<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8501335892574445529</id><updated>2026-10-04T14:24:26.597-07:00</updated><category term="Ideol"/><title type='text'>Dollars and Dragons</title><subtitle type='html'>A look at the intersection of economics and mythology by Cyril Morong</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>119</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-566023909958666906</id><published>2026-08-01T13:03:31.333-07:00</published><updated>2026-08-01T13:03:31.334-07:00</updated><title type='text'>People want villains to hate and heroes to cheer over economic issues</title><content type='html'>&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.readsowell.com/quotes/villains-and-heroes&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Quote from Thomas Sowell&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&quot;The reason so many people misunderstand so many issues is not that these issues are so complex, but that people do not want a factual or analytical explanation that leaves them emotionally unsatisfied. They want villains to hate and heroes to cheer—and they don&#39;t want explanations that fail to give them that.&quot;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Thomas Sowell, &lt;i&gt;Dismantling America: And Other Controversial Essays&lt;/i&gt; (2010), p. 335&amp;nbsp;&lt;/p&gt;&lt;p&gt;From &lt;b&gt;&lt;a href=&quot;https://www.readsowell.com/&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;https://www.readsowell.com/&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&quot;The largest verified collection of Thomas Sowell quotes on the internet.&amp;nbsp;Sourced. Searchable. Free.&quot;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/566023909958666906/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2026/08/people-want-villains-to-hate-and-heroes.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/566023909958666906'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/566023909958666906'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2026/08/people-want-villains-to-hate-and-heroes.html' title='People want villains to hate and heroes to cheer over economic issues'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-8571712357714816814</id><published>2026-03-03T10:10:22.636-08:00</published><updated>2026-03-03T10:10:56.947-08:00</updated><title type='text'>For College Applicants, Pressure to Make Summers Count Has Gotten Even Worse</title><content type='html'>&lt;p&gt;&lt;i&gt;Teens scramble to specialize their summer pursuits early—&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;to convey a ‘story’&lt;/span&gt;&lt;/b&gt; to college admissions officers&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.wsj.com/us-news/education/college-admissions-summer-resume-activities-high-school-d2bfe312?&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By Jasmine Li of The WSJ&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. Excerpts:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;Overachieving teenagers have long pursued a smorgasbord of 
résumé-polishing summer activities. But a range of impressive summer 
pursuits is no longer enough, some college advisers say. Students now 
feel pressure to specialize—as early as their freshman summer—in 
interests they want to pursue in college.&lt;/p&gt;&lt;p&gt;The idea, college advisers say, is to &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;assemble a list of summer pursuits
 that show increasing mastery in a distinct specialty. That “narrative” 
can help students stand out&lt;/span&gt;&lt;/b&gt;&quot;&lt;/p&gt;&lt;p&gt;&quot;So many students now have high GPAs and strong test scores that the competition has extended to the summer&quot;&lt;/p&gt;&lt;p&gt;[A Stanford freshman] &quot;advises high-schoolers to choose between science and the humanities 
early on. By junior year of high school, she says, students should 
specialize within those fields and plan their extracurriculars around 
that specialty.&quot;&lt;/p&gt;&lt;p&gt;&quot;Parents pay thousands of dollars and enlist college counselors to burnish their high-schoolers’ summer portfolios.&quot;&lt;/p&gt;&lt;p&gt;&quot;The key is &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;crafting a clear narrative&lt;/span&gt;&lt;/b&gt; about a student’s passions through their extracurriculars, essays and résumés.&quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&quot;Ben Bousquet, director of college consulting at Sierra Admissions and a 
former assistant admissions director at Vanderbilt University, said his 
strategy is to help narrow students’ academic interests down to one or 
two passions. He then &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;recommends summer programs that &lt;/span&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;&lt;u&gt;authentically&lt;/u&gt; &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;
align with those interests&lt;/span&gt;&lt;/b&gt;.&quot;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;Related posts on storytelling and authenticity:&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://thedangerouseconomist.blogspot.com/2025/07/colleges-and-universities-try-to-be.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Colleges And Universities Try To Be Like Hogwarts. What Would Carl Jung Say?&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(2025)&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://dollarsanddragons.blogspot.com/2010/12/myth-of-authenticity-or-story-behind.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;The Myth of Authenticity Or The Story Behind Products&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(2010)&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;It seems that people will pay extra if a product has a good story or myth behind it&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://thedangerouseconomist.blogspot.com/2024/10/the-guru-who-says-he-can-get-your-11.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;The
 Guru Who Says He Can Get Your 11-Year-Old Into Harvard (big lesson: 
Optimize childhood ): Jamie Beaton’s Crimson Education offers a pricey, 
yearslong boot camp preparing kids to apply to the Ivy League. Parents, 
and Wall Street, are on board&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(2024)&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://thedangerouseconomist.blogspot.com/2024/01/independent-education-consultants-help.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;&quot;Independent
 education consultants&quot; help high school students and their parents 
navigate the competitive college-admissions process (creative 
destruction and how the economy just keeps creating new types of 
occupations &amp;amp; professions)&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(2024)&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://thedangerouseconomist.blogspot.com/2007/09/students-make-mistake-on-purpose-its.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Students: Make a mistake on purpose, its good for you!&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&amp;nbsp;(2007)&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;This may sound surprising, but counselors advocate making a mistake on 
your college applications like an intentional typo. This makes you seem 
more &quot;authentic.&quot; Too often all students look slick and identical. They 
got good grades, test scores, were on teams, did volunteer work, etc., 
all with the idea of getting into college. But is that who you really 
are if you do it just to impress the college? That is why counselors 
suggest making mistakes. Then your application makes you seem like a 
more real person, not too good to be true. Of course, colleges project 
an image, too with their pictures of the nicest parts of the campus and 
groups of smiling students in their catalogues to make you want to go 
their. Seems like everyone is trying to impress everyone else with an 
image.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/8571712357714816814/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2026/03/for-college-applicants-pressure-to-make.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/8571712357714816814'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/8571712357714816814'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2026/03/for-college-applicants-pressure-to-make.html' title='For College Applicants, Pressure to Make Summers Count Has Gotten Even Worse'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-1571646753340734278</id><published>2026-02-14T15:00:00.000-08:00</published><updated>2026-02-14T15:00:09.660-08:00</updated><title type='text'>Counternarrating Entrepreneurship</title><content type='html'>&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.researchgate.net/publication/367403653_Counternarrating_Entrepreneurship&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By Ewald Kibler &amp;amp; Lauri Laine of Aalto University&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;.&lt;/p&gt;&lt;div class=&quot;nova-legacy-l-flex__item nova-legacy-l-flex__item--grow research-detail-middle-section__item&quot; style=&quot;flex-basis: 0px; flex-grow: 2;&quot;&gt;&lt;div class=&quot;nova-legacy-c-card nova-legacy-c-card--spacing-m nova-legacy-c-card--elevation-1-above&quot;&gt;&lt;div class=&quot;nova-legacy-c-card__header nova-legacy-c-card__header--show-divider nova-legacy-c-card__header--spacing-inherit&quot;&gt;&lt;h2 class=&quot;nova-legacy-e-text nova-legacy-e-text--size-l nova-legacy-e-text--family-display nova-legacy-e-text--spacing-none nova-legacy-e-text--color-grey-700&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;div class=&quot;nova-legacy-c-card__header nova-legacy-c-card__header--show-divider nova-legacy-c-card__header--spacing-inherit&quot;&gt;&lt;h2 class=&quot;nova-legacy-e-text nova-legacy-e-text--size-l nova-legacy-e-text--family-display nova-legacy-e-text--spacing-none nova-legacy-e-text--color-grey-700&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&quot;&lt;/span&gt;Abstract&lt;/h2&gt;&lt;/div&gt;&lt;div class=&quot;nova-legacy-c-card__body nova-legacy-c-card__body--spacing-inherit&quot;&gt;&lt;div class=&quot;nova-legacy-e-text nova-legacy-e-text--size-m nova-legacy-e-text--family-sans-serif nova-legacy-e-text--spacing-none nova-legacy-e-text--color-grey-800 research-detail-middle-section__abstract&quot; itemprop=&quot;description&quot;&gt;Schumpeter
 envisioned entrepreneurship research as a way to examine and understand
 how capitalism changes. This notwithstanding, contemporary 
entrepreneurship studies predominantly explore the emergence and growth 
of new business firms, thus adopting a view that assumes a positive 
macro-level role for entrepreneurship in society even as it neglects the
 destructivity which was key to Schumpeter&#39;s theory. To bring capitalism
 back into entrepreneurship, we suggest a narrative approach to 
entrepreneurial history. Specifically, we introduce counternarratives to
 discuss new ways of thinking about the micro-macro linkage in 
entrepreneurship and to open up fresh understandings of creative 
destruction within, and beyond, capitalism. We conclude the paper with 
practical suggestions for new entrepreneurial histories that develop 
alternative narratives.&quot;&lt;/div&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/1571646753340734278/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2026/02/counternarrating-entrepreneurship.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/1571646753340734278'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/1571646753340734278'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2026/02/counternarrating-entrepreneurship.html' title='Counternarrating Entrepreneurship'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-6970879012252759210</id><published>2026-02-04T14:57:00.000-08:00</published><updated>2026-02-04T14:57:22.790-08:00</updated><title type='text'>The dialectic of &#39;creative-destruction&#39;: a fabric of entrepreneurial heroes, the case of an emblematic novel: The Ladies&#39; Paradise</title><content type='html'>&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.inderscienceonline.com/doi/abs/10.1504/IJEV.2025.151025&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Sylvain Bureau  and Rym Ibrahim&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. From &lt;i&gt;International Journal of Entrepreneurial Venturing&lt;/i&gt;.&lt;/p&gt;&lt;div class=&quot;sectionInfo abstractSectionHeading&quot;&gt;&lt;h2 class=&quot;
                article-section__title section__title
            &quot; id=&quot;d1282807e1&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h2&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;div class=&quot;sectionInfo abstractSectionHeading&quot;&gt;&lt;h2 class=&quot;
                article-section__title section__title
            &quot; id=&quot;d1282807e1&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;&lt;/span&gt;&lt;/span&gt;Abstract&lt;/h2&gt;&lt;/div&gt;&lt;div class=&quot;abstractSection abstractInFull&quot;&gt;&lt;p&gt;
 The Schumpeterian &#39;creative destruction&#39; is a well-known concept, yet 
there is a tendency to emphasise either its bright side - entrepreneurs 
as great contributors to economic development - or its dark side - 
entrepreneurs&#39; activities contributing to various damages. In this 
paper, we aim to move beyond this dichotomy to fully grasp the 
dialectic. To do so, we pose the following question: How does the 
&#39;creative destruction&#39; dialectic support the fabric of heroic 
entrepreneurs? To answer this question, we analyse a 19th-century 
narrative of an entrepreneurial journey as depicted in the famous novel &lt;i&gt;The Ladies&#39; Paradise&lt;/i&gt;
 by the naturalist writer Émile Zola. Based on our analysis, we detail 
how four themes of narrative dialectic - economic, socio-political, 
cognitive, and artifactual - support the fabric of an entrepreneurial 
hero in the novel. This new framework helps to reconceptualise &#39;creative
 destruction&#39; and offers new perspectives for discussing the heroisation
 of entrepreneurs, bringing new possibilities for teaching 
entrepreneurship through fiction.&quot;&lt;/p&gt;&lt;/div&gt;&lt;/blockquote&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/6970879012252759210/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2026/02/the-dialectic-of-creative-destruction.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/6970879012252759210'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/6970879012252759210'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2026/02/the-dialectic-of-creative-destruction.html' title='The dialectic of &#39;creative-destruction&#39;: a fabric of entrepreneurial heroes, the case of an emblematic novel: &lt;i&gt;The Ladies&#39; Paradise&lt;/i&gt;'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-5217538257035224115</id><published>2025-12-21T08:28:00.000-08:00</published><updated>2025-12-21T08:28:28.088-08:00</updated><title type='text'>Companies Are Desperately Seeking ‘Storytellers’</title><content type='html'>&lt;p&gt;&lt;i&gt;Brands trying to wrest greater control of their narratives are asking for ‘storytelling’ skill sets—without a campfire in sight&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.wsj.com/articles/companies-are-desperately-seeking-storytellers-7b79f54e?&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By Katie Deighton of The WSJ&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. Excerpts:&lt;/p&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;Corporate America’s latest hot job is also one of the oldest in history: storyteller.&lt;/p&gt;&lt;div class=&quot;paywall css-1u1nl00-PaywalledContentContainer e1qcjy9n0&quot;&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;Some
 companies want a media relations manager by a slightly flashier name. 
