<?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-8104600450225406597</id><updated>2026-10-11T15:52:27.955-07:00</updated><title type='text'>Bad UFOs: Skepticism, UFOs, and The Universe</title><subtitle type='html'>Reflections on UFOs, skepticism, and practically anything else by Robert Sheaffer, author of the book &quot;Bad UFOs,&quot; plus the &quot;Psychic Vibrations&quot; column in The Skeptical Inquirer).</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>320</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-6874991898525634631</id><published>2026-10-09T07:56:07.233-07:00</published><updated>2026-10-09T07:56:07.234-07:00</updated><title type='text'>Failed Prophecies, Successful Grifting</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;So, there is a lot of talk in UFO circles these days about Chris Bledsoe, who issues &quot;prophecies&quot; that he receives from The Lady, a Heavenly being who might be the Virgin Mary. Unlike most religious Prophets, Bledsoe ties his Prophecies to sightings of &quot;orbs&quot; and other UFOs.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiyxQg4XmZ___FrXEiur_zuC4n7gpX_irdLwKYXnB_sfFoC6M47qc8utyscGARKs91p-54VLjsCSK6DuZ8uKuCHqej8nD91KHN1F5f5FPk4OP0eLHmZgrpf3gtQN6Vic6Smj0IPTHBoTEKXFHxKWRgdt28_uFLN3GWqL0_I38uzOYem0AJCzw40US2UNwu/s1467/BledsoeProphecy.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;980&quot; data-original-width=&quot;1467&quot; height=&quot;410&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiyxQg4XmZ___FrXEiur_zuC4n7gpX_irdLwKYXnB_sfFoC6M47qc8utyscGARKs91p-54VLjsCSK6DuZ8uKuCHqej8nD91KHN1F5f5FPk4OP0eLHmZgrpf3gtQN6Vic6Smj0IPTHBoTEKXFHxKWRgdt28_uFLN3GWqL0_I38uzOYem0AJCzw40US2UNwu/w612-h410/BledsoeProphecy.jpg&quot; width=&quot;612&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;Image&quot; height=&quot;264&quot; src=&quot;https://pbs.twimg.com/media/HUEW00TXsAEguhU?format=jpg&amp;amp;name=medium&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;662&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Unfortunately for Bledsoe, the star Regulus is blue, not red,&amp;nbsp;and it doesn&#39;t wander around into &quot;alignments.&quot;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;For several years, Bledsoe has been Prophesying that some momentous event would occur in 2026. The 2026 prophecy centers on a claimed message from a divine or interdimensional entity he calls &quot;The Lady&quot; (or &quot;The Lady in White&quot;), involving a celestial alignment and a global shift in human knowledge. Originally scheduled for Easter Sunday, he acknowledged an error in his astronomical calculations, and now predicted that the Age of Aquarius (or something like that) would begin on October 7.&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Which date has come and gone, yet the world seems the same as before this &quot;new knowledge&quot; arrived.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://contactinthedesert.com/beyond-contact/speaker/chris-bledsoe/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Bledsoe was a popular guest at this year&#39;s Contact in the Desert UFO gathering, where you could do a workshop with him for just $29.99, or better yet an &quot;intensive&quot; for just $49.99.&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;However, we now have a brand-new Bledsoe Institute, launched right on top of the failure of his Egyptian prophecy. It explains,&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The Bledsoe Institute for Research is a nonprofit working to understand the language emerging from the orbs of light, and the ways all living things communicate.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;It invites you to become a &quot;founding angel&quot; by making a donation.&lt;/span&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOKTFzRSNesaAa0DzoXgN1LCitYkQ-1ByLNpyKfRZ2zLqGnyShOzyu9_1whmjqE2JkRf-fxqL5-uAO_nPt9gti-BdC5Hm297SZNLjh7n1kEmkwvbbpmBgh9UtE4ux5h-Swx_WaXv5vM-ohyxEUpNe7pcNmiNTMW3o1JtQLCWDDTPleWLLycqCmugFE2nc5/s799/BledsoeInstitute.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;756&quot; data-original-width=&quot;799&quot; height=&quot;517&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOKTFzRSNesaAa0DzoXgN1LCitYkQ-1ByLNpyKfRZ2zLqGnyShOzyu9_1whmjqE2JkRf-fxqL5-uAO_nPt9gti-BdC5Hm297SZNLjh7n1kEmkwvbbpmBgh9UtE4ux5h-Swx_WaXv5vM-ohyxEUpNe7pcNmiNTMW3o1JtQLCWDDTPleWLLycqCmugFE2nc5/w545-h517/BledsoeInstitute.jpg&quot; width=&quot;545&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;Image&quot; height=&quot;640&quot; src=&quot;https://pbs.twimg.com/media/HUD4ROZbUAAaXev?format=jpg&amp;amp;name=medium&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;722&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Hal Putoff of the Disclosure Foundation (left) hanging with Chris Bledsoe.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: right;&quot;&gt;x&lt;/p&gt;&lt;p style=&quot;text-align: right;&quot;&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/6874991898525634631/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2026/10/failed-prophecies-successful-grifting.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6874991898525634631'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6874991898525634631'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2026/10/failed-prophecies-successful-grifting.html' title='Failed Prophecies, Successful Grifting'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiyxQg4XmZ___FrXEiur_zuC4n7gpX_irdLwKYXnB_sfFoC6M47qc8utyscGARKs91p-54VLjsCSK6DuZ8uKuCHqej8nD91KHN1F5f5FPk4OP0eLHmZgrpf3gtQN6Vic6Smj0IPTHBoTEKXFHxKWRgdt28_uFLN3GWqL0_I38uzOYem0AJCzw40US2UNwu/s72-w612-h410-c/BledsoeProphecy.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-5579186328754027266</id><published>2026-10-01T12:48:28.508-07:00</published><updated>2026-10-01T12:48:28.508-07:00</updated><title type='text'>Dr. Avi Loeb&#39;s &quot;UAP Science Advisory Council&quot; has Same Government Status as Rocker Tom De Longe&#39;s &quot;To The Stars.&quot;</title><content type='html'>&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://badufos.blogspot.com/2026/08/has-dr-avi-loeb-been-bluffing-all-this.html&quot; target=&quot;_blank&quot;&gt;So, we have been wondering what, exactly, is the status of Dr. Avi Loeb&#39;s so-called &#39;UAP Science Advisory Council&lt;/a&gt;&#39;? Well, apparently it&#39;s one of several groups that&amp;nbsp; &quot;advise&quot; the intelligence community about UFOs (UAPs), but arre not sponsored by the government.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Aaron Lukas is the Deputy Director of National Intelligence. &lt;a href=&quot;https://x.com/DepDNILukas/status/2100555231067062425&quot; target=&quot;_blank&quot;&gt;He recently posted the following on X&lt;/a&gt;:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;img alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEjBWf2dYjZj9J9blXSKSZU-EIt25UDfsDkE1_AagQQtPIeUEiPJmSKEOMQ6kjXsCo7c9CPfz1lrJiv7DeDjNk-eGj432H8prI3_zu8By3YhjgjKNmOuff7lmjcEp2LOQYxht46OgpHmXAEoqKqyGZsdwg4ejtd8VkxnLR03Y1GpGO5RGulio77YJRB2vxvM&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;So Dr. Loeb&#39;s&amp;nbsp; UAP Science Advisory Council is one of several such groups, and some of them are, frankly, rather loopy.&lt;a href=&quot;https://disclosure.org/team&quot; target=&quot;_blank&quot;&gt; In the Disclosure Foundation, we find many of the usual suspects, &lt;/a&gt;among them:&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Christopher K. Mellon, &lt;a href=&quot;https://www.youtube.com/watch?v=_zxVOGPcDuc&quot; target=&quot;_blank&quot;&gt;formerly of Tom DeLonge&#39;s &quot;To The Stars&quot;&lt;/a&gt;.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Astrophysicist Dr. Eric Davis, &lt;a href=&quot;https://badufos.blogspot.com/2018/06/bigelows-researchers-disclose.html&quot; target=&quot;_blank&quot;&gt;who claimed that a poltergeist followed him home from the Skinwalker Ranch&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Dr. Avi Loeb, naturally.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Physicist Dr. Harold Puthoff, &lt;a href=&quot;https://www.theblackvault.com/documentarchive/stargate-collection-hal-puthoff-responds-to-james-randis-book-the-magic-of-uri-geller/&quot; target=&quot;_blank&quot;&gt;who tested Uri Geller&#39;s magic powers back in the 1970s, and found them to be genuine&lt;/a&gt;.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;As well as an assortment of big movers and shakers who can undoubtedly sniff that there is money to be made in &quot;Disclosure.&quot;&lt;br /&gt;&lt;br /&gt;But we know all about &quot;To The Stars&quot; academy, having been following it from its start, and visiting its &quot;Flagship Retail Store&quot; several times.&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;371&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhL0xFiqe7KYURWUQGJfY8lnrsUHs_bS1DUlQsAIsIB69coqmOCdJaFKMxq_nVFgcKvBqaKPnsrJsdxf2_1c5KBLrbD36Zf7v3W2ZpOoVP9v69XFaD45tW6OWmcBQeeRyqZDDWivr9W-iucmH7Rg8L3prZVZLDTblFREaO9nV18iqS5dDKSuukNeoeJ5uT6=w659-h371&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;659&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;TTSA&#39;s &quot;Flagship Retail Store,&quot; Encinitas, CA, during its heyday.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR-a5xCUEOaWmKm8Q8Vy85TzWXFvGYl_LmuI_uELuqbBi2LDfT_Ndl4BJhRc3fszs9_v_RmufOI_3kxoXT1uWroJsZf3GEPjNc-PyDW2zXmAfx_wh6y1y5z589js2llk1t0QZJTI-31YY0CIJlJOADOGUN5lDlb1BvJibMYUMcobfzrPTDrEnTdlryi-R8/s1307/TDL1.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;738&quot; data-original-width=&quot;1307&quot; height=&quot;358&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR-a5xCUEOaWmKm8Q8Vy85TzWXFvGYl_LmuI_uELuqbBi2LDfT_Ndl4BJhRc3fszs9_v_RmufOI_3kxoXT1uWroJsZf3GEPjNc-PyDW2zXmAfx_wh6y1y5z589js2llk1t0QZJTI-31YY0CIJlJOADOGUN5lDlb1BvJibMYUMcobfzrPTDrEnTdlryi-R8/w634-h358/TDL1.jpg&quot; width=&quot;634&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Rocker Tom DeLonge (left) of Blink-182, and founder of TTSA.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0O5FA6bHbLUGFzri_QjL60IK5elnIqDfWf8b_N3ZR4y-bogX77-1-TU0TPtm2W7K27uotUQ6jSwLo1gekfsx28F8uInyfQoqJUJUhrwif2MvPmXJ9VU0Jdt8RU7ZBINQ549ni_0tyLmz56AA_XG19-wgPEiFN6jLIoR-hyhT7Ur6TFV3axzP4GH-67JZR/s661/NudityHumor.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;563&quot; data-original-width=&quot;661&quot; height=&quot;574&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0O5FA6bHbLUGFzri_QjL60IK5elnIqDfWf8b_N3ZR4y-bogX77-1-TU0TPtm2W7K27uotUQ6jSwLo1gekfsx28F8uInyfQoqJUJUhrwif2MvPmXJ9VU0Jdt8RU7ZBINQ549ni_0tyLmz56AA_XG19-wgPEiFN6jLIoR-hyhT7Ur6TFV3axzP4GH-67JZR/w674-h574/NudityHumor.jpg&quot; width=&quot;674&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;DeLonge writes a children&#39;s&#39; book about nudity, sold at his Flagship Retail Store.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjixrkffZiexjExtb-6UnDalYOx6Sjt-zknKejkmEX3e_3Rb5dJHAdViPeRwD7jQDHbriI0K3DTN2SkmCqFqc92aIQkGr0r98h2W7XCMnkK1UWczw4RCccG7RwD0IrKivCHucsJHxuA5ftMsKb5ukEZSUtQsfdyfg268I_rusl0P7QrQu_BaV3jWpOFtYm/s1600/TTSA_Spacecraft.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;900&quot; data-original-width=&quot;1600&quot; height=&quot;398&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjixrkffZiexjExtb-6UnDalYOx6Sjt-zknKejkmEX3e_3Rb5dJHAdViPeRwD7jQDHbriI0K3DTN2SkmCqFqc92aIQkGr0r98h2W7XCMnkK1UWczw4RCccG7RwD0IrKivCHucsJHxuA5ftMsKb5ukEZSUtQsfdyfg268I_rusl0P7QrQu_BaV3jWpOFtYm/w707-h398/TTSA_Spacecraft.jpg&quot; width=&quot;707&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;A model of the spaceship that TTSA proposed to get us &quot;To The Stars&quot;.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;

&lt;iframe allow=&quot;accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share&quot; allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; referrerpolicy=&quot;strict-origin-when-cross-origin&quot; src=&quot;https://www.youtube.com/embed/heUCtu_fq18?si=0svvZoxqw6cSUoeB&quot; title=&quot;YouTube video player&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;Tom DeLonge knows a lot about aliens. Dude, where&#39;s my saucer?&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;But all good things must come to an end. Around New Year&#39;s Day of 2021, TTSA seemed to be unraveling. Suddenly no more was heard from Mr. DeLonge, whose &quot;Flagship Retail&quot; store had suddenly closed without explanation.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;So far as I am aware, Tom DeLonge is no longer associated with To The Stars, although he created it and hired the likes of Elizondo, Mellon, Puthoff, Semivan, etc.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; 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style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggFUL1j8_T_8R5xUeZzsUs5UzTegqbD0ZH5t0O3hOaKS1kKDEGy6HoMB-7l2K9sBB8RF4t9aJUEWijzYkQK6CuEhCGDgBFy_Fp_xWLabCsDcPMnpmfm1VUVMQ5pJeZnmiBX_nhsHXoyMk6qsYG9hJA5Fe9uBqI8wmbr6fiYLXyhRReGlW64Pp2nitqJex9/s649/GoneWithTheStars2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;649&quot; data-original-width=&quot;393&quot; height=&quot;701&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggFUL1j8_T_8R5xUeZzsUs5UzTegqbD0ZH5t0O3hOaKS1kKDEGy6HoMB-7l2K9sBB8RF4t9aJUEWijzYkQK6CuEhCGDgBFy_Fp_xWLabCsDcPMnpmfm1VUVMQ5pJeZnmiBX_nhsHXoyMk6qsYG9hJA5Fe9uBqI8wmbr6fiYLXyhRReGlW64Pp2nitqJex9/w426-h701/GoneWithTheStars2.jpg&quot; width=&quot;426&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Good night!&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/5579186328754027266/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2026/10/dr-avi-loebs-uap-science-advisory.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/5579186328754027266'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/5579186328754027266'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2026/10/dr-avi-loebs-uap-science-advisory.html' title='Dr. Avi Loeb&#39;s &quot;UAP Science Advisory Council&quot; has Same Government Status as Rocker Tom De Longe&#39;s &quot;To The Stars.&quot;'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEjBWf2dYjZj9J9blXSKSZU-EIt25UDfsDkE1_AagQQtPIeUEiPJmSKEOMQ6kjXsCo7c9CPfz1lrJiv7DeDjNk-eGj432H8prI3_zu8By3YhjgjKNmOuff7lmjcEp2LOQYxht46OgpHmXAEoqKqyGZsdwg4ejtd8VkxnLR03Y1GpGO5RGulio77YJRB2vxvM=s72-c" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-6564994558978898227</id><published>2026-09-24T20:52:21.774-07:00</published><updated>2026-09-25T11:20:01.055-07:00</updated><title type='text'>About those &quot;Orbiting Flashes&quot; of Dr. Villarroel</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=_93vhH8X9o4&amp;amp;t=5s&quot; target=&quot;_blank&quot;&gt;Viewers of NBC News on Sept. 22 were treated to some spectacular claims about artificial objects that might have been in orbit around the earth&lt;/a&gt; before Sputnik. Dr. Beatriz Villarroel&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;repeated her now-viral claims about &#39;vanishing stars&#39; - stars that appear on a red-sensitive photographic plate, but not in the blue-sensitive one. As if this were something remarkable.&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT8VRvzd3SCaaLo3K8Kw5Y78K7U5D0OURmlBuj9iuawRHJjYnCIZWEET7lcy8m4lIc-iJh8HQbeJimRlcy7hZIxAe3SOlIGeVbvPpK5XVdtYX5Ac5OqRvXBIhtGAKkBg0J0eDWJipffFY4f85tWITF1VB882wRpsHEioLIax0ckJIaKJe0dVhADqh1u6C1/s1830/NBCnewsRedBlue19July1952.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1025&quot; data-original-width=&quot;1830&quot; height=&quot;376&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT8VRvzd3SCaaLo3K8Kw5Y78K7U5D0OURmlBuj9iuawRHJjYnCIZWEET7lcy8m4lIc-iJh8HQbeJimRlcy7hZIxAe3SOlIGeVbvPpK5XVdtYX5Ac5OqRvXBIhtGAKkBg0J0eDWJipffFY4f85tWITF1VB882wRpsHEioLIax0ckJIaKJe0dVhADqh1u6C1/w673-h376/NBCnewsRedBlue19July1952.jpg&quot; width=&quot;673&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Dr. Villarroel&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;provided images to NBC News from the Palomar Sky Survey, showing stars on a Red Plate, and the same stars on a Blue Plate. Some of the stars are missing on the blue plate! Wonder of wonders!!&lt;br /&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5FlozaOuzGvVO2ZQb7fBwyOgGPl49ZCaDVu399n_NwODcV58DyIsipD92ft6ulxO1e5BKq9Y1QiPYDF5YQ8IthnEBDmFubngSRvvlEaW8N6uWLCxga7XAdhDYx3_xNLsVvoXY6GFcOW-2LRUxn5PcVNTuDWpNPmbBpMD_O2xQi2mjeo5grP-TrBYJkdgD/s1348/NBCnewsRedBlue19July1952_2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;819&quot; data-original-width=&quot;1348&quot; height=&quot;423&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5FlozaOuzGvVO2ZQb7fBwyOgGPl49ZCaDVu399n_NwODcV58DyIsipD92ft6ulxO1e5BKq9Y1QiPYDF5YQ8IthnEBDmFubngSRvvlEaW8N6uWLCxga7XAdhDYx3_xNLsVvoXY6GFcOW-2LRUxn5PcVNTuDWpNPmbBpMD_O2xQi2mjeo5grP-TrBYJkdgD/w697-h423/NBCnewsRedBlue19July1952_2.jpg&quot; width=&quot;697&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Dr. V. has circled some &#39;missing stars&#39; between the Red and Blue plates, which she assumes to be mysterious objects orbiting the earth before Sputnik. Does she expect the objects on the two plates to otherwise be the same? If so, why did astronomers even bother to photograph star images in two different colors?&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Frankly, anybody making this claim &lt;b&gt;&lt;i&gt;does not understand why two different color plates are used in the Sky Survey&lt;/i&gt;&lt;/b&gt;.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;It is not to add color or sparkle to the effort. Rather, it is to measure a star&#39;s relative brightness in two different colors, which gives us its color index, and hence its temperature and spectral class.&lt;span&gt;&amp;nbsp;Indeed the color of a star is determined by its relative brightness on each plate. That is why two different colors are used.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt; Astronomers want to determine the &quot;Color Temperature&quot; of a individual star, which reveals a lot about the star&#39;s makeup.&lt;a href=&quot;https://en.wikipedia.org/wiki/Color_index&quot; target=&quot;_blank&quot;&gt; The astronomer measures the apparent brightness of a star in red and blue light. Then the calculation of B-V (blue minus red) brightness tells us what spectral class this star belongs to.&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The image below illustrates why astronomers took images of star fields using two different color-sensitive plates.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;263&quot; src=&quot;https://cdn.prod.website-files.com/6a28ac3fdb3bcf2b6047ec2c/6a34324c0f90869eed66becc_271620_3441e181e1884df78d755fa596c441db~mv2.