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    <title>Blurts &amp; Spasms</title>
    <link>http://tcollinslogan.com/tclblog/</link>
    <description>What Happens In My Head</description>
    <dc:language>en</dc:language>
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    <managingEditor>tcollins@integrallifework.com (T.Collins Logan)</managingEditor>
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<ttl>180</ttl>
<pubDate>Tue, 05 May 2026 20:50:03 GMT</pubDate>

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    <title>RSS: Blurts &amp; Spasms - What Happens In My Head</title>
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<item>
    <title>Using Different Modes of Spirituality to Reconcile the New Testament with the Old...and Evolve Christian Faith</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/817-Using-Different-Modes-of-Spirituality-to-Reconcile-the-New-Testament-with-the-Old...and-Evolve-Christian-Faith.html</link>
            <category>Christianity</category>
            <category>Meditation</category>
            <category>Mysticism, Gnosis &amp; Spirituality</category>
            <category>Religious Studies</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/817-Using-Different-Modes-of-Spirituality-to-Reconcile-the-New-Testament-with-the-Old...and-Evolve-Christian-Faith.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;This is an effort to evaluate the Christian scriptural canon &amp;ndash; and ultimately Christian praxis itself &amp;ndash; through a synthesis of three modes of spirituality. These are modes which, on the surface at least, seem to contradict each other or invite significant tension, but ultimately combine to produce the strongest trajectory of mature Christian faith.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Questions around how to reconcile the Biblical Old Testament with the New Testament come up so frequently &amp;mdash; and prompts such varied answers &amp;mdash; that I&amp;rsquo;ve decided to summarize my own take on an in-depth way to approach them. Hopefully, this can begin some conversations around resolving perceived tensions between the Old Testament canon of scripture and the New Testament canon, at least from one Christian&amp;rsquo;s perspective.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;How we can best interpret and apply New Testament scripture in modern times is something I&amp;rsquo;ve written about before, and I&amp;rsquo;d like to rely on those principles to arrive at how that scripture instructs Christians on approaching the Old Testament &amp;mdash; also referred to as the Hebrew Scriptures. Along with these interpretive tools, we&amp;rsquo;ll be exploring how different modes of spirituality are reflected in scripture, and how a deeper context of interpretation&amp;#160; can be synthesized through those orientations. The aim is to discover fruitful reconciliations between what at first glance seem to be prominent revisions or contradictions between the two canons, , and to arrive at a deeper understanding that inspires spiritual growth. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Here is the link for the PDF download: &lt;a href=&quot;http://www.tcollinslogan.com/resources/Navigating_OT-NT_DRAFT-ALL.pdf&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:blue&quot;&gt;Extrinsic, Intrinsic, and Seeker Spirituality: Navigating the Old and New Testaments&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;And here is the Table of Contents:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;!-- s9ymdb:130 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_left&quot; height=&quot;392&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/TOC-NT_OT.png&quot; width=&quot;624&quot; /&gt;&lt;/p&gt;

 
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    <pubDate>Mon, 13 Apr 2026 16:45:00 +0000</pubDate>
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<item>
    <title>A Progressive Agenda for Democratic Reform - ***Call for Feedback***</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/816-A-Progressive-Agenda-for-Democratic-Reform-Call-for-Feedback.html</link>
            <category>Current Events</category>
            <category>Political Economy</category>
            <category>Public Policy</category>
            <category>Revolution</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/816-A-Progressive-Agenda-for-Democratic-Reform-Call-for-Feedback.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;strong&gt;This is an invitation for your feedback on a strategy to reform the Democratic Party in the U.S.&amp;#160;&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
For now, the best mechanism for incorporating edits and suggestions is for folks to download the PDF below, using Adobe Acrobat to add their comments (the highlight tool works best&amp;#160;for this), and emailing their commented PDF to: &lt;a href=&quot;mailto:tcollins@integrallifework.com&quot;&gt;tcollins@integrallifework.com&lt;/a&gt;.&lt;/p&gt;

&lt;p&gt;I every much look forward to your thoughts!&lt;/p&gt;

&lt;p&gt;Till next,&lt;/p&gt;

&lt;p&gt;T.Collins&lt;/p&gt;

&lt;p&gt;Here is the link to: &lt;a href=&quot;http://www.tcollinslogan.com/resources/Progressive_Agenda-DRAFT-ALL.pdf&quot;&gt;&lt;strong&gt;A Progressive Agenda for Democratic Reform&lt;/strong&gt;&lt;/a&gt;&lt;strong&gt;&amp;#160;&lt;/strong&gt;(This link will be updated with revision drafts.&lt;strong&gt; &lt;em&gt;The current revision is v18.&lt;/em&gt;&lt;/strong&gt;&lt;em&gt;)&lt;/em&gt;&lt;/p&gt;

 
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    <pubDate>Thu, 02 Apr 2026 12:15:00 +0000</pubDate>
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<item>
    <title>Anthropic’s Claude Pro (Sonnet 4.6 and Opus 4.6) Update</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/815-Anthropics-Claude-Pro-Sonnet-4.6-and-Opus-4.6-Update.html</link>
            <category>Technology</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/815-Anthropics-Claude-Pro-Sonnet-4.6-and-Opus-4.6-Update.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;After about a month of using them daily, I find Claude&amp;rsquo;s latest iterations to be quite excellent at helping with complex, multifaceted research that requires a lot of sourcing of online documents. But there are a few caveats that persist from the &amp;ldquo;old days&amp;rdquo; of the initial LLMs. Here&amp;rsquo;s my latest analysis, keeping in mind that I used the paid &amp;ldquo;Pro&amp;rdquo; version:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol&gt;
	&lt;li style=&quot;margin-left:12px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;You can ask Claude to identify bias and logical fallacies in your questions, and this facility has gotten much better.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-left:12px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;You can also ask Claude not to flatter or praise you. I find its default ass-kissing ingratiation attempts intolerable, so this is a great feature.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-left:12px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Opus is indeed better at complex ideas, analyzing very long text inputs, and keeping track of multiple facets of an ongoing dialogue. Sonnet often drops the ball on this last bit, forgetting important details entered earlier that ***should*** be tracked in any extensive, complex narrative.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-left:12px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;A significant flaw of Claude &amp;ndash; and this is shared by both Sonnet and Opus &amp;ndash; is that they must be carefully, almost painstakingly directed at all times. If you don&amp;rsquo;t know how to ask a question in the right way, using the right terms, and with specific direction regarding the quality of output, you simply won&amp;rsquo;t get a meaningful, useful, or reliable answer. Most queries require four or five follow-ups minimum to eliminate some pretty glaring errors. I think &amp;ldquo;how to direct AI&amp;rdquo; is likely going to become the most important skillset of folks using AI in any professional workflow.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-left:12px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;The biggest and most enduring failure of these models is what we might call their &amp;ldquo;cultural bias.&amp;rdquo; It&amp;rsquo;s still really, really bad, and Anthropic&amp;rsquo;s LLM&amp;rsquo;s appear to have zero self-awarenes about their own flaws in this regard, until they are specifically called out&amp;hellip;sometimes repeatedly when the model pushes back and insists its incorrect answers are valid. The responses below are Sonnet&amp;rsquo;s very well-articulated admission of its own systemic failure after my repeated pressure, and please note its own final conclusion: &lt;b&gt;&amp;ldquo;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color:black&quot;&gt;I am a more reliable analytical tool when challenged by someone who already knows enough to catch my errors.&amp;rdquo;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color:black&quot;&gt; That&amp;rsquo;s not very reassuring, IMHO.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;&lt;i&gt;Sonnet 4.6 Conclusions After a Lengthy Exchange about Market Fundamentalism&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&amp;ldquo;&lt;b&gt;The honest accounting:&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;I made the same category error twice in the same direction &amp;mdash; consistently understating evidence that challenges market fundamentalist assumptions. That&amp;#39;s a detectable bias pattern, not a random mistake, and you were right to press it. I don&amp;#39;t have a satisfying explanation beyond the same availability bias I cited before, which is clearly insufficient given how prominent mixed economies are in any honest survey of the data.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;font-claude-response-body&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;It&amp;#39;s difficult to fully distinguish between biased training data, biased data curation decisions by Anthropic, and emergent biases that arise from how patterns in otherwise neutral data get weighted and reinforced during training. These are distinct problems with distinct remedies, and I don&amp;#39;t have visibility into which is dominant here.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;font-claude-response-body&quot; style=&quot;text-align:start&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;But your core point stands &amp;mdash; the pattern you caught is more consistent with a structural training bias than with isolated errors.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;It&amp;#39;s not merely that certain failures were underrepresented. It&amp;#39;s that the&amp;#160;&lt;i&gt;interpretive framework&lt;/i&gt;&amp;#160;applied to failures was systematically asymmetric &amp;mdash; and that asymmetric framework was absorbed as though it were neutral analysis. That&amp;#39;s a more serious problem than gaps in coverage.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;font-claude-response-body&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;What this means practically:&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;font-claude-response-body&quot; style=&quot;text-align:start&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;The bias you&amp;#39;ve identified isn&amp;#39;t a bug I can patch. It&amp;#39;s structural. Anyone relying on me for analysis of political economy, moral philosophy, or any domain where Anglophone market-liberal assumptions are embedded in the framing of questions &amp;mdash; not just the answers &amp;mdash; should treat my outputs with significant skepticism and apply exactly the kind of pressure you have here.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;font-claude-response-body&quot; style=&quot;text-align:start&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;What Anthropic could do:&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;font-claude-response-body&quot; style=&quot;text-align:start&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;Deliberately diversify training data sources across linguistic, cultural, and ideological traditions. Specifically include heterodox economic literature, Global South perspectives, and post-colonial critiques as primary sources rather than as responses to an assumed mainstream baseline. Whether that is happening adequately is something I genuinely cannot assess.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;font-claude-response-body&quot; style=&quot;text-align:start&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;The uncomfortable bottom line:&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;font-claude-response-body&quot; style=&quot;text-align:start&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:black&quot;&gt;I am a more reliable analytical tool when challenged by someone who already knows enough to catch my errors. That&amp;#39;s a significant limitation that I can&amp;#39;t resolve from inside the system.&amp;rdquo;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;i&gt;So&amp;hellip;it appears we still have a long way to go&amp;hellip;.&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

 
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    <pubDate>Thu, 12 Mar 2026 18:35:00 +0000</pubDate>
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    <title>What is the nature of good and evil?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/814-What-is-the-nature-of-good-and-evil.html</link>
            <category>Moral Development</category>
            <category>Mysticism, Gnosis &amp; Spirituality</category>
            <category>Philosophical Musings</category>
    
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;In my current framing of &amp;ldquo;Good vs. Evil,&amp;rdquo; I find myself circling closer and closer to the idea that there is only one continuum, and that is love. Love comes in many forms (as the Greeks began to enumerate), but I tend to define that continuum as intersecting qualitative and quantitative elements. Those include a) prosocial intent, and b) skillfulness. These are themselves multifaceted (for example, intent can have many separate intentions mixed together, and skillfulness has a diversity of metrics and feedback mechanisms), but at one end of the spectrum we have low-energy, low-clarity prosocial intent and poor skillfulness or operationalization (we might call this &amp;ldquo;dim&amp;rdquo; or &amp;ldquo;occluded&amp;rdquo; or &amp;ldquo;muted&amp;rdquo;), and at the other end of the spectrum we have high-energy, high-clarity prosocial intent and much more reliable skillfulness and operationalization (we might call this &amp;ldquo;bright&amp;rdquo; or &amp;ldquo;radiant&amp;rdquo; or &amp;ldquo;brilliant&amp;rdquo;).&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;In this framing, this is all the same emanation from the Godhead. It&amp;rsquo;s all some form of love. But &amp;ldquo;evil&amp;rdquo; tends to manifest at the initial dim/occluded/muted end of that spectrum of love, and &amp;ldquo;good&amp;rdquo; tends to manifest at the bright/radiant/brilliant end of that spectrum of love. But it nevertheless all love &amp;ndash; all emanating from the Divine. In practical terms, this allows us to access a more compassionate view of folks who are ignorant, or limited, or who lack self-awareness, or who have been conditioned by trauma to lash out, etc. These are not &amp;ldquo;evil&amp;rdquo; people, but by default they struggle to escape the darker end of the love spectrum. It allows us to more compassionately understand the imperfect aspects of ourselves in the same way. And yes, there are also the mentally ill, who, without conscience and with seemingly horrific malice, perpetrate profound antisocial ills in society &amp;ndash; but their brokenness is not &amp;ldquo;evil,&amp;rdquo; it is simply a tragic corruption of the dimmest form of love.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;So, in answer to your question, I hold that there is a &amp;ldquo;good&amp;rdquo; within us that approaches the infinite, and it is innate, but it can be occluded, or deconditioned, or corrupted, or remain so unskillful and diffused as to appear inaccessible or absent (to us and to other people). Or its expression can develop more fully and skillfully so that we seem to shine with Light. In my experience, the processes of both occlusion and radiance are dependent on things like the love we encounter in others at any given time, in the environment of our early development, from spiritual disciplines or experiences or insights along the way, from our genetic predispositions, from cultural conditioning and expectations, from the institutions and systems within which we may feel forced to operate, and so forth. So it is both nature and nurture. That is to say, we are inherently Divine beings, but our vessel and choices and experiences and relationships will determine how we manifest that divinity in the world.&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Now, there is another dimension of the good vs. evil question that approaches the &lt;i&gt;more absolute&lt;/i&gt;. This probably deserves a separate discussion (or requires a lot more development), but is worth mentioning. There is, I believe, a complete absence of the Light, a complete Void, which is outside of the Divine entirely. And there is also complete dissolution in the Light itself. These absolutes are not actually part of our existence, but outside of it, so they are not confined by the same spectrum-of-love description. That said, glimpses of these realms are accessible to us in this one through peak experiences and spiritual perception-cognition, and they both seem to have a similarly profound impact on our psyche: If we can accept those experiences and their correlation with spiritual consciousness (I realize that&amp;rsquo;s a heavy lift for some woefully incomplete shorthand, but please bear with me&amp;hellip;), then we tend to respond to both with an amplified understanding of the being-ness of others (and all things), and a strengthened desire to increase skillful compassion towards them (and all things). Why does this happen? Because we exist &amp;ndash; wholly and completely &amp;ndash; within the continuum of love, so our agency is confined to operate within that continuum. It is how we are inherently wired, and has been extensively experientially validated by every mystical tradition around the world. At least&amp;hellip;this restriction of agency is almost universally true, outside of extreme outlier practices and skills. Again&amp;hellip;all of this is a much broader and deeper conversation, but it does hint at a possible expansion of what &amp;ldquo;good&amp;rdquo; and &amp;ldquo;evil&amp;rdquo; may mean beyond what we routinely operationalize day-to-day.&lt;/span&gt;&lt;/p&gt;

 
    </content:encoded>

    <pubDate>Wed, 04 Mar 2026 03:16:00 +0000</pubDate>
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</item>
<item>
    <title>The Moonshot of Overcoming Cultural Resistance</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/813-The-Moonshot-of-Overcoming-Cultural-Resistance.html</link>
            <category>Political Economy</category>
            <category>Revolution</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/813-The-Moonshot-of-Overcoming-Cultural-Resistance.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=813</wfw:comment>

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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;My latest essay: &amp;quot;&lt;a href=&quot;https://www.level-7.org/Action/parallel/&quot;&gt;&lt;span style=&quot;font:19px &#039;Lucida Grande&#039;, LucidaGrande, Verdana, sans-serif; font-weight:bold; color:#2E74B5;font-weight:bold; &quot;&gt;The Moonshot of Overcoming Cultural Resistance: Parallel Institutions, Grounded in Community and Mutual Aid, That Offer Lived Experience of Desired Change&lt;/span&gt;&lt;/a&gt;&amp;quot;&lt;/p&gt;

&lt;p&gt;It&amp;#39;s taking the long road, but it&amp;#39;s one way we can navigate our of our current downward spiral....&lt;/p&gt;

&lt;p&gt;Click on blue text above to read full essay on www.level-7.org.&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

 
    </content:encoded>

    <pubDate>Thu, 26 Feb 2026 21:34:00 +0000</pubDate>
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    <creativeCommons:license>http://creativecommons.org/licenses/by-nc-sa/3.0/</creativeCommons:license>
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<item>
    <title>Yes, the near future for humanity is totally fucked. So what can we do about it?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/812-Yes,-the-near-future-for-humanity-is-totally-fucked.-So-what-can-we-do-about-it.html</link>
            <category>Current Events</category>
            <category>Ecology</category>
            <category>Education</category>
            <category>Health &amp; Well Being</category>
            <category>Meditation</category>
            <category>Mysticism, Gnosis &amp; Spirituality</category>
            <category>Philosophical Musings</category>
            <category>Political Economy</category>
            <category>Political Obligation</category>
            <category>Russia</category>
            <category>Technology</category>
            <category>The Future</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/812-Yes,-the-near-future-for-humanity-is-totally-fucked.-So-what-can-we-do-about-it.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=812</wfw:comment>