Others need people to produce blogs, podcasts, case studies and more 
types of branded content to attract customers, investors and potential 
recruits. All seem to use the word differently than in its usual 
application to novelists, playwrights and raconteurs.&lt;/p&gt;&lt;/div&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;“As
 storytellers,” a Google job ad said last month, “we play an integral 
role in driving customer acquisition and long-term growth.”&lt;/p&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;The
 listing sought a customer storytelling manager to join the company’s 
Google Cloud storytelling team. One article the unit published this year
 was titled, “Lowe’s innovation: How Vertex AI helps create interactive 
shopping experiences.”&lt;/p&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;span style=&quot;display: unset;&quot;&gt;&lt;a class=&quot;ekxajjj0 css-i0lbhy-OverridedLink&quot; data-type=&quot;company&quot; href=&quot;https://www.wsj.com/market-data/quotes/MSFT&quot; target=&quot;_blank&quot;&gt;Microsoft’s&lt;/a&gt;&lt;/span&gt;
 security organization meanwhile is recruiting a senior director 
overseeing narrative and storytelling, described as part cybersecurity 
technologist, part communicator and part marketer. Compliance technology
 firm Vanta this month began hiring for a head of storytelling, offering
 a salary of up to $274,000.&quot;&lt;/p&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;USAA . . . has begun to employ 
storytellers who write blogs, reports, scripts and other material to 
connect with members&quot;&lt;/p&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;calling salaried communications professionals “storytellers” and the 
practice of storytelling appears to only have picked up in popularity.&quot;&lt;/p&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;The percentage of LinkedIn job postings in the U.S. that include the 
term “storyteller” doubled in the year ended Nov. 26, to include some 
50,000 listings under marketing and more than 20,000 job listings under 
media and communications&quot;&lt;/p&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;Executives meanwhile said “storyteller” or “storytelling” on earnings 
calls and investor days 469 times this year through Dec. 11, compared 
with 359 times in all of 2024 and 147 times in 2015&quot;&lt;/p&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;The percentage of LinkedIn job postings in the U.S. that include the term ‘storyteller’ doubled in the year ended Nov. 26&quot;&amp;nbsp;&lt;/p&gt;&lt;/blockquote&gt;&lt;p class=&quot;css-1akm6h5-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/5217538257035224115/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/12/companies-are-desperately-seeking.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/5217538257035224115'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/5217538257035224115'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/12/companies-are-desperately-seeking.html' title='Companies Are Desperately Seeking ‘Storytellers’'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-931481540262703463</id><published>2025-05-25T11:48:00.000-07:00</published><updated>2025-05-25T11:48:24.447-07:00</updated><title type='text'>Washington State University Economics Professor: People need a narrative</title><content type='html'>&lt;p&gt;See&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://www.wsj.com/economy/recession-indicators-gen-z-bf37c17a&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;To Gen Z, Everything Is a Recession Indicator: Investors have long turned to offbeat economic gauges like underwear sales and the length of hemlines. Now, the TikTok generation is taking it to the next level&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Hannah Erin Lang of The WSJ. Excerpt:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&quot;“&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;People need a narrative&lt;/span&gt;&lt;/b&gt;. &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;They need something they can understand,” said
 Christopher Clarke, an economist&lt;/span&gt;&lt;/b&gt; at Washington State University who 
posts regularly on TikTok and other social-media platforms. And if 
you’re an average person trying to understand the economy, he said, 
“&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;you’re not going to use the yield curve&lt;/span&gt;&lt;/b&gt;.”&quot;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;From another post: &lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;Terry Eagleton shares Campbell&#39;s idea
of the sociological function of myths&lt;/b&gt;&lt;/span&gt;, which can be seen as &quot;naturalizing
and universalizing a particular social structure, rendering any alternative to
it unthinkable.&quot; (Eagleton, 188)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;He
does see myth and ideology working together because the rational side of any
movement, ideology is not enough to stimulate political action on the part of
the members of some group.&lt;/p&gt;

&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;&quot;Men and women engaged in such conflicts do
not live by theory alone; socialists have not given their lives over the
generations for the tenet that the ratio of fixed to variable capital gives
rise to a tendential fall-off in the rate of profit.&lt;span&gt;&amp;nbsp; &lt;/span&gt;It is not in defence of the doctrine of base
and superstructure that men and women are prepared to embrace hardship and
persecution in the course of political struggle.&lt;span&gt;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;Oppressed &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;groups
tell themselves epic narratives of their history, elaborate their solidarity in
song and ritual, fashion collective symbols of their common endeavour.&lt;span&gt;&amp;nbsp; &lt;/span&gt;Is all this to be scornfully dismissed as so
much mental befuddlement?&lt;/b&gt;&lt;/span&gt;&quot; (Eagleton, 191-2)&lt;/span&gt;&lt;/span&gt;&lt;/blockquote&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;His answer is no.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;It is all designed to &quot;foster solidarity
and self-affirmation.&quot; (Eagleton, 192)&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 12pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;&quot;&gt;&lt;/span&gt;&lt;/span&gt;Eagleton, Terry. 1991. &lt;i&gt;Ideology&lt;/i&gt;. Vreso: London.)&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/931481540262703463/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/05/washington-state-university-economics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/931481540262703463'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/931481540262703463'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/05/washington-state-university-economics.html' title='Washington State University Economics Professor: People need a narrative'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-1892830732013925678</id><published>2025-03-15T09:10:00.000-07:00</published><updated>2025-03-15T09:10:48.767-07:00</updated><title type='text'>An Economic Approach to Homer&#39;s Odyssey by Tyler Cowen</title><content type='html'>&lt;p&gt;A three part series by Tyler Cowen.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.econlib.org/library/columns/y2025/cowenodysseypart1.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Part 1: Modeling Homer’s World&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.econlib.org/library/columns/y2025/cowenodysseypart2.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Part 2: The Polities of The Odyssey&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;.&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.econlib.org/library/columns/y2025/cowenodysseypart3.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Part 3: Polities and Economics&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. &lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/1892830732013925678/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/03/an-economic-approach-to-homers-odyssey.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/1892830732013925678'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/1892830732013925678'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/03/an-economic-approach-to-homers-odyssey.html' title='An Economic Approach to Homer&#39;s Odyssey by Tyler Cowen'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-8380509700388549</id><published>2025-03-09T10:36:00.000-07:00</published><updated>2025-03-09T10:36:31.908-07:00</updated><title type='text'>‘The Narrative Brain’ Review: The Sense in a Story</title><content type='html'>&lt;p&gt;&lt;i&gt;Narratives bring order to the world and entice us with emotional rewards. They also help people bond and recover after times of crisis.&amp;nbsp;&lt;/i&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.wsj.com/arts-culture/books/the-narrative-brain-review-the-sense-in-a-story-ad19909b&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By Matthew Hutson&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. Mr. Hutson is the author of &lt;i&gt;The 7 Laws of Magical Thinking: How Irrational Beliefs Keep Us Happy, Healthy, and Sane&lt;/i&gt;.&lt;/p&gt;&lt;p&gt;He reviewed the book &lt;i&gt;The Narrative Brain: The Stories Our Neurons Tell&lt;/i&gt; by Fritz Alwin Breithaupt.&lt;/p&gt;&lt;p&gt;Excerpts:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;If humans were fish, our water would be narratives. We never experience 
reality unmediated. Light and sound filter through our senses and we 
impose meaning and order, building our familiar perceptual world of 
trees, people and buildings. At a higher level, we string events 
together into stories, ranging from brief encounters to autobiographical
 arcs to historical epochs and beyond. We use narratives to understand 
the causal influences in our lives; these unseen forces, manufactured by
 our minds, become what we know of reality.&quot;&lt;/p&gt;&lt;p&gt;&quot;The first question is what defines a narrative. An important aspect is 
the segmentation of time. Every story has a beginning and end. Exactly 
how the human brain segments time is murky, and different people do it 
differently.&quot;&lt;/p&gt;&lt;p&gt; &quot;in a narrative, a protagonist typically turns from active to passive or
 vice versa, as when a worker in a dead-end job decides to rebel. Mr. 
Breithaupt ignores Kurt Vonnegut’s delineation of other story shapes, 
like “man in hole,” where a character’s prospects turn from good to bad 
to good. Elsewhere, the author defines narratives as “strings of 
events,” and events as things that “bring about important, lasting, and 
irreversible changes that were not clearly recognizable in advance.”&quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt; &quot;narratives . . . bring order to the world 
and entice us with emotional rewards—amusement, astonishment, 
satisfaction, triumph. These are proximal benefits. One can also give 
ultimate or evolutionary accounts. “Narrative thinking offers numerous 
survival benefits,” Mr. Breithaupt writes, “expressed in better 
remembering, planning, reacting, and orienting, and potentially in 
overcoming depression and trauma.”&quot;&lt;/p&gt;&lt;p&gt;&quot;Narratives help people bond, coordinate and communicate. During and 
after times of crisis, we use narratives to repackage our experience of 
events, enabling us to recover and prepare for future hardship.&quot;&lt;/p&gt;&lt;p&gt;&quot;the retold stories (in an experimental game of “telephone”) were often simplified, shrinking with each 
iteration. Sometimes details or major plot points changed. But what 
remained true were the core emotions&quot;&lt;/p&gt;&lt;p&gt;&quot;Mr. Breithaupt argues that “the mobility of consciousness”—the ability 
to take another’s perspective—would not have emerged without the rituals
 of performance.&quot; &lt;/p&gt;&lt;/blockquote&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/8380509700388549/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/03/the-narrative-brain-review-sense-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/8380509700388549'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/8380509700388549'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/03/the-narrative-brain-review-sense-in.html' title='‘The Narrative Brain’ Review: The Sense in a Story'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-6213149304748094686</id><published>2025-02-24T18:16:00.000-08:00</published><updated>2025-02-24T18:17:14.765-08:00</updated><title type='text'>Kirzner’s Entrepreneur and the Hero’s Journey</title><content type='html'>&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://thedailyeconomy.org/article/kirzners-entrepreneur-and-the-heros-journey/&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By Amir Iraji&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. This appeared at the blog&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://thedailyeconomy.org/&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;The Daily Economy&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; which is run by &lt;b&gt;&lt;a href=&quot;https://aier.org/&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;The American Institute for Economic Research&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. Excerpt:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;Some economists have likened entrepreneurs to heroes, praising their 
role in disrupting industries and driving progress. Joseph Schumpeter, 
for instance, famously described them as agents of “creative 
destruction.” This description evokes the image of warriors boldly 
slaying the dragon of entrenched systems — tearing down outdated 
structures to pave the way for revolutionary innovation.&lt;/p&gt;



&lt;p&gt;Yet Israel Kirzner, a leading economist in the Austrian tradition and
 a student of Ludwig von Mises, rejected this dramatic portrayal. 