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;656&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Stars have colors,which in turn tells astronomers its temperature (from &lt;a href=&quot;https://www.slooh.com/post/what-determines-a-star-s-color&quot; target=&quot;_blank&quot;&gt;Slooh)&lt;/a&gt;.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;A star that is very red (Type M) will shine brightly on the red-sensitive plate, but may not show up at all on the blue plate, while the very blue stars (Types O, B, and A) might not be seen in the red. That&#39;s how the sky survey works.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;958&quot; data-original-width=&quot;1390&quot; height=&quot;415&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMHPe73vZCFX9p02YewYeO9Hb5hKo5y6weUEJkVJcOA-kByLfG3UkDC4K_LMalGDeW0iPHDSqiV-MWHPZGkYcvaanPXQ5W5BGbXlI0EE700N0RPr7PTW4637XcM6tFAxi7610zT9p-mdTbAPjIeL32r5Z5WOXuTt9QgQe2PaA5FgDgPmPuwiqj_PDyooUD/w601-h415/AlvinClarkRefractor.jpg&quot; width=&quot;601&quot; /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The 18 1/2 inch Alvan Clark refractor at Dearborn Observatory, from 1860.&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Way back when I took astronomy classes at Northwestern University, we learned the fine art of using glass plates for astrophotography, using this venerable 19th Century gem, the 18 1/2 inch Alvan Clark refractor at Dearborn Observatory (and yes, this class was taught by J. Allen Hynek). Nobody uses glass plates any longer, today it&#39;s all electronic imaging (which of course did not exist almost 60 years ago). Below is an image of the famous Hercules Cluster (M13) I took on a glass plate circa 1969, using the Alvan Clark refractor. What look like scratches on the plate are in fact alien space probes.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7D6qytVJ0yIPz-zlL7mdEUQevwOKpLShe09ZZv2fAnRQjjhQDcakADyzh9lVTDRuun4xgk-KGgGqGxaks5en3iNfPDerrkOWMfrbpxdZsOnzrTZ03eAYkkfqusP9PIdYkk3rmidgssBbjREn1QfZD58OX9Zxp6OApbyUjERyWZXoCtSm_Qp0jAT7hCffr/s1323/M13_ClarkRefractor.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;958&quot; data-original-width=&quot;1323&quot; height=&quot;472&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7D6qytVJ0yIPz-zlL7mdEUQevwOKpLShe09ZZv2fAnRQjjhQDcakADyzh9lVTDRuun4xgk-KGgGqGxaks5en3iNfPDerrkOWMfrbpxdZsOnzrTZ03eAYkkfqusP9PIdYkk3rmidgssBbjREn1QfZD58OX9Zxp6OApbyUjERyWZXoCtSm_Qp0jAT7hCffr/w650-h472/M13_ClarkRefractor.jpg&quot; width=&quot;650&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp; So, enough of this nonsense about &#39;missing stars!!&#39;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/6564994558978898227/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2026/09/about-those-orbiting-flashes-of-dr.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6564994558978898227'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6564994558978898227'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2026/09/about-those-orbiting-flashes-of-dr.html' title='About those &quot;Orbiting Flashes&quot; of Dr. Villarroel'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT8VRvzd3SCaaLo3K8Kw5Y78K7U5D0OURmlBuj9iuawRHJjYnCIZWEET7lcy8m4lIc-iJh8HQbeJimRlcy7hZIxAe3SOlIGeVbvPpK5XVdtYX5Ac5OqRvXBIhtGAKkBg0J0eDWJipffFY4f85tWITF1VB882wRpsHEioLIax0ckJIaKJe0dVhADqh1u6C1/s72-w673-h376-c/NBCnewsRedBlue19July1952.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-6602973093863695002</id><published>2026-08-28T21:31:52.819-07:00</published><updated>2026-08-28T21:35:04.888-07:00</updated><title type='text'>                    Has Dr. Avi Loeb been Bluffing all this Time?</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;Dr. Avi Loeb is an astrophysicist at Harvard University. Nobody is questioning his credentials as an astrophysicist, but his penchant for jumping to wild conclusions about UFOs (UAPs) has made him something of a joke among serious astronomers. In 2025 the interstellar object 3I-ATLAS entered our solar system from the depths of interstellar space. Dr. Loeb started saying that it might be an interstellar spacecraft, perhaps sent to check up on earth? &lt;a href=&quot;https://lweb.cfa.harvard.edu/~loeb/HCL25.pdf&quot; target=&quot;_blank&quot;&gt;He co-authored a paper which said&lt;/a&gt;,&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;As largely a pedagogical exercise, in this paper we present additional&amp;nbsp;analysis into the astrodynamics of 3I/ATLAS, and hypothesize that this object could be technological, and possibly hostile as would be expected from the ’Dark Forest’ resolution to the ’Fermi Paradox’.We show that 3I/ATLAS approaches surprisingly close to Venus, Mars and Jupiter, with a probability of ? 0.005%&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Of course, when 3I/ATLAS reached its closest approach to the sun, it swung around and continued on its hyperbolic path out of our solar system, never to be seen again.&amp;nbsp;&lt;a href=&quot;https://lweb.cfa.harvard.edu/~loeb/Loeb_Astrobiology.pdf&quot; target=&quot;_blank&quot;&gt;Loeb had said basically the same thing earlier about the first interstellar object, 1I/Oumuamu&lt;/a&gt;a, possibly being a spacecraft.. .&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;img alt=&quot;&quot; height=&quot;752&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEicztNMQ7HHfjV5HuTNQPlN-yR6XgW7pJIfJKTcEm3zTDwz5AayHYXvalkvlEv99a7woQ-Crdu_C6miG8DwiNtbvsp00ZJ17rB7Js40F9NVRT9Kart0igZWLarkGdUjlyBBsGa7LtjWrYQmYcshZmM_3DwfeX-LL7SUQMtzEBt9KjmfnmHD4CxsomWDUZy1=w661-h752&quot; width=&quot;661&quot; /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In July&lt;a href=&quot;https://avi-loeb.medium.com/why-i-agreed-to-lead-the-uap-science-advisory-council-for-the-u-s-government-dde90610dfa2&quot; target=&quot;_blank&quot;&gt; Dr. Loeb wrote, “Why I Agreed to Lead the UAP Science Advisory Council for the U.S. Government”&lt;/a&gt;. In it he writes,&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;A month and a half ago, I was visited by a representative from the 
Office of the Director of National Intelligence (ODNI). He raised a 
simple question: “Would you be willing to establish and lead a new 
advisory council for the U.S. Government on the science of Unidentified 
Anomalous Phenomena (UAP). I responded: “You had me at `hello.’&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;In support of President Trump’s directive on UAP transparency, I was 
tasked by ODNI, the White House, the Pentagon’s All Domain Anomaly 
Resolution Office (AARO), the FBI and the Intelligence Community, to 
establish and lead the new UAP Science Advisory Council. The council 
reports to the UAP Governing Board which includes representatives from 
the above-mentioned organizations. Its goal is to advise the U.S. 
government on how to resolve the nature of UAP.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;Small problem: there is no actual evidence, other than Loeb&#39;s word, that this really is a &#39;Government UAP Council.&#39; I realized that the provenance of this Council seemed a bit woozy, but, well, sometimes academics are like that. Many of us thought that Loeb was a poor choice to head up the Council, given his penchant for jumping to absurd conclusions. But politics is like that sometimes, we thought.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;To my knowledge the &lt;a href=&quot;https://x.com/AZolin312/status/2088273405598642585&quot; target=&quot;_blank&quot;&gt;first person to raise the question in a serious manner was Alex Zorin&lt;/a&gt;. On Aug. 14 he wrote on X,&amp;nbsp;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: left;&quot;&gt;??The FBI, in response to my FOIA request, says they have &quot;no record&quot; of a so-called &quot;UAP Science Advisory Council.&quot;&lt;br /&gt;@ProfAviLoeb&amp;nbsp; previously claimed in a blog post and reporting by @BrandiVincent_of DeefenseScoop&amp;nbsp; that he was tasked by the FBI (among others) to organize such a body. At the time, I noted there was no record of a FARC charter as legally required, and no official government announcement. And I suggested Loeb misunderstood a casual conversation to be something it was not,...&lt;br /&gt;I&#39;m still waiting on replies from the other agencies Loeb claims &quot;established&quot; the board — a board no one seems to have any record of existing.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I reached out to one of the members of the Council who I knew, and asked him the question about Government sponsorship. He was at first dismissive of the question as a crazy conspiracy theory. He then explained that they have a regular Zoom meeting with a friend of Avi, who works for the government. I told him, that sounds to me like the &quot;Trust me, bro&quot; arguments of so-called &quot;UFO whistleblowers.&quot; He said he would ask Avi about this. I have not heard back from him.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;On one of Dr. Loeb’s public postings on X about his Government Council to study UAPs, I asked the question: “Dr. Loeb, do you have any documentary proof that your Council is, in fact, an official government panel?” There was no reply.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;I brought this to the attention of New York Post reporter Steven Greenstreet, who is like a bulldog when he gets his teeth into a story. Greenstreet looked into the question of whether Dr. Loeb’s Council was, in fact, an official government organization. &lt;a href=&quot;https://x.com/MiddleOfMayhem/status/2093146104129057172&quot; target=&quot;_blank&quot;&gt;He later wrote on X&lt;/a&gt;,&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: left;&quot;&gt;I reached out to the Office of the Director of National Intelligence (ODNI) to ask about Harvard Professor Avi Loeb&#39;s UFO council and its relationship with the government.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;He asked them, “Is the UAP Science Advisory Council an official government group? “. Their reply was,&amp;nbsp;“No, the UAP Science Advisory Council is an informal group of experts who have provided their views to ODNI officials.” Ouch!&amp;nbsp;&amp;nbsp;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;So there you have it. Documentary evidence that Loeb&#39;s &quot;Government UAP Science Advisory Council&quot; is &lt;b&gt;not &lt;/b&gt;a government agency, with only anecdotal evidence that it is. Why are you trying to fool us, Avi? Did you think that you could get away with it forever, that no skeptic would ever start digging? Why don&#39;t you go back to your telescope, maybe Spaceship 4I/LOEB will be here soon?&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/6602973093863695002/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2026/08/has-dr-avi-loeb-been-bluffing-all-this.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6602973093863695002'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6602973093863695002'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2026/08/has-dr-avi-loeb-been-bluffing-all-this.html' title='                    Has Dr. Avi Loeb been Bluffing all this Time?'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEicztNMQ7HHfjV5HuTNQPlN-yR6XgW7pJIfJKTcEm3zTDwz5AayHYXvalkvlEv99a7woQ-Crdu_C6miG8DwiNtbvsp00ZJ17rB7Js40F9NVRT9Kart0igZWLarkGdUjlyBBsGa7LtjWrYQmYcshZmM_3DwfeX-LL7SUQMtzEBt9KjmfnmHD4CxsomWDUZy1=s72-w661-h752-c" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-8649892530452921262</id><published>2026-08-16T05:29:37.386-07:00</published><updated>2026-08-16T05:29:37.386-07:00</updated><title type='text'>Steve Pierce confesses theTravis Walton UFO Abduction Hoax</title><content type='html'>&lt;div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;The Travis Walton &quot;UFO abduction&quot; back in 1975 is one of the best-known and most widely believed of all UFO cases. It was depicted in the movie &lt;i&gt;Fire In The Sky&lt;/i&gt;.&lt;a href=&quot;https://badufos.blogspot.com/2021/07/the-travis-walton-ufo-abduction-story.html&quot; target=&quot;_blank&quot;&gt; Serious researchers have known for a while that the case was a hoax&lt;/a&gt;. Now Steve Pierce, one&lt;span style=&quot;font-size: small;&quot;&gt; of the woodcutt&lt;/span&gt;ers in the truck with Travis, not only admits the hoax, but explains how it was done.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=Bbm9le8oM64&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;576&quot; data-original-width=&quot;1024&quot; height=&quot;373&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuVIBkl5y_qcVBdVSN21DQzCVX34rK4Xc1-u0zSQbjaffsUkpOU6HG6DemN2F7rNQmREOs3lO1RMSx-82YRA2g_tHL9ikdPq45AKyVA1tsZQb-VRN6DCbrb8vDY7hL0UaakqWId81Z07t1XvKqpacpi2tL3GlYSAsfCQoF-tr0qfFlNOQQ_ePfz4wetLHy/w663-h373/pierce.jpg&quot; width=&quot;663&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;In August of 2026, researcher Ryan Gordon traveled to the &#39;abduction site&#39; with Pierce to try to untangle the confusion. &lt;a href=&quot;https://www.youtube.com/watch?v=Bbm9le8oM64&quot; target=&quot;_blank&quot;&gt;Gordon published a YouTube video to document their discussions about the case&lt;/a&gt;. He writes,&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;On November 5, 1975, deep in the chilling timber of the Apache-Sitgreaves National Forests just outside of Heber, Arizona, a logging crew experienced an event that would cement itself in UFO history forever. What started as a routine day in the woods ended with 22-year-old Travis Walton vanishing without a trace for five agonizing days and allegedly taken aboard an extraterrestrial spacecraft. But as the years have passed, cracks in the world&#39;s most famous abduction story have begun to show. What really happened in the forest that night?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size: small;&quot;&gt;In this exclusive and gripping deep-dive interview, producer Ryan Gordon sits down with original logging crew member and eyewitness Steve Pierce to unravel decades of mystery, rumor, and shocking revelations.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The video begins with Pierce and Gordon at Turkey Springs in the &lt;a href=&quot;https://www.fs.usda.gov/r03/apache-sitgreaves&quot; target=&quot;_blank&quot;&gt;Apache-Sitgreaves National Forest&lt;/a&gt;. This is where the woodcutters were working on their forest service contract. It is also where Travis Walton claims he was &quot;abducted,&quot; leading a group of researchers there, amid absurd claims about &#39;radioactive trees&#39; and the like.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;But a little reflection tells us this cannot be true. The woodcutters normally returned home using Black Canyon Road, a primitive but direct route through the forest, starting before it gets dark. However, on Abduction Day, Mike Rogers, the crew chief and driver of the truck, had the crew work until it was dark. He then chose to return via the Rim Road, a forest road they had not taken before. At the intersection of another road, they reportedly saw a UFO. Rogers stopped the truck, and Travis ran out to see the UFO. When Travis was reportedly struck by a beam of light from the UFO, Rogers hit the gas and sped away from the site, reaching a speed of 60 MPH on Rim Road, until they decided to stop and go back to try to find poor Travis, which of course they could not.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_Srh_Mvry5epjZBN_qHmqc04EMLVydLcOmsrEZpsur4EdqLxNApI5zO_U43_S5rr9HxtG-A3gff8MCY8yz1_UUxqwA4FfU3w0nIBUOLaEddPPBcMgOvlIF3s2r6zG84Q6-RpHgKiOMJj0ETf-p6rTyh_f9-Df4FGeLO9y1eTP-TDSGp5sd1inKPeUGare/s1920/Clipboard02.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1920&quot; height=&quot;371&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_Srh_Mvry5epjZBN_qHmqc04EMLVydLcOmsrEZpsur4EdqLxNApI5zO_U43_S5rr9HxtG-A3gff8MCY8yz1_UUxqwA4FfU3w0nIBUOLaEddPPBcMgOvlIF3s2r6zG84Q6-RpHgKiOMJj0ETf-p6rTyh_f9-Df4FGeLO9y1eTP-TDSGp5sd1inKPeUGare/w660-h371/Clipboard02.jpg&quot; width=&quot;660&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The Gentry Tower as seen from the road in daylight. Travis Walton&#39;s &quot;UFO.&quot;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;At the site of the Gentry Tower, Pierce says that he is &quot;100% certain&quot; that this was Travis Walton&#39;s UFO. A brief description of the case as we now know it:&lt;/span&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The hoax was planned by Travis Walton and Mike Rogers. The other woodcutters (including Steve Pierce) knew nothing of it at the time.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-size: small;&quot;&gt;There was a third hoaxer working in the Gentry Tower. He shone a searchlight on Travis, to make it look like he was being &quot;zapped&quot;.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;More recently,&lt;a href=&quot;https://www.express.co.uk/news/weird/770774/Travis-Walton-killed-alien-abduction-brought-back-life&quot; target=&quot;_blank&quot;&gt; Travis has been claiming that the beam from the UFO &#39;killed&#39; him.&lt;/a&gt; Fortunately, the aliens took him aboard their craft, and restored him to life.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Mike Rogers died this past February. According to&lt;a href=&quot;https://www.metabunk.org/threads/travis-walton-case-crew-boss-confesses-hoax.11878/&quot; target=&quot;_blank&quot;&gt; his daughter, he made a deathbed confession of&amp;nbsp; the Travis Walton hoax&lt;/a&gt;. Rogers had &lt;a href=&quot;https://badufos.blogspot.com/2021/03/mike-rogers-says-that-he-is-no-longer.html&quot; target=&quot;_blank&quot;&gt;&quot;confessed&quot; this in 2021 in a phone call with Ryan Gordon, but then retracted his confession&lt;/a&gt; soon afterward. Rogers also reportedly &quot;confessed&quot; to his daughter to having hoaxed the famous Phoenix Lights using balloons or something, which is preposterous. &lt;a href=&quot;https://badufos.blogspot.com/2014/01/arizonas-amazing-telepathic-flying.html&quot; target=&quot;_blank&quot;&gt;Those &quot;lights&quot; traveled 400 miles in less than an hour, so they were obviously aircraft. &lt;/a&gt;Frankly, this detracts from the credibility of Rogers&#39; other confession, although I still don&#39;t doubt it..&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw3-PlJq2zR1igJttLivEVUmtCbV44bZ1oMzRP39hAJe68ZhXsSPxsXrGeuAAdkSBHNiC1hyfleFrpkgQjMl_K3_gcTvOaGmWNcUXFPS8BM_D-9Vt_j85x6trEDM1VvtIOk96faBE7TiAfkOJx68NSWgrYHui7eBRtW8kvKL15CFtJfjnaNI7PuQIKtbdR/s1699/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1058&quot; data-original-width=&quot;1699&quot; height=&quot;418&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw3-PlJq2zR1igJttLivEVUmtCbV44bZ1oMzRP39hAJe68ZhXsSPxsXrGeuAAdkSBHNiC1hyfleFrpkgQjMl_K3_gcTvOaGmWNcUXFPS8BM_D-9Vt_j85x6trEDM1VvtIOk96faBE7TiAfkOJx68NSWgrYHui7eBRtW8kvKL15CFtJfjnaNI7PuQIKtbdR/w672-h418/Clipboard01.jpg&quot; width=&quot;672&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Steve Pierce at the Gentry Tower.