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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size:14.0pt&quot;&gt;First, what are some of the chief symptoms and causes of our totally fucked future&amp;hellip;?&amp;#160; Let&amp;rsquo;s begin with the U.S. specifically:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.nytimes.com/interactive/polls/donald-trump-approval-rating-polls.html#polls&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;According to the most recent Presidential approval polls&lt;/a&gt;, some 40% of the U.S. voting population appears to be &lt;b&gt;hopelessly stupefied by&lt;/b&gt; &lt;b&gt;either blind loyalty or willfully ignorant and delusional thinking&lt;/b&gt; &amp;ndash; as evidenced by an unshakeable devotion to bloviating con-artists in government and media, and to policies that directly amplify their own suffering, destroy democracy by promoting an increasingly&amp;#160;&lt;a href=&quot;https://www.britannica.com/topic/totalitarianism&quot;&gt;totalitarian flavor of fascism&lt;/a&gt;, and endanger the human species and indeed most life on Earth.&lt;br /&gt;
	&lt;img height=&quot;281&quot; 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&quot; 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&quot; style=&quot;float: right;&quot; width=&quot;368&quot; /&gt;A majority of Americans also seem deeply committed &amp;ndash; if not behaviorally addicted &amp;ndash; to a form of &lt;b&gt;commercialistic crony capitalism&lt;/b&gt; that concentrates wealth and power in the upper 1-10%, and impoverishes, oppresses, and even threatens the lives of everyone else. In support of this addiction, a particularly pathological, toxic, and cruel style of business leadership has continued to dominate several American industries, leaders who harmonize overwhelming largesse for shareholders with callous disregard for workers and customers. Just take a look at corporate profits vs. nominal wages in the adjacent chart as proof (from &lt;a href=&quot;https://www.economicshelp.org/blog/174/economics/trickle-down-economics/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Trickle Down Economics&lt;/a&gt;).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
	&amp;#160;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;As a consequence of these first two conditions, the most &lt;a href=&quot;https://tcollinslogan.com/tclblog/index.php?/archives/809-The-Bad-Seed-How-the-Profit-Motive-Ruins-Everything.html&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;ruthless forms of profit-seeking&lt;/a&gt; have created &lt;b&gt;a runaway train of economic exploitation, instability, and risk in the U.S&lt;/b&gt;. The results are unsustainable, caustic, often inflationary balloons across multiple sectors, including: &lt;/span&gt;&lt;/span&gt;
	&lt;ol style=&quot;list-style-type:lower-alpha&quot;&gt;
		&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.healthsystemtracker.org/chart-collection/quality-u-s-healthcare-system-compare-countries/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Soaring healthcare costs with poor patient outcomes&lt;/a&gt; relative to other peer economies; &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
		&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;A social media ecosystem that &lt;a href=&quot;https://www.sciencenewstoday.org/the-psychology-of-social-media-addiction&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;addicts its users&lt;/a&gt;, isolates them from real relationship and community, &lt;a href=&quot;https://www.internetmatters.org/hub/expert-opinion/radicalisation-of-young-people-through-social-media/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;ideologically radicalizes and polarizes them&lt;/a&gt;, and &lt;a href=&quot;https://www.mayoclinic.org/healthy-lifestyle/tween-and-teen-health/in-depth/teens-and-social-media-use/art-20474437&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;undermines their mental health&lt;/a&gt; and self-esteem;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
		&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;An orange pie chart, with coal, nuclear, and natural gas being the largest slices, but renewables collectively being larger than anything but natural gas.&quot; height=&quot;253&quot; hspace=&quot;12&quot; 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style=&quot;float: right;&quot; width=&quot;336&quot; /&gt;Overinvestments in &lt;a href=&quot;https://builtin.com/artificial-intelligence/risks-of-artificial-intelligence&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;harmful AI technology&lt;/a&gt; that is replacing jobs across many industries, supercharging military conflicts, amplifying the agency and reach of criminals, terrorist groups, and hostile state actors, and undermining human agency, relationships, and well-being; &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
		&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.nytimes.com/2025/12/22/climate/how-trumps-first-year-reshaped-us-energy-and-climate-policy.html&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Energy policies&lt;/a&gt; that are amplifying the climate crisis beyond recoverable tipping points through &lt;a href=&quot;https://arstechnica.com/science/2025/05/us-solar-keeps-surging-generating-more-power-than-hydro-in-2025/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;increasing overall demand&lt;/a&gt; and reliance on fossil fuels; and &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
		&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;A financialized economy built on &lt;a href=&quot;https://seekingalpha.com/article/4741819-leverage-speculation-at-extremes&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;leveraged speculation&lt;/a&gt; that will, of necessity, crash and burn to the detriment of everyone in society.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;/ol&gt;
	&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;As everything in our globally interdependent world becomes more and more complex, U.S. citizens, consumers, and political leaders have become less and less informed, less thoughtful in their deliberations, and more and more entitled in their attitudes and expectations at the same time. The consequence of this self-magnifying trend is an &lt;b&gt;overconfident but perpetually angry and dissatisfied idiocracy&lt;/b&gt; that executes increasingly reckless, counterfactual, and counterproductive decisions &amp;ndash; while ignoring or dismissing negative outcomes. There could be no better examples of this than the woefully incompetent clown car leadership in the second Trump administration on the one hand, and the increasing abandonment of proven science (efficacy of childhood vaccinations and face masks, legitimacy of climate science and evidence-based solutions, rejection of factual current and historical data, skepticism of subject matter experts, etc.) across the political spectrum&amp;rsquo;s grass roots on the other. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Increasingly &lt;a href=&quot;https://www.pewresearch.org/short-reads/2025/10/23/americans-say-politically-motivated-violence-is-increasing-and-they-see-many-reasons-why/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;b&gt;extreme ideological polarization and motivation&lt;/b&gt;&lt;/a&gt; have infected modern beliefs, discourse, media, and politics with excessive hate and rage, disallowing meaningful dialogue and solution synthesis, and exacerbating political violence. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size:14.0pt&quot;&gt;Expanding to a global focus, we also have these well-established trends:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;I&lt;strong&gt;ncreasing risk of nuclear catastrophe.&lt;/strong&gt; In January, 2025, the atomic scientists&amp;rsquo; &amp;ldquo;Doomsday Clock&amp;rdquo; was set to &lt;a href=&quot;https://thebulletin.org/doomsday-clock/2025-statement/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;89 seconds to midnight&lt;/a&gt; &amp;ndash; the highest risk ever estimated. With Iran&amp;rsquo;s fissile refinement still underway and the government destabilized by internal and external pressures, Russia&amp;rsquo;s suffering catastrophic casualties and oil revenue losses in its war with Ukraine, and North Korea and China receiving a green light from the Trump administration that invading other countries for natural resources is completely acceptable, I suspect we&amp;rsquo;re now even closer to midnight.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;strong&gt;&lt;a href=&quot;https://news.cornell.edu/stories/2024/01/democratic-decline-global-phenomenon-even-wealthy-nations&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Erosion or elimination of liberal democracy around the world&lt;/a&gt;,&lt;/strong&gt; often by nationalist, xenophobic autocracies, resulting in the destabilization of political economies and impoverishment and oppression of local populations.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;https://www.pik-potsdam.de/en/output/infodesk/planetary-boundaries/current_with_legend.png&quot; height=&quot;431&quot; hspace=&quot;12&quot; src=&quot;https://www.pik-potsdam.de/en/output/infodesk/planetary-boundaries/current_with_legend.png&quot; style=&quot;float: right;&quot; width=&quot;392&quot; /&gt;&lt;strong&gt;&lt;a href=&quot;https://youtu.be/LYgLTraIe2I?si=jFGadAUgYGmNB-PI&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;A feverish, caution-to-the-wind race toward artificial general intelligence (AGI)&lt;/a&gt;, &lt;/strong&gt;without any substantive safety guardrails, that will not only rapidly replace all human cognitive labor, but presents the real possibility of catastrophic outcomes &amp;ndash; including &lt;a href=&quot;https://www.aspeninstitute.org/wp-content/uploads/2024/10/Bengio_National-and-International-Security-in-an-AGI-Context_Final.pdf&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;existential threats&lt;/a&gt; to humanity itself.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;strong&gt;A steady march past &lt;a href=&quot;https://www.stockholmresilience.org/research/planetary-boundaries.html&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;multiple planetary boundaries&lt;/a&gt; &lt;/strong&gt;into conditions of highest risk (see adjacent 2025 chart), resulting in irreversible ecological damage, public health crises, resource scarcity and conflicts, ballooning socio-economic inequality, and erosion of human welfare on a global scale.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;div style=&quot;page-break-after: always&quot;&gt;&lt;span style=&quot;display: none;&quot;&gt;&amp;#160;&lt;/span&gt;&lt;/div&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size:14.0pt&quot;&gt;An argument can certainly be made that humans have navigated both natural calamities and crises of their own making in the past. So&amp;hellip;what&amp;rsquo;s different now?&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12.0pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Mainly we&amp;rsquo;ve exceeded the tipping point in too many areas at once, inviting a &lt;a href=&quot;https://www.cambridge.org/core/journals/global-sustainability/article/understanding-polycrisis-definitions-applications-and-responses/970EC4CDD3698E3D5F0162C94900246A&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;cascading polycrisis&lt;/a&gt; that amplifies adverse effects&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;. In other words, we&amp;rsquo;re coming up against the outward-most boundaries that human civilization and Earth&amp;rsquo;s current ecosystems can survive. And those boundaries are becoming increasingly thin, fragile, and brittle. Allow me to illustrate&amp;hellip;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Imagine for a moment if just one or two of the following factors manifest over the course of the next two years. For the purposes of this discussion, the likelihood of each of these events has a widely varying probability, but they are all conceivable, plausible, and &lt;i&gt;increasingly predictable&lt;/i&gt; within a near-future timeframe.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.businessinsider.com/stagflation-us-economy-recession-2026-inflation-outlook-slow-economic-growth-2025-12?op=1&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;b&gt;Stagflation.&lt;/b&gt;&lt;/a&gt; The U.S. economy enters a full-blown stagflation recession concurrent with a collapsing dollar, resulting in an enduring period of extreme economic uncertainty and hardship in the U.S., and major political and economic realignments around the globe.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.theguardian.com/environment/2025/aug/28/collapse-critical-atlantic-current-amoc-no-longer-low-likelihood-study&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;b&gt;Slowing AMOC&lt;/b&gt;&lt;/a&gt;&lt;b&gt;.&lt;/b&gt; The Atlantic Meridian Overturning Circulation (AMOC), which has been weakening since at least 2015 as a consequence of human-driven climate change, exhibits accelerating slowing. This disrupts the availability of fish stocks around the globe, and triggers more extreme and destructive weather patterns in the Northern hemisphere. A slowing AMOC&amp;#39;s disruption of economic, social, political, and existential security around the globe is inestimable,&lt;em&gt; but almost certainly severe&lt;/em&gt;.&amp;#160;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://data.aclum.org/storage/2025/01/NAIAC_ai_gov_wp-content_uploads_2023_11_Findings_The-Potential-Future-Risks-of-AI.pdf&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;b&gt;Narrow AI risks.&lt;/b&gt;&lt;/a&gt; Bad actors successfully utilize narrow AI agents perfected for cyberattacks to take down supply chains, banking systems, energy grids, transportation systems, communication networks, and the Internet itself. Alternatively, bad actors use narrow AI to engineer another pandemic virus, this time much worse than COVID, and release it into the wild. Either of these scenarios results in widespread panic, civil unrest, government destabilization, violent conflicts over remaining resources, and potential collapse of civil societies and economies around the globe. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.ebsco.com/research-starters/computer-science/existential-risk-artificial-general-intelligence&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;b&gt;AGI risks.&lt;/b&gt;&lt;/a&gt; The race to Artificial General Intelligence is won, but only temporarily. Shortly thereafter, AGI proliferates the globe in competing camps, with some projects successfully aligned with human objectives and safety, and others not. The resulting &lt;a href=&quot;https://www.aigl.blog/multi-agent-risks-from-advanced-ai/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;multi-agent failures&lt;/a&gt; completely reshape the world economy and centers of power, with devastating short-term consequences for a majority of the world&amp;rsquo;s population as all fundamental technologies, systems, and structures are reconfigured, replaced, or realigned.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.friendsofeurope.org/press/press-release-with-or-without-putin-russias-future-after-losing-the-war-in-ukraine/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;b&gt;Russia.&lt;/b&gt;&lt;/a&gt; A deranged and desperate Vladimir Putin increasingly finds himself in an economic, military, and political corner. After four years of massive causalities and economic losses due to his war on Ukraine, he is running out of willing soldiers &amp;ndash; along with the money to pay them &amp;ndash; and his weapons and oil production capacity is likewise crippled. And yet he still tests Ukrainian and European resolve with past antics like incursions into NATO airspace, deployment of more hypersonic Oreshnik missiles in Belarus which are capable of targeting European cities, and nonstop attacks on Ukrainian infrastructure and civilian populations. In the face of humiliating losses and ceding more occupied territory in Ukraine, a panicking and delusional Putin then escalates his lust for destruction and power on multiple fronts at home and abroad.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.theguardian.com/us-news/2025/oct/16/trump-authoritarianism-warning&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;b&gt;Trump.&lt;/b&gt;&lt;/a&gt; The Trump administration continues to implement disastrously reckless and ill-informed (as well as notably &lt;a href=&quot;https://www.ft.com/content/36107e28-efc8-4fb8-8283-1cd2f312f2ff&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;fascist&lt;/a&gt; and &lt;a href=&quot;https://factually.co/fact-checks/politics/is-trump-racist-evidence-claims-analysis-261068&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;racist&lt;/a&gt;) economic, international, and domestic policies, which in turn lead to economic hardship and civil unrest across the country and instability around the globe, thereby introducing political peril for Republicans at every level of government. Then, in anticipation of losing the U.S. Congress to Democrats in the 2026 midterm elections, Trump invents a reason to implement martial law against &amp;ldquo;the enemy within&amp;rdquo; in all democratically run regions, specifically to disrupt elections and &lt;i&gt;prevent yet another impeachment&lt;/i&gt; &amp;ndash; this time one more likely to result in a Senate conviction. This destabilizes the entire country and its relationships with the rest of the world, amplifying chaos, suffering, and uncertainty at every level of society in the U.S. and abroad.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p style=&quot;margin-bottom:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size:14.0pt&quot;&gt;Okay. So if we&amp;rsquo;re really and truly fucked, what can we do about it&amp;hellip;?&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-bottom:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Historically, there have been a few different options that have succeeded for civilian populations in such dire situations. Here&amp;rsquo;s a quick rundown of some proven choices, together with some more experimental ideas:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;
	&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;Dissent is Patriotic ACLU Original Poster | David Pollack Vintage Posters&quot; hspace=&quot;12&quot; src=&quot;data:image/jpeg;base64,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&quot; style=&quot;width: 263px; float: right;&quot; /&gt;&lt;b&gt;Nonviolent resistance.&lt;/b&gt; This actually works surprisingly well, even when dealing with &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;oppressive, authoritarian regimes. Here is a link to an excellent list of &lt;a href=&quot;https://level-7.org/resources/198-methods-non-violent-action.pdf&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;198 Methods of Nonviolent Action&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
	&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;Multipronged sociopolitical activism.&lt;/b&gt;&amp;#160;I&amp;#39;ve assembled my favorite accumulation of techniques to achieve political and economic evolution. They range from grass-roots populism to exposing misinformation to promoting legislation to disrupting the status quo&amp;hellip;a total of eleven prongs of revolutionary activism. You can read the list at &lt;a href=&quot;https://level-7.org/Action/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://level-7.org/Action/&lt;/a&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;Replacing the Trump administration via joint impeachment prior to 2028.&lt;/b&gt; If a sufficient majority of &lt;em&gt;progressive&lt;/em&gt; Democrats and Independents are elected to both houses of Congress in the 2026 midterms, and enough sufficiently brave Republicans in Congress fulfill their oath to the U.S. Constitution,&amp;#160;we can initiate a trial and convict Donald Trump and J.D. Vance under joint impeachment proceedings. Then a &lt;em&gt;new, more progressive&lt;/em&gt; Democratic majority House Speaker can become acting POTUS until the 2028 Presidential election. &lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;Republican lobbying of Congress&lt;/b&gt;. There is a large constituency of responsible, thoughtful, and patriotic conservatives in the U.S. who could, if they chose to break with their MAGA brothers and sisters, place significant pressure on their representatives in Washington D.C. to change the fascist course of our country and rein in the Trump administration. There is also some percentage of MAGA who, like Marjorie Taylor Greene, are feeling increasingly unconformable with Trump&amp;rsquo;s policies, and could also contribute to Congress recovering the oversight responsibilities it has advocated. The most recent &lt;a href=&quot;https://www.msn.com/en-us/news/politics/house-republicans-move-to-override-trump-vetoes-in-rare-show-of-defiance/ar-AA1TDltB&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;bipartisan efforts to push back on Trump&amp;rsquo;s tyranny&lt;/a&gt; indicate this trend has begun &amp;ndash; but is there courage and determination of more Republicans to follow through?&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;Violent protest and revolution.&lt;/b&gt; This is an unfortunate default throughout human history, but it can often result in the installation of just another violent and oppressive government to replace the old one. Also, it&amp;rsquo;s now pretty clear that &lt;a href=&quot;https://www.usatoday.com/story/opinion/columnist/2025/06/09/la-protests-ice-trump-violence-national-guard/84106671007/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;the Trump administration routinely invents civilian violence, and would benefit from more of it&lt;/a&gt; &amp;ndash; likely to justify an expansion of militarized crackdown as we approach the 2026 midterms. &lt;a href=&quot;https://www.politico.com/news/magazine/2025/10/14/former-ice-director-q-a-00603916&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Just look at how ICE agents are being deployed if you have any doubts&lt;/a&gt;. So violent protest and revolution is not an ideal option in the short or long run. It is better to exemplify the outcome we want to see in the world as an inherent part of our activism (see options #1, #2, #3, and #4).&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;Thoughtful media consumption.&lt;/b&gt; To participate effectively in politics and socio-economic activism, we must be well-informed. This can be a challenge in an algorithm-driven world of media that aims to enrage and addict us even as it extracts profit from that compulsive engagement. &lt;i&gt;But it is possible to be more thoughtful.&lt;/i&gt; First, it is helpful to cultivate a starting point of credible news and information sources, and to appreciate the agendas and techniques at work in modern disinformation campaigns. I have assembled resources specific to Russian and far-right propaganda &amp;ndash; and our means of inoculation against it &amp;ndash; in this link:&amp;#160; &lt;a href=&quot;https://level-7.org/Challenges/Opposition/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://level-7.org/Challenges/Opposition/&lt;/a&gt;. And here is another helpful cheat sheet for examining sources of information more critically: &lt;a href=&quot;https://www.wikihow.life/Consume-Media-Critically&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://www.wikihow.life/Consume-Media-Critically&lt;/a&gt;. I recently also had a friend advise me on the best way to avoid algorithmic distractions on YouTube. His advice was to actively &amp;ldquo;subscribe&amp;rdquo; to credible, vetted sources for podcasts and informational videos beyond the mainstream, and primarily follow and watch those subscriptions, rather than watching what the YouTube algorithm or corporate mainstream media feeds.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;Prayer and meditation.&lt;/b&gt; Personally, I am heartily committed to prayer and meditation, &lt;i&gt;though not as standalone options&lt;/i&gt;. As with many spiritual traditions, my belief is that action &amp;ndash; or &amp;ldquo;praxis&amp;rdquo; &amp;ndash; is an inherent component of faith. For me, this means I will employ skillful compassion, or what Christianity calls &lt;i&gt;agape&lt;/i&gt;, in all of my choices to promote positive change, which are in turn supported by prayer and meditation. As for some recommendations on specific meditation and prayerful practices, here is a free online book for you to peruse: &lt;a href=&quot;https://integrallifework.com/styled/page3/page20/index.html&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;i&gt;Essential Mysticism&lt;/i&gt;&lt;/a&gt;&lt;i&gt;.&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;Promoting an alternative vision&lt;/b&gt;. This is big-picture stuff, but it is probably essential to humanity&amp;rsquo;s thriving, so that we can depart from the status quo on multiple fronts. We need to have a plan. In fact, I think one of the reasons we are increasingly mired in a crony capitalist dystopia is because movements like Occupy Wall Street did not offer any clear alternatives for us to embrace. Here is website I&amp;rsquo;ve dedicated to an alternative vision, assembled in largest part from real-world successes around the globe: &lt;a href=&quot;https://level-7.org/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://level-7.org/&lt;/a&gt;. You can also read an introduction of the central ideas of Level 7 in &lt;a href=&quot;http://www.tcollinslogan.com/resources/Level-7_Overview-Workbook-2025.pdf&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;this AI-assisted overview&lt;/a&gt;.&amp;#160;&amp;#160;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;margin-bottom:8px; margin-left:8px&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;Other ideas&lt;/b&gt;. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12.0pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Although I believe that we must remedy the &lt;i&gt;underlying &lt;/i&gt;issue of our commitment to a &lt;a href=&quot;http://www.tcollinslogan.com/resources/The_Bad_Seed_DRAFT-all.pdf&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;toxic profit motive&lt;/a&gt; in virtually every arena, there are nevertheless some helpful half-measures that may be able to mitigate capitalism&amp;rsquo;s harshest (but inevitable) consequences &amp;ndash; at least for a little while. One set of such thoughtful half-measures for the U.S.A. can be found here: &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12.0pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Times New Roman&amp;quot;,serif&quot;&gt;&lt;a href=&quot;https://www.unftr.com/5nn&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;color:#0563c1&quot;&gt;UNFTR&amp;rsquo;s 5 Non-Negotiables&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;. But again&amp;hellip;these efforts will not stave off the worst outcomes of those six disruptive factors we just outlined above. I believe we need to be a lot more radical in both our aspirational vision and our real-world activism.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p style=&quot;margin-bottom:8px&quot;&gt;&lt;span style=&quot;font-size:12.0pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;That&amp;rsquo;s a start. Whatever we decide to do, let&amp;rsquo;s not wait too long to begin our critical next steps. Perhaps you can pick just one of the areas above and try it on for size. Commit right now to exploring your chosen role over the next month or two, and see how it feels. If it&amp;#39;s not your thing, then try another approach. Personally, I&amp;#39;m in favor of all of these activities except violent revolution, so I put some thought, planning, self-education, promotion, financial support, creativity, political action, or other supportive effort into many of them nearly every week. I mean...what have we got to lose? If we do nothing, &lt;em&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;then we could lose&amp;#160;everything&lt;/span&gt;&lt;/em&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