Instead, he argued that entrepreneurship is about simply noticing 
opportunities that others overlook. At first glance, this view might 
seem to downplay the heroism of entrepreneurs. But does it really?&lt;/p&gt;



&lt;p&gt;Exploring Kirzner’s ideas through the lens of the Hero’s Journey — a 
narrative framework developed by Carl Jung and later expanded by Joseph 
Campbell — reveals that even Kirzner’s entrepreneur is a hero, though in
 a subtler and less dramatic way.&amp;nbsp;&lt;/p&gt;



&lt;p&gt;In this framework, true heroism emerges in uncovering the potential 
of the unknown and bringing it into the light of consciousness.&quot;&lt;/p&gt;&lt;p&gt;&quot;Every breakthrough, whether major or minor, every improvement in living 
standards, whether transformational or incremental, and every leap 
forward in human history has been an elixir brought back by 
entrepreneurs. Their heroic quests remind us that the unknown holds 
boundless potential waiting to be realized.&quot;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Related posts:&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://thedangerouseconomist.blogspot.com/2025/02/who-says-entrepreneurs-are-heroes.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Who Says Entrepreneurs Are Heroes?&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://thedangerouseconomist.blogspot.com/2017/12/does-it-matter-if-we-call-entrepreneurs.html&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Does It Matter If We Call Entrepreneurs Heroes?&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/6213149304748094686/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/02/kirzners-entrepreneur-and-heros-journey.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/6213149304748094686'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/6213149304748094686'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/02/kirzners-entrepreneur-and-heros-journey.html' title='Kirzner’s Entrepreneur and the Hero’s Journey'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-2147103104552340927</id><published>2025-01-27T19:13:00.000-08:00</published><updated>2025-01-27T19:13:18.287-08:00</updated><title type='text'>How Storytelling Enhances Team Decision-Making And Collaboration</title><content type='html'>&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://www.forbes.com/sites/paolacecchi-dimeglio/2025/01/16/how-storytelling-enhances-team-decision-making-and-collaboration/&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By Paola Cecchi-Dimeglio&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. She is CEO and Co-Founder, People Culture Drive Consulting Group; Chair, Executive Leadership Research Initiative for Women and Minority Attorneys (ELRIWMA); Senior Research Fellow, HLS Center on the Legal Profession.&lt;/p&gt;&lt;p&gt;Excerpts:&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;&lt;a aria-label=&quot;research&quot; class=&quot;color-link&quot; data-ga-track=&quot;ExternalLink:https://www.researchgate.net/publication/358513097_Making_Sense_of_Work_through_Collaborative_Storytelling&quot; href=&quot;https://www.researchgate.net/publication/358513097_Making_Sense_of_Work_through_Collaborative_Storytelling&quot; rel=&quot;nofollow noopener noreferrer&quot; target=&quot;_blank&quot; title=&quot;https://www.researchgate.net/publication/358513097_Making_Sense_of_Work_through_Collaborative_Storytelling&quot;&gt;research&lt;/a&gt;
 shows that storytelling isn’t just a powerful communication tool—it’s a
 critical leadership asset. It fosters collaboration, sparks creativity,
 and cultivates empathy. Understanding and using storytelling 
effectively is essential for &lt;a aria-label=&quot;leaders navigating complex team dynamics and decision-making&quot; class=&quot;color-link&quot; data-ga-track=&quot;ExternalLink:https://hbr.org/2020/10/storytelling-can-make-or-break-your-leadership&quot; href=&quot;https://hbr.org/2020/10/storytelling-can-make-or-break-your-leadership&quot; rel=&quot;nofollow noopener noreferrer&quot; target=&quot;_blank&quot; title=&quot;https://hbr.org/2020/10/storytelling-can-make-or-break-your-leadership&quot;&gt;leaders navigating complex team dynamics and decision-making&lt;/a&gt; to drive engagement and achieve impactful results.&quot;&lt;/p&gt;&lt;p&gt;&quot;Paul Zak, a leading neuroscientist, underscores this idea. His research 
highlights how storytelling activates the brain’s release of 
oxytocin—the “trust molecule”—which enhances connection and empathy.&quot;&lt;/p&gt;&lt;p&gt;&quot;Storytelling taps into the way humans are wired to connect and understand one another. &lt;a aria-label=&quot;Zak’s findings&quot; class=&quot;color-link&quot; data-ga-track=&quot;ExternalLink:https://www.penguinrandomhouse.com/books/308864/the-moral-molecule-by-paul-j-zak/&quot; href=&quot;https://www.penguinrandomhouse.com/books/308864/the-moral-molecule-by-paul-j-zak/&quot; rel=&quot;nofollow noopener noreferrer&quot; target=&quot;_blank&quot; title=&quot;https://www.penguinrandomhouse.com/books/308864/the-moral-molecule-by-paul-j-zak/&quot;&gt;Zak’s findings&lt;/a&gt; reveal that compelling narratives create trust, making individuals more willing to collaborate.&quot;&lt;/p&gt;&lt;p&gt;&quot;a leader might recount how a team faced a challenging project deadline, 
detailing how each member’s contribution led to success. This kind of 
narrative builds trust and reinforces a shared sense of purpose&quot;&lt;/p&gt;&lt;p&gt;&quot;Empathy is the foundation of successful teamwork, and storytelling helps
 teams see the world through someone else’s perspective. Leaders who 
share customer experiences or stories of internal challenges make 
abstract concepts tangible and relatable.&quot;&lt;/p&gt;&lt;p&gt;a &quot;narrative creates an emotional connection between team members and their
 work, helping them understand the bigger picture. As a result, 
storytelling enhances problem-solving by encouraging inclusivity and 
collaboration&quot;&lt;/p&gt;&lt;p&gt;&quot;Data is vital to decision-making, but numbers alone can feel impersonal 
or overwhelming. Storytelling bridges this gap by framing data within a 
relatable narrative, making it more memorable and actionable.&quot;&lt;/p&gt;&lt;p&gt;&quot;Combining data with storytelling drives impactful decisions that resonate with the team.&quot;&lt;/p&gt;&lt;p&gt;&quot;Storytelling is more than an engaging way to share information—it’s a critical leadership tool. It. . . builds trust, strengthens team dynamics, and enhances decision-making by connecting logic with emotion. Leaders who embrace storytelling can create an environment where collaboration thrives, ideas flourish, and goals are enthusiastically met.&quot;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Also see&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://hbr.org/2023/11/storytelling-that-drives-bold-change&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Storytelling That Drives Bold Change: How to craft a narrative that matters&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Frances X. Frei and Anne Morriss in Harvard Business Review.&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/2147103104552340927/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/01/how-storytelling-enhances-team-decision.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/2147103104552340927'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/2147103104552340927'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2025/01/how-storytelling-enhances-team-decision.html' title='How Storytelling Enhances Team Decision-Making And Collaboration'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-663244722045923494</id><published>2024-11-05T13:43:00.000-08:00</published><updated>2024-11-06T11:55:39.702-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ideol"/><title type='text'>More risk-averse and less entrepreneurial people grew up listening to stories wherein competitions and challenges are more likely to be harmful than beneficial</title><content type='html'>&lt;p&gt;See&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://academic.oup.com/qje/article/136/4/1993/6124640?&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Folklore&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Stelios Michalopoulos &amp;amp; Melanie Meng Xue. From &lt;em&gt;The Quarterly Journal of Economics&lt;/em&gt;, Volume 136, Issue 4, November 2021. Excerpts:&lt;/p&gt;&lt;h2 class=&quot;abstract-title js-splitscreen-abstract-title&quot; id=&quot;305049785&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/h2&gt;&lt;blockquote&gt;&lt;h2 class=&quot;abstract-title js-splitscreen-abstract-title&quot; id=&quot;305049785&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&quot;&lt;/span&gt;Abstract&lt;/h2&gt;
&lt;section class=&quot;abstract&quot;&gt;&lt;p class=&quot;chapter-para&quot;&gt;Folklore is the 
collection of traditional beliefs, customs, and stories of a community 
passed through the generations by word of mouth. We introduce to 
economics a unique catalog of oral traditions spanning approximately 
1,000 societies. After validating the catalog’s content by showing that 
the groups’ motifs reflect known geographic and social attributes, we 
present two sets of applications. First, we illustrate how to fill in 
the gaps and expand upon a group’s ethnographic record, focusing on 
political complexity, high gods, and trade. Second, we discuss how 
machine learning and human classification methods can help shed light on
 cultural traits, using gender roles, attitudes toward risk, and trust 
as examples. Societies with tales portraying men as dominant and women 
as submissive tend to relegate their women to subordinate positions in 
their communities, both historically and today. &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;More risk-averse and 
less entrepreneurial people grew up listening to stories wherein 
competitions and challenges are more likely to be harmful than 
beneficial. Communities with low tolerance toward antisocial behavior, 
captured by the prevalence of tricksters being punished, are more 
trusting and prosperous today.&lt;/span&gt;&lt;/b&gt; These patterns hold across groups, 
countries, and second-generation immigrants. Overall, the results 
highlight the significance of folklore in cultural economics, calling 
for additional applications.&quot;&lt;/p&gt;&lt;p class=&quot;chapter-para&quot;&gt;&quot;Two broad observations motivate our study. 
First,&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt; narratives are central building blocks of our societies&lt;/span&gt;&lt;/b&gt;. We think
 in stories and explain the world by telling stories. &lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-bib33&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-bibr&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;bib33&quot;&gt;Harari (2015)&lt;/a&gt;,
 for example, identifies in the myths present in people’s collective 
imagination the roots of their successes and failures. Despite their 
central role in connecting actions to values and needs, economists have 
only recently turned to the study of narratives (e.g., &lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-bib1&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-bibr&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;bib1&quot;&gt;Akerlof and Snower 2016&lt;/a&gt;; &lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-bib54&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-bibr&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;bib54&quot;&gt;Shiller 2017&lt;/a&gt;).&lt;sup&gt;&lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-fn1&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-fn js-xref-fn&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;fn1&quot;&gt;1&lt;/a&gt;&lt;/sup&gt;&lt;/p&gt;&lt;p class=&quot;chapter-para&quot;&gt;Second,
 during the past two decades, a burgeoning body of work exploring the 
cultural, historical, and institutional roots of comparative development
 highlights the significance of ethnic, linguistic, and religious groups
 (&lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-bib41&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-bibr&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;bib41&quot;&gt;Michalopoulos and Papaioannou 2017&lt;/a&gt;; &lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-bib45&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-bibr&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;bib45&quot;&gt;Nunn 2020&lt;/a&gt;). Much of this research, however, relies on valuable but incomplete ethnographic sources including the widely used &lt;em&gt;Ethnographic Atlas&lt;/em&gt;
 (EA). Furthermore, the absence of proxies of historical norms renders 
inquiries into how attitudes change and why they persist intractable.&lt;sup&gt;&lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-fn2&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-fn js-xref-fn&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;fn2&quot;&gt;2&lt;/a&gt;&lt;/sup&gt; Other weaknesses of the EA, the celebrated compilation of &lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-bib44&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-bibr&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;bib44&quot;&gt;George Peter Murdock (1967)&lt;/a&gt;, concern the uneven coverage of groups and attributes and measurement error.&quot;&lt;/p&gt;&lt;p class=&quot;chapter-para&quot;&gt;&quot;In this study, we leverage a group’s oral 
tradition to shed light on its cultural heritage and past social and 
economic structures. According to the &lt;em&gt;Oxford Dictionary&lt;/em&gt;, 
folklore consists of the traditional beliefs, customs, and stories of a 
community, passed through the generations by word of mouth. This corpus 
is the subject of the discipline of folklore. We do three things to 
reveal the potential of integrating traditional narratives in the 
toolset of economists and political scientists interested in the origins
 of comparative development, gender norms, morality, psychology, and 
culture.&lt;/p&gt;&lt;p class=&quot;chapter-para&quot;&gt;First, we introduce to economics a 
catalog of folklore that codes the distribution of thousands of motifs 
across 958 world societies. This database is the lifetime work of 
eminent anthropologist and folklorist Yuri Berezkin. A motif, according 
to the author, is an episode or an image found in the set of narratives 
recorded in an ethnolinguistic community. We validate the catalog’s 
content by establishing that images and episodes in a group’s oral 
tradition reflect salient features of its physical environment. For 
example, groups closer to earthquake-prone regions have a higher 
incidence of earthquake-related motifs, groups on fertile land have more
 crop-related images, and groups living close to rivers (or in colder 
climates) have more episodes reflecting their respective landscapes. 