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img height=&quot;465&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaubP9Z0TctprTF1PesKvCLu9NHAEVAMajq-CVOqgRJUdgyblx9WiMjfm0tZ0OARcEkwm7bZyTgLOFeYYSjk8n6SDDoNNWK93ahgxRVBHdNSkt3h9yxn-az7xGFxSQwEKd5FDfT3Hk6Jmk/w696-h465/cl-100-lookout-tower3.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;696&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;p&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Forest Service CL-100 lookout tower (same model as Gentry Tower in Apache-Sitgreaves Natl. Forest&lt;/span&gt;)&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDeOvJrcynsxMPvip4_tp2NdPv1he1cc6m1rPQGXnetet5BNLeRcZ-WPtP_rYL7BDaUMW5IXxHTF4kanOkicMk2PVkGjI7AA1fc_uZhyphenhyphen7Q-hh9Vt9e4rTuv9g4GJ1L5Rz36h5BLwOmaYYhkUPswev18gwFerGTdbnEApeRA03ozISedSBpEK3GY1MiDQn_/s876/EnquirerRewardPhoto.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;771&quot; data-original-width=&quot;876&quot; height=&quot;579&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDeOvJrcynsxMPvip4_tp2NdPv1he1cc6m1rPQGXnetet5BNLeRcZ-WPtP_rYL7BDaUMW5IXxHTF4kanOkicMk2PVkGjI7AA1fc_uZhyphenhyphen7Q-hh9Vt9e4rTuv9g4GJ1L5Rz36h5BLwOmaYYhkUPswev18gwFerGTdbnEApeRA03ozISedSBpEK3GY1MiDQn_/w657-h579/EnquirerRewardPhoto.jpg&quot; width=&quot;657&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The National Enquirer was offering $1 million for &quot;proof that UFOs come from outer space.&quot; The Walton/Rogers crew was hoping to win that prize, but fell short. However, they received instead $2,500 each for &#39;1975&#39;s most extraordinary encounter.&#39;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/8649892530452921262/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2026/08/steve-pierce-confesses-thetravis-walton.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8649892530452921262'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8649892530452921262'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2026/08/steve-pierce-confesses-thetravis-walton.html' title='Steve Pierce confesses theTravis Walton UFO Abduction Hoax'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuVIBkl5y_qcVBdVSN21DQzCVX34rK4Xc1-u0zSQbjaffsUkpOU6HG6DemN2F7rNQmREOs3lO1RMSx-82YRA2g_tHL9ikdPq45AKyVA1tsZQb-VRN6DCbrb8vDY7hL0UaakqWId81Z07t1XvKqpacpi2tL3GlYSAsfCQoF-tr0qfFlNOQQ_ePfz4wetLHy/s72-w663-h373-c/pierce.jpg" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-3925431434248089217</id><published>2026-04-14T13:29:00.000-07:00</published><updated>2026-04-14T15:26:07.614-07:00</updated><title type='text'>&quot;Transients&quot; in Palomar Sky Survey - Probably from Aliens!</title><content type='html'>&lt;p&gt;&amp;nbsp;Of late the UFO community has gone into a frenzy&lt;a href=&quot;https://www.researchsquare.com/article/rs-6347224/v1&quot; target=&quot;_blank&quot;&gt; over some papers written by astronomer Beatriz Villarroel (with co-author Steven Bruehl, also&amp;nbsp;Gary Nolan, and others)&lt;/a&gt;, claiming to have found &quot;transients&quot; on Palomar Sky Survey plates taken (mostly) between 1949 and 1957. These are being interpreted as something mysterious, probably aliens putting things in geosynchronous orbit, objects that have since disappeared.&lt;/p&gt;&lt;p&gt;A good summary of Dr. Villarroel&#39;s methods is in &lt;a href=&quot;https://medium.com/@izabelamelamed/not-seeing-the-star-cloud-for-the-stars-a010af28b7d6&quot; target=&quot;_blank&quot;&gt;this paper by Isabela Melamed, Not Seeing the Star Cloud for the Stars.&amp;nbsp;&amp;nbsp;&lt;/a&gt;&amp;nbsp;She writes,&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: left;&quot;&gt;Within a 10×10 arcminute section — about the size of a dime held at arm’s length — they spotted nine stars, only to see them disappear 30 minutes later in the subsequent blue-sensitive plate.&lt;br /&gt;&lt;br /&gt;This was bizarre — stars don’t vanish that fast. No known phenomenon explains it. Villarroel proposed a bold hypothesis: could the nine transients be reflections from non-terrestrial artifacts in geosynchronous orbit, perhaps extraterrestrial?&lt;/p&gt;&lt;p&gt;&lt;img height=&quot;660&quot; src=&quot;https://assets-eu.researchsquare.com/files/rs-6347224/v1/51dfa9de70052b88a7ef6315.png?maxDims=1200x1200&quot; width=&quot;641&quot; /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: left;&quot;&gt;Caption from Dr. Villarroel&#39;s paper: &quot;Four exposures of the 3 ×3 arcmin region of sky centered on the triple transient identified in July 1952. Upper left: The POSS I red image on July 19, 1952 at 8:52 (UT) containing the triple transient just above center. Upper right: A 10 m exposure POSS I blue image of the same region taken immediately afterward with no evidence of the triple transient. Lower left and right: POSS I red (left) and blue (right) images taken two months later (September 14, 1952) showing the transient still gone.&amp;nbsp; Adapted from Solano et al. (2024).&quot;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;Frankly, anyone using that argument for the existence of anomalies obviously does not understand why the Palomar Sky Survey (and many others) imaged in red and blue. Astronomers want to determine the &quot;Color Temperature&quot; of individual stars, which reveals a lot about the star&#39;s makeup.&lt;a href=&quot;https://en.wikipedia.org/wiki/Color_index&quot; target=&quot;_blank&quot;&gt; The astronomer measures the apparent brightness of a star in red and blue light. Then the calculation of B-V (blue minus red) brightness tells us what category this star belongs to.&lt;/a&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.slooh.com/post/what-determines-a-star-s-color&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; target=&quot;_blank&quot;&gt;&lt;img height=&quot;260&quot; src=&quot;https://static.wixstatic.com/media/271620_3441e181e1884df78d755fa596c441db~mv2.png/v1/fill/w_740,h_296,al_c,q_85,usm_0.66_1.00_0.01,enc_avif,quality_auto/271620_3441e181e1884df78d755fa596c441db~mv2.png&quot; width=&quot;651&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.slooh.com/post/what-determines-a-star-s-color&quot; target=&quot;_blank&quot;&gt;From Slooh&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;b&gt;It is not surprising at all that some stars seen on the red-sensitive plate do not appear on the blue-sensitive plate, and vice-versa.&lt;/b&gt; Very red stars (type M) emit very little light in the blue part of the spectrum, and probably would not be seen on the blue-sensitive plate. The same would be true of stars Type O or B, which would probably be faint or invisible on the red-sensitive plate.&lt;br /&gt;&lt;br /&gt;I am wondering if Dr. Villarroel or her colleagues performed the obvious, reverse search. That is, examine the blue-sensitive plate for &quot;transients&quot; that do not appear on the red.&lt;br /&gt;&lt;br /&gt;When I was taking astronomy classes at Northwestern about a hundred years ago, we learned the following phrase to help us remember the different spectral types of stars:&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: left;&quot;&gt;O, Be A Fine Girl, Kiss Me.&lt;/p&gt;&lt;p&gt;You can&#39;t say that any more!&lt;br /&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/3925431434248089217/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2026/04/transients-in-palomar-sky-survey.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/3925431434248089217'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/3925431434248089217'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2026/04/transients-in-palomar-sky-survey.html' title='&quot;Transients&quot; in Palomar Sky Survey - Probably from Aliens!'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-4902201480625223537</id><published>2026-02-11T15:19:00.000-08:00</published><updated>2026-02-11T15:19:22.482-08:00</updated><title type='text'>Finding Skeptic Con-Man in the Epstein Files, Part 2.</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;(&lt;a href=&quot;https://badufos.blogspot.com/2026/02/finding-skeptic-con-man-al-seckel-in.html&quot; target=&quot;_blank&quot;&gt;Continued from Part 1&lt;/a&gt;)&lt;br /&gt;&lt;br /&gt;Finding Skeptic Con-Man in the Epstein Files, Part 2.&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://www.justice.gov/epstein/files/DataSet%2010/EFTA01828952.pdf&quot; target=&quot;_blank&quot;&gt;Seckel asks Epstein for a &quot;secured credit&quot; loan of $8 million&lt;/a&gt; (!). Epstein seems to be willing to offer 6 million.&lt;/p&gt;&lt;blockquote&gt;To: Al seckel&lt;br /&gt;From: Jeevacation@gmail.com&lt;br /&gt;Sent: Tue 12/7/2010 6:52:54 PM&lt;br /&gt;Subject: Re: Question&lt;br /&gt;What collateral is the issue&lt;br /&gt;Sorry for all the typos .Sent from my iPhonc&lt;/blockquote&gt;&lt;blockquote&gt;On Dec 7, 2010, at 1:39 PM, Al seckel vrotc:&lt;br /&gt;Can we make it 8 million in secured credit? Just easier. What would be&lt;br /&gt;your loan rate? &lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;From: Jeevacation &amp;nbsp;To: Al seckel a
Sent: Tue, December 7, 2010 10:38:26 AM
Subject: Re: Question
6 million
Sorry for all the typos .Sent from my iPhone&amp;nbsp;&lt;br /&gt;&lt;br /&gt;On Dcc 7, 2010, at 1:35 PM, Al seckel wrote:
Serious question for an opportunity:
For a 3.5 mil loan for one year...
How much actual and real secured collateral would you need (amount of
value)?
What would be your loan rate?
Is this possible?
This is actually a real question.
Appreciatively,
Al&lt;br /&gt;&lt;br /&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;What is the context of this unusual negotiation?&lt;br /&gt;-----------------------------------------------------------------------------------------------------------------------------&lt;/p&gt;&lt;span&gt;&lt;a name=&quot;more&quot;&gt;&lt;/a&gt;&lt;/span&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;span&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;From: Jeffrey Epstein &amp;lt;&quot;jeevacation@gmail.com&amp;gt;&lt;/p&gt;&lt;blockquote&gt;To: Al seckel &amp;lt; &amp;gt;&lt;br /&gt;Sent: Tue, June 15, 2010 8:37:08 PM&lt;br /&gt;Subject: Re: sunday guests&lt;br /&gt;always&lt;br /&gt;On The, Jun 15, 2010 at 10:27 PM, Al seckel &amp;lt;&lt;br /&gt;Sean Carroll, Caltech physicist&lt;br /&gt;http://en.wikipedia.orgiwiki/Sean M. Carroll&lt;br /&gt;http://mposterousuniverse.com/self.html&lt;br /&gt;&amp;gt; wrote:&lt;br /&gt;Joe Kirchvink, Caltech geology professor, friend since 1982. fun, smart, wacky.&lt;br /&gt;http://www.gps.caltech.edu/%7Ejkirschvink/&lt;br /&gt;http://www.gps.caltech.edu/%7Ejkirschvink/PEbio I .htm&amp;nbsp;&lt;br /&gt;&lt;br /&gt;On Apr 17, 2009, at 1:17 PM, Al seckel wrote:&lt;br /&gt;Jeff,&lt;br /&gt;Good to talk to you this morning on this subject, as it is one I am entirely comfortable&lt;br /&gt;with. ;-)&lt;br /&gt;The list I sent you yesterday has the criteria of thinkers, out of the box. These are amongst&lt;br /&gt;the very brightest people that I know, where I enjoy listening to them, and they&lt;br /&gt;say insightful things along with a deep understanding of the subject matter.&lt;br /&gt;Intellectual judgment along with intellectual ability. The two don&#39;t always go&lt;br /&gt;hand-in-hand. This is also a list of people who have a certain type of intelligence,&lt;br /&gt;but may not necessarily have social intelligence, i.e, they are a bit awkward.&lt;br /&gt;Jay is incredibly skilled socially compared to some of the people on this list. Just fyi. I&lt;br /&gt;personally am not bothered by social awkwardness, but this is your thing, and&lt;br /&gt;you would like a good mix, and that is understandable. Criteria will just be&lt;br /&gt;different then.&lt;br /&gt;You brought up Jay. This is a good example. Jay does listen, and then tends to offer up his&lt;br /&gt;own views. I very much enjoy interacting with Jay, and he is a close friend, and&lt;br /&gt;although I may not always agree with him, he does always offer up ideas that are&lt;br /&gt;interesting and worth thinking about. That&#39;s why I put him on the list. He has a&lt;br /&gt;certain way he maps the world and he is also very well read and informed. This is&lt;br /&gt;not an argument about Jay, just why I put him on the list. I would also put&lt;br /&gt;Nathan in the same category as Jay. Doesn&#39;t listen much, pontificates, don&#39;t&lt;br /&gt;always agree with what he says, but he tends to say things that are provocative&lt;br /&gt;and interesting. He has an interesting way of mapping the world too, and is well&lt;br /&gt;read and informed. I enjoy bantering with both of them, and count them as real&lt;br /&gt;friends that I have known and hung out with for many years.&lt;br /&gt;Some of the names listed are titans of intellectual ego. Steven Wolfram being amongst the&lt;br /&gt;worst of them. Others are very shy and socially and fashion awkward, but are&lt;br /&gt;amongst the very brightest and informed that I know, and will run intellectual&lt;br /&gt;circles around some of the names on this list.&lt;br /&gt;I very much like the idea of your asking people on this list to contribute names of the ten&lt;br /&gt;&quot;brightest&quot; people that they know. This list would provide an excellent set of&lt;br /&gt;references.&lt;br /&gt;Please note, that although I have a diversity of thinkers, I have distinctly avoided people&lt;br /&gt;who map the world in a magical way, and would encourage us to avoid &quot;magical&lt;br /&gt;thinkers.&lt;br /&gt;&lt;br /&gt;From: Jeevacation &amp;lt;jeevacationafromailicom&amp;gt;&lt;br /&gt;To: Al seckel&lt;br /&gt;Sent: Friday, April 17, 2009 5:16:16 AM&lt;br /&gt;Subject: Re: Re:&lt;br /&gt;Sent from my iPhone&lt;br /&gt;On Apr 16, 2009, at 6:33 PM, Al secke otc:&lt;br /&gt;Anyone you don&#39;t know on an immediate list, ask me or google&lt;br /&gt;them. All are good friends of mine for years, but these very high end&lt;br /&gt;circles travel together, so you should be very familiar with almost all&lt;br /&gt;of them. And, a few that you don&#39;t know, are off the charts, and in&lt;br /&gt;some respects smarter than the ones that are familiar... ;-) They just&lt;br /&gt;didn&#39;t seek the limelight. I have marked these people with an&lt;br /&gt;asterisk. Not everyone on this list is a scientist.&lt;br /&gt;There is no order to this list (this is a cross-section off the top of my head). I can&lt;br /&gt;think of more names if I put my mind to it, but lets start here:&lt;br /&gt;I am happy to discuss anyone here&lt;br /&gt;Nathan Mhyrvoid&amp;nbsp; *Catherine Mohr&amp;nbsp;&amp;nbsp;*Jay Walker&lt;br /&gt;Christof Koch&amp;nbsp;&amp;nbsp;*Terry Sejnowski&amp;nbsp;&amp;nbsp;Danny Hillis&lt;br /&gt;*Bran Ferren&amp;nbsp;&amp;nbsp;Vilamur Ramachandran&amp;nbsp;&amp;nbsp;Lisa Randall&lt;br /&gt;Frances Arnold&amp;nbsp;&amp;nbsp;Jesse Dylan&amp;nbsp;&amp;nbsp;Larry Page Elon Musk&lt;br /&gt;Stephen Wolfram&amp;nbsp;&amp;nbsp;Steve Juvertson&amp;nbsp; *Pablo Ho&lt;br /&gt;Jaron Lanier&amp;nbsp;&amp;nbsp;Craig Venter&amp;nbsp;&amp;nbsp;paul Kirkaas&amp;nbsp;&amp;nbsp;Yossi Vardi&lt;br /&gt;*Eric Mjolsness&amp;nbsp;&amp;nbsp;*Mike Douglas&amp;nbsp;&amp;nbsp;Dean Kamen&lt;br /&gt;*Shelly Glashow&amp;nbsp;&amp;nbsp;*Derrick Ashong&amp;nbsp;&amp;nbsp;James Cameron&lt;br /&gt;*Ronald Crowley&amp;nbsp;&amp;nbsp;*Jeffrey Lehman&amp;nbsp;&amp;nbsp;Christine Maxwell&lt;br /&gt;*Brock Pierce&amp;nbsp;&amp;nbsp;*Rich Roberts&amp;nbsp;&amp;nbsp;*Lee Stein&amp;nbsp;&amp;nbsp;*Gerry Sussman&lt;br /&gt;*John Conway&amp;nbsp;&amp;nbsp;Dan Dubno (just because he is very interesting)&lt;br /&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;p&gt;&amp;nbsp;From: Jeffrey Epstein &amp;lt; jeevacation@gmail.com&amp;gt;To: Al seckel&lt;/p&gt;&lt;/blockquote&gt;&lt;blockquote&gt;Sent: Thursday, April 16, 2009 2:56:34 PM&lt;br /&gt;Subject: Re:&lt;br /&gt;of course&lt;br /&gt;On Thu, Apr 16, 2009 at 5:55 PM, Al seckel wrote:&lt;br /&gt;Ah, you have actually asked my specialty. Seriously. Ok, different&lt;br /&gt;disciplines and business too?&lt;br /&gt;From: Jeffrey it m&amp;gt;&lt;br /&gt;To: Al seckel&lt;br /&gt;Sent: Thu y„ : : PM&lt;br /&gt;Subject&lt;br /&gt;could you give me a list of who you think would enjoy a get together in florida„&lt;br /&gt;smart , out of the box types&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZhoACjjD1rXn1KL-mskMM773J9XptQXP9zmzSTSaxKQ8UsqBE4JNraBhflT1t394vNVm3QVR1xJoIK5CqkC2RseWwaDe27wKil-NP2WtVq4TSJ56AYvUNnWAfVnLjgJAK3A9d2obhdP4D2lGl9SHs5f70kcjmw9xWhVPSmypbNIytjvdfqgqaeqEJ4JF7/s736/letter1.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;642&quot; data-original-width=&quot;736&quot; height=&quot;518&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZhoACjjD1rXn1KL-mskMM773J9XptQXP9zmzSTSaxKQ8UsqBE4JNraBhflT1t394vNVm3QVR1xJoIK5CqkC2RseWwaDe27wKil-NP2WtVq4TSJ56AYvUNnWAfVnLjgJAK3A9d2obhdP4D2lGl9SHs5f70kcjmw9xWhVPSmypbNIytjvdfqgqaeqEJ4JF7/w594-h518/letter1.jpg&quot; width=&quot;594&quot; /&gt;&lt;/a&gt;&lt;span&gt;&lt;/span&gt;----------------------------------------------------------------------------------------------------------------------------&amp;nbsp;&lt;/div&gt;&lt;p&gt;Wow, look at this...Epstein is suing two individuals - SCOTT ROTHSTEIN and
BRADLEY J. EDWARDS, &lt;b&gt;and goes to great lengths to prevent Al Seckel from giving a deposition on the case!&lt;/b&gt;&amp;nbsp;&lt;br /&gt;(Edwards is an author who wrote&amp;nbsp;&lt;span id=&quot;productTitle&quot;&gt;&lt;i&gt;&lt;b&gt;Relentless Pursuit: My Fight for the Victims of Jeffrey Epstein&lt;/b&gt;&lt;/i&gt;, and several other books like this.)&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;Apparently Edwards has subpoenaed Seckel to give a deposition, and Epstein is desperately fighting against this!&amp;nbsp;&lt;span id=&quot;productTitle&quot;&gt;What
 is Epstein afraid that Seckel will say in a deposition, to file pages 
and pages of high-priced lawyers&#39; citations and arguments to prevent 
Seckel&#39;s deposition from taking place????&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;PLAINTIFF&#39;S MOTION TO OUASH SUBPOENA AND FOR PROTECTIVE ORDER
TO PREVENT DEPOSITION OF ALFRED SECKEL&amp;nbsp;&lt;br /&gt;Plaintiff Jeffrey Epstein moves the Court, pursuant to Rule 1.280 and Rule 1.410, Florida
Rules of Civil Procedure, for entry of a protective order and an order quashing a subpoena
commanding non-party Alfred Seckel to appear for deposition in Los Angeles, California on
May 23, 2011, which subpoena Defendant Bradley J. Edwards (&quot;Edwards&quot;) has noticed over the
Plaintiffs objection. The grounds for this Motion are:
1. On or about April 7, 2011, counsel to Edwards noticed the deposition of Mr.
Seckel, despite the fact that counsel to Edwards was advised by Plaintiffs counsel that Mr.
Seckel has no knowledge of any issue in this case and is barely known to the Plaintiff at all. A
copy of the Notice and Subpoena is attached as Exhibit A.&amp;nbsp;&lt;br /&gt;2. The Plaintiff seeks an order quashing the subpoena and entry of a protective order
to prevent the taking of this deposition indefinitely because Mr. Seckel has no relevant
information about this case and to allow the deposition would effectively condone harassment&lt;/blockquote&gt;&lt;p&gt;&amp;nbsp;What follows are a half-dozen pages of legalese. This is beyond weird!!&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;a href=&quot;https://www.justice.gov/epstein/files/DataSet%209/EFTA01103276.pdf&quot; target=&quot;_blank&quot;&gt;&amp;nbsp;https://www.justice.gov/epstein/files/DataSet%209/EFTA01103276.pdf&lt;/a&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/4902201480625223537/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2026/02/finding-skeptic-con-man-in-epstein.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/4902201480625223537'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/4902201480625223537'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2026/02/finding-skeptic-con-man-in-epstein.html' title='Finding Skeptic Con-Man in the Epstein Files, Part 2.'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZhoACjjD1rXn1KL-mskMM773J9XptQXP9zmzSTSaxKQ8UsqBE4JNraBhflT1t394vNVm3QVR1xJoIK5CqkC2RseWwaDe27wKil-NP2WtVq4TSJ56AYvUNnWAfVnLjgJAK3A9d2obhdP4D2lGl9SHs5f70kcjmw9xWhVPSmypbNIytjvdfqgqaeqEJ4JF7/s72-w594-h518-c/letter1.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-6649132220878540155</id><published>2026-02-03T20:35:00.000-08:00</published><updated>2026-02-03T20:35:38.068-08:00</updated><title type='text'>Finding Skeptic Con-Man Al Seckel in the Epstein files (Part 1)</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;Now that the Epstein files have been (reportedly) fully released, I knew that Seckel must be in them. Seckel organized a &quot;Mindshift&quot; Science conference on Lolita Island, and he married the sister of Ghislaine Maxwell. The question is, what is in there?&amp;nbsp;&lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1_FO66zZIsdRnwQ6YZAFitSdzFxPYd1Uaf2Y1u2zR-Q6EOlx8uLvO9qBHjzsKCX4mKAIz2djcRrHOKavZkuv0PKRKS7g8n85z8TJ1NMrgDxPFcRR0JC5iVU79iv_Debwie40PnT2-OJ31M03YQfln9idJG0TdfK5O-a7pv9VFsbnGm3BBDFt44FFOPYhN/s1056/EpsteinSeckelMindshift2.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;629&quot; data-original-width=&quot;1056&quot; height=&quot;382&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1_FO66zZIsdRnwQ6YZAFitSdzFxPYd1Uaf2Y1u2zR-Q6EOlx8uLvO9qBHjzsKCX4mKAIz2djcRrHOKavZkuv0PKRKS7g8n85z8TJ1NMrgDxPFcRR0JC5iVU79iv_Debwie40PnT2-OJ31M03YQfln9idJG0TdfK5O-a7pv9VFsbnGm3BBDFt44FFOPYhN/w640-h382/EpsteinSeckelMindshift2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;Jeffrey Epstein and Al Seckel have 
assembled a diverse and eclectic intimate group of exceptional thinkers 
and achievers to discuss various topics....&quot;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I wrote about Seckel two years ago, &quot;&lt;a href=&quot;https://badufos.blogspot.com/2024/01/the-strange-life-and-death-of-al-seckel.html&quot;&gt;The Strange Life and D&lt;/a&gt;eath (?) of Al Seckel.&quot; (You should read that first if you&#39;re unfamiliar with the Seckel saga.) I first met Seckel at the 1984 CSICOP Conference, held at Stanford University. He was then an enthusiastic young man of twenty-six, (falsely) claiming to be a graduate student in “physics” and “history of science” at Cal Tech. (In reality, Seckel never completed a single year of college.) He sought me out because I had been a co-founder of the Bay Area Skeptics (along with the late magician Bob Steiner) just two years earlier. Seckel explained that he was in the process of founding a similar group, the Southern California Skeptics (SCS). He wanted to discuss our experiences, and get my advice. Later, he arranged for me to give the first lecture to the Southern California Skeptics.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I put a question mark after Seckel&#39;s reported death in France in 2015, which has been widely reported but never officially documented.&lt;br /&gt;&lt;br /&gt;My search o&lt;a href=&quot;https://www.justice.gov/epstein&quot; target=&quot;_blank&quot;&gt;f the official DOJ Epstein Website &lt;/a&gt;for &quot;Seckel&quot; returned 1,376 results. It is obvious that many of them contain duplicate information; I have tried to manage this as best I can. So some important information might possibly be left out, although that seems unlikely. Much of their correspondence concerns agreeing on a time for a telephone talk. There are also the errors of OCR, especially around a blanked-out region. I find it funny that the email address Epstein was using was &quot;&lt;b&gt;jeevacation@gmail.com&quot;&lt;/b&gt;. I can imagine what kind of vacation he might have in mind! 😂 At one point (repeated in several documents), &lt;a href=&quot;https://www.justice.gov/epstein/files/DataSet%209/EFTA00736976.pdf&quot; target=&quot;_blank&quot;&gt;Seckel says to Epstein,&lt;/a&gt; &quot;You are obviously having way too much fun,&quot; but does not specify what kind of fun he means.&lt;/p&gt;What happened with the Southern California Skeptics? W&lt;a href=&quot;https://www.justice.gov/epstein/files/DataSet%209/EFTA00727276.pdf&quot; target=&quot;_blank&quot;&gt;e find the following testimony from Bart D. Hibb&lt;/a&gt;s:&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiClmdzBBO22tbrV-pbAtdA9PXS_PiBIZtJ6WAUVq_H4aDAp-tvRatkHVJpztBN6XthrczDdRJjqz1ekKHQL-ef1NTxyT6qt927U6D7VNLML0kPvphmwoAEUDlEGUqexuseg8vKTLD2AkF7Kf1f_RVF0KAfpfQhPPAUX-Fiu07PRxG8Px7jzh-RtxMCnNuk/s1328/TEDxUSC.jpg&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1053&quot; data-original-width=&quot;1328&quot; height=&quot;254&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiClmdzBBO22tbrV-pbAtdA9PXS_PiBIZtJ6WAUVq_H4aDAp-tvRatkHVJpztBN6XthrczDdRJjqz1ekKHQL-ef1NTxyT6qt927U6D7VNLML0kPvphmwoAEUDlEGUqexuseg8vKTLD2AkF7Kf1f_RVF0KAfpfQhPPAUX-Fiu07PRxG8Px7jzh-RtxMCnNuk/s320/TEDxUSC.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Seckel impersonating a real scientist&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;I am an engineer at AeroVironment in Simi Valley, CA.&lt;br /&gt;I have known the plaintiff Al Seckel since approximately the mid 1980s. In approximately 1984, Al Seckel founded a skeptical group to counter various pseudoscientific beliefs in popular culture. This group was called the Southern California Skeptics (SCS). In&lt;br /&gt;approximately1987, I was appointed by the Board to take over the role of SCS Treasurer from the previous treasurer John Edwards, and continued in this official role until the group suspended its activities sometime in 1990. Between 1987 and 1990 I was officially listed as&lt;br /&gt;the SCS treasurer on all SCS mastheads. I reported to the SCS Board on a regular basis&lt;br /&gt;about the finances of SCS. Al Seckel was present at these meetings, along with other SCS&lt;br /&gt;board members. I also regularly attended the meetings of SCS.&amp;nbsp;&amp;nbsp;I rarely see Al Seckel&lt;br /&gt;anymore.&lt;br /&gt;During the time that I was SCS treasurer, I personally handled all the finances and&lt;br /&gt;accounting of the SCS. This task included keeping track and recording all income/expenses&lt;br /&gt;of SCS, as well as check writing privileges for various SCS expenses. I made copies of all&lt;br /&gt;checks, all bank deposit receipts (which included cash deposits from the basket to collect&lt;br /&gt;donations during the meetings). All of this I entered into an accounting program on my&lt;br /&gt;computer, and the results of the accounting were given to the SCS board at the Board&lt;br /&gt;meetings, and accurate and true annual accounts were published in the LASER, the official&lt;br /&gt;Newsletter of the group. I took this job very seriously, and did it myself. Al Seckel never&lt;br /&gt;tried to influence me in any way in doing the accounting, was not involved in the&lt;br /&gt;accounting, and I was never &quot;under his control&quot; as some people have falsely claimed. I am&lt;br /&gt;my own person and do my own work.&lt;br /&gt;While I was treasurer of SCS, at no time was there any significant income into the group,&lt;br /&gt;and legitimate expenses seemed to always quickly consume any income that came in,&lt;br /&gt;despite the fact that the group was run on a very tight shoestring. Any income to SCS was&lt;br /&gt;quickly eaten up by expenses that related to mass promotional mailings, subscriber&lt;br /&gt;mailings, printings of the flyers and other promotional literature, printing of the LASER&lt;br /&gt;(the official journal of the group), subscriptions, book purchases, banquet and conference&lt;br /&gt;costs, costs of the Beckman Auditorium, and other legitimate SCS expenses. On several&lt;br /&gt;occasions, SCS was short funds to cover the expenses that had to be outlaid. At this point,&lt;br /&gt;Al Seckel would step in and put his own personal funds into the SCS account to cover the&lt;br /&gt;SCS account so that it would not be overdrawn. As SCS was always operating at a slight&lt;br /&gt;loss, Seckel would rarely, if ever, reimburse himself for the money that he outlaid to cover&lt;br /&gt;SCS. Other Board members also contributed some funds to keep SCS afloat. Seckel did not&lt;br /&gt;&quot;loot the skeptics out of existence&quot; as has been falsely claimed.&lt;br /&gt;The rumors that have been related to me that Al Seckel had somehow been inappropriate,&lt;br /&gt;misused, or taken funds from the SCS accounts for his own personal benefit are completely&lt;br /&gt;contrary to my experience and knowledge. I cannot say this more emphatically, as the truth&lt;br /&gt;is just the opposite! I know of no foundation to these claims at all. The claim made by Pat&lt;br /&gt;Linse that Al Seckel received $60,000 from SCS (during my tenure as treasurer 1987-1990) is absolutely false and without merit. I never saw those kinds of funds in the Skeptics at any time.&lt;br /&gt;The accounting books of SCS have always been open to anyone that asked. These books&lt;br /&gt;had copies of all checks deposited, originals of all checks written, copies of all deposit&lt;br /&gt;receipts, all SCS bank statements, and a computerized accounting of all transactions. All of&lt;br /&gt;this was prepared solely by me. A true and correct copy of the SCS accounting books were&lt;br /&gt;provided to Elie Shneour, Phillip Klass, and CSICOP. I cannot recall anyone else that ever&lt;br /&gt;asked me to examine them. I kept them in my possession until approximately a few years&lt;br /&gt;ago, when lack of space and any interest in them, made me decide to throw them out. This&lt;br /&gt;is a decision I did entirely on my own, and I did not consult with anyone about it, as SCS&lt;br /&gt;had closed down its operation well over 10 years previously. This is what I informed Al&lt;br /&gt;Seckel when he contacted me recently for copies of the SCS accounting books.&lt;br /&gt;Finally, there have been allegations that Seckel somehow &quot;fabricated&quot; the accounting&lt;br /&gt;books to make them appear as if he did not &quot;loot the skeptics.&quot; I know of no reason to do&lt;br /&gt;this, as the legitimate accounting books showed just the opposite: that he helped keep the&lt;br /&gt;Skeptics financially afloat, rather than looting it. In addition he never accessed the&lt;br /&gt;computer on which I kept the records without my presence. The computer was almost&lt;br /&gt;always at AeroVironment so he could not have gained access to it without my knowledge.&lt;br /&gt;I declare under penalty of perjury under the laws of the State of California that the&lt;br /&gt;foregoing is true and correct.&lt;br /&gt;Executed this day of December , 2007 , at Simi Valley, California.&lt;br /&gt;Bart D. Hibbs&amp;nbsp;&lt;/div&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Concerning the alleged financial improprieties within SCS, the late, highly-respected Pat Linse, co-founder of the Skeptics Society, told a 
different story. &lt;a href=&quot;https://old.skeptic.com/downloads/In-Memoriam-Pat-Linse-1947-2021-in-Skeptic-26-3.pdf&quot; target=&quot;_blank&quot;&gt;As she explained to Michael Shermer,&lt;/a&gt; the other 
