need more time to think…..

        1. We can still have due process.

          The process is

          1. Set up a ‘Karen reporting line’.

          2. Arrest anyone who calls to report a Karen as they are obviously a Karen.

          3. Present this evidence to a secret court with judges appointed to a limited term there and no oversight.

          4. Throw them in the internment camp in Cuba since that’s not an ‘American’ prison they don’t have any human rights there.

  15. //While phasing the program out, she says seniors would be paid back what they’ve put in. “Sell those government assets, mineral rights, water rights, buildings downtown,” she says. “Give that money to seniors.”//

    I find the entire notion of “paying seniors back what they paid in” to be rather shortsighted. How many trillions of dollars is that? The money isn’t actually there – so, it seems that Jorgensen’s suggestion really just amounts to a hostage tax wherein the present generation of working people gets taxed, yet again, to pay off another segment of the electorate.

    To me, her suggestion just seems like a different path to never ending social security.

    1. And you would do what….?

      1. I don’t know, but this doesn’t seem to be a solution.

        1. That’s the problem – everyone would find something to pick apart.
          Look at LP’s hubbub over holding a meat space convention or on line. That’s small potatoes next to figuring out how to end social security that has 65 million recipients and countless millions of their family members and all the others nearing retirement who have been conned into expecting the return of “their money.” Hell, you can’t even get the AARP to sign off on some modest reforms like raising the retirement age a couple years.

          1. Perhaps there are no solutions. At some point, somebody is going to have to take the hit. That, or just keep printing money. The solution to social security might have to be cold turkey. I don’t know.

            1. It’s simple. First stop government from initiating force then have experts figure out a solution.

              1. . . . then have experts figure out a solution.

                No man, that’s how we got into this situation in the first place. ‘Experts’ created Social Security and in the process destroyed all the solutions that were already in place.

                1. Did you see the part about the government not initiating force? This time the experts would have to find a non coercive solution.

    2. You have to do that to have any hope of getting buy-in from seniors. You have to spread the pain out over everyone. It sucks, but the seniors have already robbed the country. There’s no getting most of that wealth back.

      So you have to phase out both payments and benefits over a long period of time. Seniors get most, but not all of what they were promised. Middle-aged folks pay less now, but get less later, too. Young people pay even less and get almost nothing. Means testing would probably help get a bill through Congress too. After all, the “rich” don’t need all those benefits, right?

      It sucks, but this is the reality we are in, unless you’ve got a way to ramp up the quantity of libertarians in this country from 2% to 51%.

      1. Just for the record:
        I did not rob the country. I never took a gun and stuck it in anyone’s face. The federal government took a gun and stuck it in my face (and my bosses’ face).
        then congress took a gun and stuck it in the social security’s face (trust fund).

    3. You missed the whole ‘sell off the government assets the government is sitting on to come up with the money to do this with.’

    4. Here’s a possibility.

      Sell off/lease all the mineral rights, lands, etc, the USG is holding. Put that money in low-risk investment options. You’re not going to beat the market, don’t try. A massively diversified portfolio, laws to prevent the managers from moving the money around to favor whatever whim the politicians have this year.

      Pay out your retirement dividend from there, the rest goes back to the government.

      I don’t know, if its sufficiently large – that’s where your UBI comes from.

  16. Even the very worst of the libertarian candidates (I’m looking at you Bill Weld) have always been a better option than the R and D candidates. Every. Single. Time.

    And in this case, she’s actually pretty well in line with my libertarian ideals even more so than previous candidates.

    Ideally it would have been Vermin Supreme but I’ll take JoJo.

    Go JoJo! You’ve got my vote over the big-state authoritarians duking it out over which one can cause the most harm to the other side’s supporters for sure.