Then we link the groups in Berezkin’s collection to the EA and show that
 the folklore-based measures of political complexity, family structure, 
and subsistence mode robustly correspond to EA’s analogous traits.&lt;/p&gt;&lt;p class=&quot;chapter-para&quot;&gt;Second,
 we illustrate how to use a group’s oral tradition to fill in gaps in 
the ethnographic record, focusing on the degree of political complexity 
and the presence of high gods. In addition, we show how one can use 
folklore to quantify the extent of the preindustrial market economy, a 
key economic aspect that the EA does not cover.&lt;/p&gt;&lt;p class=&quot;chapter-para&quot;&gt;Third,
 we present a method to uncover a group’s cultural heritage that 
involves reading and classifying motifs by multiple individuals.&lt;sup&gt;&lt;span class=&quot;xrefLink&quot; id=&quot;jumplink-fn3&quot;&gt;&lt;/span&gt;&lt;a class=&quot;link link-ref link-reveal xref-fn js-xref-fn&quot; data-google-interstitial=&quot;false&quot; data-open=&quot;fn3&quot;&gt;3&lt;/a&gt;&lt;/sup&gt;
 We focus on trust, risk-taking, and gender norms to illustrate our 
approach. To capture trust, we look at how tricksters (a common 
archetype in oral traditions) are depicted in the motifs, distinguishing
 between cases where their deceiving behavior is successful or punished.
 Regarding risk-taking, we look at how challenges and competitions are 
portrayed, differentiating between tragedies and victories. To measure 
gender norms, we classify the various stereotypical roles males and 
females play in the motifs.&lt;/p&gt;&lt;p class=&quot;chapter-para&quot;&gt;These 
folklore-based measures of historical attitudes are robust predictors of
 contemporary values and economic choices. &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Folks who grew up listening 
to stories where tricksters often fail to deceive their victims are more
 trusting and prosperous today. Groups with oral traditions rich with 
heroes who successfully tackle challenging situations tend to display 
more appetite for risk and appear more entrepreneurial&lt;/span&gt;&lt;/b&gt;. Societies whose 
folklore portrays women as less dominant, more submissive, and more 
likely to engage in domestic affairs than men tend to relegate their 
women to inferior roles in their communities, both historically and 
today. These patterns hold across countries, second-generation 
immigrants, and ethnic groups, suggesting that folklore may be one of 
the vehicles by which norms are intergenerationally transmitted.&quot;&lt;/p&gt;&lt;/section&gt;&lt;/blockquote&gt;&lt;section class=&quot;abstract&quot;&gt;&lt;p class=&quot;chapter-para&quot;&gt;&lt;/p&gt;&lt;/section&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/663244722045923494/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/11/more-risk-averse-and-less.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/663244722045923494'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/663244722045923494'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/11/more-risk-averse-and-less.html' title='More risk-averse and less entrepreneurial people grew up listening to stories wherein competitions and challenges are more likely to be harmful than beneficial'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-7863692877223386289</id><published>2024-07-23T10:02:00.000-07:00</published><updated>2024-07-23T10:02:31.961-07:00</updated><title type='text'>The symbolic work of prices</title><content type='html'>&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://link.springer.com/article/10.1007/s11138-022-00586-9&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By Akash Miharia, Jan Osborn &amp;amp; Bart J. Wilson&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. In &lt;i&gt;The Review of Austrian Economics&lt;/i&gt;.&lt;/p&gt;&lt;p&gt;Abstract: &lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&quot;We posit that prices are signs, not just signals, that work in the same 
symbolic way as words. Both are complex, generative systems of shared 
meaning that rely on a web of intricate symbolic references. Just like 
the meaning of a word is a product of our social and linguistic action, 
the meaning of a price is a product of our relationship to the physical 
world phenomena of people in markets. The fundamental conception of both
 is to communicate and construct worlds with ourselves and others, 
enabling us to act in the world. Prices, like words, do symbolic work.&quot;&lt;/blockquote&gt; &lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/7863692877223386289/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/07/the-symbolic-work-of-prices.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/7863692877223386289'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/7863692877223386289'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/07/the-symbolic-work-of-prices.html' title='The symbolic work of prices'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-4794021478336215353</id><published>2024-07-19T19:08:00.000-07:00</published><updated>2024-07-19T19:11:35.427-07:00</updated><title type='text'>Personal narratives build trust across ideological divides</title><content type='html'>&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://psycnet.apa.org/record/2025-04925-001&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By David Hagmann, Julia A. Minson &amp;amp; Catherine H. Tinsley&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;.&lt;/p&gt;&lt;div _ngcontent-ng-c262538087=&quot;&quot; class=&quot;row&quot;&gt;
      &lt;div _ngcontent-ng-c262538087=&quot;&quot; class=&quot;col-xs-6 col-sm-2 col-md-2 p-0&quot;&gt;
        &lt;h3 _ngcontent-ng-c262538087=&quot;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/h3&gt;&lt;/div&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;div _ngcontent-ng-c262538087=&quot;&quot; class=&quot;row&quot;&gt;&lt;div _ngcontent-ng-c262538087=&quot;&quot; class=&quot;col-xs-6 col-sm-2 col-md-2 p-0&quot;&gt;&lt;h3 _ngcontent-ng-c262538087=&quot;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&quot;&lt;/span&gt;Abstract&lt;/h3&gt;
        
      &lt;/div&gt;
      
    &lt;/div&gt;
    
    Lack of trust is a key barrier to 
collaboration in organizations and is exacerbated in contexts when 
employees subscribe to different ideological beliefs. Across five 
preregistered experiments, we find that &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;people judge ideological 
opponents as more trustworthy when opposing opinions are expressed 
through a self-revealing personal narrative than through either data or 
stories about third parties&lt;/span&gt;&lt;/b&gt;—even when the content of the messages is 
carefully controlled to be consistent. Trust does not suffer when 
explanations grounded in self-revealing personal narratives are 
augmented with data, suggesting that our results are not driven by 
quantitative aversion. Perceptions of trustworthiness are mediated by 
the speaker’s apparent vulnerability and are greater when the 
self-revelation is of a more sensitive nature. Consequently, &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;people are 
more willing to collaborate with ideological opponents who support their
 views by embedding data in a self-revealing personal narrative, rather 
than relying on data-only explanations.&lt;/span&gt;&lt;/b&gt; We discuss the implications of 
these results for future research on trust as well as for organizational
 practice.&quot;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Maybe personal narratives are emotional and emotions are costly to fake. So the message is more believable. This reminds me of one of my papers, &lt;b&gt;&lt;a href=&quot;http://cyrilmorong.com/MorongSymbols2.pdf&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;The Intersection of Economic Signals and Mythic Symbols&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;
&quot;Abstract&amp;nbsp;&lt;/p&gt;&lt;p&gt;Mythic symbols and economic signals represent more than what they are. Symbols represent universal ideas and
themes and evoke feelings and emotions while economic signals are simple, efficient signs that stand for a more
complex set of costly to learn characteristics and information. Symbols deal with the irrational and economic signals
deal with the rational. Many of the signals cited in the economic literature work well because they have a symbolic
element that speaks to people&#39;s emotions. By evoking emotions, a signal makes the receiver feel more confident
about the truthfulness of the information it represents. The intersection of symbols and signals illustrates the
relationship between the rational world of facts and irrational world of emotions and values, a relationship which
needs to be explored as part of the development of the ideal type of homosocioeconomicus, the selfish yet value and
community driven person.&quot;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/4794021478336215353/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/07/personal-narratives-build-trust-across.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4794021478336215353'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4794021478336215353'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/07/personal-narratives-build-trust-across.html' title='Personal narratives build trust across ideological divides'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-3213193602061592919</id><published>2024-04-16T11:50:00.000-07:00</published><updated>2024-04-16T11:50:18.877-07:00</updated><title type='text'>Harvard Business School Prof Says Rituals Are Important</title><content type='html'>&lt;p&gt;See&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://www.wsj.com/arts-culture/books/the-ritual-effect-review-well-worth-doing-again-c11147c3&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;‘The Ritual Effect’ Review: Well Worth Doing Again: Some rituals are inherited, others improvised. It’s possible to infuse even quotidian acts with a sense of consequence&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Meghan Cox Gurdon.&lt;/p&gt;&lt;p&gt;She is a WSJ contributor and author of &lt;i&gt;The Enchanted Hour: The Miraculous Power of Reading Aloud in the Age of Distraction&lt;/i&gt;.&lt;/p&gt;&lt;p&gt;She reviews the book&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://www.amazon.com/Ritual-Effect-Harness-Surprising-Everyday/dp/1982153024&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;The Ritual Effect: From Habit to Ritual, Harness the Surprising Power of Everyday Actions&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Harvard Business School professor Michael Norton. Excerpts:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;In “The Ritual Effect,” Michael Norton lauds the capacity of ritual to 
infuse quotidian acts with a sense of consequence. Ritual, he writes, 
can transform “activities as ordinary as morning hygiene, household 
chores, or daily exercise from automated to animated 
experiences—conjuring up delight or wonder or peace.”&lt;/p&gt;&lt;p&gt;Mr. Norton is a professor at Harvard Business School and a student of 
behavioral economics, and what he calls a ritual could as easily be 
described as a custom, a practice, a routine or a bit of magical 
thinking. What a ritual is not, he emphasizes, is a habit. In his view, a
 habit pertains to the “what” we do, whereas a ritual speaks to the 
“how.” It is a distinction without much difference. Say a husband makes a
 frothy latte for his wife each morning: Some days he might do it by 
rote (making it a habit) while on others he might take extra care to 
perform the act with love (making it a ritual).&quot;&lt;/p&gt;&lt;p&gt;&quot;Human beings seem given to ritualized behavior. Some rituals come to us 
as legacies, as with the white dress of a bride; some arise from 
practical impulse, as with spring cleaning to rid a house of winter 
grit; some are improvisational, as with a family movie night that starts
 as an occasional treat and becomes a weekly fixture on the calendar.&quot;&lt;/p&gt;&lt;p&gt;&quot;actionable protocols, which is to say, recommendations for ways we readers may add the emollient of ritual to our own lives.&quot;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&quot;“No single ritual can elevate us into relationship nirvana,” Mr. Norton 
warns but adds that, in surveys, couples who enjoy rituals report being 
5%-10% “more satisfied with their relationships.”&quot;&lt;/p&gt;&lt;p&gt;&quot;We read of “hedonic adaptation,” which is what happens when a person’s 
happiness stabilizes after an ecstatic experience; of the “&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;collective 
effervescence&lt;/span&gt;&lt;/b&gt;” felt by people performing synchronized actions; of the 
Proust-like “positive mental time travel” that one performs when 
savoring an enjoyable experience while recalling other such instances.&quot;&lt;/p&gt;&lt;p&gt;&quot;“The Ritual Effect” is also full of stories from the lab, where Mr. 