co-founder:&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;An amicus curiae brief on behalf of 72 Nobel laureates in support of the appellees in Edwards v. Aguillard, the case testing the constitutionality of Louisiana’s “Balanced Treatment for Creation-Science and Evolution-Science Act.” That brief was organized, in part, by the Southern California Skeptics, a local group that, along with many others, emerged after the successful growth of CSICOP (Committee for the Scientific nvestigation of Claims of the&amp;nbsp;Paranormal—now CSI, Committee for Skeptical Inquiry).&amp;nbsp; Pat had much more to tell me about how that brief came about, and especially the inner workings of the local skeptics group and why it collapsed the previous year &lt;b&gt;because of the personal shenanigans of the organizer &lt;/b&gt;[Seckel].&amp;nbsp;&lt;/blockquote&gt;&lt;/div&gt;&lt;p&gt;&amp;nbsp;&amp;nbsp;As for the attendees&#39; list for the Mindshift conference, &lt;a href=&quot;https://www.justice.gov/epstein/files/DataSet%2011/EFTA02417540.pdf&quot; target=&quot;_blank&quot;&gt;Seckel writes the following&lt;/a&gt;:&lt;br /&gt;&lt;/p&gt;&lt;blockquote&gt;Sure (all are confirmed and booked with the exception of Nathan below):&lt;br /&gt;Al Seckel&lt;br /&gt;Murray Gell-Mann&lt;br /&gt;Gerald Sussman&lt;br /&gt;Christof Koch&lt;br /&gt;Frances Arnold&lt;br /&gt;Leonard Mlodinow&lt;br /&gt;Ron Reisman&lt;br /&gt;Pablos Holman&lt;br /&gt;Brock Pierce&lt;br /&gt;Baron Reichart&lt;br /&gt;Paul Kirkaas&lt;br /&gt;Dan Dubno&lt;br /&gt;Nathan Mhyrvold (waiting, trying to coordinate his schedule to come)&lt;br /&gt;I had earlier asked a three other friends of mine to attend, but they had other&lt;br /&gt;commitments, but will another time:&lt;br /&gt;Danny Hillis&lt;br /&gt;Ed Witten&lt;br /&gt;Kip Thorne&amp;nbsp;&lt;/blockquote&gt;&lt;a href=&quot;https://www.justice.gov/epstein/files/DataSet%2011/EFTA02419475.pdf&quot; target=&quot;_blank&quot;&gt;Seckel asked&lt;/a&gt;,&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;if you can give me a date (I assume the location would be your island), what do I&lt;br /&gt;offer them, in terms of travel arrangements?&amp;nbsp;&lt;/blockquote&gt;Epstein&#39;s reply was:&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;everything„ hotel airfare, food&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXtG-wIldCZRFBHKxzd07FnAXca4oJPquDtQm3YZfq4uqyxHtJ3fMPR_E4zEsLxBYxIkPlfAbKAbd_lajWUR3Kv0RzaLEBJAGczBWTSxHYNozSXla6slUyvHEyHvxFffnq03tBZTydHX1mrVc5M4oJlpzkMHj8LjDaWBjmlKtLdfe8yDmHZ1dfGQnGsL1X/s499/AlSeckel_IsabelMaxwell.jpg&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;349&quot; data-original-width=&quot;499&quot; height=&quot;280&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXtG-wIldCZRFBHKxzd07FnAXca4oJPquDtQm3YZfq4uqyxHtJ3fMPR_E4zEsLxBYxIkPlfAbKAbd_lajWUR3Kv0RzaLEBJAGczBWTSxHYNozSXla6slUyvHEyHvxFffnq03tBZTydHX1mrVc5M4oJlpzkMHj8LjDaWBjmlKtLdfe8yDmHZ1dfGQnGsL1X/w400-h280/AlSeckel_IsabelMaxwell.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Seckel and Isabel Maxwell, speaking at the WEF, 2011&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Apparently, at one point Seckel asks Epstein about &quot;finding&quot;&amp;nbsp;his &quot;research work&quot; (Ha!) :(obviously &quot;funding&quot; - Seckel keeps apologizing for typos, blames his phone)&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;&lt;p&gt;On Fri, Jul 10, 2009 at 9:38 AM, Al seckel &amp;lt; &amp;gt; wrote:&lt;br /&gt;Do you stilt want to do you gathering?&lt;br /&gt;And, would like to know if you would be interested in finding, even in part, my research work...&lt;br /&gt;If this is even a remote possibility, let me know what you would need.&amp;nbsp;&lt;/p&gt;&lt;/blockquote&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Then it gets interesting. Epstein seems to be angry that he has already sent money to Seckel, who still wants more(!):&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;From: Jeffrey Epstein &amp;lt;jeevacation@gmail.com&amp;gt;&lt;br /&gt;To: Al seckel &amp;lt; &amp;gt;&lt;br /&gt;Sent: Wed, December 8, 2010 11:00:26 AM&lt;br /&gt;Subject: Re: MIKE IS STILL ON CALL, HE HAS BEEN WAITING 45 MINUTES FOR YOU.&lt;br /&gt;II have lent you 25k paid isabels trip, given you the last 10k wired to mike with the understanding that most of the pages would be gone by nov, ten thousand was wired to him on the 20 th november. to call me and tell me the servers will go down if he doesn&#39;t get more money is ludicrous.&lt;br /&gt;&lt;br /&gt;On Wed, Dec 8, 2010 at 1:34 PM, Al seckel &amp;lt; wrote:&lt;br /&gt;Christ,&lt;br /&gt;This is just not what I need this morning, as I got a rate (as I told you) for cash. Trying save you $$$.&lt;br /&gt;On call with WEF now. Can&#39;t speak. Call me in 30 minutes:&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote&gt;From: Jeffrey Epstein &amp;lt;&quot;eevacation@gmail.com&amp;gt;&lt;br /&gt;To: Al seckel &amp;lt; &amp;gt;&lt;br /&gt;Sent: Wed, December 8, 2010 10:30:32 AM&lt;br /&gt;Subject: Re: MIKE IS STILL ON CALL, HE HAS BEEN WAITING 45 MINUTES FOR YOU.&lt;br /&gt;he received a wire transfer from me„ this is silly„ i would like to ask him .his bank knows that the wire came from me„ he is going to get a 1099 for 20k so far.&lt;br /&gt;On Wed, Dec 8, 2010 at 1:27 PM, Al seckel &amp;gt; wrote:&lt;br /&gt;&lt;b&gt;He asked me not to give it out.&lt;/b&gt; WHAT do you want me to do??? I have asked him repeatedly. You can ask him, but he won&#39;t. He doesn&#39;t want to work that way. He doesn&#39;t even know I gave you his bank info. HE WOULD EXPLODE&quot;&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote&gt;From: Jeffrey Epstein &amp;lt;jeevacation@qmaitcom&amp;gt;&lt;br /&gt;To: Al seckel &amp;lt; &amp;gt;&lt;br /&gt;Sent: Wed, December 8, 2010 10:25:44 AM&lt;br /&gt;Subject: Re: MIKE IS STILL ON CALL, HE HAS BEEN WAITING 45 MINUTES FOR YOU.&lt;br /&gt;I would like his number please . asap/&lt;br /&gt;On Wed, Dec 8, 2010 at 1:24 PM, Al seckel &amp;gt; wrote:&lt;br /&gt;I have to now be on a scheduled call with the WEF. If you gave me your phone number, as I don&#39;t have your Santa Fe number, and a time he can call, then it can be arranged.&lt;br /&gt;Don&#39;t force him, you have no hold, and he will walk. his services are in too high demand.&amp;nbsp;&lt;/blockquote&gt;&lt;blockquote&gt;From: Jeffrey Epstein &amp;lt; jeevacatior@gmail.com&amp;gt;&lt;br /&gt;To: Al seckel &amp;lt; &amp;gt;&lt;br /&gt;Sent Wed, December 8, 2010 10:20:53 AM&lt;br /&gt;Subject: Re: MIKE IS STILL ON CALL, HE HAS BEEN WAITING 45 MINUTES FOR YOU.&amp;nbsp;&lt;br /&gt;I expect you to give me his direct contact. i do not use conference services , for private calls. ever&lt;/blockquote&gt;&lt;blockquote&gt;From: Jeffrey Epstein &amp;lt; jeevacatior@gmail.com&amp;gt;&lt;br /&gt;To: Al seckel&lt;br /&gt;Sent: Tue, June 15, 2010 8:37:08 PM&lt;br /&gt;Subject: Re: sunday guests&lt;br /&gt;always&lt;br /&gt;On Tue, Jun 15, 2010 at 10:27 PM, Al seckel&lt;br /&gt;Sean Carroll, Colwell physicist&lt;br /&gt;https://en.wikipedia. r /wiki can M. art It&lt;br /&gt;• &#39; . fun, smart, wacky. would you be up for a call early evening on sunday?&lt;br /&gt;wrote:&amp;nbsp;&lt;/blockquote&gt;&lt;/div&gt;&lt;p&gt;I am wondering who &quot;MIKE&quot; is 😏. Obviously these two are unwilling to risk putting any real content of their discussions down in writing.&lt;span&gt;&amp;nbsp; And I don&#39;t believe for a minute that Epstein&#39;s &quot;servers&quot; would come crashing down unless he wired more money to Seckel!&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;span&gt;&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;End Part 1.&lt;/span&gt;&lt;/b&gt; I am ending this posting here not because I have finished the task, but because the task is so large that I fear I might never be able to finish it. Judging by file counts, I am less than 10% of the way through the &quot;Seckel&quot; hits. Stay tuned for more.......&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/6649132220878540155/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2026/02/finding-skeptic-con-man-al-seckel-in.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6649132220878540155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6649132220878540155'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2026/02/finding-skeptic-con-man-al-seckel-in.html' title='Finding Skeptic Con-Man Al Seckel in the Epstein files (Part 1)'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1_FO66zZIsdRnwQ6YZAFitSdzFxPYd1Uaf2Y1u2zR-Q6EOlx8uLvO9qBHjzsKCX4mKAIz2djcRrHOKavZkuv0PKRKS7g8n85z8TJ1NMrgDxPFcRR0JC5iVU79iv_Debwie40PnT2-OJ31M03YQfln9idJG0TdfK5O-a7pv9VFsbnGm3BBDFt44FFOPYhN/s72-w640-h382-c/EpsteinSeckelMindshift2.jpg" height="72" width="72"/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-6356778657833539362</id><published>2025-05-28T18:51:00.000-07:00</published><updated>2025-05-28T18:51:08.842-07:00</updated><title type='text'>Skywatcher UAP Class Studies Bird Flock</title><content type='html'>&lt;div class=&quot;separator&quot;&gt;&lt;p style=&quot;margin-left: 1em; margin-right: 1em; text-align: justify;&quot;&gt;Hello, dear readers! I haven&#39;t posted anything in quite a while, not for any good reason, but because I didn&#39;t want to step into that foolish &quot;Disclosure&quot; mess. David Grusch, who it was once believed would blow apart the whole &#39;UFO coverup,&#39; hasn&#39;t produced anything in several years except more unsupported claims. &lt;a href=&quot;https://x.com/MiddleOfMayhem/status/1926008102937088222&quot; target=&quot;_blank&quot;&gt;Luis Elizondo skipped out on a Congressional UAP briefing to attend the Alien Festival in McMinnville, Oregon&lt;/a&gt;, where he was a paid speaker (he first claimed to be &quot;sick&quot;), thereby showing where his real priorities lie. And Ross Coulthart says that &lt;a href=&quot;https://www.mirror.co.uk/news/weird-news/ufo-hunter-claims-spaceship-too-30477150&quot; target=&quot;_blank&quot;&gt;one crashed UFO was so large it couldn&#39;t be moved, so they constructed a major landmark over it!&lt;/a&gt; Anyone who believes any of these &quot;Disclosure&quot; clowns is seriously deficient in critical thinking. &lt;a href=&quot;https://x.com/MiddleOfMayhem/status/1924507266012872787&quot; target=&quot;_blank&quot;&gt;Steven Greenstreet wrote on May 19,&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 4em; margin-right: 1em; text-align: justify;&quot;&gt;Anna Paulina Luna (@RepLuna) scheduled a classified briefing in order to give 3 UFO &quot;witnesses&quot; a chance to pony up and provide their alien evidence.&lt;br /&gt;&lt;br /&gt;All 3 of them skipped the briefing, claiming to be &quot;sick&quot;. Beyond parody. &lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;536&quot; 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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;640&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://x.com/MiddleOfMayhem/status/1924507266012872787&quot; target=&quot;_blank&quot;&gt;Image by Steven Greenstreet&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot;&gt;&lt;p style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;/div&gt;&lt;p&gt;&lt;br /&gt;I&#39;m writing this today about &lt;a href=&quot;https://x.com/SkywatcherHQ/status/1927847352964108419&quot; target=&quot;_blank&quot;&gt;UAP class 1 - Tetra, presented by Skywatcher&lt;/a&gt;, a group that describes its mission as: &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: left;&quot;&gt;Skywatcher provides advanced aerial intelligence and protection systems. Founded by former military and intelligence professionals. @SkywatcherHQ&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;span style=&quot;font-size: medium;&quot;&gt;Now, watch this video, their &#39;scientific analysis&#39; of these &quot;UAPs&quot;. Those are birds, dude!&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&lt;/span&gt;&lt;img alt=&quot;&quot; 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&quot; 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&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;640&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Here is an entire fleet of UFOs (excuse me, &quot;UAPs&quot;), according to Skywatcher!&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/6356778657833539362/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2025/05/skywatcher-uap-class-studies-bird-flock.html#comment-form' title='13 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6356778657833539362'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/6356778657833539362'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2025/05/skywatcher-uap-class-studies-bird-flock.html' title='Skywatcher UAP Class Studies Bird Flock'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><thr:total>13</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-3157373287602723447</id><published>2024-12-12T18:55:00.000-08:00</published><updated>2024-12-12T18:55:23.672-08:00</updated><title type='text'>&quot;Drone&quot; Madness - Drones VS. Astronomers!</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;The Science (?) of UFOOLogy takes many strange twists, but here is one I didn&#39;t see coming. For decades, people seeing, and misidentifying, stars, planets, and airplanes were reporting them as &#39;alien UFOs.&#39; But suddenly, they aren&#39;t aliens any more - they&#39;re drones!&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJFZS0L3hTEIr9gej97aDsI5wNkovgGeHmTLvKWdv-9hb1WMISONm9H8_Nf2UWUDQtPz6VgGm77Vdh1xCOPSCBwI0wdvF9SLYjs4YDIGQcKJYkyT0pgWXY98ZbigpoonREDOw4LZ7pADbznGyJtrdZ4TGYyCAJnbS8LnBl9C6v_JUhlC_SgONMJpOjLYnd/s1912/Sight_2017_01_07_151830_569.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1065&quot; data-original-width=&quot;1912&quot; height=&quot;356&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJFZS0L3hTEIr9gej97aDsI5wNkovgGeHmTLvKWdv-9hb1WMISONm9H8_Nf2UWUDQtPz6VgGm77Vdh1xCOPSCBwI0wdvF9SLYjs4YDIGQcKJYkyT0pgWXY98ZbigpoonREDOw4LZ7pADbznGyJtrdZ4TGYyCAJnbS8LnBl9C6v_JUhlC_SgONMJpOjLYnd/w640-h356/Sight_2017_01_07_151830_569.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Dude, that is an airplane, not a Mystery Drone!&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;It all began in 2019, when &quot;Multiple Destroyers Were Swarmed By Mysterious ‘Drones’ Off California Over Numerous Nights. The disturbing series of events during the summer of 2019 resulted in an investigation that made its way to the highest echelons of the Navy..&quot; &lt;a href=&quot;https://www.twz.com/39913/multiple-destroyers-were-swarmed-by-mysterious-drones-off-california-over-numerous-nights&quot; target=&quot;_blank&quot;&gt;This, however, did not have much influence on&amp;nbsp; the public until 2021. &lt;/a&gt;The main&lt;a href=&quot;https://www.youtube.com/watch?v=-Pjqdaz_b24&amp;amp;t=7s&amp;amp;ab_channel=JeremyCorbell&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt; video released of &quot;Pyramid-shaped UFOs&quot;&lt;/a&gt;, and cited by UFO promoter Jeremy Corbell (and others) was later shown &lt;a href=&quot;https://badufos.blogspot.com/2021/04/the-navys-triangle-bokeh-ufo-video.html&quot; target=&quot;_blank&quot;&gt;to be an airplane flying past Jupiter, and the stars of the constellation Scorpius&lt;/a&gt;. The apparent pyramid shape of everything (!) was shown to be an effect of bokeh, or &#39;how the optics represents an out-of-focus object&#39;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Now news reports of &quot;drones&quot; hovering over certain areas at night are everywhere, just like the classic Flying Saucer &quot;waves&quot; of yore. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;UFO historian and researcher Jeff Knox &lt;a href=&quot;https://www.facebook.com/photo/?fbid=10102241144340991&amp;amp;set=a.10101710709152361&quot; target=&quot;_blank&quot;&gt;wrote on Facebook of this photo&lt;/a&gt;,&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;This
 is peak stupidity by one of the Twitterverse&#39;s biggest UFO accounts. 