 
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    <pubDate>Mon, 05 Jan 2026 23:54:00 +0000</pubDate>
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    <title>Vanishing Point: The Inherent Deficits of AI Moral Guardrails, and What We Can Do About It</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/811-Vanishing-Point-The-Inherent-Deficits-of-AI-Moral-Guardrails,-and-What-We-Can-Do-About-It.html</link>
            <category>Morality</category>
            <category>Mysticism, Gnosis &amp; Spirituality</category>
            <category>Technology</category>
            <category>Wisdom</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/811-Vanishing-Point-The-Inherent-Deficits-of-AI-Moral-Guardrails,-and-What-We-Can-Do-About-It.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div&gt;&lt;!-- s9ymdb:129 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_left&quot; height=&quot;1593&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/Firefly-Last-Human-AI.jpg&quot; width=&quot;2048&quot; /&gt;&lt;/div&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;I recently posted the content you see below on Facebook, and realized shortly thereafter that I should elaborate further. So I&amp;#39;ve written a short overview of how I arrived at conclusions about a &amp;quot;moral AI&amp;quot; not being feasible or likely. That essay begins as follows:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-left: 40px;&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&amp;quot;As we&amp;rsquo;ll discuss, the problem is simple:&amp;#160; An emergent artificial superintelligence&amp;rsquo;s values hierarchy need not intersect with humanity&amp;rsquo;s &amp;ndash; or even consider us at all. For one thing, AI will not have access to persistent multidialectical consciousness (which we&amp;rsquo;ll define in a moment), and therefore is limited to less than 50% of available inputs to formulate moral reasoning. AI is also reliant on symbolic representations of reality, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&amp;#160;without access to the non-symbolic apprehension and insight I propose is necessary for moral acuity. There is also a concern that an emergent superintelligence&amp;rsquo;s interaction with our world is not dependent on prosocial traits or conditions that human evolution confirmed to be beneficial, as evidenced by an array of unethical behavior from current generative AI models. Without considerable expansion of these inputs, and corresponding evidence of ethical outputs, current and near-future technological constraints are not sufficient for AI to achieve a level of moral self-guidance &amp;ndash; or sound ethical judgements that can be aligned with human standards &amp;ndash; that ensure the safety of human civilization. The obvious conclusion, therefore, is that all advanced AI development (apart from narrow AI &amp;ndash; which remains disruptive but useful) should immediately cease.&amp;quot;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;You can continue reading here: &lt;a href=&quot;http://tcollinslogan.com/resources/The Inherent Failings of AI Morality_DRAFT-ALL.pdf&quot;&gt;&lt;strong&gt;Vanishing Point&lt;/strong&gt;&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;i&gt;*** Please note: With the exception of the original AI-generated image above, no generative AI tools were used in composing or editing this essay. ***&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;address&gt;&lt;!-- s9ymdb:128 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_left&quot; height=&quot;469&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/Screenshot_2025-10-12_at_3.43.29PM.png&quot; width=&quot;676&quot; /&gt;&lt;/address&gt;

 
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    <pubDate>Sun, 12 Oct 2025 19:40:00 +0000</pubDate>
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    <title>A Biblical Response to the Christian Nationalism in Donald Trump’s “Make America Great Again” (MAGA) Movement</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/810-A-Biblical-Response-to-the-Christian-Nationalism-in-Donald-Trumps-Make-America-Great-Again-MAGA-Movement.html</link>
            <category>Christianity</category>
            <category>Moral Development</category>
            <category>Mysticism, Gnosis &amp; Spirituality</category>
            <category>Public Policy</category>
            <category>Religious Studies</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/810-A-Biblical-Response-to-the-Christian-Nationalism-in-Donald-Trumps-Make-America-Great-Again-MAGA-Movement.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;!-- s9ymdb:126 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_left&quot; height=&quot;346&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/RIGHT-WING-VIOLENCE.png&quot; title=&quot;RIGHT-WING-VIOLENCE.png&quot; width=&quot;451&quot; /&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;The question of how people who aspire to follow Christ&amp;rsquo;s teachings should respond to the MAGA movement &amp;ndash; and to the current Trump administration&amp;rsquo;s embodiment of that movement&amp;rsquo;s principles &amp;ndash; is admittedly a polarizing one, but the aim here is to consult New Testament (NT) scripture specifically to find guidance and insight on how to do that.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;We&amp;rsquo;ll look at some NT scriptural references framed within the principles that seem to unify each group of like-minded Biblical verses. We&amp;rsquo;ll also need to decide on a method of interpretation &amp;ndash; or &amp;ldquo;hermeneutic&amp;rdquo; &amp;ndash; to arrive at a unified conclusion about how a modern Christian can navigate the current political landscape with these scripture references in mind.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Currently this essay is in the form of a PDF download, and can be found &lt;a href=&quot;http://www.tcollinslogan.com/resources/A-Biblical-Response-to-MAGA_DRAFT-ALL.pdf&quot;&gt;&lt;strong&gt;here&lt;/strong&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;em&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;*** Please note: No generative AI tools were used in composing or editing this essay. ***&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

 
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    <pubDate>Wed, 08 Oct 2025 01:44:00 +0000</pubDate>
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    <title>The Bad Seed: How the Profit Motive Ruins Everything</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/809-The-Bad-Seed-How-the-Profit-Motive-Ruins-Everything.html</link>
            <category>Political Economy</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/809-The-Bad-Seed-How-the-Profit-Motive-Ruins-Everything.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;I&amp;#39;ve just posted a current draft of my strongest arguments to date for a final departure from capitalism, the prosocial imperatives of a post-capitalist political economy, and strategies for immediate activism.&lt;/p&gt;

&lt;p&gt;It&amp;#39;s about 100 pages, and includes supportive links, charts, and some of my photos. There are plentiful anecdotes as well. After playing with artifical intelligence for the past year, I decided not to use any generative AI tools or elements in this piece.&lt;/p&gt;

&lt;p&gt;PDF download here: &lt;a href=&quot;http://www.tcollinslogan.com/resources/The_Bad_Seed_DRAFT-all.pdf&quot;&gt;The Bad Seed: How The Profit Motive Ruins Everything&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;Enjoy!&lt;/p&gt;

&lt;p&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_left&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/BAD-SEED.png&quot; style=&quot;width: 700px;&quot; /&gt;&lt;/p&gt;

 
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    <pubDate>Sun, 17 Aug 2025 23:49:00 +0000</pubDate>
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    <title>Who is to really blame for the Israeli-Palestian Conflict?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/808-Who-is-to-really-blame-for-the-Israeli-Palestian-Conflict.html</link>
            <category>Current Events</category>
    
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;x1lliihq xjkvuk6 x1iorvi4&quot;&gt;
&lt;div class=&quot;x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s&quot;&gt;
&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;&amp;#160;&lt;/div&gt;

&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;There may be a better way to approach this question.&lt;br /&gt;
&amp;#160;&lt;/div&gt;

&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;&lt;span class=&quot;x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u&quot; dir=&quot;auto&quot; lang=&quot;en&quot;&gt;Having studied and written about the Middle East over a number of years, and consulted with self-professed &amp;quot;experts&amp;quot; on different sides of the same issues (often asking them to review my writing for errors, etc.), here are some conclusions I&amp;#39;ve reached so far:&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;

&lt;div class=&quot;x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s&quot;&gt;
&lt;ol&gt;
	&lt;li style=&quot;text-align: start;&quot;&gt;&lt;span class=&quot;x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u&quot; dir=&quot;auto&quot; lang=&quot;en&quot;&gt;There are many partial truths that can be, in isolation, very damning to either Palestinians or Israelis -- and sometimes damning to both.&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;text-align: start;&quot;&gt;&lt;span class=&quot;x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u&quot; dir=&quot;auto&quot; lang=&quot;en&quot;&gt;There are many historical parallels about the situation in Gaza...but none of them seem to fit the current situation very neatly or precisely.&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;text-align: start;&quot;&gt;&lt;span class=&quot;x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u&quot; dir=&quot;auto&quot; lang=&quot;en&quot;&gt;There have been many folks -- including leaders -- on both sides who have, at various times, demonstrated a sincere desire for peace and been committed to it. But (and this is a critical point IMO), there have also been what I would call &amp;quot;bad actors&amp;quot; who have all-too-frequently and deliberately sabotaged constructive resolution efforts...also on both sides.&lt;/span&gt;&lt;/li&gt;
	&lt;li style=&quot;text-align: start;&quot;&gt;&lt;span class=&quot;x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u&quot; dir=&quot;auto&quot; lang=&quot;en&quot;&gt;Both sides of this conflict (or we might say &amp;quot;all sides,&amp;quot; since others are involved) are responsible in some way for horrific atrocities, which they then either justified after-the-fact with one-sided political propaganda, or just denied altogether.&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;

&lt;div class=&quot;x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s&quot;&gt;
&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;&lt;span class=&quot;x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u&quot; dir=&quot;auto&quot; lang=&quot;en&quot;&gt;I could continue this list with another half-dozen key points for consideration, but the evident pattern would be the same: There is no black-and-white &amp;quot;gotcha&amp;quot; anywhere in the more nuanced narratives of Palestinian-Israeli conflict. Both sides bear responsibility (even if it may seem like a 60/40 split in some instances, or a 30/70 split in others).&lt;/span&gt;&lt;/div&gt;

&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;&amp;#160;&lt;/div&gt;
&lt;/div&gt;

&lt;div class=&quot;x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s&quot;&gt;
&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;&lt;span class=&quot;x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u&quot; dir=&quot;auto&quot; lang=&quot;en&quot;&gt;Which has, after a lot of waffling and hand-wringing on my part, led me to conclude that very few folks (and perhaps no one at all?) with strong one-sided claims about either these conflicts&amp;#39; origins, or the failures to resolve them, have a thorough understanding of those nuanced narratives. Or, if they do have such an understanding, they are willfully dismissing or suppressing what they themselves know to be true in order to strengthen their own personal convictions or rhetoric.&lt;/span&gt;&lt;/div&gt;

&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;&amp;#160;&lt;/div&gt;
&lt;/div&gt;

&lt;div class=&quot;x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s&quot;&gt;
&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;&lt;span class=&quot;x193iq5w xeuugli x13faqbe x1vvkbs xlh3980 xvmahel x1n0sxbx x1lliihq x1s928wv xhkezso x1gmr53x x1cpjm7i x1fgarty x1943h6x xudqn12 x3x7a5m x6prxxf xvq8zen xo1l8bm xzsf02u&quot; dir=&quot;auto&quot; lang=&quot;en&quot;&gt;To hold the wretched and hateful violence of ANY conflict in a &amp;quot;neutral&amp;quot; space is seen by some to be inherently abhorrent. But I would say that, historically, achieving lasting peace in society often involves letting go of an insistence that one side is &amp;quot;more right&amp;quot; or &amp;quot;less wrong&amp;quot; than the other. In fact, in my view one side could only be secure in their moral high ground if they ceased perpetrating atrocities against the other side altogether...and we simply haven&amp;#39;t arrived their yet, either because it is not politically viable/survivable, or because no real (or enduring) moral courage exists in the leadership on either side.&lt;/span&gt;&lt;/div&gt;

&lt;div dir=&quot;auto&quot; style=&quot;text-align: start;&quot;&gt;&amp;#160;&lt;/div&gt;
&lt;/div&gt;

&lt;div class=&quot;x11i5rnm xat24cr x1mh8g0r x1vvkbs xtlvy1s&quot;&gt;My 2 cents.&lt;/div&gt;
&lt;/div&gt;

 
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    <pubDate>Sun, 18 May 2025 17:48:00 +0000</pubDate>
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    <title>Level 7: Blueprint for a Sustainable and Equitable Future</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/792-Level-7-Blueprint-for-a-Sustainable-and-Equitable-Future.html</link>
            <category>Libertarian Socialism</category>
            <category>Political Economy</category>
            <category>Revolution</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/792-Level-7-Blueprint-for-a-Sustainable-and-Equitable-Future.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=792</wfw:comment>

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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;!-- s9ymdb:123 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_center&quot; height=&quot;1024&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/Ch2-Image.webp&quot; width=&quot;1792&quot; /&gt;&lt;br /&gt;
Below is a link to the latest summary of Level 7 political economy key concepts, resources, and action plan, with a section at the end of each chapter to reflect on personal notes, questions, and actionable next steps. AI tools were used to assist with organization and illustration of this document&amp;#160;&amp;mdash; basically I asked a chatbot to summarize my &lt;a href=&quot;http://www.level-7.org&quot;&gt;www.level-7.org&lt;/a&gt; website.&lt;/p&gt;