Norton and his colleagues test their ideas on invited audiences. It 
turns out that ritualized behavior has a dark side. Flouted, it may 
foment bitterness. As with social norms—those generally agreed-upon 
practices and attitudes that allow disparate persons to rub along in 
society without continual conflict—shared rituals require practitioners 
roughly to agree about what is happening and what is expected of them. 
Let one in the group refuse to go along, and we get what’s called “the 
black sheep effect,” which is the instinct to punish an uncooperative 
insider more harshly than one would an outsider. In the clinical 
setting, Mr. Norton says that there’s always one smarty-pants who 
refuses to join a communal activity. “The people in the audience reserve
 a special kind of derision for these opt-outers,” he writes. “Because, 
with ritual, there are no bystanders. You’re either doing it right and 
you’re one of us—or you’re wrong.”&quot;&lt;/p&gt;&lt;p&gt;&quot;When an old ritual no longer fits, whether at home or at work, Mr. 
Norton suggests we are wise to find new ones: “In our (re) marriages, in
 our (blended) families, in our mergers and acquisitions, in nations 
yearning to find peace, rituals of reconciliation help to turn the page 
and start a new chapter.”&quot;&amp;nbsp;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;Here is an excerpt from&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Collective_effervescence&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Wikipedia&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; about&amp;nbsp; &quot;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;collective effervescence&lt;/span&gt;&lt;/b&gt;.&quot;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;&lt;b&gt;Collective effervescence&lt;/b&gt; (&lt;b&gt;CE&lt;/b&gt;) is a sociological concept coined by &lt;a href=&quot;https://en.wikipedia.org/wiki/%C3%89mile_Durkheim&quot; title=&quot;Émile Durkheim&quot;&gt;Émile Durkheim&lt;/a&gt;.
 According to Durkheim, a community or society may at times come 
together and simultaneously communicate the same thought and participate
 in the same action. Such an event then causes collective effervescence 
which excites individuals and serves to unify the group.&lt;/p&gt;&lt;p&gt;Collective effervescence is the basis for &lt;a href=&quot;https://en.wikipedia.org/wiki/%C3%89mile_Durkheim&quot; title=&quot;Émile Durkheim&quot;&gt;Émile Durkheim&lt;/a&gt;&#39;s &lt;a class=&quot;mw-redirect&quot; href=&quot;https://en.wikipedia.org/wiki/Theories_of_religions&quot; title=&quot;Theories of religions&quot;&gt;theory of religion&lt;/a&gt; as laid out in his 1912 volume &lt;i&gt;&lt;a class=&quot;mw-redirect&quot; href=&quot;https://en.wikipedia.org/wiki/The_Elementary_Forms_of_Religious_Life&quot; title=&quot;The Elementary Forms of Religious Life&quot;&gt;Elementary Forms of Religious Life&lt;/a&gt;&lt;/i&gt;. Durkheim argues that the universal religious &lt;a class=&quot;mw-redirect&quot; href=&quot;https://en.wikipedia.org/wiki/Dichotomy_of_profane_and_sacred&quot; title=&quot;Dichotomy of profane and sacred&quot;&gt;dichotomy of profane and sacred&lt;/a&gt;
 results from the lives of these tribe members: most of their life is 
spent performing menial tasks such as hunting and gathering. These tasks
 are profane. The rare occasions on which the entire tribe gathers 
together become sacred, and the high energy level associated with these 
events gets directed onto physical objects or people which also become 
sacred.&quot;&lt;/p&gt;&lt;/blockquote&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/3213193602061592919/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/04/harvard-business-school-prof-says.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/3213193602061592919'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/3213193602061592919'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/04/harvard-business-school-prof-says.html' title='Harvard Business School Prof Says Rituals Are Important'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-7502315348684659768</id><published>2024-04-11T11:35:00.000-07:00</published><updated>2024-04-11T11:35:24.341-07:00</updated><title type='text'>New book: The Divine Economy: How Religions Compete for Wealth, Power, and People</title><content type='html'>&lt;p&gt;It is by Paul Seabright. &lt;b&gt;&lt;a href=&quot;https://www.amazon.com/Origins-Enchantment-How-Religions-Compete/dp/069113300X/ref=sr_1_2?crid=HCD4HASGRMMH&amp;amp;dib=eyJ2IjoiMSJ9.IT_-QuUcSrcSsEuphd4yLY0RB7W8i8aKudWxsJbRL2WQmVRlooLnnPgQvmC8IslAhWpX_arN5j9K5e-Rck1q0nsJbj-6WKVFY_6GGYi2_iI7VFWZwyBLrNaPmGEpbBJWzgxcmkBep8mTRuGlX2IjWMXBIlWlk56CDIS09mssOiyuip3WypuPx1isgNAxLFou7yLfHQpELS3zg5Jn_Lga23WtROzjcK8zD-yGed5w-Sc.pX6S4zFQE15tFLMkftBXgA9kH0N4PhHfEKt-0EzQeGE&amp;amp;dib_tag=se&amp;amp;keywords=the+divine+economy+paul+seabright&amp;amp;qid=1712607509&amp;amp;sprefix=paul+seabright%2Caps%2C71&amp;amp;sr=8-2&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Click here to go to the Amazon link&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;.&lt;/p&gt;&lt;div aria-expanded=&quot;true&quot; class=&quot;a-expander-content a-expander-partial-collapse-content a-expander-content-expanded&quot; style=&quot;padding-bottom: 20px;&quot;&gt; &lt;p&gt;&lt;span class=&quot;a-text-bold&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;span class=&quot;a-text-bold&quot;&gt;&quot;A novel economic interpretation of how religions have become so powerful in the modern world&lt;/span&gt;&lt;span&gt;&lt;br /&gt;&lt;br /&gt;Religion
 in the twenty-first century is alive and well across the world, despite
 its apparent decline in North America and parts of Europe. Vigorous 
competition between and within religious movements has led to their 
accumulating great power and wealth. Religions in many traditions have 
honed their competitive strategies over thousands of years. Today, they 
are big business; like businesses, they must recruit, raise funds, 
disburse budgets, manage facilities, organize transportation, motivate 
employees, and get their message out. In &lt;/span&gt;&lt;span class=&quot;a-text-italic&quot;&gt;The Divine Economy&lt;/span&gt;&lt;span&gt;,
 economist Paul Seabright argues that religious movements are a special 
kind of business: they are platforms, bringing together communities of 
members who seek many different things from one another—spiritual 
fulfilment, friendship and marriage networks, even business 
opportunities. Their function as platforms, he contends, is what has 
allowed religions to consolidate and wield power.&lt;br /&gt;&lt;br /&gt;This power can 
be used for good, especially when religious movements provide their 
members with insurance against the shocks of modern life, and a sense of
 worth in their communities. It can also be used for harm: political 
leaders often instrumentalize religious movements for authoritarian 
ends, and religious leaders can exploit the trust of members to inflict 
sexual, emotional, financial or physical abuse, or to provoke violence 
against outsiders. Writing in a nonpartisan spirit, Seabright uses 
insights from economics to show how religion and secular society can 
work together in a world where some people feel no need for religion, 
but many continue to respond with enthusiasm to its call.&quot;&lt;/span&gt;&lt;/blockquote&gt;&lt;span&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/7502315348684659768/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/04/new-book-divine-economy-how-religions.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/7502315348684659768'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/7502315348684659768'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/04/new-book-divine-economy-how-religions.html' title='New book: &lt;i&gt;The Divine Economy: How Religions Compete for Wealth, Power, and People&lt;/i&gt;'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-4556896563073773208</id><published>2024-03-04T08:15:00.000-08:00</published><updated>2024-03-04T08:27:42.314-08:00</updated><title type='text'>The hidden forces of memory lead to the formation of identity and the creation of our own life narrative</title><content type='html'>&lt;p&gt;See&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://www.wsj.com/arts-culture/books/why-we-remember-review-finding-time-again-and-again-c2736426&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;‘Why We Remember’ Review: Finding Time Again and Again&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Brandy Schillace. She reviews the book &lt;i&gt;Why We Remember: Unlocking Memory&#39;s Power to Hold on to What Matters&lt;/i&gt; by Charan Ranganath.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span class=&quot;css-i6hrxa-Italic e1ofiv6m0&quot; data-type=&quot;emphasis&quot;&gt;Ms. 