    1. I agree with you on most parts. Bill Weld was terrible. I like range of Libertarian thought between Jo Jo and Spike Cohen as the VP. If the Libertarian candidate actually won the Presidency, I’m afraid that I would not like Vermin Supreme as the actual President. I like that he stirs up the pot and makes people see the silliness of things with his parody. I believe that as an actual President he would be more of a target than an asset and the Republocrats would have an excuse to prevent any of his changes. With JoJo, she will move slower and with more deliberation and Spike will stir up the mix and keep the progress moving.

      1. I believe that as an actual President he would be more of a target than an asset and the Republocrats would have an excuse to prevent any of his changes.

        So eight more years of Trump then?

    2. Yay dogma!

  17. Jorgensen wouldn’t sign either bill. “Let the people keep their money,” she says. “Let them decide who should stay in business and who shouldn’t.”

    the only politician to articulate the correct position on this. Sadly, an unpopular view.

  18. Neither the Democrats or Republicans have nominated any Presidential candidates that are worthy of casting a vote for. While Biden would be a complete disaster and Trump is less of a disaster, neither will get my vote. I prefer to vote for something as opposed to accepting either of the extremely poor choices that the two major parties have offered. Jo Jorgensen and Spike Cohen may not have a high probability of being elected, but they are much better than what the other parties are offering.

  19. I agree with you on most parts. Bill Weld was terrible. I like range of Libertarian thought between Jo Jo and Spike Cohen as the VP. If the Libertarian candidate actually won the Presidency, I’m afraid that I would not like Vermin Supreme as the actual President. I like that he stirs up the pot and makes people see the silliness of things with his parody. I believe that as an actual President he would be more of a target than an asset and the Republocrats would have an excuse to prevent any of his changes. With JoJo, she will move slower and with more deliberation and Spike will stir up the mix and keep the progress moving.

  20. OOOH! OOOH! OOOH!

    Now we get to play the IF YOU DON’T VOTE FOR HER YOU’RE SEXIST CARD!

  21. Johnson/Weld received less than 3.3 percent of the national vote, breaking the previous record of just over one percent. Johnson had some name recognition and the benefit of two truly odious major party candidates (Trump/Clinton). Vegas has Trump -120, Biden +120. The board goes down to Nikki Haley at +20,000. To put that into context, the Jaguars are +15,000 to win the Super Bowl. Jorgenson doesn’t even make the board (although there’s probably a bookmaking joint somewhere willing to take that bet). So this thread is like reading how the Toledo Mud Hens are going to take the NFL by storm and win the Super Bowl.

    1. So this thread is like reading how the Toledo Mud Hens are going to take the NFL by storm and win the Super Bowl.

      If we were talking about football, yes. But we’re not.

  22. Simile – a figure of speech comparing two unlike things that is often introduced by like or as.

    1. The Super Bowl is between exactly two teams, and none of the teams who lost matter in any way. None of the prior victories of any of the teams takes anything away from whomever wins the Super Bowl. There is no scenario where the winner of the Super Bowl finds points being taken away from them by a team that lost earlier in the season such that they have to sit down and figure out how to win those points back.

      We have the Green New Deal coming down the pipeline now because of what Green Party candidate Ralph Nader “did” to Al Gore in 2000 even though he ‘lost’ badly and it’s debatable whether Nader really did make any difference to Gore’s votes.

      Politics is not sports.

  23. I’ll vote for her, the same as I would for just about any Libertarian candidate. But she just seems…boring.

  24. Jojo & Spike 2020

  25. If you want to look for reasons not to vote for libertarians, you can always find them. I prefer to look at reasons why they’re worth supporting. I like the libertarians’ philosophy and policies, and the major party candidates are completely unacceptable to me.

    Sure, Jorgensen won’t win, but winning the presidency isn’t my goal. I consider it a success if the LP covers the spread between the two majors. When the major parties see libertarians attracting enough votes to swing an election, that’s what puts pressure on them to adopt more libertarian policies in the future. Not in 2020 – that battle was lost long ago – but perhaps in 2024, 2028, or the decades beyond. That’s why it’s important to vote for Jorgensen.