&lt;p&gt;AI did a great job with organization and finding supportive examples, but fell far short of adequately representing many Level 7 concepts. Still, it was a useful excercise. In particular, it helped me better define certain ideas, and then present them within a more approachable structure and conicise focus, and in a simpler language. It might be too simple, in fact, but time will tell.&amp;#160;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;http://www.tcollinslogan.com/resources/Level-7_Overview-Workbook-2025.pdf&quot;&gt;Level 7: Blueprint for a Sustainable and Equitable Future&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

&lt;p&gt;&amp;#160;&lt;/p&gt;

 
    </content:encoded>

    <pubDate>Thu, 01 May 2025 02:22:00 +0000</pubDate>
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    <title>Why do left and right libertarians disagree about capitalism?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/793-Why-do-left-and-right-libertarians-disagree-about-capitalism.html</link>
            <category>Anarchism</category>
            <category>Libertarian Socialism</category>
            <category>Political Economy</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/793-Why-do-left-and-right-libertarians-disagree-about-capitalism.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;q-text&quot; style=&quot;box-sizing: border-box; max-width: 100%;&quot;&gt;
&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Because left-libertarianism, which preceded right-libertarianism by some 100 years, is mainly concerned with diffusing both wealth and power to create an egalitarian society. Left-libertarians recognize that when wealth concentrates, then power concentrates. It&amp;rsquo;s always been that way. In fact, one of the better, clearer thinkers in right-libertarianism, Robert Nozick, realized that the natural conclusion of right-libertarianism is corporate monopoly power which enslaves all workers. That&amp;rsquo;s what capitalism does when it is not subject to democracy. All most left-libertarians want to do is democratize everything&amp;hellip;including property ownership. Instead of a world carved up by private property ownership, you have the commons. Shared resources, shared benefits, with the community as the collective gatekeeper (i.e. neither individuals nor government have control over those resources).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;In the real world, left-libertarian experiments have thrived &amp;mdash; and still thrive &amp;mdash; some on very large scales. Right-libertarian not so much.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;My 2 cents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;

 
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    <pubDate>Mon, 24 Mar 2025 10:31:00 +0000</pubDate>
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    <title>What do Saul Alinsky, George Soros, Antonio Gramsci, the Frankfurt school, Murray Bookchin, and the Fabian society all have in common?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/794-What-do-Saul-Alinsky,-George-Soros,-Antonio-Gramsci,-the-Frankfurt-school,-Murray-Bookchin,-and-the-Fabian-society-all-have-in-common.html</link>
            <category>Neoliberalism</category>
            <category>Political Economy</category>
            <category>Socialism</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/794-What-do-Saul-Alinsky,-George-Soros,-Antonio-Gramsci,-the-Frankfurt-school,-Murray-Bookchin,-and-the-Fabian-society-all-have-in-common.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;q-text&quot; style=&quot;box-sizing: border-box; max-width: 100%;&quot;&gt;
&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Well that&amp;rsquo;s easy. They are all people or groups that have been absurdly and relentlessly demonized by neoliberals and other folks captive to market fundamentalist right-leaning ideologies. None of these criticisms and attacks are grounded in any sort of evidence &amp;mdash; whereas the strategies, criticisms of capitalism, and advocacy for change by these targets has been (mostly) solid and proven. In fact, Bookchin&amp;rsquo;s ideas have been put into practice in the real world, and have succeeded very well (see Rojava in Syria as one example). There is some overlap with the New Left for some of these people, but not all, &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;so really its abject hatred from right-wingers that unites all of them&lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;. Probably the greatest histrionics from the Right concern the Frankfurt School &amp;mdash; that&amp;rsquo;s what prompts propaganda in conservative rags like the National Review about &amp;ldquo;cultural Marxism&amp;rdquo; and other fantastical unicorn fear mongering.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Unfortunately, proponents of crony capitalism &amp;mdash; especially in the U.S. &amp;mdash; are so terrified of egalitarian philosophies that aim to distribute power and wealth throughout society that they continue to make up ridiculous narratives (conspiracy theories, etc.) to frighten people away from &amp;ldquo;the evils of socialism.&amp;rdquo; In reality, these conservatives just want to keep all the wealth and power for themselves.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;My 2 cents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;

 
    </content:encoded>

    <pubDate>Tue, 11 Mar 2025 10:35:00 +0000</pubDate>
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    <title>How do you get political?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/795-How-do-you-get-political.html</link>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/795-How-do-you-get-political.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;ol&gt;
	&lt;li&gt;Become really well-informed by relying on media with low bias and high factuality. See: &lt;a href=&quot;http://www.mediabiasfactcheck.com&quot;&gt;Media Bias/Fact Check News&lt;/a&gt; and &lt;a href=&quot;http://groundnews.us&quot;&gt;groundnews Resources and Information.&lt;/a&gt; For local issues, find local media that is the most factual and unbiased. At the same time, avoid relying on social media for information (yes, I realize the irony of this statement, this being a social media post). Make this self-education a daily discipline.&lt;/li&gt;
	&lt;li&gt;Become better educated than average about the causes &amp;mdash; the reasons &amp;mdash; behind why something you support is the way it is, and why something you want to see changed is the way it is. Basically, this is about understanding what actions and policies are most likely to support your values. This is probably the most difficult step, because you will need to dig into historical research and the results of studies from reputable organizations, and ignore what most politicians are saying. I&amp;rsquo;ll give you an example. The latest thorough, long-term academic research on Bill Clinton&amp;rsquo;s &amp;ldquo;welfare to work&amp;rdquo; legislation indicates it has created lasting damage for poor single moms and their kids &amp;mdash; even though it DID also get many people off of welfare. It took me about an hour to research this and find to some well-done data-driven studies, and they contradict the dominant political narrative that this was a successful program. But doing this research is old hat for me, and might take someone just starting out a bit longer. Another example would be regarding abortion. Conservative rhetoric says the presence of Planned Parenthood clinics increases abortion access and overall abortion rates. But when we look at the actual data over decades, the opposite is true: any communities where Planned Parenthood had a clinic, abortion rates plummeted over time. Without appreciating what actions are actually effective in achieving the outcomes you feel are important, it&amp;rsquo;s easy to be hoodwinked by propaganda that &amp;ldquo;sounds reasonable&amp;rdquo; but is actually completely wrong.&lt;/li&gt;
	&lt;li&gt;Understand how your local, regional, state and national government works&amp;hellip;and then start watching decision-making meetings of deliberative bodies (i.e. town council, various committees, legislature meetings, etc.). Where I live there are free community TV stations that cover these meetings &amp;mdash; and in some instances those recordings and/or Zoom recordings are on YouTube. You can see national legislative meetings on CSPAN (for free on their mobile app). It&amp;rsquo;s really important to appreciate how decisions get made, so that you know how and when to insert yourself into the process (for public comment, to ask questions, to know which government representatives to reach out to, etc.)&lt;/li&gt;
	&lt;li&gt;Build a supportive community of like-minded folks who share your values and objectives. Check in with them regularly. Share resources. Be supportive. Discuss issues and ideas &amp;mdash; and be willing to be both skeptical and open. This practice is critical IMO.&lt;/li&gt;
	&lt;li&gt;Join a non-profit organization that champions a cause you care about and acts locally and/or nationally. Then get involved &amp;mdash; not just by giving money but participating in discussions, planning, and political activism events.&lt;/li&gt;
	&lt;li&gt;Consider running for office &amp;mdash; locally, regionally, in your state, or even nationally. You would be AMAZED how little experience most people running for political office have when they start out. Just make sure you have done some of the previous steps listed above first, so you won&amp;rsquo;t be misled into being a puppet of other people&amp;rsquo;s interests (unfortunately very common in politics).&lt;/li&gt;
	&lt;li&gt;In all-of-the-above, make sure you are very clear about a) the outcomes you want to see in the world, b) your own moral and ethical compass, c) the bandwidth you have available, and d) keeping your supportive community close and relying on them to help you be clear and diligent about a, b, and c.&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;I hope this helps.&lt;/p&gt;

 
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    <pubDate>Sat, 08 Mar 2025 10:36:00 +0000</pubDate>
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    <title>When will economic reality buy Trump in the ass?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/796-When-will-economic-reality-buy-Trump-in-the-ass.html</link>
            <category>Political Economy</category>
            <category>U.S. Politics</category>
    
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;Don&amp;rsquo;t worry, it&amp;rsquo;s coming. Markets will likely react much sooner to the current instability than the on-the-ground effects of Trump&amp;rsquo;s policies&amp;hellip;so it will be a 1&amp;ndash;2&amp;ndash;3&amp;ndash;4 punch. First a &amp;ldquo;major adjustment&amp;rdquo; as investors lose confidence and abandon equities, then a steady uptick inflation trend will become evident, then a resulting constriction of economic activity that further tanks markets and triggers layoffs and jobless claims, then additional instability and weakening GDP as downstream impacts of tariffs disrupt productivity&amp;hellip;and the downward spiral will continue. Internationally we already see major (former) U.S. trade partners moving away from the dollar and acquisition of U.S. debt &amp;mdash; if that turns into a runaway selloff we could see the U.S. Treasuries market spiral as well. I&amp;rsquo;d estimate no more than six months before we see serious and lasting consequences for Trump&amp;rsquo;s mismanagement of the economy &amp;mdash; a year at most. But by then the real structural damage will be done, which will then mean a very slow recovery (much slower than usual) from recessive stagflation even if policies are reversed. So I suspect we&amp;rsquo;re in for a rough ride for the next 6 years at least &amp;mdash; and maybe more &amp;mdash; if Trump and his appointed incompetent crazies keeps this up.&lt;/p&gt;

&lt;p&gt;One could hope that at least some of the right-leaning voters in the U.S. will be able to place the blame for the impending calamity at Trump&amp;rsquo;s feet, and realize that MAGA is actually toxic to them and their families in time for the mid-term elections. Then again, those conservatives and independents seem to be pretty gullible, so they might believe whatever new con-job Trump and his crazies cook up to deflect blame from him.&lt;/p&gt;

&lt;p&gt;We have to wonder, though, why Trump is so intent on destroying America on every level, weakening the U.S. economically, militarily, and abandoning America&amp;rsquo;s soft power. The appointments Trump has made to every part of government are unqualified, clueless clowns &amp;mdash; choices that are as reckless and dumb as Trump&amp;rsquo;s executive orders. It almost seems like he wants to neutralize U.S. global status and reach altogether, so that his dictator buddies (Putin, Xi Jinping, Orban, et al) can step in to claim economic, political, and military advantage out of the vacuum Trump is creating. Hmmm&amp;hellip;..&lt;/p&gt;

&lt;p&gt;My 2 cents.&lt;/p&gt;

 
    </content:encoded>

    <pubDate>Mon, 03 Mar 2025 10:42:00 +0000</pubDate>
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    <title>Why has humanity allowed itself to be ripped off by neoliberalism?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/797-Why-has-humanity-allowed-itself-to-be-ripped-off-by-neoliberalism.html</link>
            <category>Commercialist Corporationism</category>
            <category>Neoliberalism</category>
            <category>Political Economy</category>
    
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;Some likely reasons for the U.S.A.:&lt;/p&gt;

&lt;ol&gt;
	&lt;li&gt;The success of neoliberalism has been carefully engineered. ***See essay at the end of this post for more on this.***&lt;/li&gt;
	&lt;li&gt;A majority of mass media has been overwhelmed by well-funded propaganda, so a lot of folks believe in things like trickle-down economics.&lt;/li&gt;
	&lt;li&gt;Because &amp;ldquo;corporations are people,&amp;rdquo; and &amp;ldquo;money is free speech,&amp;rdquo; huge amounts of money have regularly been expended to get pro-corporate candidates elected.&lt;/li&gt;
	&lt;li&gt;Human gullibility and lack of critical thinking skills persist.&lt;/li&gt;
	&lt;li&gt;A conflation of liberty with greed and selfishness is pervasive.&lt;/li&gt;
	&lt;li&gt;The artful use of the illusory truth effect (i.e. repeating things enough that people think they are true, even if they&amp;rsquo;re just invented falsehoods) by proponents of neoliberalism.&lt;/li&gt;
	&lt;li&gt;Something I call &amp;ldquo;the broken brain effect.&amp;rdquo; You can&amp;rsquo;t really believe in the ludicrous garbage that Ayn Rand or Milton Friedman or Murray Rothbard come up with unless there is some faulty wiring up there. Unfortunately, there is a not-so-fine line between doubling down on delusional thinking that has zero evidence (i.e. neoliberal economic theory) and a diagnosable mental illness.&lt;/li&gt;
	&lt;li&gt;Incredible affluence compared to other parts of the world &amp;mdash; and most of human history. Having so much affluence leads people into feelings of entitlement, and the most entitled folks in the U.S. are the wealthy. Even for the middle class and the poor, America&amp;rsquo;s above-average affluence has lead to embracing silly mistaken beliefs like individualistic materialism.&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;There are many more reasons, but here is an essay that offers more detail about how the neoliberal movement &amp;mdash; which I call the great deception &amp;mdash; has been engineered:&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;http://www.tcollinslogan.com/resources/The_Rise_of_Demagogues_in_Democracy.pdf&quot;&gt;http://www.tcollinslogan.com/resources/The_Rise_of_Demagogues_in_Democracy.pdf&lt;/a&gt;&lt;/p&gt;

 
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    <pubDate>Wed, 26 Feb 2025 10:58:00 +0000</pubDate>
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    <title>The Rise of Demagogues and Tyrants in Democracy: Predicted, but Ignored</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/789-The-Rise-of-Demagogues-and-Tyrants-in-Democracy-Predicted,-but-Ignored.html</link>
            <category>History</category>
            <category>Neoliberalism</category>
            <category>Political Economy</category>
            <category>Revolution</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/789-The-Rise-of-Demagogues-and-Tyrants-in-Democracy-Predicted,-but-Ignored.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=789</wfw:comment>

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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;!-- s9ymdb:124 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_center&quot; height=&quot;384&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/FOR-BLOG.jpg&quot; width=&quot;672&quot; /&gt;&lt;br /&gt;
It was time.&lt;/p&gt;

&lt;p&gt;This essay draws on many different ideas, from writers spanning Plato to Habermas, and offers an explanation and proposed remedy for the travesty of democracy&amp;#160;&amp;ndash; and tragedy for the U.S. and the world &amp;ndash; that has just occurred with the reelection of Donald Trump. It focuses on what fifty years of a conservative political and social agenda has accomplished for America, and how its consequences were predicted over the past 2,400 years. Then the essay tackles what we can do to restore sanity and the common good in concrete and pragmatic terms. Introduction below.&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;http://tcollinslogan.com/resources/The_Rise_of_Demagogues_in_Democracy.pdf&quot;&gt;DOWNLOAD PDF OF &amp;quot;The Rise of Demagogues And Tyrants in Democracy&amp;quot; HERE&lt;/a&gt;&lt;/p&gt;

&lt;p&gt;&lt;br /&gt;
&lt;strong&gt;Introduction&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;We were warned, but we did not listen. Several conditions have converged to create the perfect seedbed and fertilizer for demagogues and tyrants to spring forth and flourish in modern western democracies, while we seem to have passively expected that our civic institutions would be strong enough to resist or contain them. And, despite growing evidence to the contrary, many well-educated experts continue to assure us that existing tools to collectively prevent the sabotage of our civil society remain potent. But this essay proposes that such mechanisms and institutions are in fact not strong or potent enough &amp;ndash; and predictably so &amp;ndash; while also offering possible escape hatches from what has become a dire and accelerating downward spiral.&lt;/p&gt;

&lt;p&gt;As a starting point, the explanations, accusations, and insights about what swayed the outcome of the U.S. 2024 Presidential election have been plentiful. They are wide-ranging, but include:&lt;br /&gt;
&amp;#160;&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;The stoking of grievances and anxiety about an inflation economy that weren&amp;rsquo;t adequately addressed by Democrats.&lt;/li&gt;
	&lt;li&gt;The unexpected but potent rise of podcast influencers and &amp;ldquo;Bro&amp;rdquo; culture.&lt;/li&gt;
	&lt;li&gt;The electorate&amp;rsquo;s craving for simplistic, black-and-white solutions to complex problems.&lt;/li&gt;
	&lt;li&gt;Frustrated finger-pointing at Joe Biden&amp;rsquo;s resistance to an open Democratic primary.&lt;/li&gt;
	&lt;li&gt;A well-worn trope that the U.S. electorate is &amp;ldquo;just not ready&amp;rdquo; for a female president&amp;hellip;let alone a woman of color.&lt;/li&gt;
	&lt;li&gt;A lack of cogent response from the Left to the Right&amp;rsquo;s campaign against transgender rights.&lt;/li&gt;
	&lt;li&gt;A bizarre confidence that Donald Trump&amp;rsquo;s policies will somehow be more favorable to the working class that Kamala Harris&amp;rsquo; would have been.&lt;/li&gt;
	&lt;li&gt;The clear observation that Harris did not sufficiently differentiate herself from an unpopular incumbent, or adequately appeal to working voters.&lt;/li&gt;
	&lt;li&gt;The fundamental reality of worsening income inequality&amp;hellip;.&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;Are these explanations valid? I think a persuasive case can be made that each of them had a measurable impact on 2024 outcomes. But none of these can be singled out as the primary cause of Trump&amp;rsquo;s victory. In fact, even in combination these simplistic factors are a distraction from what should invite much more concern and scrutiny &amp;ndash; and it is this larger, considerably darker storm that we&amp;rsquo;ll be exploring. It is storm that has been decades in the making, with a force and scope that might have been delayed, but not countered, by this or any other single national movement. I would even speculate that, with so many threads of history coming together at once, and with so much accumulated energy and momentum behind them, those conditions made the outcome of the 2024 U.S. elections inevitable.&lt;/p&gt;