Lue crew. Sadly, many very popular accounts and pseudo-journalist (like 
Marik [von Rennenkampff ] ) &lt;a href=&quot;https://thehill.com/opinion/technology/4605271-drones-or-ufos-alarming-incursions-demand-answers/&quot; target=&quot;_blank&quot;&gt;who just published an article on The Hill&lt;/a&gt;)
 are promoting this same utter nonsense. This is what the disclosure 
community has these days....air planes they think are cloaked UFOs.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Longtime
 UFO researcher Barry Greenwood added, &quot;The right-angle turn appears to 
be a simple pivot of the camera rather than the object itself turning.&quot;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqzzZU6tYFVv8MIDkncOMFLeI80gF7KWY35x6uWU9rmR0yJM2XZfSHFMRSkvoIyuIvjuXvrzuPKNqUqr8Odm8AMuAj1kaL87cyycVE_qLd6YiE9COAOa1Xy90-EkcpRGmypmJf4Esgc1zKYK6mf5qC1rwe6q91ZskFOkwzBlIGlfw4Czqa6YlOBZLHV9tz/s1184/469514128_10102241144345981_3052981366672219621_n.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1084&quot; data-original-width=&quot;1184&quot; height=&quot;586&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqzzZU6tYFVv8MIDkncOMFLeI80gF7KWY35x6uWU9rmR0yJM2XZfSHFMRSkvoIyuIvjuXvrzuPKNqUqr8Odm8AMuAj1kaL87cyycVE_qLd6YiE9COAOa1Xy90-EkcpRGmypmJf4Esgc1zKYK6mf5qC1rwe6q91ZskFOkwzBlIGlfw4Czqa6YlOBZLHV9tz/w640-h586/469514128_10102241144345981_3052981366672219621_n.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;The point needs to be made that there are many different kinds of &quot;drones&quot;, of different origin and purpose. Some belong to the military, some belong to law enforcement, others to civilians. Some have horizontal propellers, enabling them to hover in one place. Others are more like conventional fixed-wing aircraft, but smaller because they do not carry a pilot (like the RQ-7, below). As is the case with UFOs, identifying or &quot;solving&quot; one series of drone sightings does not necessarily have any bearing on other sightings. However, the &quot;solved&quot; drone incidents described below are very instructive of what is happening in some cases.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Something isn&#39;t right here, other than the usual incoherent reporting. I want to know WHY the military has 
never brought down, or recovered, one of these supposed drones. For that
 matter, I don&#39;t think they have ever even tried! Surely the military has 
every right to bring down any unidentified and unauthorized craft 
encroaching on its territory, and has the means to do so. Some news reports are saying it would be illegal to shoot at drones. While that is true for you and me, if you are a military commander defending a position, you have every right to engage unknown and potentially harmful intruders. (Although it would not be necessary to shoot bullets at it. They can bring it down by interfering with its electronics.) Then they 
could study it to determine its origin, and perhaps its purpose. The military cannot take the risk of 
letting unknown, possibly hostile, craft operate over its territory. It could have weapons, explosives, surveillance, biological agents, 
etc. Yet they seem completely uninterested in bringing one down to 
investigate. Perhaps because they already know what it is.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQaNvm_Gz7CG3rOfswW99A3x66-5FGCVZQfCE_lcHQzGgTIXgGhEa11xD44O0yU3IakcYbNyo4qVzAY1OArXrV8scWZP1YEcvmU67z7qH5zNGIlAO1itXkyErsKN3Dlo3Aq65s2eQSH7SBZeUAWIlhamnGTvyCnmdKfnMb6rVjPUf35RqtV7XoswfPiGmK/s967/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;677&quot; data-original-width=&quot;967&quot; height=&quot;448&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQaNvm_Gz7CG3rOfswW99A3x66-5FGCVZQfCE_lcHQzGgTIXgGhEa11xD44O0yU3IakcYbNyo4qVzAY1OArXrV8scWZP1YEcvmU67z7qH5zNGIlAO1itXkyErsKN3Dlo3Aq65s2eQSH7SBZeUAWIlhamnGTvyCnmdKfnMb6rVjPUf35RqtV7XoswfPiGmK/w640-h448/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The RQ-7 Drone, as is being regularly flown by the Army out of Ft. Huachuca in Arizona.&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I decided to turn to my best source for all things military and astronomical, Maj. James McGaha (USAF retired). He is an astronomer, as well as a longtime skeptical researcher of UFO claims. James is the owner of the &lt;a href=&quot;https://grasslandsobservatory.com/SabinoCanyonMain.html&quot; target=&quot;_blank&quot;&gt;Sabino Canyon Observatory&lt;/a&gt; just outside Tucson. He also operates the &lt;a href=&quot;https://grasslandsobservatory.com/&quot; target=&quot;_blank&quot;&gt;Grasslands Observatory&lt;/a&gt;, south of Tucson, close to the Mexican border.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVCeNCGbU1crkhl6ERg3_o4rpMFsICYJUGZEuDhsoVD_ZGMq_3UyjhRXI7JcpVPAdPsKA8mcbR4l_IznneO1zhbStPZcufN2NM6SXrHd7_LrO-uZ7gkBDxkjiMsyp9E8Z9zZz5ekVe5tw-w7-z43gTtVMZrnR_JQH6jW3LmMVoe2jX7GnNm2Na-Sr5_PBY/s851/McGahaUniform2.jpg&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;851&quot; data-original-width=&quot;580&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVCeNCGbU1crkhl6ERg3_o4rpMFsICYJUGZEuDhsoVD_ZGMq_3UyjhRXI7JcpVPAdPsKA8mcbR4l_IznneO1zhbStPZcufN2NM6SXrHd7_LrO-uZ7gkBDxkjiMsyp9E8Z9zZz5ekVe5tw-w7-z43gTtVMZrnR_JQH6jW3LmMVoe2jX7GnNm2Na-Sr5_PBY/s320/McGahaUniform2.jpg&quot; width=&quot;218&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;James McGaha&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;James is a former pilot who flew C-130s at Air Force bases around the world. When I asked James about the latest drone mania, he noted that several astronomers had come to him, asking the same thing. What he said next, however, surprised me: &lt;b&gt;there really are drones circling military bases and other places of interest, but they are our own!&lt;/b&gt; Here is what he said.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;One night in 2012, James was doing some imaging at Grasslands. Modern astrophotography typically utilizes not one long exposure, but a series of shorter exposures that are then combined via software, extracting the maximum detail. He saw an object approach from the direction of Ft. Huachuca, the US Army Base at&amp;nbsp; Sierra Vista, Arizona, which is only about twenty miles from Grasslands. The drone operator apparently saw his big telescope, and decided to &quot;orbit&quot; it. (James suggested that perhaps with the observatory roof rolled back, the big scope looked like a cannon. But one would expect that a drone pilot around Tucson could recognize an astronomical observatory, in the astronomy capital of the US!) As might be expected, this ruined all of his images. James contacted Ft. Huachuca to complain. They admitted that the drone was theirs, but invoked &#39;national security&#39; to justify its intrusive behavior. James, who knows all of the rules governing military flight operations, told them that justification applies only when they are operating in a Military Operations Area (MOA), which they were not. Apparently they agreed - Ft. Huachuca is still flying drones, but now they fly past the observatory without stopping. When James sent this photo to me, he wrote,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div style=&quot;margin-left: 40px;&quot;&gt;We were imaging NGC 2359 (Thor&#39;s Hammer) with a 180mm astrograph. You can see the&amp;nbsp; green trail (constant on light) and strobe lights flash 4 times&lt;/div&gt;&lt;div style=&quot;margin-left: 40px;&quot;&gt;James McGaha, MS, FRAS&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3_MPgfn8T_oZcmjNXY7hTUqyCeiaP0Tr_fV4YEZTpl4K8DA3AjCipfJ1ipyK2C0UmfHfqJ0Zr4hc3L061Ak2c2_zZw5b5h78l-nyqMrvOV7-qAh3PrPN8GQ6okxFot7UZvADQdms5MIJFMfqUUD7S7UrwP4JHMdJrycmST-FovXJjrl_IFc2r61IdvP3J/s1200/NGC_2359_With_RQ-7_drone.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;800&quot; data-original-width=&quot;1200&quot; height=&quot;426&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3_MPgfn8T_oZcmjNXY7hTUqyCeiaP0Tr_fV4YEZTpl4K8DA3AjCipfJ1ipyK2C0UmfHfqJ0Zr4hc3L061Ak2c2_zZw5b5h78l-nyqMrvOV7-qAh3PrPN8GQ6okxFot7UZvADQdms5MIJFMfqUUD7S7UrwP4JHMdJrycmST-FovXJjrl_IFc2r61IdvP3J/w640-h426/NGC_2359_With_RQ-7_drone.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;3-21-2012: One of the images from Grasslands Observatory of NGC 2359 ruined by &quot;orbiting&quot;&amp;nbsp; RQ-7 drone&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;A few months later, similar drones were seen around the Sabino Canyon Observatory in James&#39; back yard. This is quite close to the entrance to the Sabino Canyon Recreation Area, east of Tucson. These appeared to be the same drones seen at Grasslands, about fifty miles away. Then, drones appearing to be of a different origin were seen at Sabino Canyon. These flew over the mountain peaks, then down the other side - well within the capabilities of drones like the RQ-7 (and successor models). These drones, too, took an interest in James&#39; observatory, ruining some images.&lt;br /&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOBrMr9urVFt73NdpBPmHIQbkRrAtx4-GyAdfAMsXRwDCkraWRgk5v_nBlzXvhNQDCcV0uCnEWSzYy49XiL_Rgj6VSE4dq4FiGX9U9l3oTacyp0rnb1kWiH47H_YpoJhABRZRlAcJbDbbnntG7WqkI_xh15d_D_P-DuHb9yUVpcU0vQChYXaK5m4EImWR-/s1277/IMG_20130305_120939.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;958&quot; data-original-width=&quot;1277&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOBrMr9urVFt73NdpBPmHIQbkRrAtx4-GyAdfAMsXRwDCkraWRgk5v_nBlzXvhNQDCcV0uCnEWSzYy49XiL_Rgj6VSE4dq4FiGX9U9l3oTacyp0rnb1kWiH47H_YpoJhABRZRlAcJbDbbnntG7WqkI_xh15d_D_P-DuHb9yUVpcU0vQChYXaK5m4EImWR-/w640-h480/IMG_20130305_120939.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Sabino Canyon Recreation Area (photo by author).&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;From their direction of arrival and departure, James concluded that the drones were coming from an airport at Marana, Arizona, a place frequently used for military training - for example, parachutists. James has himself received training there. There don&#39;t seem to be any other possibilities. He contacted the FAA, which adamantly refused to acknowledge any drones flying out of that airport.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Here is what &lt;a href=&quot;https://en.wikipedia.org/wiki/Marana,_Arizona&quot; target=&quot;_blank&quot;&gt;Wikipedia has to say about Pinal Airpark in Marana&lt;/a&gt;:&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Pinal Airpark (Evergreen International Aviation) is located just north of Marana in Pinal County. Many commercial airlines send their airplanes to this site for storage. It was well known in the 1970s and 1980s as an air base for the CIA. The airport was said to be a U.S. Forest Service air tanker base, but when a series of forest fires broke out in the mountains surrounding Tucson in the early 1970s, Airpark officials had to admit that these planes were not Forest Service tankers. Locals had asked for them to put out the fires. Airpark officials said these were actually paramilitary cargo planes. Access to the Airpark is stringently monitored.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Based on the above, it seems entirely reasonable to suspect some kind of &#39;sneaky business&#39; is going on in Marana!&lt;br /&gt;&lt;br /&gt;James related one more Drone Encounter he had in 2023. He was in the national forest near Tucson, shooting at targets (which is perfectly legal so long as certain safety precautions are observed). He set up inside a dirt circle atop a hill, often used by shooters. From there you cannot see what is happening at the bottom of the hill.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Concentrating on his targets, he became aware of some large object nearby. Looking up, he saw a huge quad-copter drone hovering about 100 feet directly over his head. But who did it belong to? Walking over to the road leading down, with the drone following him, he saw a big, official-looking SUV, with some men taking out equipment and setting it up. It was the Border Patrol, testing some very expensive drone whose manufacturer hoped to sell it to them for border surveillance. It was about 5 or 6 feet in diameter. Its propellers were each about 12&quot; long. James explained to them that it is not legal to hover the drone over someone&#39;s head, nor to use it to follow or harass people. He never did find out if the BP purchased any of those drones, but looking at news reports from the border, I suspect that the answer would be &quot;no.&quot;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt; &lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/3157373287602723447/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2024/12/drone-madness-drones-vs-astronomers.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/3157373287602723447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/3157373287602723447'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2024/12/drone-madness-drones-vs-astronomers.html' title='&quot;Drone&quot; Madness - Drones VS. Astronomers!'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJFZS0L3hTEIr9gej97aDsI5wNkovgGeHmTLvKWdv-9hb1WMISONm9H8_Nf2UWUDQtPz6VgGm77Vdh1xCOPSCBwI0wdvF9SLYjs4YDIGQcKJYkyT0pgWXY98ZbigpoonREDOw4LZ7pADbznGyJtrdZ4TGYyCAJnbS8LnBl9C6v_JUhlC_SgONMJpOjLYnd/s72-w640-h356-c/Sight_2017_01_07_151830_569.jpg" height="72" width="72"/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-8756795183776201405</id><published>2024-11-18T12:54:00.002-08:00</published><updated>2024-11-18T12:54:57.872-08:00</updated><title type='text'>Levitated Linda Sues Netflix over New Documentary!</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Netflix &lt;a href=&quot;https://www.netflix.com/title/81670964?trackId=259776131&amp;amp;trkId=259776131&amp;amp;src=tudum&quot; target=&quot;_blank&quot;&gt;has a new three-part documentary&lt;/a&gt; about the 1989 &quot;Manhattan Alien Abduction&quot; of Linda Napolitano. (Originally the incident was known as&lt;a href=&quot;https://www.amazon.com/Witnessed-Story-Brooklyn-Bridge-Abduction/dp/0747531935/ref=sr_1_3?crid=3RCMA59ERY2C6&amp;amp;dib=eyJ2IjoiMSJ9.gDdejFWJrr6C4xqCilUUAUkTAKcLa5u5PXuOoTLOi-XIBInQTsa0AN5Ak7qjRKePime-34PCcSlEnmpveXO0U4-9XNZ-lGWmEsOEy4rCVgkBRIFZtqD_sn7aRggXVp9yOGhiUsY2mswa6uWZ_6ldI482qsULyw2awIM30ZLuR4PfsiFtyTM5dTfpPpn-TirHsyUgRuFpq8ijWnKVYg3mUsoQM67fTUA4qUfGbaBccZ8.ZqrLJfwYpEwIxHmbrThZ6dIEJN-ekN0AFW7ckQUIHGk&amp;amp;dib_tag=se&amp;amp;keywords=Budd+Hopkins&amp;amp;qid=1731263699&amp;amp;sprefix=budd+hopkins%2Caps%2C200&amp;amp;sr=8-3&quot; target=&quot;_blank&quot;&gt; &quot;The Brooklyn Bridge Abduction,&quot;&lt;/a&gt; but that brought up connotations of swindlers who reportedly would try to sell naive immigrants the Brooklyn Bridge.) &quot;A woman claims to have been abducted from her bedroom in Manhattan. This docuseries explores whether it was an elaborate hoax — or proof of alien life.&quot; &lt;br /&gt;&lt;br /&gt;I was going to write a review saying something like this:&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Here is a UFO documentary that is more honest than most of them. It examines the UFO abduction claims of Manhattan resident Linda Napolitano (who sometimes used the pseudonym &quot;Cortile&quot;). Her story is preposterous for many reasons, but famed UFO abductionist Budd Hopkins (1931-2011) was absolutely convinced it was genuine. This documentary series is better than most UFO-themed ones because it considers the evidence both for and against Linda&#39;s claims, even if it does lean somewhat toward accepting the bizarre claims as authentic.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;But I put that idea out of my head when I saw that&amp;nbsp;&lt;a href=&quot;https://www.today.com/popculture/manhattan-alien-abduction-true-story-rcna178005&quot; target=&quot;_blank&quot;&gt; the star, Linda, is suing Netflix&lt;/a&gt;! Holy Moley! &#39;UFO abductions&#39; have been out of fashion for a number of years now; they peaked in the 1990s and are seldom discussed seriously today. If anything, Linda owes Netflix a debt of gratitude for breathing new life into her practically moribund case.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;The True Story Behind Netflix&#39;s The Manhattan Alien Abduction&quot; height=&quot;320&quot; src=&quot;https://img-s-msn-com.akamaized.net/tenant/amp/entityid/AA1tcxrZ.img?w=768&amp;amp;h=384&amp;amp;m=6&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;640&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Netflix shows Linda being levitated out her apartment window and into the UFO.&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Budd Hopkins was a recognized leader among UFO abductionists,&lt;a href=&quot;https://www.amazon.com/Alien-Discussions-Proceedings-Abduction-Conference/dp/0964491702/ref=sr_1_1?crid=2SB4I8KO0DEQX&amp;amp;dib=eyJ2IjoiMSJ9.eZl9Wh_j-S-llnqLZIsgxnFYdWjKRR3CSizAWXK5OEY.qCZV5yZbbcZ3TrT562g1XRO9-Lu6QmCPrJKlgxRwAdI&amp;amp;dib_tag=se&amp;amp;keywords=Alien+Discussions+Pritchard&amp;amp;qid=1731252972&amp;amp;sprefix=alien+discussions+pritchard%2Caps%2C187&amp;amp;sr=8-1&quot; target=&quot;_blank&quot;&gt; In June, 1992, an invitation-only&amp;nbsp; &quot;abduction study conference&quot; was held at MIT&lt;/a&gt;, under the faculty sponsorship of physicist David E. Pritchard. I attended, along with a number of major UFOlogists: John Mack, David M. Jacobs, Bruce Maccabee, etc. The justification of the conference was, apparently, that those who &quot;discover&quot; supposed alien abductions using hypnosis had built up sufficient&lt;a href=&quot;https://cdn.centerforinquiry.org/wp-content/uploads/sites/29/1995/09/22165053/p48.pdf&quot; target=&quot;_blank&quot;&gt; confidence that their collection of alien abduction evidence was now strong enough to convince the world. Even MIT!&lt;br /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;So it was at this conference that Budd Hopkins first presented to the world what he called &quot;the most important UFO abduction case that I&#39;ve ever worked on.