Schillace, the editor in chief of the journal Medical Humanities, is the
 host of the online “Peculiar Book Club” and the author of “Mr. Humble 
and Dr. Butcher.”&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span class=&quot;css-i6hrxa-Italic e1ofiv6m0&quot; data-type=&quot;emphasis&quot;&gt;Excerpt: &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;Memories
 are “born in the moment of reconstruction,” often with plenty of 
veracity—but never as photographic copies. They can be influenced by 
emotion—the stronger the emotion, the more readily our brains will hold 
on to that memory—and are often the root of hidden biases. A decision we
 make today may have been influenced by a strong emotional memory; as a 
result, emotional memories become hidden forces that deeply and often 
invisibly impact how we view the world, even what jobs, paths or 
partners we choose. Psychological intervention often requires us to 
revise our memories and put them into a new, less emotional context&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt; [this reminds me of Jung saying we need to ask, “What myth am I living by?”]&lt;/span&gt;&lt;/b&gt;. The
 war veteran must learn to hear loud noises without the fear-laden 
memory response to bombs falling; the child once attacked by a dog must 
learn to encounter four-legged animals without trepidation. &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Yet the 
hidden forces of memory, good and bad, also lead to something more 
germane: the formation of identity and the creation of our own “life 
narrative.”&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;This
 sense of self sits upon shifting sand, but we should want it no other 
way. The most significant lesson of “Why We Remember” is that we need 
not be prisoners to our incompletely remembered past. The very 
malleability of memory means we can take an active role in what and how 
we recall, and use it to shape our future.&quot;&amp;nbsp;&lt;/p&gt;&lt;/blockquote&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;Also see&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://corecounselling.ca/what-myth-are-you-living-by/&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;What Myth are You Living By?&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Diane Hancox.&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;And&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://www.esalen.org/workshops/revisioning-your-heros-journey-a-mythological-toolbox&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Revisioning Your Hero&#39;s Journey®: A Mythological Toolbox&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Robert Walter.&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/4556896563073773208/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/03/the-hidden-forces-of-memory-lead-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4556896563073773208'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4556896563073773208'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/03/the-hidden-forces-of-memory-lead-to.html' title='The hidden forces of memory lead to the formation of identity and the creation of our own life narrative'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-5668125285237822653</id><published>2024-02-03T10:40:00.000-08:00</published><updated>2024-02-03T10:40:47.275-08:00</updated><title type='text'>Parents pay big $s for consultants to improve their kid&#39;s stories for college admissions</title><content type='html'>&lt;p&gt;See&amp;nbsp;&lt;b&gt;&lt;a href=&quot;https://nymag.com/intelligencer/article/college-admissions-educational-consultants-command-education.html?&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Inventing the Perfect College Applicant: For $120,000 a year, Christopher Rim promises to turn any student into Ivy bait&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Caitlin Moscatello. This is a fascinating article, even beyond the issue I focus on. Excerpts:&lt;/p&gt;&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: #26282a; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, sans-serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; outline: none !important; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: #26282a; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, sans-serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; outline: none !important; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&quot;For the past nine years, Rim, 28, has been working as an “independent education consultant,” helping the one percent navigate the increasingly competitive college-admissions process — the current round of which ends in February. He started by editing college essays from his Yale dorm room for $50 an hour but&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: red; outline: none !important;&quot;&gt;&lt;b style=&quot;outline: none !important;&quot;&gt;now charges the parents of his company’s 190 clients — mostly private-school kids, many of them in New York — $120,000 a year to help them create a narrative he believes will appeal to college-admissions officers.&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;That company, Command Education, currently has 41 full-time staffers, most of whom are recent graduates of top-tier colleges and universities. The pitch is crafted to appeal to the wealthy clients Rim courts: a “personalized, white glove” service, through which Command employees do everything from curating students’ extracurriculars to helping them land summer internships, craft essays, and manage their course loads with the single goal of getting them in.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: #26282a; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; outline: none !important; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&lt;br clear=&quot;none&quot; style=&quot;outline: none !important;&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: #26282a; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, sans-serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; outline: none !important; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&quot;The theme of the passion project becomes what Cramer calls the “hook” that hangs their essays and lists of extracurriculars together. “You don’t have to play the violin, be the first chair in your state, and rescue the whales. You can just pick one and be so good at it that you want to dare the admissions officers not to accept you and that they will regret it,” says Rim.&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: red; outline: none !important;&quot;&gt;&lt;b style=&quot;outline: none !important;&quot;&gt;No matter what, “we will find the story&lt;/b&gt;&lt;/span&gt;.”&quot;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: #26282a; font-family: &amp;quot;Helvetica Neue&amp;quot;, Helvetica, Arial, sans-serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; outline: none !important; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: times;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/5668125285237822653/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/02/parents-pay-big-s-for-consultants-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/5668125285237822653'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/5668125285237822653'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2024/02/parents-pay-big-s-for-consultants-to.html' title='Parents pay big $s for consultants to improve their kid&#39;s stories for college admissions'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-6898165668104423631</id><published>2023-12-14T19:16:00.000-08:00</published><updated>2023-12-14T19:16:48.490-08:00</updated><title type='text'>Milei has to keep control of the narrative</title><content type='html'>&lt;p&gt;See &lt;b&gt;&lt;a href=&quot;https://www.wsj.com/world/americas/argentinas-new-president-has-to-defuse-an-economic-time-bomb-c0b5d8a5&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;Argentina’s New President Has to Defuse an Economic Time Bomb&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; by Moises Naim. &lt;/p&gt;&lt;p&gt;Moises Naim, who served as Venezuela’s minister of trade and industry in the early 1990s, is a distinguished fellow at the Carnegie Endowment for International Peace in Washington, D.C. His latest book is “The Revenge of Power: How Autocrats Are Reinventing Politics for the 21st Century.”&lt;/p&gt;&lt;p&gt;Excerpt: &lt;/p&gt;&lt;blockquote&gt;&quot;The key is to &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;keep control of the narrative by telling a clear and compelling story&lt;/span&gt;&lt;/b&gt; about why reforms are needed despite their obvious short-term costs. Here Milei’s obvious gifts as a communicator could be crucial. Too often in the past, reform has been sold in the kind of &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;dry, technical language&lt;/span&gt;&lt;/b&gt; that may convince economists but &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;leaves voters befuddled&lt;/span&gt;&lt;/b&gt;. This is not a mistake the new president is likely to make. Telling and retelling the story of reform in language regular people can easily understand is what Milei lives for.&quot;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/6898165668104423631/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/12/milei-has-to-keep-control-of-narrative.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/6898165668104423631'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/6898165668104423631'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/12/milei-has-to-keep-control-of-narrative.html' title='Milei has to keep control of the narrative'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-559202339898944725</id><published>2023-10-11T12:21:00.000-07:00</published><updated>2023-10-11T12:21:01.135-07:00</updated><title type='text'>How Homer Foretold the Perils of Big Government</title><content type='html'>&lt;p&gt;&lt;b&gt;&lt;a href=&quot;https://oll.libertyfund.org/reading-room/2023-10-08-ginn-homer-big-government&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;By: Vance Ginn&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;. He is president of Ginn Economic Consulting and chief economist or senior 
fellow at multiple think tanks across the country. He served as the 
associate director for economic policy of the White House’s Office of 
Management and Budget, 2019-20.&lt;/p&gt;&lt;p&gt;After his post I have something on chess, Adam Smith and the movie &quot;Jason and the Argonauts.&quot;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;In the tapestry of human history, one recurring thread stands out – the need for limited power in leadership.&lt;/p&gt;&lt;div class=&quot;trix-text&quot;&gt;As far back as the 7th century B.C., Homer 
explored this theme with remarkable insight in his timeless epic, &quot;The 
Iliad.&quot; In modern-day America, where today’s leaders often assume too 
much power, Homer&#39;s lessons about the imperfections of inflated 
authority offer valuable insights. Recognizing the perils of excessive 
control, he creatively described what could be key to combating pressing
 issues today.&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;In
 &quot;The Iliad,&quot; the gods of ancient Greece held dominion over justice and 
politics, not wholly unlike today&#39;s political leaders. Yet, Homer 
masterfully portrayed the limitations and imperfections of these gods, 
revealing that even the mightiest beings are not immune to human-like 
foibles.&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;These
 divine beings often acted out of self-interest. They were susceptible 
to basing actions on desires or petty grievances, making them appear 
more human than celestial. For instance, Zeus, the king of the gods, is 
reluctant to help the Trojans because of his disapproving wife, Hera, 
who strongly favors the Greeks. Zeus acts to maintain harmony, which is 
seen in Book IV of &quot;The Iliad,&quot; when he contemplates helping the Trojans
 in battle but ultimately refrains from directly interfering. His 
hesitation reflects his complex role as the ruler of the gods, the 
upholder of fate, and his desire to manage the divine politics within 
Mount Olympus.&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;When
 not hoping to maintain marital harmony as Zeus did, the other gods 
often behaved out of concern for personal honor, which was highly valued
 in ancient Greece. The discord between Agamemnon and Achilles 
exemplifies this theme.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;As
 the leader of the Achaean forces, Agamemnon believed he deserved the 
highest prize, Briseis, and was willing to oppress Achilles, a crucial 
warrior in the Trojan battle, to claim her. Achilles, in turn, 
prioritized his claim to Briseis over aiding the war efforts. Both 
placed their honor and pursuit of what they believed was rightfully owed
 to them above the collective well-being, jeopardizing the battle’s 
victory.&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;In
 one instance, Apollo admitted that his intervention wasn&#39;t driven by 
compassion for the Trojans but by a desire to protect his favored hero, 
Hector. This acknowledgment underscores the willingness of the gods to 
manipulate events for personal gain as opposed to the greater good.&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;The
 parallel between the gods of &quot;The Iliad&quot; and contemporary leadership is
 their susceptibility to act in self-interest. While the gods may seem 
all-powerful, their actions often reveal a profound concern for their 
agendas and favored heroes.&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;Although
 not as strong a principle today, personal honor preservation reveals 
itself in modern leaders through rent-seeking behavior. We see elected 
officials sometimes prioritize their agendas, party interests, or 
re-election prospects over the welfare of their nations and citizens. 
Just as Zeus was more concerned with appeasing influential people, 
politicians may succumb to surrounding pressure, foregoing long-term 
goals of improving the country. &amp;nbsp;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;Today&#39;s
 America faces numerous challenges, from mounting national debts to 
housing affordability, inflation, and stagnant wages. These issues often
 stem from government overreach and misguided policies, reminiscent of 
the interference of the gods in &quot;The Iliad.&quot; It is crucial to recognize 
that unchecked government power can lead to a loss of personal liberties
 and economic prosperity.&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;In
 contemplating the lessons from Homer&#39;s &quot;The Iliad,&quot; we discover that 
unchecked power carries inherent risks, whether in the hands of gods or 
modern leaders. Pursuing self-interest, personal glory, and re-election 
can overshadow the well-being of nations, leaving citizens to bear the 
consequences of misguided decisions. We must limit government power, 
embrace free markets, and prioritize the greater good derived from 
individual gain to mitigate these risks.&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;As
 the characters in Homer&#39;s epic grappled with the consequences of 
self-interested gods, we, too, must seek to promote paths that seek to 
empower the people and limit the government as our forefathers 
intended.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;trix-text&quot;&gt;By
 doing so, we can create a world where the lessons of &quot;The Iliad&quot; guide 
us toward better governance and a brighter future. In heeding these 
ancient warnings, we can navigate the complexities of contemporary 
leadership and secure a more prosperous future for all.&quot;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class=&quot;trix-text&quot;&gt;&lt;/div&gt;&lt;p&gt;This reminded me of the&amp;nbsp;movie &quot;Jason and the Argonauts.&quot; Honor Blackman (Hera) and Niall MacGinnis (Zeus) are playing a board game with pieces that represent people, gods or creatures in the story. If they move a piece on the board, the real version of that piece appears on earth and takes action and becomes part of the story.&lt;/p&gt;&lt;p&gt;This picture is from IMDB&lt;/p&gt;&lt;p&gt;&lt;img alt=&quot;&quot; height=&quot;337&quot; 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&quot; width=&quot;546&quot; /&gt; &lt;br /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Here is a passage from &lt;a href=&quot;http://www.econlib.org/library/Smith/smMS6.html&quot;&gt; &lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;The Theory of Moral Sentiments&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;
 by Smith at the Library of Economics and Liberty. Smith emphasizes the 
arrogance and conceit of those who think they can arrange society any 
way they want. In a separate passage, Smith writes about how this can be
 dangerous (that follows this longer excerpt). First, Smith discusses 
the man of humanity and benevolence, then the man of system for 
contrast.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&quot;&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;The man of system, on the contrary, is apt to be very wise in
 his own conceit; and is often so enamoured with the supposed
 beauty of his own ideal plan of government, that he cannot suffer
 the smallest deviation from any part of it. &lt;/b&gt;&lt;/span&gt;He goes on to
 establish it completely and in all its parts, without any regard
 either to the great interests, or to the strong prejudices which
 may oppose it.&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt; He seems to imagine that he can arrange the
 different members of a great society with as much ease as the
 hand arranges the different &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;&lt;b&gt;&lt;u&gt;pieces upon a chess-board&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;.&lt;/b&gt;&lt;/span&gt; He does
 not consider that the pieces upon the chess-board have no other