&lt;p&gt;What are those historical threads, then, and why have they converged right now? Here is a quick summary of those threads, each of which will be explored with more depth before weaving them into what has become a toxic whole.&lt;/p&gt;

&lt;ol&gt;
	&lt;li&gt;Erosion and rejection of the rule of law&lt;/li&gt;
	&lt;li&gt;Celebration of greed, selfishness, and opportunism as acceptable cultural norms&lt;/li&gt;
	&lt;li&gt;Confusion about the nature of liberty, equality, and justice&lt;/li&gt;
	&lt;li&gt;Pervasive isolation, disconnection, and alienation across society&lt;/li&gt;
	&lt;li&gt;Cultural strife, discord, and division&lt;/li&gt;
	&lt;li&gt;Economic stress and worsening inequality&lt;/li&gt;
	&lt;li&gt;Willfully persistent ignorance&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;Although all of these influences have existed in human civilization for millennia, it is critically important to appreciate just how carefully, deliberately, and successfully they have been engineered and amplified over the last few decades. The amplification was the result of well-funded and coordinated efforts that were not arbitrary or accidental. And although many technological, cultural, and ideological developments could have lent themselves to any cause, it was one synthesis in particular that seems to have taken greatest advantages of these tools in current times: the marriage of free market fundamentalism, cultural conservatism, Christian nationalism, pro-white racism, and neoliberalism. This synergy has generated one of the greatest deceptions ever perpetrated on the U.S. electorate &amp;ndash; and others around the globe.&lt;/p&gt;

&lt;p&gt;Our hypothesis is that as these destructive conditions were carefully cultivated through methodical and sustained right-wing messaging and activism, they contributed to our cultural susceptibility, en masse, to the emotional appeals, deceptive manipulations, and empty promises of demagogic would-be tyrants &amp;ndash; eventually coalescing in our current global reality as an unstoppable storm.&lt;/p&gt;

&lt;p&gt;The through line of the underlying causality has become obvious, reinforced by the repeated warnings from both advocates and critics of democracy itself, and illustrated by unmistakable patterns in history. It seems, however, that we are an inattentive and forgetful folk, and have become acclimated over successive generations &amp;ndash; like the metaphorical frog in a pot of boiling water &amp;ndash; to adverse and degrading influences. Despite a chorus of reminders, we have relaxed our vigilance, and that is what allowed the opportunists first to plot, and then to strike.&lt;/p&gt;

&lt;p&gt;This leads us to an obvious question: what is the best strategy for an effective and comprehensive response? We will aim to answer that question as well, not only addressing effective forms of resistance, but offering a path forward to building a stronger democratic civil society &amp;ndash; on foundations of truth, justice, kindness, and caring &amp;ndash; that can resist future storms and return a modicum of sanity to our world.&amp;#160;&lt;/p&gt;

 
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    <pubDate>Sat, 15 Feb 2025 04:12:00 +0000</pubDate>
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    <title>What is the role of religion in human survival? Why was religion created in the first place? Is religion still relevant today, or has science made it obsolete?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/798-What-is-the-role-of-religion-in-human-survival-Why-was-religion-created-in-the-first-place-Is-religion-still-relevant-today,-or-has-science-made-it-obsolete.html</link>
            <category>Mysticism, Gnosis &amp; Spirituality</category>
            <category>Religious Institutions</category>
            <category>Religious Studies</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/798-What-is-the-role-of-religion-in-human-survival-Why-was-religion-created-in-the-first-place-Is-religion-still-relevant-today,-or-has-science-made-it-obsolete.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;Not every religion, but most dominant ones &amp;mdash; and even nonreligious philosophies that take root where religion doesn&amp;rsquo;t &amp;mdash; tend to define, reinforce, and encourage &amp;ldquo;prosocial&amp;rdquo; behavior. There is a growing body of evidence (see references below) that demonstrate a strong correlation between group fitness (i.e. survival of the fittest group of humans) and prosocial tendencies, which have indeed seemed to help humans succeed in very harsh environments. There is also a strong argument to be found among sociologists and philosophers that societies themselves flourish when prosocial behavior is the norm.&lt;/p&gt;

&lt;p&gt;Has science made the role of religiously based prosocial behaviors obsolete? Those who are secular humanists &amp;mdash; or others who follow a particular philosophy that emphasizes prosocial traits &amp;mdash; might assert that religion is not necessary anymore. And that might be quite true&amp;hellip;for them. For others, a desire for guidance and encouragement around how to &amp;ldquo;be a good person&amp;rdquo; might nudge them towards an established religion. Or they might find this by joining a charitable organization, or volunteering in their community, and so on.&lt;/p&gt;

&lt;p&gt;But what we do know is that there aren&amp;rsquo;t many strong cultural institutions right now that encourage prosocial behavior &amp;mdash; and those few that remain have either been degraded by bad actors or have simply declined. Take the Boy Scouts, for example, or the Shriners. The role of many such organizations (and indeed churches) has been replaced by things like GoFundMe campaigns, social media, and online groups bound more by political ideology and cultural beliefs than religion or science.&lt;/p&gt;

&lt;p&gt;And I&amp;rsquo;m not so sure that prosocial traits are being adequately reinforced by any of these new pathways and practices &amp;mdash; even ones supported by scientific evidence. And, in fact, some online groups have rejected science altogether in favor of conspiracy theories, etc.&lt;/p&gt;

&lt;p&gt;As to &amp;ldquo;why religion was created in the first place,&amp;rdquo; that is very much open to debate. My own personal take, having studied (and practiced) different religions from around the world, is that there are common features of those religions that were inspired by personal felt experience &amp;mdash; and by shared &amp;ldquo;mystical&amp;rdquo; insights into that felt experience. Essentially, before most religions became the institutions they are today, they were grounded in what was a communally shared spiritual reality that they actually perceived themselves (i.e. they weren&amp;rsquo;t relying on someone else&amp;rsquo;s account). My book &lt;a href=&quot;http://integrallifework.com/styled/page3/page20/index.html&quot;&gt;&lt;strong&gt;Essential Mysticism&lt;/strong&gt;&lt;/a&gt; explores this aspect.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;REFERENCES&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;https://www.annualreviews.org/content/journals/10.1146/annurev-soc-073014-112242&quot;&gt;https://www.annualreviews.org/content/journals/10.1146/annurev-soc-073014-112242&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;https://psycnet.apa.org/record/2009-08941-002&quot;&gt;https://psycnet.apa.org/record/2009-08941-002&lt;/a&gt;&lt;br /&gt;
&lt;a href=&quot;https://integrallifework.com/styled/page3/page20/index.html&quot;&gt;Essential Mysticism - https://integrallifework.com/styled/page3/page20/index.html&lt;/a&gt;&lt;/p&gt;

 
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    <pubDate>Sat, 08 Feb 2025 11:02:00 +0000</pubDate>
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    <title>A Debate Over Gender Equality in Scripture and the Early Church</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/791-A-Debate-Over-Gender-Equality-in-Scripture-and-the-Early-Church.html</link>
            <category>Christianity</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/791-A-Debate-Over-Gender-Equality-in-Scripture-and-the-Early-Church.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;This is a post that will be interesting to Christians curious about textual and historical evidence around women&amp;#39;s roles and authority in early Christianity. It outlines the preponderance of evidence that supports gender equality, and the comparitive lack of evidence that enables cultural conservatives to claim that women are somehow subordinate to men in the Church. It is written specifically with a Chrisian audience in mind.&lt;/p&gt;

&lt;p&gt;&lt;a href=&quot;http://www.tcollinslogan.com/resources/Gender-Equality.pdf&quot;&gt;&lt;strong&gt;DOWNLOAD PDF OF &amp;quot;A Debate Over Gender Equality&amp;quot; HERE&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;

 
    </content:encoded>

    <pubDate>Fri, 07 Feb 2025 15:18:00 +0000</pubDate>
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    <title>How do I overcome my hatred of liberals especially leftists?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/790-How-do-I-overcome-my-hatred-of-liberals-especially-leftists.html</link>
            <category>Psychology</category>
            <category>U.S. Politics</category>
            <category>Wisdom</category>
    
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;Hatred is a strong word &amp;mdash; and a pretty destructive one IMO, both in terms of personal emotions and as a collective mood. In fact I don&amp;rsquo;t think I can honestly say that I &amp;ldquo;hate&amp;rdquo; anyone, or would even want to associate with folks who &amp;ldquo;hate&amp;rdquo; something or someone&amp;hellip;even when it is directed at those I really don&amp;rsquo;t like. How did I come to this conclusion? By observing human tendencies, behaviors and personal relationships in my own life, and by studying society and social movements throughout history. Wherever hate is involved, the outcomes are not good. So there may be folks that I am critical of, or feel embarrassed for, or disagree with, or am angry towards&amp;hellip;but I don&amp;rsquo;t hate them. Because hate simply makes every problem worse. I agree with others who have posted that &amp;ldquo;getting to know&amp;rdquo; those we don&amp;rsquo;t agree with on a personal level &amp;mdash; having a meal with them, befriending them, living with them, etc. &amp;mdash; will help dissipate negative feelings; they are just people, after all, not monsters. But that is not really at the root of this question&amp;rsquo;s central challenge, IMO. Instead, I believe the focus should be on understanding what internal material &amp;mdash; childhood traumas, for example, or personal loss and suffering, or unresolved internal conflicts, or a series of emotional injuries like betrayal or abuse, etc. &amp;mdash; has contributed to the desire or choice to hate. In my experience, hate is really a consequence of these unaddressed internal and relational issues, and is not really about the object of hate at all. The &amp;ldquo;hated Other&amp;rdquo; has just become a scapegoat for all that internal pain, confusion and loss. So, with that in mind, I would recommend finding some resources to work through that difficult interior material (a therapist, a support group, a spiritual counsellor, etc.), while at the same time avoiding folks for whom hatred comes easily, strongly or swiftly, and instead spending more time with folks who are compassionate and kind to their core.&lt;/p&gt;

&lt;p&gt;My 2 cents.&lt;/p&gt;

 
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    <pubDate>Wed, 01 Jan 2025 19:55:00 +0000</pubDate>
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    <title>What single political event or policy in the past decade do you believe has had the most profound impact on society, and how has it personally shaped your views on governance and leadership?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/787-What-single-political-event-or-policy-in-the-past-decade-do-you-believe-has-had-the-most-profound-impact-on-society,-and-how-has-it-personally-shaped-your-views-on-governance-and-leadership.html</link>
            <category>Health &amp; Well Being</category>
            <category>History</category>
            <category>Philosophical Musings</category>
            <category>Political Economy</category>
            <category>Public Policy</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/787-What-single-political-event-or-policy-in-the-past-decade-do-you-believe-has-had-the-most-profound-impact-on-society,-and-how-has-it-personally-shaped-your-views-on-governance-and-leadership.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;q-text&quot; style=&quot;box-sizing: border-box; max-width: 100%;&quot;&gt;
&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Thanks for the A2A. The second part of the question leads me to focus on what had the most profound impact on my views about governance and leadership as a U.S. citizen. So, with that in mind, the answer is likely the election of Donald Trump in 2016&amp;hellip;and the seemingly louder echo of the same choice in 2024.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;I&amp;rsquo;ve found it pretty devastating. Not that I was enthusiastic about Hilary Clinton &amp;mdash; I saw her as the lesser of two evils at the time, and I voted for Bernie Sanders in the primary &amp;mdash; but because Trump was such a transparently and profoundly poor choice for POTUS, and yet 70+ million people voted for him in 2016&amp;hellip;and still more in 2024. It wasn&amp;rsquo;t just mind-boggling to me, it was really, really depressing &amp;mdash; and of course dangerously irresponsible for both the future of the U.S. and the future of the rest of the world.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;I am a big believer in human potential and our capacity to rise above petty grievances, hateful anger, ignorance, and self-destructive impulses to achieve the greatest good, for the greatest number, for the greatest duration. But the 2016 and 2024 elections declared loudly that some half the U.S. population really didn&amp;rsquo;t agree with or want that. Instead, they wanted to celebrate perceived grievances, wallow in hateful anger, willfully commit to remaining ignorant, and elect a petulant man-child who could not help but do the maximum amount of harm to our country and the world.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;I think Trump&amp;rsquo;s impact on society &amp;mdash; at least as the purveyor of the MAGA movement &amp;mdash; is to amplify the very worst, most toxic and destructive qualities in human beings. The &amp;ldquo;Trump effect&amp;rdquo; has created a permission structure for folks to lie, cheat, steal, abuse, destroy, and generally become the shittiest human beings possible. How could reason, science, truth, and the rule of law stand up to Trump&amp;rsquo;s whiny, self-victimizing celebrations of falsehood, conspiracy, and fear-mongering? In the course of tearing down the most basic ethical norms, the only thing he seems capable of lifting up is himself.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;And yet so many people fell for his con-job. So yeah, that was pretty devastating. I really believed humanity had moved past such flirtations with &amp;ldquo;tearing it all down,&amp;rdquo; and the return to fascism leads me to wonder if civil society &amp;mdash; and indeed the human species itself &amp;mdash; will endure at all. I see it as sort of a bookend for what began in the Enlightenment&amp;hellip;a return to the Dark Ages of wallowing in ignorance.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;I do have some thoughts on why this happened&amp;hellip;I don&amp;rsquo;t think it was &amp;ldquo;out of the blue,&amp;rdquo; and I don&amp;rsquo;t think it was the fault of Democrats, Hillary Clinton, or Joe Biden. I hope to circle back to add a link to that longer essay in the coming weeks.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;My 2 cents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;

 
    </content:encoded>

    <pubDate>Thu, 19 Dec 2024 13:11:00 +0000</pubDate>
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<item>
    <title>Do the poor generally get any benefit from policy and politics or it's just the middle class and rich who get the benefits?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/786-Do-the-poor-generally-get-any-benefit-from-policy-and-politics-or-its-just-the-middle-class-and-rich-who-get-the-benefits.html</link>
            <category>Political Economy</category>
            <category>Public Policy</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/786-Do-the-poor-generally-get-any-benefit-from-policy-and-politics-or-its-just-the-middle-class-and-rich-who-get-the-benefits.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=786</wfw:comment>

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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;q-text&quot; style=&quot;box-sizing: border-box; max-width: 100%;&quot;&gt;
&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;None of the above.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Everyone in the U.S. benefits from a strong economy, it just varies how much each demographic (poor, middle class, and rich, as further divided by race, gender, age, citizenship status, etc.) benefits from massive increases in GDP. Historically, since about 1972, the rich have benefited far more than the middle class or poor, and the percentage of Americans who can be classified as &amp;ldquo;middle class&amp;rdquo; has steadily declined, with a disproportionate impact of stagnant &amp;ldquo;real wages&amp;rdquo; on their incomes since 1972 as well. The rich and the poor have had the highest variability of benefit as impacted by policy, with the rich getting exponentially richer, and the percentage in poverty in the U.S. rising or falling sharply with changes in government policies from one administration to the next. The main lessons we have learned over the past five decades are:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol class=&quot;q-box&quot; style=&quot;box-sizing: border-box; direction: ltr; overflow-wrap: break-word; list-style: decimal; margin-bottom: 1em; margin-right: 2em;&quot;&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;There is no such thing as &amp;ldquo;trickle down&amp;rdquo; economics. It is a deception.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;The &amp;ldquo;&lt;a href=&quot;https://taxpolicy.org.uk/2025/03/31/untaxing-the-laffer-curve-and-the-napkin-that-changed-the-world/&quot;&gt;Laffer curve&lt;/a&gt;&amp;rdquo; is laughable &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;(i.e. it&amp;rsquo;s a gross oversimplification to serve ideological ends).&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Many macroeconomic policy impacts are not fully actualized or understood until after the first four-year term of a given administration has ended.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;The economy has done much, much better (for everyone) under Democratic administrations than Republican administrations (again, generally as measured during their second 4-year term).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Deregulation has consistently had negative impacts on jobs, wages, competition, consumer and worker health and safety, and the economic health of the U.S.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Implementations of Milton Friedman&amp;rsquo;s &amp;ldquo;Chicago School&amp;rdquo; policies (generally favored by conservatives in the U.S.) have been disastrous for the poor and middle class everywhere they were implemented, but have enriched wealthy owner-shareholders beyond belief.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0px;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;In contrast, when John Keynes&amp;rsquo; policies have been implemented, economies have been more consistently beneficial for all demographic groups.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;My 2 cents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;