&quot; What is unique about the supposed abduction of Linda &quot;Cortile&quot; is the claim that it was independently witnessed by at least four other persons, including two detectives watching from the ground below. Supposedly they gazed in astonishment as the UFO, with Linda now on board, soared up above the rooftops of Manhattan, then plunged into the East River near the Brooklyn Bridge, on which it allegedly caused several automobiles to stall. Linda subsequently reported nose bleeds, and an X-ray seems to show an implant in her nose.&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The following month Hopkins regaled the 1992 MUFON Symposium in Albuquerque with more about the case. This time Linda herself was there. There was the supposed corroboration of these two anonymous men - claimed to be New York City policemen working &quot;under cover&quot;&amp;nbsp; - who he admits he has never met.&amp;nbsp; When the story they gave about their supposed police assignment failed to check out, they sent a second letter, changing their story to claim that they were actually &quot;security agents&quot; guarding a very high-ranking diplomat (supposedly UN Secretary General Javier Perez de Cuellar, who wouldn&#39;t say anything about this.). Cortile claims that these two &quot;agents&quot; first visited her in her apartment, then later kidnapped her twice in broad daylight as she walked in the neighborhood. They allegedly drove her out to a supposed CIA safe house on the beach in Long Island. There&lt;b&gt; &quot;agent&quot; Dan&amp;nbsp; supposedly dropped to his knees to worship Linda with religious fervor, &lt;a href=&quot;https://cdn.centerforinquiry.org/wp-content/uploads/sites/29/docs/SUN/SUN17.pdf&quot; target=&quot;_blank&quot;&gt;calling her his &quot;Lady of the Sands,&quot;&lt;/a&gt; but later attempted to kill her by holding her head under water at the beach.&lt;/b&gt; Fortunately, she was rescued in the nick of time by the other “agent,” Richard. Later Linda gave Hopkins &lt;a href=&quot;https://cdn.centerforinquiry.org/wp-content/uploads/sites/29/docs/SUN/SUN18.pdf&quot; target=&quot;_blank&quot;&gt;love letters allegedly from Agent Dan, who promised to marry her if he could ever escape from the mental institution to which he said he had been committed&lt;/a&gt;. Some of these letters were studied by a graphologist, and determined to be in Linda&#39;s handwriting.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;With the situation getting more bizarre each day, a private conclave of prominent UFOlogists was called in October, 1992 to discuss the case.&lt;a href=&quot;https://cdn.centerforinquiry.org/wp-content/uploads/sites/29/docs/SUN/SUN18.pdf&quot; target=&quot;_blank&quot;&gt; Linda told them that she was a descendant of Joan of Arc, who was burned at the stake in 1431, at the age of nineteen.&lt;/a&gt; (There is no evidence that Joan of Arc ever gave birth.) Ufologist George Hansen wanted to request a formal federal investigation of the incidents in which Linda was allegedly&amp;nbsp; kidnapped, assaulted, battered, harassed, and nearly drowned by two supposed agents of the U.S. government. He charges that Budd Hopkins, along with Walt Andrus of MUFON and Jerome Clark of CUFOS, strongly objected to any investigation, on the grounds that it could be “politically damaging” to UFO research. Hence
any attempt to ferret out the identities of the two mysterious agents
would simply alarm the agency responsible, making it even more
difficult to track down the supposed agents. Bottom line: there are no witnesses to this supposed abduction.&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Budd Hopkins married Carol Rainey (1949-2023) in 1996. Carol was a documentary film maker specializing in science-related documentaries. (With the benefit of hindsight, that marriage was doomed from the start, as science and Budd Hopkins didn&#39;t mix). &lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyfoE5mIvYzGxEdPdm7VJbcZTl5dvHO6EwLd6sYvbTfYh6D_1hd-6k-eiOv8HLAJKyVHvdNYCAcSS7k4DZmXBrhz3vqgPel76fwVRg4ySi5cgLaSaS_-sogNBsvObNSkocVpA47UPPgmmV3G3cPvq-YCsKFxbfQ0RSdQB6A2niGtoLRUhuoyCyOxmyf528/s663/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;509&quot; data-original-width=&quot;663&quot; height=&quot;492&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyfoE5mIvYzGxEdPdm7VJbcZTl5dvHO6EwLd6sYvbTfYh6D_1hd-6k-eiOv8HLAJKyVHvdNYCAcSS7k4DZmXBrhz3vqgPel76fwVRg4ySi5cgLaSaS_-sogNBsvObNSkocVpA47UPPgmmV3G3cPvq-YCsKFxbfQ0RSdQB6A2niGtoLRUhuoyCyOxmyf528/w640-h492/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A woman claims to have been abducted from her bedroom in Manhattan. This docuseries explores whether it was an elaborate hoax — or proof of alien life.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDZqIf-wHw9qTBCQ3dy5jIb64I-livGKs57VzlQPeve5xx8GIc3ePtOOY3tFiLE8x7Mcp0ByBPSPvo7DWILvu-SWdQ3JtwEpRJmiUUco0bwH4GelZGnOYorJf4tUL6dThR66S28wHIy1Jrz3iy0bU3FIloEhMpnjUANzlZ0jinjKjdw9tS-WJleK_FvKwI/s339/Clipboard02.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;310&quot; data-original-width=&quot;339&quot; height=&quot;586&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDZqIf-wHw9qTBCQ3dy5jIb64I-livGKs57VzlQPeve5xx8GIc3ePtOOY3tFiLE8x7Mcp0ByBPSPvo7DWILvu-SWdQ3JtwEpRJmiUUco0bwH4GelZGnOYorJf4tUL6dThR66S28wHIy1Jrz3iy0bU3FIloEhMpnjUANzlZ0jinjKjdw9tS-WJleK_FvKwI/w640-h586/Clipboard02.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;As &lt;span class=&quot;vcard author&quot;&gt;&lt;span class=&quot;fn&quot;&gt;&lt;a href=&quot;https://thecinemaholic.com/carol-rainey/&quot;&gt;Shivangi Sinha explains in Cinemaholic&lt;/a&gt;,&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Initially, Carol Rainey believed Linda Napolitano’s story and observed her husband, Budd Hopkins, as he guided Linda through hypnosis sessions to retrieve memories of her alleged alien abduction. However, over time, Carol’s doubts began to grow, and she increasingly questioned the validity of Linda’s account. She felt Linda’s story might be exaggerated and began scrutinizing the evidence more closely. Carol investigated witness accounts related to Linda’s experience but found them inconsistent and lacking in credibility. She also suspected that some of the letters Linda had provided as evidence were fabricated. This skepticism eventually extended to Budd’s approach, and Carol openly critiqued his investigative methods. She expressed concerns that Budd may have overlooked inconsistencies in Linda’s story, leading her to question his objectivity in documenting and publicizing the case. Her stance, which became increasingly vocal, led to tensions in their professional and personal relationship.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;But it gets worse. Carol assisted Budd in editing his book about the case, &lt;i&gt;Witnessed: The True Story of the Brooklyn Bridge Abduction&lt;/i&gt; (1997). This book is not generally available today, apart from a few very expensive used copies, &lt;a href=&quot;https://archive.org/details/isbn_9780671569150/page/272/mode/2up&quot; target=&quot;_blank&quot;&gt;but it can be read in the Internet Archive Library&lt;/a&gt;. It is 400 pages of a preposterous, meandering tale that anyone with half a brain will immediately recognize as fiction. &lt;a href=&quot;https://paratopia.wordpress.com/wp-content/uploads/2013/06/paratopia-mag_vol1_1-15-11.pdf&quot; target=&quot;_blank&quot;&gt;As Carol wrote later&lt;/a&gt;,&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;It was highly dramatic, paced like a thriller— full of otherworldly treachery, forbidden love, UFOs over Manhattan, twenty-two witnesses, a heroine whose red blood cells were immortal, lusty and dangerous Secret Service agents, a Prince from afar, gifts of many fur coats, chases on foot, more forbidden love, an X-rayed alien implant, Linda’s abduction into a spacecraft accompanied by an important world leader, her abduction into a spacecraft with other members of Budd’s abductee support group, and her abduction into a spacecraft accompanied by a famous Mafia don. Then, later, as the story continued to unfold (long after the book’s publication), Linda’s presence in the lobby of the World Trade Center when the planes hit and her bloody, barefoot escape over shards of glass. Although…not all of those events reported above by Linda Cortile had been selected by Budd for inclusion in the book.&amp;nbsp; I knew about them, but they weren’t in the book.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Worse yet, Hopkins &quot;continued to tout the major significance of the case long after he knew that Linda had lied to him on multiple occasions,&quot; according to Rainey.&amp;nbsp; Here is &lt;a href=&quot;https://www.grunge.com/389348/the-bizarre-true-story-of-the-brooklyn-bridge-ufo-abduction/&quot; target=&quot;_blank&quot;&gt;a good summary of the controversies &lt;/a&gt;surrounding this case.&amp;nbsp;&lt;br /&gt;&lt;br /&gt;Carol also wrote in that same piece:&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Leslie Kean had begun her exploration of UFO abduction by allegedly vetting the Linda Cortile case (from Hopkins’ book &lt;i&gt;Witnessed&lt;/i&gt;). After doing her own review of source material and interviewing both Budd and Linda, she concluded that it was a sound, well-researched case.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Kean soon became a disciple at the feet of Budd Hopkins.&lt;br /&gt;&lt;br /&gt;As
 the Dean of UFO Skeptics, Philip J. Klass, said to me (I wrote this 
down to share with with Carol Rainey), &quot;Every time I saw Budd 
Hopkins he was surrounded by a group of beautiful abductee women. And 
the &#39;Queen Bee&#39; of them all was Linda Napolitano. If I were to switch 
over to the &#39;other side,&#39; maybe I could be surrounded by women the way 
that he is.&quot; Klass has a long discussion of Levitated Linda&#39;s case in 
his &lt;a href=&quot;https://cdn.centerforinquiry.org/wp-content/uploads/sites/29/docs/SUN/SUN22.pdf&quot; target=&quot;_blank&quot;&gt;Skeptics&#39; UFO Newsletter #22, July 1993&lt;/a&gt;, as well as in several other issues. My own observation, based on everything I have seen about this case: the erotic attraction between Budd and Linda was too obvious to ignore.&lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyrW0ONDyzg27GjuL0OzbddBHrlGcKuOH_QDvPgF3pFOQ2S4sJugzhsO4PGr1hypgz2zkaDdehOu8f0oMrtynWFvt6Hpba90aXPjSvJuYJWy0PxctY2o-RE0mOny9z2ABkBDYuF4Ra4m7MxxW0K5vRfAe-6yVhyHuj1nSTnxV9wXDsTR9ze7ZDmPwXPtTN/s393/BuddAndCarol.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;252&quot; data-original-width=&quot;393&quot; height=&quot;410&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyrW0ONDyzg27GjuL0OzbddBHrlGcKuOH_QDvPgF3pFOQ2S4sJugzhsO4PGr1hypgz2zkaDdehOu8f0oMrtynWFvt6Hpba90aXPjSvJuYJWy0PxctY2o-RE0mOny9z2ABkBDYuF4Ra4m7MxxW0K5vRfAe-6yVhyHuj1nSTnxV9wXDsTR9ze7ZDmPwXPtTN/w640-h410/BuddAndCarol.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Budd and Carol&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;&amp;nbsp;&quot;&lt;a href=&quot;https://www.today.com/popculture/manhattan-alien-abduction-true-story-rcna178005&quot; target=&quot;_blank&quot;&gt;On Oct. 28, 2024, two days before the Netflix documentary’s planned release, Napolitano filed a complaint in New York against Netfli&lt;/a&gt;x, as well as various individuals and production companies involved in the documentary, plus the estate of Carol Rainey.&lt;br /&gt;&lt;br /&gt;Napolitano filed the complaint along with two other plaintiffs: Peter Robbins, a former colleague and friend of Hopkins, and the estate of Budd Hopkins. Robbins is also included in the documentary.&quot; &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Having seen the many, many absurdities being promoted in this case, and 
given that the pro-Linda side is given at least as much promotion and 
respect as Carol&#39;s skepticism, on what grounds could Linda possibly sue 
Netflix over this?&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;&quot;According to the complaint, Napolitano and Rainey are falsely pitted against each other.&lt;br /&gt;&lt;br /&gt;“(Napolitano) was not remotely close to be like or appear as the person that is on screen, never had any bone to pick with Carol Rainey,” the complaint reads, “but was set up as such a villain for purposes of controversy and conflict, all of which was a patently and deliberately false portrayal to support the false narrative of the truth.”&lt;br /&gt;&lt;br /&gt;Napolitano’s attorney, Robert Young, told TODAY.com in a phone call on Oct. 30 that she and Robbins feel they were “egregiously deceived” by the documentary’s producers.&lt;br /&gt;&lt;br /&gt;“They would have never entered into any production or description of what happened to Linda that was going to be questioned and subject to such denigration and aspersions against their good names and character,” he said. “They’re not happy.”&amp;nbsp; &quot;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;If you can sue to stop the release of a documentary on the grounds that the parties portrayed in it are &quot;not happy,&quot; then no documentaries on any controversial subject could ever be made!&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHRuM_234znETh9ucfUkJwmkDObWl4BgoCMD0w3MRu2vuErEA0QMogAvW5TKZ_H8TuB3g0JP_Ao3d6O0P0aypvXEPv5MZazNI0qFzzein0bxPuqGIC_OnBvSu1xCOGTc26d6WTACxeQMn7cCnfZWSMmov7OmKwGgQtDpiwLH8mF7avkYBtC5DlNBSTPly_/s1297/03.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;985&quot; data-original-width=&quot;1297&quot; height=&quot;486&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHRuM_234znETh9ucfUkJwmkDObWl4BgoCMD0w3MRu2vuErEA0QMogAvW5TKZ_H8TuB3g0JP_Ao3d6O0P0aypvXEPv5MZazNI0qFzzein0bxPuqGIC_OnBvSu1xCOGTc26d6WTACxeQMn7cCnfZWSMmov7OmKwGgQtDpiwLH8mF7avkYBtC5DlNBSTPly_/w640-h486/03.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;On November 17, plaintiff Peter Robbins and his cat participated in a Zoom meeting sponsored by MUFON&#39;s San Diego chapter. That&#39;s me in the upper left corner. Next to me is Wil Wakely, head of MUFON San Diego. I like Wil, but I think he needs to be a bit more skeptical. 😏&lt;br /&gt;&lt;br /&gt;Peter didn&#39;t mention the lawsuit. When I asked about it, he replied that as a litigant, he is not supposed to discuss the details of the case, which is true. He noted only that the lawsuit alleged unfair business practices, and would be heard next month in the Manhattan courtroom of the New York Supreme Court. &lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
  
  &lt;hr /&gt;
Some of this material was taken from my book&lt;a href=&quot;https://www.amazon.com/exec/obidos/ISBN=1573922137/thedebunkesdomai&quot; target=&quot;_blank&quot;&gt; &lt;i&gt;UFO Sightings&lt;/i&gt;&lt;/a&gt;. Also see my 2011 Blog posting, &lt;a href=&quot;https://badufos.blogspot.com/2011/01/abductology-implodes.html&quot; target=&quot;_blank&quot;&gt;Abductology Implodes&lt;/a&gt;.&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&lt;/div&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/8756795183776201405/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2024/11/levitated-linda-sues-netflix-over-new.html#comment-form' title='12 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8756795183776201405'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8756795183776201405'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2024/11/levitated-linda-sues-netflix-over-new.html' title='Levitated Linda Sues Netflix over New Documentary!'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyfoE5mIvYzGxEdPdm7VJbcZTl5dvHO6EwLd6sYvbTfYh6D_1hd-6k-eiOv8HLAJKyVHvdNYCAcSS7k4DZmXBrhz3vqgPel76fwVRg4ySi5cgLaSaS_-sogNBsvObNSkocVpA47UPPgmmV3G3cPvq-YCsKFxbfQ0RSdQB6A2niGtoLRUhuoyCyOxmyf528/s72-w640-h492-c/Clipboard01.jpg" height="72" width="72"/><thr:total>12</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-5303940531448290651</id><published>2024-11-02T20:44:00.001-07:00</published><updated>2024-11-02T23:43:26.268-07:00</updated><title type='text'>Guest Blog - Martin Kottmeyer&#39;s musings on Matthew Bowman’s &quot;The Abduction of Betty and Barney Hill&quot;</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKHTLw6OBnUyHppnwVcr-D-uNWDNmZkhmgOOE0Irf2OS6ex_NkEjDBo9YTDVdbR-pmC4ZGXCTGNmEzrnllcROyuEHK9-A3Lvz9yj6-uCy2TA6TZF_0QDZxHFVedQHvTAElQSsxux8Bt7WL1rtuYziiLtl7ZNc0l1DouSpV-ly3VmYO9awzz8U0nuEQo49M/s927/CoverEncountersAtIndianHead.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;927&quot; data-original-width=&quot;612&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKHTLw6OBnUyHppnwVcr-D-uNWDNmZkhmgOOE0Irf2OS6ex_NkEjDBo9YTDVdbR-pmC4ZGXCTGNmEzrnllcROyuEHK9-A3Lvz9yj6-uCy2TA6TZF_0QDZxHFVedQHvTAElQSsxux8Bt7WL1rtuYziiLtl7ZNc0l1DouSpV-ly3VmYO9awzz8U0nuEQo49M/w422-h640/CoverEncountersAtIndianHead.jpg&quot; width=&quot;422&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;VS.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2zEdsysTZ8FRBlXwaSK0tfmL-VxzMcdUJ79dm_03Ign6IIze-dtpsNU4Ib-5hnCLW8dTqLVMzHiFs14xRcUa1yZ2iJf62Ci06XNC9MDPjHRwPh6h99KdoMSJjwG2JY9k7EnUJaOv-zBFfnZLUXAv49RnRQGk8SBOp4IvV5RPeHYl94LXcZ5VN-yDKgIJS/s1398/BowmanBook.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1398&quot; data-original-width=&quot;930&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2zEdsysTZ8FRBlXwaSK0tfmL-VxzMcdUJ79dm_03Ign6IIze-dtpsNU4Ib-5hnCLW8dTqLVMzHiFs14xRcUa1yZ2iJf62Ci06XNC9MDPjHRwPh6h99KdoMSJjwG2JY9k7EnUJaOv-zBFfnZLUXAv49RnRQGk8SBOp4IvV5RPeHYl94LXcZ5VN-yDKgIJS/w426-h640/BowmanBook.jpg&quot; width=&quot;426&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;“FAR MORE LOGICAL THAN A DREAM”&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Some critical and personal musings on Matthew Bowman’s &lt;i&gt;The Abduction of Betty and Barney Hill: Alien Encounters, Civil Rights and the New Age in America&lt;/i&gt;, Yale University Press, 2023, 278pp.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Bowman’s new version of the Hill abduction is a mostly good book.&amp;nbsp; He provides considerable amounts of new biographical background about their lives prior to the ufo event that made them celebrities in the ufo culture.