 principle of motion besides that which the hand impresses upon
 them; but that, in the great chess-board of human society, &lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;every
 single piece has a principle of motion of its own, altogether
 different from that which the legislature might chuse to impress
 upon it.&lt;/b&gt;&lt;/span&gt; If those two principles coincide and act in the same
 direction, the game of human society will go on easily and
 harmoniously, and is very likely to be happy and successful. If
 they are opposite or different, the game will go on miserably,
 and the society must be at all times in the highest degree of
 disorder.&quot;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/559202339898944725/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/10/how-homer-foretold-perils-of-big.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/559202339898944725'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/559202339898944725'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/10/how-homer-foretold-perils-of-big.html' title='How Homer Foretold the Perils of Big Government'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-4307732215942161407</id><published>2023-10-09T09:09:00.002-07:00</published><updated>2023-10-09T09:09:10.801-07:00</updated><title type='text'>London School of Economics Professor Mary Morgan says storytelling continues to play a key role in economic analysis today </title><content type='html'>&lt;p&gt;See &lt;b&gt;&lt;a href=&quot;https://www.economicsobservatory.com/what-is-the-role-of-storytelling-in-economics&quot;&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;What is the role of storytelling in economics?&lt;/span&gt;&lt;/a&gt;&lt;/b&gt; Excerpt:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;Vignettes
 scattered through Adam Smith’s writing illuminate his arguments. Such 
thought experiments continue to play a key role in economic analysis 
today.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Economists are great storytellers. Their tales might be anecdotes of 
economic events that they have observed and which seem significant. More
 often, they are small, thoughtfully imagined stories about how the 
economic world works. Economists use these narratives to reason about 
why things happen in the way that they do – and perhaps what might 
happen next.&lt;/p&gt;



&lt;p&gt;Where did this style of doing economic science come from? Well, maybe
 from Adam Smith, who is often seen as the father of the discipline.&quot;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;She gives some examples from &lt;em&gt;The Wealth of Nations&lt;/em&gt;, including his use of the the pin factory to demonstrate the value of the division of labor.&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/4307732215942161407/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/10/london-school-of-economics-professor.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4307732215942161407'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4307732215942161407'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/10/london-school-of-economics-professor.html' title='London School of Economics Professor Mary Morgan says storytelling continues to play a key role in economic analysis today '/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-8673063576331036479</id><published>2023-09-18T13:00:00.000-07:00</published><updated>2023-09-18T13:00:26.624-07:00</updated><title type='text'>Is good business as much about storytelling as the stock market?</title><content type='html'>&lt;p&gt;See&amp;nbsp;&lt;a href=&quot;https://www.wsj.com/arts-culture/books/the-rise-of-the-m-b-a-novelist-829df629&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #2b00fe;&quot;&gt;The Rise of the M.B.A. Novelist: A novelist who worked at Google and Goldman Sachs says the next generation of writers may be toiling away in tech and finance companies&lt;/span&gt;&lt;/b&gt;&lt;/a&gt; by Cecilia Rabess. She is the author of the new novel “Everything’s Fine.” She previously worked as a data scientist at Google and as an associate at Goldman Sachs. Excerpts:&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;Could 
business really be the new breeding ground for literary talent? Although
 this point is so obvious it may not seem worth mentioning, I’ll say it 
anyway: publishing is a business, a multibillion-dollar industry where 
art and commerce collide. It’s also an industry in which 
corporatization, conglomeration, the digital revolution, 
disintermediation, thinning margins, relational gatekeeping, the myth of
 meritocracy, private equitization, the price of paper, social media, 
social stratification, educational elitism and shorter attention spans 
have led to what writer Will Blythe has called “the death of literary 
fiction.”&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;No
 wonder stories of economic precarity and income inequality are so 
popular right now. Tales of late capitalist woe are trending, and 
stories of rich people behaving badly have never gone out of style. This
 year’s Pulitzer Prize in Fiction, for example, was awarded to Barbara 
Kingsolver’s “Demon Copperhead,” a story of institutional poverty in the
 American South, and Hernan Diaz’s “Trust,” about Wall Street during the
 Great Depression.&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;M.B.A.s 
have a front-row seat to the boardroom drama. Good business is as much 
about storytelling as the stock market, and while you generally won’t 
find a classroom of M.B.A. students dissecting the finer points of a 
short story, the business “case”—a popular pedagogical tool that enlists
 empathy to practice problem solving—is not too far off. These are 
stories about beset employees or executives and they usually go 
something like this: A man named John is staring out of an office park 
window contemplating widgets. Inevitably he finds himself in a 
best-of-bad-options type of situation. There’s a ticking clock. A red 
herring. Discussion questions at the end. Alice Munro the business case 
is not, but it is ethos, pathos and logos, all the essential elements of
 story, if not style.&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;There’s
 another kind of story that business school privileges: stories of 
failure. M.F.A.s certainly tolerate failure, but M.B.A.s celebrate it. 
M.F.A.s are inevitably comfortable with rejection, but M.B.A.s 
romanticize and even fetishize failure. Fail fast, fail often. Fail 
better. Fail forward. In business there is almost as much advice for how
 to fail as how to succeed. Which is, of course, helpful and necessary 
in an increasingly competitive publishing landscape.&quot;&lt;/p&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;An M.F.A. may teach students how to lay their souls bare on the page, 
but an M.B.A. teaches students how to market, sell and serve their souls
 up on a platter for public consumption.&quot;&lt;/p&gt;&lt;/blockquote&gt;&lt;p class=&quot;css-k3zb6l-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt; &lt;/p&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/8673063576331036479/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/09/is-good-business-as-much-about.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/8673063576331036479'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/8673063576331036479'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/09/is-good-business-as-much-about.html' title='Is good business as much about storytelling as the stock market?'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-4505230462253242464</id><published>2023-06-01T08:02:00.001-07:00</published><updated>2023-06-01T08:02:13.462-07:00</updated><title type='text'>Sell Me a Story</title><content type='html'>&lt;p&gt;&lt;i&gt;In marketing, it’s no longer about demographic segments, but about ‘tribes.’ What’s wrong with brands preaching a ‘gospel’ about values? &lt;/i&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://www.wsj.com/articles/for-the-culture-review-sell-me-a-story-f9208317&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;Steven Poole reviews the book &lt;i&gt;For the Culture: The Power Behind What We Buy, What We Do, and Who We Want to Be&lt;/i&gt; by Marcus Collins&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;. Excerpts:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;people drink a particular beer not only for its unique balance of hops 
and barley, but for what they believe the brand says about them.&lt;/p&gt;&lt;p&gt;&quot;But what is culture, exactly? Mr. Collins calls it the operating system 
by which we live, and includes identity, shared language, social norms 
and cultural production—art, movies, fashion and branded products.&quot;&lt;/p&gt;&lt;p&gt;&quot;we belong to “tribes” of shared beliefs and passions (skateboarders, 
say, or heavy-metal fans); many members of these tribes will gather in 
larger “congregations” (alternative-sports fans, festivalgoers). To 
these congregations, brands should preach a “gospel” about their own 
values. (It is ironic that many brands champion the value of 
nonconformity to persuade customers to adopt their uniform.) With this 
rhetorical scheme, the author continues the tradition of commerce 
borrowing the language of religious virtue.&quot;&lt;/p&gt;&lt;p&gt;&quot;Some of Mr. Collins’s case studies illustrate win-win situations in 
which a surge in profits follows a socially positive campaign, as when 
Nike made the NFL quarterback Colin Kaepernick the star of a 2018 
campaign with the tagline “Believe in something. Even if it means 
sacrificing everything.” Most endearing is the author’s account of some 
of his own marketing failures. Hired a few years ago to rejuvenate the 
soft drink Sprite—old tagline: “Obey your thirst”—his team made an ad 
with an updated slogan, “Only for the thirsty.” They had somehow 
overlooked that “thirsty” is now internet slang for being lustful or 
sex-starved. Twitter had a field day, and the ad was pulled within 24 
hours. This, the author comments wryly, is a good example of failing to 
understand how cultural meanings have shifted.&quot;&lt;/p&gt;&lt;p&gt;&quot;Those who associate with a brand’s values are more likely to buy from 
it, so brands should seek to “activate their tribes”—as if we don’t 
already have enough warring factions on social media and elsewhere.&quot;&lt;/p&gt;&lt;p&gt;&quot;those who push culture forward and create new narratives for the rest of
 us—including the author’s beloved Jay-Z, the writers of Netflix’s 
“Stranger Things” and so forth—are more than herd animals. They are 
making something new via the mysterious process of creation. Perhaps the
 product is, after all, sometimes more important than the messaging.&quot;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt; &lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/4505230462253242464/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/06/sell-me-story.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4505230462253242464'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4505230462253242464'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/06/sell-me-story.html' title='Sell Me a Story'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-6204414875950456632</id><published>2023-04-20T19:03:00.002-07:00</published><updated>2023-04-20T19:03:23.984-07:00</updated><title type='text'>10 ways to improve your ads (with storytelling being a big part of it)</title><content type='html'>&lt;p&gt;&lt;a href=&quot;https://blog.getimmersion.com/blog/10-ways-to-improve-your-ads?&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;By Paul Zak&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;. Excerpts:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p&gt;&quot;The most important thing you can do to sustain neurologic immersion is to go back to English 101 and always,&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;em&gt;always&lt;/em&gt;, build a narrative arc for your commercial.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;A montage of unconnected&amp;nbsp; scenes may seem like a good way to evoke 
emotional attachment, but our data show that with the montage approach, 
within 10 to 15 seconds, the brain &quot;gets it&quot; and there is little reason 
to spend the metabolic energy to continue to be immersed. Low immersion 
shows that the information is unimportant and will not be remembered.&lt;/p&gt;
&lt;p&gt;On the flip side, more immersion means more sales - because the brain
 values and remembers the content. Your commercial has to grab and grow 
immersion to be successful. A dramatic arc that introduces characters 
who face a dilemma that they then resolve keeps the brain immersed and 
wanting more.&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;strong&gt;The data shows that a complete story arc can be done in as little as 6 seconds,&lt;/strong&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;so you don&#39;t need Tolstoy to write your script - and we all know you usually have 15 to 30 seconds to get your message across.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Regardless of the time you have, you&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;strong&gt;&lt;em&gt;do&lt;/em&gt;&lt;/strong&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;need
 to have product-story congruence.&amp;nbsp; That is, the commercial must weave 
the product into the dramatic arc in a natural way. Many commercials 
tell wonderful stories and then just drop a &quot;buy now&quot;at the end. This 
does not cut it. &lt;strong&gt;Tell a story and make your product part of the plot.&lt;/strong&gt;&quot;&lt;/p&gt;&lt;p&gt;&quot;&lt;span class=&quot;hs_cos_wrapper hs_cos_wrapper_meta_field hs_cos_wrapper_type_rich_text&quot; data-hs-cos-general-type=&quot;meta_field&quot; data-hs-cos-type=&quot;rich_text&quot; id=&quot;hs_cos_wrapper_post_body&quot;&gt;&lt;span&gt;The
 story and those who embody it need to express genuine emotions that are
 absorbed by viewers and get them to care about your product as much or 
more than the many other things they care about. Solid narrative and 
writing, good actors and voiceover artists, and thoughtful directors are
 all necessary to create a hit commercial.&quot;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span class=&quot;hs_cos_wrapper hs_cos_wrapper_meta_field hs_cos_wrapper_type_rich_text&quot; data-hs-cos-general-type=&quot;meta_field&quot; data-hs-cos-type=&quot;rich_text&quot; id=&quot;hs_cos_wrapper_post_body&quot;&gt;&lt;span&gt;&quot;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;hs_cos_wrapper hs_cos_wrapper_meta_field hs_cos_wrapper_type_rich_text&quot; data-hs-cos-general-type=&quot;meta_field&quot; data-hs-cos-type=&quot;rich_text&quot; id=&quot;hs_cos_wrapper_post_body&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;What does drive brand awareness and sales? &lt;/span&gt;&lt;strong&gt;High &lt;/strong&gt;&lt;strong&gt;&lt;span&gt;and sustained&lt;/span&gt;&lt;/strong&gt;&lt;strong&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;immersion.&lt;/strong&gt;&amp;nbsp;
 For this, you need a story.&amp;nbsp; Including a family who expresses emotions 
in a story is the way to generate an emotional &quot;wanting&quot; for the same 
experience. &quot;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span class=&quot;hs_cos_wrapper hs_cos_wrapper_meta_field hs_cos_wrapper_type_rich_text&quot; data-hs-cos-general-type=&quot;meta_field&quot; data-hs-cos-type=&quot;rich_text&quot; id=&quot;hs_cos_wrapper_post_body&quot;&gt;&quot;&lt;/span&gt;&lt;span class=&quot;hs_cos_wrapper hs_cos_wrapper_meta_field hs_cos_wrapper_type_rich_text&quot; data-hs-cos-general-type=&quot;meta_field&quot; data-hs-cos-type=&quot;rich_text&quot; id=&quot;hs_cos_wrapper_post_body&quot;&gt;Build a story around a pet and you can&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;strong&gt;&lt;em&gt;sustain&lt;/em&gt;&lt;/strong&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;immersion.&quot;
 &quot;The pet, 
product, and story need to be congruent so that the puppy or kitty or 
pony is tied to the product. This is how to turn &quot;awws&quot; into dollars.&quot;&lt;/span&gt;&lt;span class=&quot;hs_cos_wrapper hs_cos_wrapper_meta_field hs_cos_wrapper_type_rich_text&quot; data-hs-cos-general-type=&quot;meta_field&quot; data-hs-cos-type=&quot;rich_text&quot; id=&quot;hs_cos_wrapper_post_body&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span class=&quot;hs_cos_wrapper hs_cos_wrapper_meta_field hs_cos_wrapper_type_rich_text&quot; data-hs-cos-general-type=&quot;meta_field&quot; data-hs-cos-type=&quot;rich_text&quot; id=&quot;hs_cos_wrapper_post_body&quot;&gt;&quot;&lt;/span&gt;&lt;strong&gt;&lt;span&gt;stories rule and unrelated quick cuts drool.&lt;/span&gt;&lt;/strong&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;Client data show that nostalgic ads without a story do not sustain immersion and have little impact on sales.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;Nostalgic stories, yes. Nostalgia because you think it looks pretty, no.&quot;&lt;/p&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/6204414875950456632/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/04/10-ways-to-improve-your-ads-with.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/6204414875950456632'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/6204414875950456632'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/04/10-ways-to-improve-your-ads-with.html' title='10 ways to improve your ads (with storytelling being a big part of it)'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-1543592731855656818</id><published>2023-04-10T12:34:00.003-07:00</published><updated>2023-04-10T12:34:28.892-07:00</updated><title type='text'>Farewells Masquerade As ‘New Adventures’</title><content type='html'>&lt;p&gt;See &lt;a href=&quot;https://www.wsj.com/articles/is-that-co-worker-really-off-to-a-new-adventure-11671061540&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;Is That Co-Worker Really ‘Off to a New Adventure’?