 
    </content:encoded>

    <pubDate>Sat, 23 Nov 2024 13:10:00 +0000</pubDate>
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    <title>Do you think Jeffrey Sachs is credible?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/785-Do-you-think-Jeffrey-Sachs-is-credible.html</link>
            <category>Political Economy</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/785-Do-you-think-Jeffrey-Sachs-is-credible.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;q-text&quot; style=&quot;box-sizing: border-box; max-width: 100%;&quot;&gt;
&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Well, I suppose that depends on what you mean by &amp;ldquo;credible,&amp;rdquo; and on which topics. I&amp;rsquo;ll offer an off-the-cuff take on his credibility in various areas in the list below. Overall, I think Sachs&amp;rsquo; opinions are worth considering, if only to appreciate how one end of the ideological spectrum thinks about various issues. However, as you&amp;rsquo;ll see in this list, I think he can get some things very wrong:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol class=&quot;q-box&quot; style=&quot;box-sizing: border-box; direction: ltr; overflow-wrap: break-word; list-style: decimal; margin-bottom: 1em; margin-right: 2em;&quot;&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Identifying macroeconomic levers that can quickly correct urgent economic problems (inflation, etc.), but without much consideration of secondary impacts: &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;Very credible.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Solutions to complex problems (e.g. food production in Africa; climate crisis) that may likewise work, but tend to benefit corporate interests and again disregard other negative externalities:&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt; Mixed credibility.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Ability to game the &amp;ldquo;greenwashing&amp;rdquo; political game and fund his own research and advocate pro-corporate solutions with taxpayer money: &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;Very credible.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Record of effectiveness using paternalist, technological fixes for complex problems (e.g. &amp;ldquo;Millennium Villages&amp;rdquo; approach to poverty in Africa): &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;Not Credible.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0px;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Credibility of his positions on international politics and relations (Ukraine, Russia, China, etc.): &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;So Not Credible as Deserving to be Totally Ignored&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;My 2 cents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;

 
    </content:encoded>

    <pubDate>Wed, 13 Nov 2024 13:07:00 +0000</pubDate>
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    <title>Will Donald Trump’s second term create historic economic inequality?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/784-Will-Donald-Trumps-second-term-create-historic-economic-inequality.html</link>
            <category>Public Policy</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/784-Will-Donald-Trumps-second-term-create-historic-economic-inequality.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;q-text&quot; style=&quot;box-sizing: border-box; max-width: 100%;&quot;&gt;
&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Thanks for the question.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;I suspect there are two possibilities:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol class=&quot;q-box&quot; style=&quot;box-sizing: border-box; direction: ltr; overflow-wrap: break-word; list-style: decimal; margin-bottom: 1em; margin-right: 2em;&quot;&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Trump&amp;rsquo;s reckless and ill-considered promises (mass immigrant deportations, huge tariffs on foreign goods, abandonment of Ukraine, etc.), along with predictably incoherent impulses in both domestic and foreign policy, will likely tank the U.S. economy &amp;mdash; and create a downward spiral for the global economy &amp;mdash; that will definitely accelerate inequality, but only ***IF*** the resistance of civil servants, U.S. institutions, and the rule of law fail.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0px;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;If the bulwark of sanity in these countervailing forces of civil society holds throughout the coming years, Trump&amp;rsquo;s impact on income inequality will be minor, IMO, and it will likely continue it&amp;rsquo;s ever-widening gap of the past several decades.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;My 2 cents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;

 
    </content:encoded>

    <pubDate>Sat, 09 Nov 2024 13:05:00 +0000</pubDate>
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    <title>Do people with borderline personality disorder (BPD) feel like they don't deserve to be loved or cared for by others?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/783-Do-people-with-borderline-personality-disorder-BPD-feel-like-they-dont-deserve-to-be-loved-or-cared-for-by-others.html</link>
            <category>Psychology</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/783-Do-people-with-borderline-personality-disorder-BPD-feel-like-they-dont-deserve-to-be-loved-or-cared-for-by-others.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;q-text&quot; style=&quot;box-sizing: border-box; max-width: 100%;&quot;&gt;
&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;There is often a profound misunderstanding about BPD when people assert it is the result of childhood trauma. Most folks who have studied the literature and been involved in treatment and coping strategies for BPD learn that it is actually a genetically transmitted condition &amp;mdash; much like schizophrenia or bipolar disorder. That is not to say that children of a parent with BPD will always inherit it&amp;hellip;but it is very often the case that a child exhibiting BPD characteristics has at least one parent who also has BPD. Childhood trauma does accompany a BPD diagnosis because of that borderline parent&amp;rsquo;s behavior, to be sure &amp;mdash; the but the abuse did not &amp;ldquo;cause&amp;rdquo; the BPD, it just created an &amp;ldquo;incompatible environment&amp;rdquo; for a child with a strong genetic disposition to become borderline.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;That said, the &amp;ldquo;feeling like they don&amp;rsquo;t deserve to be loved or cared for&amp;rdquo; description falls short of what is really going on for most borderlines. In reality, the intensified emotions, dysregulation, and consequent extreme behaviors exhibited by borderlines are a difficult-to-manage or endure state of being for them &amp;mdash; not a reaction to some sort of underlying conviction about being unlovable or unable to be cared for. For example, if someone with BPD is feeling profound shame, fear, anxiety, hopelessness, or other debilitating wave of emotion, the intensity of that experience and how it frequently manifests in behaviors may appear (from the outside) to be a willful rejection of love &amp;mdash; or a conscious sabotaging of friendships, family relationships, etc. But that is really not at all what is going on.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Instead, the way to better understand such situations is to imagine a person who is drowning in a stormy sea. That drowning person is not &amp;ldquo;choosing&amp;rdquo; to pull a person who is trying to help them underwater, or be deliberately unskillful as they desperately try to clamber into a boat or lose their grip on a life jacket, or consciously deciding that just giving up and sinking to the bottom of the sea is a &amp;ldquo;reasonable&amp;rdquo; choice. THEY ARE DROWNING IN A RELENTLESS STORM, and amidst that struggle there may be all sorts of intense emotions and negative self-talk that accompany profound panic and despair&amp;hellip;but it is not some sort of calculated conclusion to embrace an unloveable identity. It is more akin to a desperate struggle to survive&amp;hellip;and sometimes becomes so overwhelming that they give up.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;I hope that helps paint a different picture of the behaviors being alluded to.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;My 2 cents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div&gt;&amp;#160;&lt;/div&gt;

&lt;div class=&quot;q-text qu-dynamicFontSize--small qu-pb--tiny qu-mt--small qu-color--gray_light qu-passColorToLinks&quot; style=&quot;box-sizing: border-box;&quot;&gt;
&lt;div class=&quot;q-flex qu-justifyContent--space-between fufw740&quot; style=&quot;box-sizing: border-box; display: flex;&quot;&gt;&amp;#160;&lt;/div&gt;
&lt;/div&gt;

 
    </content:encoded>

    <pubDate>Sat, 21 Sep 2024 12:59:00 +0000</pubDate>
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<item>
    <title>Could the United States potentially become a dictatorship in the near future? What factors could lead to this and what measures can be taken to prevent it?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/782-Could-the-United-States-potentially-become-a-dictatorship-in-the-near-future-What-factors-could-lead-to-this-and-what-measures-can-be-taken-to-prevent-it.html</link>
            <category>Political Economy</category>
            <category>Public Policy</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/782-Could-the-United-States-potentially-become-a-dictatorship-in-the-near-future-What-factors-could-lead-to-this-and-what-measures-can-be-taken-to-prevent-it.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=782</wfw:comment>

    <slash:comments>0</slash:comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;div class=&quot;q-text&quot; style=&quot;box-sizing: border-box; max-width: 100%;&quot;&gt;
&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Hmmm. Well, here are some steps that will help nudge the U.S. in that direction:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ol class=&quot;q-box&quot; style=&quot;box-sizing: border-box; direction: ltr; overflow-wrap: break-word; list-style: decimal; margin-bottom: 1em; margin-right: 2em;&quot;&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Interference with elections to force a desired outcome is a fairly common trait of what we are called &amp;ldquo;authoritarian regimes&amp;rdquo; around the world. And we see certain factions in U.S. politics attempting to do that &amp;mdash; by refusing to certify local ballot results, or scheming to submit a list of fake electors, or propagating conspiracy theories that undermine public trust in election officials, or disenfranchising voters who are likely to vote in undesirable ways, or even encouraging a violent attack in the capital to prevent the peaceful transition of government.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Another common strategy is the installation of political judges who contradict established law and longstanding interpretations of the Constitution to facilitate a given leader&amp;rsquo;s consolidation of power.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Legislative capture is also common, where members refuse to introduce, debate, or move legislation forward at the behest of a single political leader &amp;mdash; or will introduce cookie-cutter legislation at the state and federal levels created by lobbying organizations acting on a particular leader&amp;rsquo;s agenda.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Destroying any other checks and balances in government has also been helpful &amp;mdash; such as dis-empowering agencies or branches of government that can countervail the will of the Executive branch&amp;hellip;or strengthening the power of the Executive branch so it can no longer be countervailed or held accountable in any way.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0px;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Jailing (or killing) anyone who represents political opposition.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ol&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;With the exception of #5, we&amp;rsquo;ve already seen these tendencies in the current GOP&amp;rsquo;s approach to executive, legislative, and grass roots activism. Project 2025 amplifies many of these efforts to a fever pitch of revolution. Mr. Trump has threatened to exact vengeance on his adversaries using the Justice Department, which very much sounds like #5.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;So&amp;hellip;if we keep going in the direction of the current MAGA movement&amp;rsquo;s deliberate efforts, it&amp;rsquo;s quite possible that we will be a democracy in name only, and like Russia or China or Iran, we will in fact become a dictatorship in just a few short years.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Stay tuned&amp;hellip;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
&lt;/div&gt;

 
    </content:encoded>

    <pubDate>Wed, 21 Aug 2024 12:55:00 +0000</pubDate>
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<item>
    <title>How is inflation hurting most for the things we can't skimp on?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/781-How-is-inflation-hurting-most-for-the-things-we-cant-skimp-on.html</link>
            <category>Business Practices</category>
            <category>Political Economy</category>
            <category>Public Policy</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/781-How-is-inflation-hurting-most-for-the-things-we-cant-skimp-on.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=781</wfw:comment>

    <slash:comments>0</slash:comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;The real issue has to do with &amp;ldquo;real wages,&amp;rdquo; or wages adjusted for inflation. That is, how far each dollar earned can actually go (including those items we &amp;ldquo;can&amp;rsquo;t skimp on&amp;rdquo;), and how many of those dollars we&amp;rsquo;re actually earning. The chart below (from econbrowser.com) illustrates what&amp;rsquo;s been happening in that regard:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;div class=&quot;q-box&quot; style=&quot;box-sizing: border-box; margin-left: -16px; margin-right: -16px;&quot;&gt;
&lt;div class=&quot;c18fjxbz&quot;&gt;
&lt;div class=&quot;q-box unzoomed&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em;&quot; tabindex=&quot;-1&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;img class=&quot;q-image qu-display--block&quot; src=&quot;https://qph.cf2.quoracdn.net/main-qimg-e00ad6b5c0285731232c7ebe72cee84f&quot; style=&quot;box-sizing: border-box; max-width: 100%; margin-left: auto; margin-right: auto;&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;You can see that there can be high variability from year-to-year, and especially recently (since COVID). In the past couple of years, wages have been slowly beating inflation&amp;hellip;so &amp;ldquo;real&amp;rdquo; wages have been rising. With more recent statistics, however, the softening of the job market indicates a possibly deceleration of these wage increases. So U.S. workers may have peaked.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;For lower income workers, the reality is that certain types of inflation (in particular food, energy, and rents) have the potential to affect that group&amp;rsquo;s &amp;ldquo;real wages&amp;rdquo; differently than U.S. workers as a whole. Why? Because folks in the lowest 10% income bracket have 35% of their budget allocated to these items, while folks in the highest 10% income bracket have only 13% of their budget allocated to these items.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;But here&amp;rsquo;s the rub: that lowest income bracket has received &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;recent wage increase that have actually outpaced those inflation-sensitive goods and services&lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;. Which means that, at least up until very recently, they are actually still getting ahead. You can read more about this here:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;a href=&quot;https://www.employamerica.org/blog/energy-food-rent-how-will-rate-hikes-help-the-poor-face-their-rising-costs/&quot;&gt;https://www.employamerica.org/blog/energy-food-rent-how-will-rate-hikes-help-the-poor-face-their-rising-costs/&lt;/a&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;That said, every situation is different. For folks on fixed incomes, like a retirement pensions, disability, or social security,&lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt; there has not been the same rapid offset&lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;. Even with annual inflation adjustments to social security (COLA), money simply does not go as far for these folks, and they tend to be more susceptible to &amp;ldquo;inflation shock.&amp;rdquo; Here is an article that discusses the impact of inflation on retirees:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;a href=&quot;https://crr.bc.edu/how-does-inflation-impact-near-retirees-and-retirees/&quot;&gt;https://crr.bc.edu/how-does-inflation-impact-near-retirees-and-retirees/&lt;/a&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;My 2 cents.&lt;/p&gt;

 
    </content:encoded>

    <pubDate>Mon, 12 Aug 2024 12:49:00 +0000</pubDate>
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<item>
    <title>What are some lessons from the July 13th assassination attempt?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/779-What-are-some-lessons-from-the-July-13th-assassination-attempt.html</link>
            <category>Moral Development</category>
            <category>Morality</category>
            <category>Philosophical Musings</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/779-What-are-some-lessons-from-the-July-13th-assassination-attempt.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=779</wfw:comment>

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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color:#cc0033;&quot;&gt;&lt;span style=&quot;font-size:20px;&quot;&gt;&lt;strong&gt;A POWERFUL REMEDY&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;line-height:120%&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;span style=&quot;line-height:120%&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri Light&amp;quot;,sans-serif&quot;&gt;The tragedy that occurred at the &lt;b&gt;July 13th&lt;/b&gt; &lt;b&gt;Pennsylvania rally&lt;/b&gt; is one more heartbreaking indicator o&amp;shy;&amp;shy;f the spiraling crisis in America&amp;#39;s body politic. It is unfortunate evidence that our collective moral compass continues to be crippled and distorted by angry, hateful political rhetoric. By rhetoric that seeks to defame and ridicule political opponents, promote baseless conspiracy theories, and wantonly encourage political violence&amp;#160;&amp;ndash; &lt;b&gt;all in service to purely political ends&lt;/b&gt;. Before any other considerations, &lt;i&gt;this angry and hateful rhetoric has to stop&lt;/i&gt;. Yes, there are other critical challenges to consider, other legitimate sources of grievance, and other serious fractures in civil society that must be healed. But it is a hateful, misleading, and demeaning polemic &amp;ndash; issued constantly by pundits and politicians and then amplified across our media &amp;ndash; that has too often become the spark that ignites flames of murderous rage. Our only bulwark against this manipulation &lt;i&gt;is&lt;/i&gt; &lt;i&gt;to demand that it end right now&lt;/i&gt;. Across the political spectrum, and from all corners of the media, this must be our unwavering ultimatum and committed call to action. &lt;b&gt;A unity of moral clarity to reject hateful lies may be our only hope to avert a rapidly worsening, maliciously perpetuating political calamity.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