    I’m not voting for today’s candidates, I’m voting for tomorrow’s policies. If you happen to prefer Biden’s or Trump’s policies, then by all means, vote for them. I prefer something different.

    1. When the major parties see libertarians attracting enough votes to swing an election, that’s what puts pressure on them to adopt more libertarian policies in the future.

      Exactly this.

      I’m not voting for today’s candidates, I’m voting for tomorrow’s policies.

      Well put.

    2. This is the argument that I most often make. It is not as inspiring as fantasizing about a Libertarian president, but I’d be pleased if the Rs and/or Ds stole more of the most popular Libertarian policies to steal Libertarian-leaning swing voters.

  26. <img src="data:image/png;base64, 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

    1. Yet if I try to put a link in a comment, it gets rejected.

  27. But John, the election is – as Mencken said – the advanced auction of stolen goods. And yes, Libertarian ideas are very different from those held by today’s Democrats and Republicans.
    Since Jo Jorgensen does not have any stolen goods to offer at auction, and no power to promise to those who lust after power to serve their interests, her candidacy has nothing to offer to those Americans who are voting for power and stolen goods for their side. And those are the Americans whose votes will decide the election.

    Paul Grant
    Former LP National Chairman

    1. I disagree. The votes that decide are the 40% of independents and they usually vote for the percieved lesser of two evils.

  28. GO JO !!!!!!!!!

  29. I actually like Jo, and she’s a vast improvement over the likes of Bill Weld. But she stands and the movement in general stands little chance against the coming tidal wave.

    Thanks to pandemic induced lockdowns, this country will almost certainly venture into some uncharted statist territory. The coming bailouts will be unprecedented in scale, and will massively dwarf the 2009 stimulus. Risky proposals like UBIs, universal childcare and free healthcare will start to gain more favor.

    Is there’s coming back from this? I don’t believe America is ready to be a contactless economy. When you have 300 plus million people, you need them to go outside and pay for services and experiences that aren’t all the rage in Latveria. Those immigrants who operate nail salons, Korean BBQs and health spas need people to come outside and open their wallets. We can’t all deliver food and manage automation.

  30. “A Libertarian Candidate Enters the Presidential Race”
    –Bottom headlines of the day

  31. She has jumped on the bandwagon to lynch the police officer in the media. No innocent until proven guilty with her. So if she is fast to throw away that, she can’t be trusted. Just another establishment politician willing to sell her soul for a political career.

  32. The Green Terror would do wonders for actuarial situation with our national pension schemes if we kept that ‘ok boomer’ esprit de corps among the cadres.

    Just say’in.

  33. What a bunch of tools. This is a vanity exercise, and the hope of prostitution for the sake of federal matching funds. Get strong in some states. Get strong on city councils and school boards. I despise political libertarians like I despise never trumpers and other RINOs.

  34. I am making a good salary online from home.I’ve made 97,999 dollar.s so for last 5 months working online and I’m a full time student. I’m using an online business opportunity I’m just so happy that I found out about it…

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  35. One unique thing about this POTUS election is that both the other candidates are basket cases, with only minimally functioning brains. Yet most Americans plan to vote for one or the other. If you vote for Biden, you are essentially voting for a coalition-type Government, with him as the ceremonial figurehead. If he wins, it will be Pelosi, Warren, and other leading Democrats running the Country.

  36. Back in the day when there really really was very little between the two parties (we still had a Constitution to keep government limited) I never believed voting for the LP threw away my vote. These days, however, I feel that voting for the LP would give the Democrats too much of a chance.

  37. While selling off lousy gummint assets, why not sell off all the national parks, forests and BLM lands and refund all the taxes to support them paid by our minorities–black, brown and red–who hardly ever visit them. Yellowstone, Yosemite and the Grand Canyon are nothing more than white country clubs bought and maintained in part by our minority citizens. Check out a park for yourself or just view a Ken Burns documentary of pure white faces.

  38. She would “make America one giant Switzerland, armed and neutral…no American military personnel stationed in foreign countries. electrician springfield va

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