Almost every goodbye message from a soon to be former colleague sounds like the start of something exciting. Don’t buy it&lt;/b&gt;&lt;/span&gt;&lt;/a&gt; by Callum Borchers of The WSJ. Excerpts:&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;The message just landed in your inbox or LinkedIn feed with all the cheer of a holiday greeting card:&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;em class=&quot;css-i6hrxa-Italic e1ofiv6m0&quot; data-type=&quot;emphasis&quot;&gt;I’m leaving to pursue new opportunities!&lt;/em&gt;&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;em class=&quot;css-i6hrxa-Italic e1ofiv6m0&quot; data-type=&quot;emphasis&quot;&gt;I’m excited for my next adventure!!&lt;/em&gt;&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;em class=&quot;css-i6hrxa-Italic e1ofiv6m0&quot; data-type=&quot;emphasis&quot;&gt;Can’t share the details yet, but stay tuned!!!&lt;/em&gt;&lt;/p&gt;&lt;p&gt;Sometimes, there really is something cool in the works, and the exit was
 purely voluntary. Often, the situation is a bit more complicated.&amp;nbsp;&lt;/p&gt;&lt;p&gt;People who’ve been pushed out—or need a change after burning out or 
hitting a ceiling—seldom admit it up front. And the old saw about 
spending more time with family…well, didn’t we all do plenty of that 
during the pandemic everything-at-home era? Better to frame the end of a
 job as a triumph, or at least a step in the journey toward 
self-fulfillment.&lt;/p&gt;&lt;p&gt;&lt;b style=&quot;color: red;&quot;&gt;So many of us want our jobs to reflect a &lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;link&quot; href=&quot;https://www.wsj.com/articles/gen-z-workers-want-mission-driven-jobs-a-big-paycheck-would-be-nicer-11654116949?mod=article_inline&quot; rel=&quot;&quot;&gt;sense of great purpose&lt;/a&gt;, which can make it unbearable to suggest that change is anything less than destiny calling.&lt;/b&gt;&lt;/p&gt;&lt;p&gt;“It corresponds to how much &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;people now talk about following your passion
 and being authentic to your true self,&lt;/span&gt;&lt;/b&gt;” says Adam Galinsky, a professor
 of leadership and ethics at Columbia Business School.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Vague, euphemistic announcements about chief executive officers’ departures are practically an art form. &lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;phrase&quot; href=&quot;https://www.wsj.com/market-data/quotes/DIS&quot;&gt;Walt Disney&lt;/a&gt; Co. recently thanked Bob Chapek for his leadership throughout the pandemic and said &lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;link&quot; href=&quot;https://www.wsj.com/articles/walt-disney-names-bob-iger-ceo-replacing-bob-chapek-11669000050?mod=article_inline&quot; rel=&quot;&quot;&gt;he had stepped down&lt;/a&gt; as CEO. There was no explanation other than that the “uniquely situated” Robert Iger was returning to lead the company. A press release didn’t mention that Disney executives and investors had alerted the &lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;link&quot; href=&quot;https://www.wsj.com/articles/walt-disney-cfo-others-brought-concerns-to-board-over-bob-chapek-11669072222?mod=article_inline&quot; rel=&quot;&quot;&gt;board of directors&lt;/a&gt; to concerns about Mr. Chapek’s management.&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;phrase&quot; href=&quot;https://www.wsj.com/market-data/quotes/CRM&quot;&gt;Salesforce&lt;/a&gt; Inc. co-CEO Bret Taylor said a couple of weeks ago in a&lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;link&quot; href=&quot;https://www.wsj.com/articles/bret-taylor-to-step-down-as-salesforce-vice-chair-and-co-ceo-marc-benioff-to-be-chair-and-ceo-01669842664?mod=article_inline&quot; rel=&quot;&quot;&gt; press release&lt;/a&gt;
 that he wants to “return to my entrepreneurial roots” and asserted that
 now—barely a year after his appointment—is the time to do just that. 
The abrupt career shift is hard to square with the company’s&lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;link&quot; href=&quot;https://investor.salesforce.com/press-releases/press-release-details/2021/Bret-Taylor-Promoted-to-Vice-Chair-and-Co-CEO-of-Salesforce/default.aspx&quot; rel=&quot;&quot; target=&quot;_blank&quot;&gt; original plan&lt;/a&gt; for Mr. Taylor to help lead its next chapter, not to mention the &lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;link&quot; href=&quot;https://www.wsj.com/articles/tensions-grew-at-salesforce-between-co-ceos-benioff-and-taylor-ahead-of-leadership-change-11670447233?mod=article_inline&quot; rel=&quot;&quot;&gt;tensions that had been growing&lt;/a&gt; between him and Salesforce co-founder (and now solo CEO) Marc Benioff, according to people familiar with the executives.&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;We nonbosses are carefully managing our &lt;a class=&quot;css-1h1us5y-StyledLink el06won0&quot; data-type=&quot;link&quot; href=&quot;https://www.wsj.com/articles/dont-be-the-quitter-with-the-terrible-goodbye-email-11645734314?mod=article_inline&quot; rel=&quot;&quot;&gt;farewell messages&lt;/a&gt; too, as&lt;strong class=&quot;css-11kxzt3-Strong e1ofiv6m1&quot; data-type=&quot;emphasis&quot;&gt;&amp;nbsp;&lt;/strong&gt;if
 we were running investor relations at Me Inc. &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Controlling the narrative
 can feel especially important when many businesses are cutting staff, 
and as economists are warning of a looming recession&lt;/span&gt;&lt;/b&gt;.&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;“&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Nobody wants to appear injured in the marketplace&lt;/span&gt;&lt;/b&gt;,” or like damaged 
goods,&amp;nbsp; says Dale Gibbons, a management consultant in Louisville, Ky.&quot;&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;CEOs and corporations, which portray every transition as smooth and well-planned&quot;&lt;/p&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&quot;many professional breakups are recast as the beginnings of thrilling new exploits.&quot;&lt;/p&gt;&lt;/blockquote&gt;&lt;p class=&quot;css-xbvutc-Paragraph e1e4oisd0&quot; data-type=&quot;paragraph&quot;&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/1543592731855656818/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/04/farewells-masquerade-as-new-adventures.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/1543592731855656818'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/1543592731855656818'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/04/farewells-masquerade-as-new-adventures.html' title='Farewells Masquerade As ‘New Adventures’'/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8501335892574445529.post-4097367517501618638</id><published>2023-03-30T08:38:00.000-07:00</published><updated>2023-03-30T08:38:08.666-07:00</updated><title type='text'>Two Studies on the Importance of Founding Narratives to Entrepreneurial Pitch Success </title><content type='html'>&lt;a href=&quot;https://www.researchgate.net/publication/369618001_Two_Studies_on_the_Importance_of_Founding_Narratives_to_Entrepreneurial_Pitch_Success&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;By Richard Gruss &amp;amp; Zachary A. Collier&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;. They both teach at Radford University. &lt;br /&gt;&lt;div class=&quot;nova-legacy-c-card__header nova-legacy-c-card__header--show-divider nova-legacy-c-card__header--spacing-inherit&quot; style=&quot;-webkit-text-stroke-width: 0px; border-bottom: 1px solid var(--nova-color-grey-200); color: #111111; display: flex; flex-direction: column; font-family: &amp;quot;Inter Var&amp;quot;, Inter, Roboto, Arial, sans-serif; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; padding: 20px 30px; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;&quot;&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;Abstract&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;One
 crucial function of the entrepreneurial pitch is to alleviate investor 
uncertainty about committing funds to a startup in the early stages of 
development. New ventures rarely have sufficient hard data to 
substantiate their future success quantitatively, so investors often 
need a qualitative reason for putting their faith in the entrepreneur. 
Storytelling, as a powerful and time-honored method of transforming the 
intangible into the tangible, can go a long way toward establishing 
legitimacy and alleviating uncertainty. In this research, we empirically
 test whether the inclusion of an origin story in an entrepreneurial 
pitch significantly increases the probability of obtaining funding. This
 research consists of two studies. In the first study, we analyzed 486 
pitches from six seasons of ABC’s Shark Tank and &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;observed a significant relationship between the presence of a founder story and funding success&lt;/span&gt;&lt;/b&gt;.
 In the second study, we confirmed causality via a randomized controlled
 experiment. This finding has implications for entrepreneurs, in that it
 encourages them to concentrate on the narrative they are telling in 
their pitches. It also has implications for investors, in that it 
invites them to reflect on how important investment decisions might be 
swayed by presentational aspect of pitches.&quot;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dollarsanddragons.blogspot.com/feeds/4097367517501618638/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/03/two-studies-on-importance-of-founding.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4097367517501618638'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8501335892574445529/posts/default/4097367517501618638'/><link rel='alternate' type='text/html' href='http://dollarsanddragons.blogspot.com/2023/03/two-studies-on-importance-of-founding.html' title='Two Studies on the Importance of Founding Narratives to Entrepreneurial Pitch Success '/><author><name>Cyril Morong</name><uri>http://www.blogger.com/profile/07148864847009186694</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>