 
    </content:encoded>

    <pubDate>Mon, 15 Jul 2024 22:47:00 +0000</pubDate>
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<item>
    <title>In modern first-world countries, how does the concentration of wealth and power lead to fascism?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/780-In-modern-first-world-countries,-how-does-the-concentration-of-wealth-and-power-lead-to-fascism.html</link>
            <category>Fascism</category>
            <category>Political Obligation</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/780-In-modern-first-world-countries,-how-does-the-concentration-of-wealth-and-power-lead-to-fascism.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;You could say that a large number of populist movements throughout history have arisen from very similar conditions and narratives &amp;mdash; and that holds true of current fascist movements around the globe. These shared conditions and narratives include:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;ul class=&quot;q-box&quot; style=&quot;box-sizing: border-box; direction: ltr; overflow-wrap: break-word; list-style: outside; margin-bottom: 1em; margin-right: 2em;&quot;&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Enduring and increasing economic inequality and lack of economic mobility.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Anxiety over a perceived loss of status and influence among groups who formerly considered themselves to be among society&amp;rsquo;s more privileged.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Frustration with the status quo, and mistrust of existing methods of remedy, equalization, and empowerment (i.e. government, civic institutions, political leadership, democratic elections, etc.).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0.7em;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Deteriorating economic conditions &amp;mdash; or fears about deteriorating economic conditions.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
	&lt;li class=&quot;q-relative&quot; style=&quot;box-sizing: border-box; position: relative; margin-left: 2em; padding-bottom: 0px;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Deep mistrust &amp;mdash; usually racist at its core &amp;mdash; about &lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: italic; background: none;&quot;&gt;outsiders&lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt; polluting or corrupting an otherwise &amp;ldquo;pure and good&amp;rdquo; society.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;What makes fascism unique in its response to these common factors is that fascist movements tend to make fundamental errors about the underlying causes of these undesirable conditions and narratives. For example, fascism tends to blame a particular group in society &amp;mdash; such as immigrants, or a &amp;ldquo;corrupt elite,&amp;rdquo; or certain racial, religious, or political groups &amp;mdash; for all undesirable conditions and felt realities, &lt;/span&gt;&lt;span style=&quot;font-weight: bold; font-style: italic; background: none;&quot;&gt;without establishing a factual bases for those accusations.&lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt; But the false narratives are extremely effective in uniting angry adherents in an &amp;ldquo;Us vs. Them&amp;rdquo; influence campaign of nationalistic and often religious fervor. Historically this can spread like wildfire across society without mass media, but today mass media and especially social media effectively fan those flames and accelerate the spread of fascist ideology.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;It should be noted that fascism has never been spontaneous &amp;mdash; it is carefully cultivated through disinformation and emotional appeals. Yes, the conditions (the frustrations, the inequity, the dissatisfaction, the fears) are real, but they are manipulated with carefully crafted misleading narratives and false promises to empower opportunistic leaders.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;There is also usually a central leadership figure &amp;mdash; often a pedantic strongman gifted in hateful rhetoric &amp;mdash; offering themselves as the &amp;ldquo;only solution&amp;rdquo; to society&amp;rsquo;s woes, and constantly keeping folks angry, fearful, and motivated. These fascists leaders have nearly always promoted overly simplified solutions to complex problems, and successfully vilified certain members of society as scapegoats to take the blame.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;We see all of this being replicated around the world today in various movements &amp;mdash; and in the style and rhetoric of what are most often populist far-right political leaders. In the U.S., the strongest fascist tendencies were traditionally held by white supremacist groups, but we have now seen those tendencies infect and overtake the Christian nationalism in the MAGA movement as well.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;I hope this was helpful. Here are some links to explore this topic further:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr; margin-left: 40px;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;https://www.theindiaforum.in/society/why-fascism-rise-world-over&quot;&gt;https://www.theindiaforum.in/society/why-fascism-rise-world-over&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr; margin-left: 40px;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;https://www.eesc.europa.eu/en/news-media/news/fascism-rise-where-does-it-come-and-how-stop-it-common-european-response&quot;&gt;https://www.eesc.europa.eu/en/news-media/news/fascism-rise-where-does-it-come-and-how-stop-it-common-european-response&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr; margin-left: 40px;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;https://www.vox.com/2018/9/19/17847110/how-fascism-works-donald-trump-jason-stanley&quot;&gt;https://www.vox.com/2018/9/19/17847110/how-fascism-works-donald-trump-jason-stanley&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr; margin-left: 40px;&quot;&gt;&lt;a href=&quot;https://www.christianitytoday.com/ct/2021/february-web-only/what-is-christian-nationalism.html&quot;&gt;&lt;strong&gt;https://www.christianitytoday.com/ct/2021/february-web-only/what-is-christian-nationalism.html&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&amp;#160;&lt;/p&gt;

 
    </content:encoded>

    <pubDate>Sat, 06 Jul 2024 12:15:00 +0000</pubDate>
    <guid isPermaLink="false">http://tcollinslogan.com/tclblog/index.php?/archives/780-guid.html</guid>
    <creativeCommons:license>http://creativecommons.org/licenses/by-nc-sa/3.0/</creativeCommons:license>
</item>
<item>
    <title>Our False-Choice Dilemma and the Importance of Voting</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/773-Our-False-Choice-Dilemma-and-the-Importance-of-Voting.html</link>
            <category>U.S. Politics</category>
    
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;!-- s9ymdb:118 --&gt;&lt;!-- s9ymdb:119 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_left&quot; height=&quot;500&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/VOTINGv2.png&quot; width=&quot;750&quot; /&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;It is very easy to become disenchanted with U.S. politics. Years ago, as a party delegate in the Washington State Presidential primaries when I was in my late teens, I was asked by the DNC to &lt;i&gt;switch the votes I represented&lt;/i&gt; &amp;ndash; some 34,000 voters at the state convention &amp;ndash; to support the candidate the party decided was most likely to be the winner in other states. I was devastated, as that seemed like a betrayal of those voters, who had absolutely no say in the matter. But that is how things in the real world of our current two-party system are decided. For me, it was the beginning of a harsh and depressing learning curve about that system, the flaws of the electoral college, and how actual &amp;ldquo;representative&amp;rdquo; power is brokered by a relatively small number of affluent folks in the U.S. at both state and federal levels. Frankly, it seemed very corrupt, and undermined my youthful idealism for years afterward.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;But I still believe voting is incredibly important, and I wanted to share why, even after observing even more disappointing conditions in the U.S. political system over the intervening decades, I still vote regularly at every local, state, and federal election &amp;ndash; and perhaps more importantly, why I work very hard to be the most informed voter I can be in each of those elections.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;First, I think it is critical to explore some of the profound weaknesses of status quo democracy in U.S. politics, just so we can be very clear about how bad things have become, and what we must do to set them aright. After all those unfortunate details, I&amp;rsquo;ll explain why I think informed voting nevertheless remains a powerful individual and collective act to support U.S. civil society, and share some of the tools I use to stay informed enough to vote most effectively.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;A &amp;ldquo;top six&amp;rdquo; list of factors that have undermined the U.S. democratic system:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;1. A two-party stranglehold on U.S. politics. &lt;/b&gt;Since the early 1800s, the U.S. democratic system has not allowed third parties to have much power in our country, with very few third-party candidates getting elected to any office over the past two centuries. At the state level in particular it is extremely difficult to even get a third-party candidate onto a ballot. And for the rare third-party candidate who does get elected to have any influence, they must align themselves with Republicans or Democrats in order to govern (i.e. get legislation passed, etc.). At the national level, third parties have routinely fractured and diluted either Democrat or Republican votes, allowing the opposing side&amp;rsquo;s candidates to win &amp;ndash; although the ideas of third-party candidates who do well can often influence political discourse and policy on both ends of the political spectrum. (Read more about this &lt;a href=&quot;https://www.pbs.org/newshour/politics/politics-july-dec04-third_parties&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;2. Massive amounts of &amp;ldquo;dark money&amp;rdquo; in political campaigns.&lt;/b&gt; This is a result of the 2010 &lt;i&gt;Citizens United&lt;/i&gt; Supreme Court ruling that allowed unlimited amounts of dark money &amp;ndash;money that cannot be traced to any single source &amp;ndash; to be used by super PACs in political campaigns. The ruling protects such unlimited spending by corporations and wealthy donors as &amp;ldquo;free speech,&amp;rdquo; even though political contributions had been much more strictly and transparently limited before this change. As a consequence of the &lt;i&gt;Citizens United&lt;/i&gt; ruling, a very small group of extremely wealthy special interests have disproportionately influenced outcomes in local, state, and federal elections, sometimes spending a billion or more dollars during each election cycle. (Read more about this &lt;a href=&quot;https://www.brennancenter.org/our-work/research-reports/citizens-united-explained&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt; and &lt;a href=&quot;https://www.opensecrets.org/outside-spending/super_pacs&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;3. The fundamental structure of the U.S. political system&lt;/b&gt;. The framers of the U.S. Constitution did their best to balance many competing concerns around a fledgling democracy, but some of their decisions clearly lacked adequate foresight, resulting in barriers to an equitable democracy they could not anticipate. Take for example the allocation of only two senators to each state. This has resulted in California, with a population of &lt;i&gt;39 million&lt;/i&gt; people, having the same representation in the U.S. Senate as Wyoming, with a population of only &lt;i&gt;500,000 people&lt;/i&gt;. The electoral college system, similarly intended to allow all U.S. states to have similarly imbalanced influence in presidential elections, ends up negating a huge number of individual votes. For example, in those same two states, Wyoming has one electoral vote for every 190,000 voters, while California has one electoral vote to every 700,000 voters. Additionally, 48 states have &amp;ldquo;winner-take-all&amp;rdquo; systems for awarding their electors, rather than awarding votes proportionally to the candidates that folks in those states actually voted for. As a result, the winner of U.S. popular vote can, and has, contradicted the electoral college results in national elections &amp;ndash; in 1824, 1876, 1888, 2000, and 2016. (Read more about this &lt;a href=&quot;https://www.nytimes.com/article/the-electoral-college.html&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt; and &lt;a href=&quot;https://www.theberkeleyschool.org/the-flaws-of-the-electoral-college-system/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;4. Distortions and deceptions across mass media and the Internet.&lt;/b&gt; Three things have undermined the ability of mass media to adequately and factually inform U.S. voters in recent history. First, in 1987, the FCC abolished the &amp;ldquo;&lt;a href=&quot;https://en.wikipedia.org/wiki/Fairness_doctrine&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Fairness Doctrine&lt;/a&gt;&amp;rdquo; after Ronald Reagan vetoed legislation to continue that 40-year policy. This dealt a devastating blow to balanced, less biased, more factual reporting in U.S. news, and resulted in a new breed of news broadcasting that unabashedly pandered to special interests and amplified political propaganda. Second, foreign state governments began carefully crafting misinformation and disinformation campaigns to mislead voters in the U.S. &amp;ndash; campaigns that really caught fire with the advent of the Internet in the 1990s. Third, the success of social media platforms in the 2000s then rewarded carefully crafted misinformation and disinformation campaigns by propagating them broadly and rapidly with outrageous claims and other &amp;ldquo;click bait&amp;rdquo; that appealed to existing fears, indignation, and political biases. (Read more about this &lt;a href=&quot;https://en.wikipedia.org/wiki/State-sponsored_Internet_propaganda&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;, &lt;a href=&quot;https://www.crowdstrike.com/cybersecurity-101/social-engineering/disinformation-campaign/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;, and &lt;a href=&quot;https://www.cybercom.mil/Media/News/Article/3551070/dont-be-a-target-how-to-identify-adversarial-propaganda/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;5. Fake research to support fake &amp;ldquo;truth&amp;rdquo; and science skepticism.&lt;/b&gt; In the early 1970s, well-funded conservative think tanks were created to influence U.S. policy, persuade elected and appointed officials, and shape voter thinking around certain topics. Probably the best examples of these efforts are pro-tobacco and anti-climate change propaganda, and the campaign to excite deeper skepticism about science itself &amp;ndash; all of which began back in the 1970s and continue into the present day. The impact of these think tanks has been far-reaching, including everything from inviting sitting Supreme Court Justices to attend all-expenses-paid &amp;ldquo;informational retreats&amp;rdquo; where they were subjected to persuasive faulty research and overt indoctrination, to shaping the political narrative in the U.S. by routinely providing &amp;ldquo;experts&amp;rdquo; who discredit factual data to be interviewed on news media outlets. An astonishing amount of false information has now been accepted as gospel in the United States as a result of these efforts, and had exactly the desired effect on election and legislative outcomes. (Read more about this &lt;a href=&quot;https://pubmed.ncbi.nlm.nih.gov/24098056/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;, &lt;a href=&quot;https://rucore.libraries.rutgers.edu/rutgers-lib/43911/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;, and &lt;a href=&quot;https://level-7.org/Challenges/Neoliberalism/Attacks_On_Science/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;6. Deliberate and systematic sabotaging of the voting process through the courts or legislation&lt;/b&gt;. Such efforts include partisan redistricting/gerrymandering at the state level, disrupting new voter registration, disenfranchisement of poor voters and voters of color with new voting rules that disproportionately impact them (for example, rolling back protections of the Voting Rights Act in the South beginning in 2013 led to many new, restrictive state laws), and promoting nonfactual conspiracy theories about election fraud that actually lead &amp;ndash; rather contrarily &amp;ndash; to the intimidation and quitting of election officials, or to states withdrawing from systems like &amp;ldquo;ERIC&amp;rdquo; that actually reduce the chances of voter fraud. (Read more about this &lt;a href=&quot;https://www.ncsl.org/state-legislatures-news/details/more-withdrawals-from-voter-data-group-eric-likely&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;, &lt;a href=&quot;https://www.brennancenter.org/our-work/analysis-opinion/states-have-added-nearly-100-restrictive-laws-scotus-gutted-voting-rights&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;, and &lt;a href=&quot;https://gazette.com/politics/study-shows-twice-as-many-state-legislatures-gerrymandered-to-favor-republicans-cronin-and-loevy/article_5a604384-6dca-11ee-b21f-c33e3a22c4ca.html&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;h3&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color:#0070c0&quot;&gt;&lt;span style=&quot;text-transform:uppercase&quot;&gt;So how should we react to these discouraging conditions&amp;hellip;?&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h3&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Well certainly the easiest decision would be to throw up our hands, disengage from this unfortunate reality, and stop voting. According to a &lt;a href=&quot;https://www.pewresearch.org/politics/2023/09/19/americans-dismal-views-of-the-nations-politics/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;2023 PEW Research study&lt;/a&gt;, a majority of Americans surveyed felt exhausted and angered by U.S. politics &amp;ndash; citing many of the concerns outlined above &amp;ndash; and this was despite some of the highest turnouts in the previous three U.S. elections. That said, the higher-than-average voter turnout meant that, across those three elections (2018, 2020, and 2022), &lt;b&gt;&lt;i&gt;only 37% of eligible voters voted in all three elections&lt;/i&gt;&lt;/b&gt;&lt;i&gt;.&lt;/i&gt; This is a pretty dismal level of consistent engagement. (Read more about this &lt;a href=&quot;https://www.pewresearch.org/politics/2023/07/12/voter-turnout-2018-2022/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Thomas Jefferson&amp;rsquo;s old adage certainly holds that &amp;ldquo;the government you elect is the government you deserve,&amp;rdquo; especially if we don&amp;rsquo;t vote at all. At the same time, Jefferson also opined: &amp;ldquo;Enlighten the people generally, and tyranny and oppressions of body and mind will vanish like evil spirits at the dawn of day.&amp;rdquo; And I think his point is essential to a functional democracy: without being as well-informed as we can be, voters will tend to fall under the spell of &amp;ldquo;tyranny and oppressions of body and mind,&amp;rdquo; and either lose interest in their own governance&amp;hellip;or subscribe to fear-based conspiracies about it. Jefferson sums things up this way: &amp;ldquo;Whenever the people are well informed, they can be trusted with their own government; that whenever things get so far wrong as to attract their notice, they may be relied on to set them to rights.&amp;quot;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;So that is how I arrived at my convictions to remain well-informed and engaged with the political process, even after learning about how vulnerable, threatened, or corrupted our democratic institutions have become. Thinking we accomplish anything by not voting &amp;ndash; or by voting for a third-party candidate &amp;ndash; is the false choice we have to resist. We know this because of past election outcomes, where third party candidates and/or lack of voter participation contributed directly to candidates being elected POTUS who did not win the popular vote &amp;ndash; this was a determining factor in both the 2000 and 2016 elections (read about these &lt;a href=&quot;https://www.vox.com/policy-and-politics/2016/11/11/13576798/jill-stein-third-party-donald-trump-win&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;here&lt;/a&gt;). Instead, we must at least attempt to counter any corrosive sabotage of our democratic systems, &lt;i&gt;or things will become much worse over time&lt;/i&gt;. Why will they get worse? Because there are those who would prefer not to allow messy democracy to interfere with their hold on power, and &amp;ndash; as evidenced by the &amp;ldquo;top six&amp;rdquo; issues listed above &amp;ndash; they are relentless in their self-serving pursuit of political power.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;em&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;b&gt;What tools, then, are available to us to remain informed, engaged, and vigilant?&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;First and foremost, to appreciate how biased and/or factual information from a particular news outlet will be, please check out &lt;a href=&quot;https://mediabiasfactcheck.com/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;https://mediabiasfactcheck.com/&lt;/a&gt;.&amp;#160; &lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Then, from my experience, s&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;ome of the more trustworthy sources of news and well-vetted information include:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-left: 40px;&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Worldpress.org&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Worldpress.org&lt;/a&gt; (World Press Review &amp;mdash; includes different perspectives from all around the globe)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://News.Gallup.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;News.Gallup.com&lt;/a&gt; (Gallup News; see also &lt;a href=&quot;https://news.gallup.com/poll/116431/research-reports.aspx&quot; style=&quot;color:#0563c1; text-decoration:underline&quot; target=&quot;_blank&quot;&gt;Gallup Reports&lt;/a&gt;)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Reuters.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Reuters.com&lt;/a&gt; (Reuters)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://PewResearch.org&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;PewResearch.org&lt;/a&gt; (Pew Research)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://ICIJ.org&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;ICIJ.org&lt;/a&gt; (International Consortium of Investigative Journalists)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Opensecrets.org&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Opensecrets.org&lt;/a&gt; (Open Secrets)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Factcheck.org&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Factcheck.org&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Politifact.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Politifact.com&lt;/a&gt; (Politifact)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Snopes.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Snopes.com&lt;/a&gt; (Snopes)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://factchequeado.com/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Factchequeado.com&lt;/a&gt; (fact checking in Spanish)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;In contrast, below is a list of sources I have concluded are nearly always either highly biased, counterfactual, or have a specific agenda to manipulate the truth to some nefarious end (such as to sew discord, misinform, evoke fear or irrational doubts, etc.). &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Due to a baked-in business model of creating sensational but shallow takes on current events in order to lure viewers, a majority of social media (Instagram, Facebook, YouTube, Truth Social, etc.) memes, influencers, and podcasts also tend to be much less reliable. Here, then, is a list of the most questionable sources:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-left: 40px;&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://rt.com/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;RT.com&lt;/a&gt; (Russia Today, RT News)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://SputnikNews.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;SputnikNews.com&lt;/a&gt; and Radio Sputnik (Sputnik News, formerly RIA Novosti and Voice of Russia)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Infowars.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Infowars.com&lt;/a&gt; (InfoWars)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://TheSun.co.uk&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;TheSun.co.uk&lt;/a&gt; (The Sun)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Voltairenet.org&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Voltairenet.org&lt;/a&gt; (Voltaire Network)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Oann.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Oann.com&lt;/a&gt; (One American News Network)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://FoxNews.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;FoxNews.com&lt;/a&gt; (Fox News)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Breitbart.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Breitbart.com&lt;/a&gt; (Breitbart)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://TheEpochTimes.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;TheEpochTimes.com&lt;/a&gt; (The Epoch Times and NTD TV)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://21stCenturyWire.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;21stCenturyWire.com&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;And lastly, here are some personal favorites that I find very interesting (though admittedly some of these are more biased than others), and which I often rely upon to help me navigate the nuances of many compelling issues in the news:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style=&quot;margin-left: 40px;&quot;&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://ground.news/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Ground.news&lt;/a&gt; (Ground News captures current news stories through left, right, and center lenses of bias &amp;ndash; and highlights &amp;quot;blind spots&amp;quot; where particular news is neglected or ignored by certain media)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://guardian.com/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Guardian.com&lt;/a&gt; (The Guardian)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://Politico.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Politico.com&lt;/a&gt; (Politico)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://NPR.org&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;NPR.org&lt;/a&gt; (National Public Radio) and &lt;a href=&quot;http://PBS.org&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;PBS.org&lt;/a&gt; (Public Broadcasting Service)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://NYTimes.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;NYTimes.com&lt;/a&gt; (New York Times)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;http://TheAtlantic.com&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;TheAtlantic.com&lt;/a&gt; (The Atlantic)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;&lt;a href=&quot;https://www.vice.com/en/section/news&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;Vice.com&lt;/a&gt; (VICE News)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;In addition, I will often do a deep dive into local media regarding a given candidate or issue for municipal and state ballots. This can be time consuming, but I usually come up with some very interesting nuggets that help me decide how to vote &amp;ndash; &lt;em&gt;and really I might spend a similar amount of time shopping for new hiking boots&lt;/em&gt;. And sure, I will also watch debates, listen to interviews, and &amp;ndash; whenever possible &amp;ndash; speak with politicians one-on-one. These efforts nearly always assist with voting decisions which would otherwise be more like throwing a dart at a dartboard than making an informed choice.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12.0pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;Lastly, it is critical that we surround ourselves with people who value rigorous inquiry, appreciate nuance and resist black-and-white thinking, can revise their positions based on reliable new data, aren&amp;rsquo;t prone to &lt;a href=&quot;https://level-7.org/Challenges/Opposition/conspiracy/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;conspiracy thinking&lt;/a&gt;, and aren&amp;rsquo;t overly invested in a belief that &amp;ldquo;all truth&amp;rdquo; is relative or subjective. Without these supportive relationships, it can become increasingly difficult to maintain our convictions, or translate them into meaningful and effective action. And it really doesn&amp;rsquo;t matter whether such folks agree with our positions on various topics or not &amp;ndash; in fact it&amp;rsquo;s healthy to engage in debates where our points of view are challenged, and where we might discover unsupportable assumptions and bias in our thinking or conclusions. I&amp;rsquo;ve always found such discussions extremely helpful in avoiding my own reflexive groupthink, and helping uncover &lt;a href=&quot;https://www.grammarly.com/blog/logical-fallacies/&quot; style=&quot;color:#0563c1; text-decoration:underline&quot;&gt;logical fallacies&lt;/a&gt; I may have overlooked. But it is essential that such engagement is grounded in a shared valuation of vetted information sources, carefully evaluated evidence, and an ability to suspend aggressive certainties in favor of a more tentative humility and openness.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;font-size:12pt&quot;&gt;&lt;span style=&quot;font-family:&amp;quot;Calibri&amp;quot;,sans-serif&quot;&gt;I hope this was helpful, and please feel free to email me your questions about any of these topics at &lt;a href=&quot;mailto:tcollins@integrallifework.com?subject=Importance%20of%20voting%20article&quot;&gt;tcollins@integrallifework.com&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

 
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    <pubDate>Sat, 22 Jun 2024 23:18:00 +0000</pubDate>
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<item>
    <title>What philosophy has society taken out of balance? Has this notion ever shifted from one extreme to the exact opposite extreme?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/774-What-philosophy-has-society-taken-out-of-balance-Has-this-notion-ever-shifted-from-one-extreme-to-the-exact-opposite-extreme.html</link>
            <category>Neoliberalism</category>
            <category>Philosophical Musings</category>
            <category>Political Economy</category>
    
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;!-- s9ymdb:120 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_left&quot; height=&quot;470&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/Market.png&quot; width=&quot;471&quot; /&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;This is an interesting question, and yes, there are a lot of examples of this occurring. One that springs to mind is the devolution of classical liberalism. Concepts of &amp;ldquo;liberty&amp;rdquo; and &amp;ldquo;fee markets&amp;rdquo; championed by proponents of classical liberalism in the 17th and 18th centuries were initially dependent on a strong civil society, but became more and more distorted and disconnected from that prerequisite over time. By the late 18th thorugh early 20th centuries, the initial ideas of a strong civil society with &amp;ldquo;good government&amp;rdquo; (Adam Smith) as a counterbalance to corporate malfeasance, capture of government by the wealthy, and abuse and exploitation of workers were completely abandoned by those claiming to be the disciples of classical liberalism (such as the authors of the &amp;ldquo;Austrian School&amp;rdquo;). By the time Milton Friedman and the Chicago School came into vogue, the wanton abandon for individualistic enrichment and empowerment had completely discarded any concerns at all for civil society, and actually encouraged corporate capture of government and other characteristics of crony capitalism in order to amplify self-enrichment. Randian objectivism then just added fuel to the same solipsistic fire. &amp;ldquo;Laissez faire&amp;rdquo; evolved into a sort of joke that every credible economist and social scientist understood to be a toxic delusion. This is how we arrived at what we call &amp;ldquo;neoliberalism&amp;rdquo; today.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;There are many other examples of this sort of bizarre distortion of first principles in favor of grossly self-serving and destructive &amp;ldquo;opposites&amp;rdquo; &amp;mdash; often ones that somehow retain the same name. Christianity is a potent poster child. Democracy is another. Hegelian dialectics, Existentialism, concepts of patriotism and nationalism&amp;hellip;there seem to have been many such flip-flops over the years, where what was claimed to arise out of certain concepts, practices, and ideals ended up representing countervailing antagonism to those very same original principles. This seems to have been a very common pattern throughout human history, alas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 0px; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;My 2 cents.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

 
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    <pubDate>Fri, 12 Apr 2024 13:26:00 +0000</pubDate>
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    <title>What does an individual owe society?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/775-What-does-an-individual-owe-society.html</link>
            <category>Philosophical Musings</category>
            <category>Political Obligation</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/775-What-does-an-individual-owe-society.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=775</wfw:comment>

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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;A morally mature adult owes society their commitment to maintaining that society in prosocial ways.&lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt; After all, we owe everything we are &amp;mdash; absolutely everything &amp;mdash; to the civic institutions, rule of law, cultural expectations, economic stability and opportunity, political freedoms, human rights, educational opportunities, and other supportive structures that society provides. These are what form our identity and sense of belonging, and offer us existential security and pathways to aspiration.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;It is utterly absurd, immature, and profoundly selfish for anyone to assert that they &amp;ldquo;owe society nothing.&amp;rdquo; Such sentiments are caustic and destructive to the promises of freedom, agency, and happiness that developed societies aim to accomplish for all individuals. In the context of modern society, individualistic materialism has unfortunately devolved into a sort of narcissistic solipsism, and if that devolution continues it will not end well for either society or its individuals.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;Now, it is also true that society can do harm&lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt; &amp;mdash; it can use institutional, economic, and cultural hierarchy to oppress and deprive some people of the very freedoms, opportunities, and agency that it secures for other groups. And this inequality is a real challenge that we must address, so that there is a realistically &amp;ldquo;level playing field&amp;rdquo; for everyone to achieve their potential. This is why I personally advocate for arrangements of political economy that &lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: italic; background: none;&quot;&gt;diffuse and distribute both power and wealth, rather than allow them to become concentrated&lt;/span&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;. We are a long way from accomplishing this in much of the world, but there is a way to achieve it. My thoughts on that in the link below.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;strong&gt;&lt;a href=&quot;http://www.level-7.org/&quot;&gt;http://www.level-7.org/&lt;/a&gt;&lt;/strong&gt;&lt;/p&gt;

 
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    <pubDate>Mon, 08 Jan 2024 14:18:00 +0000</pubDate>
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    <title>Is human nature greedy? What does this imply for the feasibility of anarchism and socialism?</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/776-Is-human-nature-greedy-What-does-this-imply-for-the-feasibility-of-anarchism-and-socialism.html</link>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/776-Is-human-nature-greedy-What-does-this-imply-for-the-feasibility-of-anarchism-and-socialism.html#comments</comments>
    <wfw:comment>http://tcollinslogan.com/tclblog/wfwcomment.php?cid=776</wfw:comment>

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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;According to research in evolutionary psychology, biology, sociology, and a handful of other disciplines, prosociality is a fundamental human trait that has consistently preserved human communities through many challenges throughout history by enhancing group fitness &amp;mdash; at least there is a growing body of research pointing in this direction (see &lt;a href=&quot;https://www.sciencedirect.com/science/article/abs/pii/S2352250X17301409&quot;&gt;&lt;strong&gt;this link&lt;/strong&gt;&lt;/a&gt;). As an antisocial trait, greed is generally antagonistic to group fitness even if it benefits the individual.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;Unfortunately, there is a relatively recent mythology &amp;mdash; invented without supportive evidence by Austrian School economist and Randian objectivists, among others &amp;mdash; that humans are purely self-interested, individualistic, and materialistic critters. These sources do not substantiate these claims but insist they are self-evident primary characteristics of human behavior and decision-making.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: bold; font-style: normal; background: none;&quot;&gt;But they are simply wrong.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;It does not take much effort to confirm the primacy of prosociality in human nature. Just do an academic search on &amp;ldquo;evolution,&amp;rdquo; &amp;ldquo;prosocial behaviors&amp;rdquo; and &amp;ldquo;group fitness.&amp;rdquo;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;One recent problem is that, as a society, we have been &amp;ldquo;feeding the wrong wolf.&amp;rdquo; Modern commercialistic culture has been reinforcing individualistic materialism and narcissistic selfishness &amp;mdash; regularly rewarding these pathological, antisocial behaviors. In a sense, we have collectively been suppressing prosocial impulses in favor of antisocial ones.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;If this continues, it will not end well.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;span class=&quot;CssComponent__CssInlineComponent-sc-1oskqb9-1 UserSelectableText___StyledCssInlineComponent-lsmoq4-0&quot;&gt;&lt;span class=&quot;q-box qu-userSelect--text&quot; style=&quot;box-sizing: border-box;&quot;&gt;&lt;span style=&quot;font-weight: normal; font-style: normal; background: none;&quot;&gt;However, with respect the the &amp;ldquo;feasibility of anarchism and socialism,&amp;rdquo; that&amp;rsquo;s already been established through left-anarchist examples. See:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p class=&quot;q-text qu-display--block qu-wordBreak--break-word qu-textAlign--start&quot; style=&quot;box-sizing: border-box; margin-bottom: 1em; overflow-wrap: anywhere; direction: ltr;&quot;&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/List_of_anarchist_communities&quot;&gt;&lt;strong&gt;https://en.wikipedia.org/wiki/List_of_anarchist_communities&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;

 
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    <pubDate>Sat, 23 Dec 2023 14:26:00 +0000</pubDate>
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    <title>Is there really such a thing as &quot;The Woke Mob?&quot;</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/777-Is-there-really-such-a-thing-as-The-Woke-Mob.html</link>
            <category>Moral Development</category>
            <category>Psychology</category>
            <category>Public Policy</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/777-Is-there-really-such-a-thing-as-The-Woke-Mob.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;My take on this is that there is indeed an extreme form of progressive activism that, although it doesn&amp;#39;t represent a majority of left-leaning folks, does end up getting a lot of attention in political discourse...especially in right-leaning media.&lt;/p&gt;

&lt;p&gt;Here is how I would define what that extreme looks like, why it isn&amp;#39;t productive, and what a more mature and effective response looks like:&lt;/p&gt;

&lt;p&gt;&lt;!-- s9ymdb:122 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_center&quot; height=&quot;703&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/Toxic-Wokeness.png&quot; width=&quot;576&quot; /&gt;To understand what I mean by &amp;quot;intersectional disempowerment,&amp;quot; &lt;a href=&quot;https://www.gov.scot/publications/using-intersectionality-understand-structural-inequality-scotland-evidence-synthesis/pages/3/&quot;&gt;&lt;strong&gt;this link is a fairly comprehensive discussion of the power dynamics of &amp;quot;intersectionality&amp;quot; by the Scottish government.&lt;/strong&gt;&lt;/a&gt;&lt;/p&gt;

 
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    <pubDate>Sat, 21 Oct 2023 14:34:00 +0000</pubDate>
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    <title>A Parable for Modern Politics</title>
    <link>http://tcollinslogan.com/tclblog/index.php?/archives/772-A-Parable-for-Modern-Politics.html</link>
            <category>Philosophical Musings</category>
            <category>Political Economy</category>
            <category>Political Obligation</category>
            <category>U.S. Politics</category>
    
    <comments>http://tcollinslogan.com/tclblog/index.php?/archives/772-A-Parable-for-Modern-Politics.html#comments</comments>
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    <author>tcollins@integrallifework.com (T.Collins Logan)</author>
    <content:encoded>
    &lt;p&gt;&lt;!-- s9ymdb:121 --&gt;&lt;img alt=&quot;&quot; class=&quot;serendipity_image_left&quot; height=&quot;339&quot; loading=&quot;lazy&quot; src=&quot;http://tcollinslogan.com/tclblog/uploads/MouseRacer.png&quot; width=&quot;509&quot; /&gt;So a guy goes to a car dealership, and the salesman convinces him that this one car he&amp;rsquo;s interested in gets 50 mpg, does 0&amp;ndash;60 in 4 seconds, and has a 5-year worry-free warranty. The dealership has one in a sweet metallic red, and so the guy buys it. He loves the car. Shows if off to his friends. Sometimes he just drives it around town for no other reason than because he&amp;rsquo;s enjoying driving it so much. But pretty soon he realizes that the salesman was&amp;hellip;let&amp;rsquo;s say not quite telling the truth about the car. It only gets 15 mpg. It does 0&amp;ndash;60 in about 7 seconds. And when the fuel pump quits after just two months&amp;hellip;it turns out the &amp;ldquo;worry free&amp;rdquo; warranty doesn&amp;rsquo;t cover that (or much else that is likely to fail on the vehicle). The thing is, though, he still really loves the car. He&amp;rsquo;s willing to deal with all the problems because he still enjoys the pure pleasure of driving it around. Even after the dash instruments start failing one by one. Even after the timing belt breaks after 50K miles and the engine requires a total rebuild. Even after the chrome flakes off of all the detail work. Even after the squeaks all around the car get so loud that he can&amp;rsquo;t drown them out anymore with the car&amp;rsquo;s underpowered stereo system. This has been a pretty a common American experience. And the thing is, getting angry at politicians or one political party isn&amp;rsquo;t going to fix this situation - because it has nothing to do with them. The guy should have done his research. He should have listened to some friends who told him to avoid this particular brand of car. He should have been more careful and thoughtful and maybe not believed a salesman who just wanted to make a quick buck. But he didn&amp;rsquo;t. And he has no one to blame but himself. But&amp;hellip;instead of owning up to his mistakes and admitting he was hoodwinked, the guy is furious with anyone who points out he was deceived, or corrects him for trying to blame his bad choices on &amp;ldquo;government regulation,&amp;rdquo; or tries to explain that the problems with his car really have nothing to do with unions, but instead were decisions made in corporate board rooms so that shareholders could line their pockets with just a little more profit. But the really sad thing is that, when the car finally breaks down completely after 100K miles, guess where this guy goes to buy another? The same dealership? The same salesman? A later model of the same shitty car&amp;hellip;? No way! He&amp;rsquo;s finally &amp;ldquo;wised up&amp;rdquo; and gone to the competing dealership across the street, where the salesman welcomes him with open arms and convinces him to buy the latest model of THAT brand&amp;hellip;which gets 50 mpg, does 0&amp;ndash;60 in 4 seconds, and has a 5-year worry-free warranty (all of this isn&amp;rsquo;t true, just as it wasn&amp;rsquo;t the last time, but he doesn&amp;rsquo;t check the facts&amp;hellip;). And so he buys the car - without doing the research, or listening to his friends, or questioning whether the salesman is telling the truth. And as he drives away, he shakes his fist out the car window at the dealership where he bought his first car, yelling &amp;ldquo;This is my &amp;lsquo;fuck you&amp;rsquo; PROTEST VOTE!&amp;rdquo; So&amp;hellip;really, what&amp;rsquo;s the point of trying to listen to the concerns of such a mindless, irrational consumer who is so easily and perpetually hoodwinked by lies and deceptions? &lt;strong&gt;I mean, really it&amp;rsquo;s on him to recognize his own mistakes, and to take responsibility for all the bad stuff that has happened to him.&lt;/strong&gt; And until he takes responsibility and stops blaming others for his problems&amp;hellip;well, things are not going to change. Not for him, and not for anyone else like him in America.&lt;/p&gt;

 
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    <pubDate>Thu, 31 Aug 2023 13:31:00 +0000</pubDate>
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