&amp;nbsp; He had access to the papers surrounding the investigation of the primary ufo event and this adds many details and nuances to what was witnessed.&amp;nbsp; We know from Bowman that Barney saw the ufo entities bathed in a “shadowless blue light,” a lovely evocative phrase that never made it into Interrupted Journey.&amp;nbsp; He pays more attention than most to Betty’s fears that they had been exposed to radioactivity from the craft, bringing information that five years after the event she was writing scientists about her concerns that her recurrent bouts with pneumonia and how sick Delsey, their dog, was and asking them about “certain radiation dangers connected with ufo sightings.”&amp;nbsp; She also indicated that the initial call to Pease AFB was prompted by wanting protection over what dangers they had been exposed to.&amp;nbsp; He considerably fleshes out the story of Betty’s later obsession with ufos and how she claimed to have hundreds of sightings into the 1970s and beyond.&amp;nbsp; Bowman indicates she also told ghost stories and embraced New Age beliefs which he excuses as valid reactions to their rejection by establishment science and the authorities.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Strange to say though, Bowman himself brackets the book with his own rejections – “I do not believe the Hills were abducted…” (11)&amp;nbsp; He is skeptical of the explanations given to the ufo event and “the story of the abduction seems to me to lack proof beyond the Hills own hypnotically recovered memories, a genre well known to be fraught and malleable.&amp;nbsp; And a story of medical examination and interstellar travel seems too simple for the realities the Hills claimed to glimpse.” (223)&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;That expression “realities” seems to carry a New Age meaning and it is somewhat eye-opening that in the middle of the book just before recounting the dreams that Betty wrote down in the days after ufo sighting and her realization of possible radiation exposure, he describes them as “a comprehensive narrative, far more logical than a dream.”(89)&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;And I can only term that a disappointing development for Betty’s dreams very much seem like dreams to me, surreal and quite irrational.&amp;nbsp; She is thrust in the navel with a large needle and experiences pain.&amp;nbsp; Her examiner is surprised by this and is able to stop it simply by a wave of the hand.&amp;nbsp; The leader gives Betty a book, but his crew points out that he shouldn’t have done that and they take it back.&amp;nbsp; How could the leader forget such a significant policy point that they shouldn’t provide proof of their secret and criminal acts?&amp;nbsp; And what about the business with showing her the star map and asking Betty if she knew where Earth was on it.&amp;nbsp; Was this supposed to be sarcasm?&amp;nbsp; A rational person would make a gesture to show where Earth was on it and their home or simply tell her that they had a policy against that.&amp;nbsp; The story is not logical at all.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;This brings me to a larger disappointment.&amp;nbsp; In looking through the notes, I saw that at one point he cites Brookesmith and Pflock’s Encounters at Indian Head, but I find it very hard to believe he read it.&amp;nbsp; His text does not engage with several important criticisms appearing in that book.&amp;nbsp; Brookesmith’s paper in particular demands attention for the analysis of what Bowman calls the ‘thumbnail arithmetic’ researchers indulged in two months after the drive that led to the claim that there was ‘missing time’ – the “two lost hours” emphasized in Fuller’s subtitle.&amp;nbsp;&amp;nbsp; Brookesmith points out that their distance estimate was wrong – based on an “as the crow flies” number that ignores the route was extremely winding and even reverses direction at one point.&amp;nbsp; Let’s also reiterate that the Hills themselves did not notice the discrepancy at the time when they reached home, something that modern depictions almost invariably falsely portray.&amp;nbsp; Brookesmith’s paper makes other observations that one can hardly believe Bowman would ignore mentioning like the fact he, like others Bowman discusses, thought the interracial marriage was a matter for extended comment.&amp;nbsp; Brookesmith also points out the genital warts that Barney reported are a common STD.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;I have a paper in the Indian Head book that spells out those illogical aspects of the dream I mentioned above.&amp;nbsp; Though I don’t object to Bowman referring to my earlier work as giving a bad science fiction interpretation to Betty’s dreams, I had expanded my analysis to include showing how some of the odd elements of the examination – the nail clippings (hardly a usual medical procedure), skin scrapings, and the so-called pregnancy test seem to specifically echo matters seen in the investigation of radioactive fallout.&amp;nbsp; This connects up to Betty’s concern of radiation exposure which lines up to how dreams typically reflect the ongoing anxieties a person is feeling.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;That paper also includes my rebuttal to Jerry Clark’s sometimes hallucinated criticisms against “The Eyes That Spoke” which Bowman echoes in describing my rhetoric as having a supposedly triumphant quality.&amp;nbsp; It is Clark himself who places things in a warring frame – note point 4 in &lt;a href=&quot;https://web.archive.org/web/20061002131028fw_/http://www.reall.org/newsletter/v06/n05/eyes-still-speak.html&quot; target=&quot;_blank&quot;&gt;“The Eyes Still Speak”&lt;/a&gt; – my own attitude was the proper one of thrilled discovery. &lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Bowman also recycles Kathleen Marden’s more recent observation that “The Bellero Shield” does not actually have large slanting eyes; instead bony ridges around its eyes extend along the side of its head.”&amp;nbsp; How this gets rid of the resemblance seems somewhat nebulous to me.&amp;nbsp; Baker’s sketch includes bone structure around the eyes.&amp;nbsp;&amp;nbsp; https://www.nicap.org/reports/hillartist2.htm , &lt;br /&gt;Junior also seems to have that bony ridge:&lt;br /&gt;https://www.facebook.com/la.wan.353/posts/pfbid0ui45Qaf8mPj8g3AizWnj4iFYxfrhFX5SNxg3ZkvAf7UwfQFxdoXWU1WkY1PJSpMAl&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;More directly to the point, though, there still remains that the wraparound appearance of the eyes evident in Barney’s sketch in Interrupted Journey and use of the wraparound eyes expression in talking to the Lorenzens are not abandoned.&amp;nbsp; It was that resemblance that led me to research the matter of the airing of “The Bellero Shield” to see if it was even possible for there to be an influence.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;0Had Bowman read Encounters at Indian Head, he should have known that Clark’s remarks had been responded to. Though Bowman elsewhere seems to adhere to a form of journalistic objectivity and balance, not telling both sides here reinforces the sense he simply never read the book. (He never mentions Betty&#39;s appearance at this notably significant symposium directly spawned by the Hill&#39;s story.)&amp;nbsp; I feel Bowman also should have remarked on if he thought the radiation fears were as relevant to the dreams as I argued, both here and in Brookesmith &amp;amp; Pflock’s book:&lt;br /&gt;https://ia801007.us.archive.org/.../Magonia_Supplement_No... &lt;br /&gt;-------------------------------------------------------------------------------------------&lt;br /&gt;MY BETTY HILL FILE:&lt;br /&gt;Karl Pflock and Peter Brookesmith, eds., Encounters at Indian Head: The Betty and Barney Hill UFO Abduction Revisited,&amp;nbsp; Anomalist Books, 2007, 309pp.&lt;br /&gt;“Betty Hill&#39;s Medical Nightmare,”&amp;nbsp; Magonia Monthly Supplement #12&amp;nbsp; February 1999&amp;nbsp; pp. 1-3.&lt;br /&gt;https://ia801007.us.archive.org/.../Magonia_Supplement_No... &lt;br /&gt;“The Eyes Still Speak,” The REALL News, 6, #5&amp;nbsp; June/July 1998&amp;nbsp;&amp;nbsp; pp. 1, 6-9. &lt;br /&gt;&lt;a href=&quot;http://www.reall.org/newsletter/v06/n05/index.html&quot;&gt;http://www.reall.org/newsletter/v06/n05/index.html&lt;/a&gt; &lt;br /&gt;“Suppressing a Smile,” The REALL News 13, #1; January/February 2005, pp. 1, 3, 13-14.&lt;br /&gt;&lt;a href=&quot;http://www.reall.org/newsl.../v13/n01/reall-news-v13-n01.pdf &quot;&gt;http://www.reall.org/newsl.../v13/n01/reall-news-v13-n01.pdf &lt;/a&gt;&lt;br /&gt;May 15, 2023: Betty Hill’s “Junior”&lt;br /&gt;https://www.facebook.com/la.wan.353/posts/pfbid0ui45Qaf8mPj8g3AizWnj4iFYxfrhFX5SNxg3ZkvAf7UwfQFxdoXWU1WkY1PJSpMAl &lt;br /&gt;August 10, 2020: Inka Dinka Clue&lt;br /&gt;https://www.facebook.com/photo.php?fbid=2666360483606199&amp;amp;set=a.1392021771040083&amp;amp;type=3&amp;amp;theater &amp;nbsp;&lt;br /&gt;January 28, 2022: Five Errors Made by Betty Hill in a 1998 Interview&lt;br /&gt;&lt;a href=&quot;https://www.facebook.com/la.wan.3538/posts/3114687135440196&quot;&gt;https://www.facebook.com/la.wan.3538/posts/3114687135440196&lt;/a&gt; &lt;br /&gt;[Roughly the time Jerry asked Betty about “The Bellero Shield.” Her memory was demonstrable fallible.]&lt;br /&gt;February 10, 2017: Betty Hill was not prescient about amniocentesis https://www.facebook.com/la.wan.3538/posts/1848923582016564 &lt;br /&gt;Bowman leaves her claim uncontested on page 160 that that big needle is &quot;now in everyday use in big city hospitals.&quot;&lt;br /&gt;“Probing Exosemination,” The REALL News, 10, #3, March 2002, pp. 1, 3-5, 7&lt;br /&gt;http://www.reall.org/newsl.../v10/n03/reall-news-v10-n03.pdf &lt;br /&gt;[Barney Hill made the first anal probe claim!&amp;nbsp; Curiously Bowman, though quoting Webb on the matter, doesn&#39;t celebrate his priority status.]&lt;br /&gt;September 12, 2019: Why the Betty and Barney Hill Alien Abduction Experience Does NOT Involve Folie Á Deux&lt;br /&gt;https://www.facebook.com/la.wan.3538/posts/2390097841232466 &lt;br /&gt;February 8, 2020: Hocus-Pocus and the Importance of Eye Contact&lt;br /&gt;https://www.facebook.com/photo.php?fbid=2519739104935005&amp;amp;set=a.1392021771040083&amp;amp;type=3&amp;amp;theater&lt;br /&gt;Includes images of the Bellero Shield alien and Barney Hill’s sketch.&lt;br /&gt;Doubtless there are others I am forgetting… &lt;/span&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/5303940531448290651/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2024/11/guest-blog-martin-kottmeyers-musings-on.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/5303940531448290651'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/5303940531448290651'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2024/11/guest-blog-martin-kottmeyers-musings-on.html' title='Guest Blog - Martin Kottmeyer&#39;s musings on Matthew Bowman’s &quot;The Abduction of Betty and Barney Hill&quot;'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKHTLw6OBnUyHppnwVcr-D-uNWDNmZkhmgOOE0Irf2OS6ex_NkEjDBo9YTDVdbR-pmC4ZGXCTGNmEzrnllcROyuEHK9-A3Lvz9yj6-uCy2TA6TZF_0QDZxHFVedQHvTAElQSsxux8Bt7WL1rtuYziiLtl7ZNc0l1DouSpV-ly3VmYO9awzz8U0nuEQo49M/s72-w422-h640-c/CoverEncountersAtIndianHead.jpg" height="72" width="72"/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-1509164573097012948</id><published>2024-05-15T15:12:00.000-07:00</published><updated>2024-05-15T15:12:02.145-07:00</updated><title type='text'>Dr. Bruce Maccabee (1942-2024)</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;Word has just come in of the passing of the optical physicist and UFO researcher Bruce Maccabee at the age of 82. &lt;a href=&quot;https://en.wikipedia.org/wiki/Bruce_Maccabee&quot; target=&quot;_blank&quot;&gt;Bruce was very well-known in UFOlogy for his detailed analysis of&amp;nbsp; many UFO cases&lt;/a&gt;, including the McMinnville UFO photos, Kenneth Arnold&#39;s sighting, the Phoenix Lights, the Gulf Breeze photos of Ed Walters, the New Zealand films, etc. He worked with all of the major UFO organizations: NICAP, MUFON, FUFOR. He also found time to hang out with, and argue with, the likes of Phil Klass and myself. You can &lt;a href=&quot;https://web.archive.org/web/20240324030834/http://brumac.mysite.com/&quot; target=&quot;_blank&quot;&gt;read all about Bruce&#39;s investigations on his Website&lt;/a&gt;.&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiikm9VClUzjIXbD7Ip6hDnEM6ngF2etoTlOhHIFqfUnhZB0zAyxZj7X0Liw5CfCIqCFhu2bh70kV0zyHT1WVNTCP4jO9npwkHUWgFcbqnxHWWiqRMUeo277KKRrWKpPN9AY1XnfxcduLRIhe3pDhoMSmtl8BdIoPIj1hPp0vimV4ka5LQt-cx6CoVkAnMp/s553/ab6765630000ba8a4563b5754a6c330bf417e4fe.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;521&quot; data-original-width=&quot;553&quot; height=&quot;376&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiikm9VClUzjIXbD7Ip6hDnEM6ngF2etoTlOhHIFqfUnhZB0zAyxZj7X0Liw5CfCIqCFhu2bh70kV0zyHT1WVNTCP4jO9npwkHUWgFcbqnxHWWiqRMUeo277KKRrWKpPN9AY1XnfxcduLRIhe3pDhoMSmtl8BdIoPIj1hPp0vimV4ka5LQt-cx6CoVkAnMp/w400-h376/ab6765630000ba8a4563b5754a6c330bf417e4fe.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Dr. Bruce Maccabee&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;I knew Maccabee from the time when we both lived in Silver Spring, Maryland (about 1975-1980). He was a sincere fellow who was convinced, for reasons that are hard to understand, of the authenticity of certain very dubious UFO cases, and he would boldly set forth his arguments. We were both interested in astronomy, and sometimes we would drive outside the suburban sprawl to set up our telescopes under darker skies.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Somehow Maccabee got his hands on the original negatives of the McMinnville UFO photos (apparently the news organization had them in its files from when they were first published, until Maccabee inquired about them - about 25 years later! The negatives have since been returned to a Trent family member.)&amp;nbsp; Bruce invited me to spend an afternoon with him in a rented photographic darkroom, where we ran print after print from the original negatives, at different magnifications, exposures, etc.&lt;a href=&quot;https://www.debunker.com/trent.html&quot; target=&quot;_blank&quot;&gt; I have made high-resolution scans from those prints, and made them available&lt;/a&gt; to researchers. Maccabee argued strongly that the object was large, and far from the camera, &lt;a href=&quot;https://badufos.blogspot.com/2014/09/special-report-trent-ufo-photos-best-of.html&quot; target=&quot;_blank&quot;&gt;while skeptics like myself argue that it was a small object, suspended by strings from the telephone wires above it. &lt;/a&gt;The late Joel Carpenter made a convincing argument that Trent&#39;s UFO was in fact an old truck mirror, hanging from strings thrown over the overhead wires.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9woaqUliLdfitTeJPBnIiAiFKxXLttP9IaRT_9nL-t_r6xBOSJB9gC4IACuakBPGrQlgbNrtkLJJe_tBsKZdCY5_KpV8k_aep2l2kVE7OJTVEYbO8s5Z4eEH8ouelteoN0gXeqOaDpEeC/s600/Trent_Stereo_Pair_Blue_Shift_ATS.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;303&quot; data-original-width=&quot;600&quot; height=&quot;324&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9woaqUliLdfitTeJPBnIiAiFKxXLttP9IaRT_9nL-t_r6xBOSJB9gC4IACuakBPGrQlgbNrtkLJJe_tBsKZdCY5_KpV8k_aep2l2kVE7OJTVEYbO8s5Z4eEH8ouelteoN0gXeqOaDpEeC/w640-h324/Trent_Stereo_Pair_Blue_Shift_ATS.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The Trent photos as a stereo pair, by &quot;Blue Shift&quot; on ATS. The &quot;UFO&quot; is seen to be small, and relatively close.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Maccabee&#39;s UFO photo analyses seemed fairly reasonable, up to a point. That point was passed when he got involved with Ed Walters, the perpetrator of a series of UFO photos from &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Gulf Breeze, Florida&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;. These photos were so obviously bogus, and Ed&#39;s stories so preposterous, that no serious person could possibly believe them. But Bruce disagreed. &lt;a href=&quot;https://www.tampabay.com/archive/1990/02/25/proof-of-ufos-photographs-have-been-authenticated-but-seeing-isn-t-necessarily-believing/&quot; target=&quot;_blank&quot;&gt;The &lt;i&gt;Tampa Bay Times &lt;/i&gt;wrote&lt;/a&gt; a review of the book by Ed Walters and his wife, &lt;i&gt;The Gulf Breeze Sightings&lt;/i&gt; (Feb. 25, 1990): &lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;One&#39;s first reaction to the pictures is that they must have been faked. (A colleague of mine commented, &quot;I&#39;d search the guy&#39;s house for Chinese lanterns.&quot;) [&lt;i&gt;&lt;b&gt;RS: you can&#39;t make this up. &lt;a href=&quot;https://cdn.centerforinquiry.org/wp-content/uploads/sites/29/docs/SUN/SUN04.pdf&quot; target=&quot;_blank&quot;&gt;Exactly this has happened, and a &#39;Chinese Lantern&#39; was indeed found!&lt;/a&gt;&lt;/b&gt;&lt;/i&gt;]. Yet they have been endorsed as authentic by Bruce S. Maccabee, a government research physicist, whose report is contained in the book. Maccabee, after investigating the sites and the cameras as well as the photos, concluded that there was no evidence of a hoax.&lt;br /&gt;&lt;br /&gt;&quot;Having studied these sightings &quot;every which way&#39; for more than a year,&quot; Maccabee writes, &quot;I have concluded that they are proof of the existence of UFOs. But what is proof for one person is not necessarily proof for another. What would convince you? You have to make up your own mind.&lt;br /&gt;&lt;br /&gt;&quot;The investigation is not yet complete. Ed was abducted on Dec. 17, 1987, and again on May 1, 1988. The investigation into what happened during these and previous abductions is ongoing.&quot;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3pfWjoe6EcoXX5wWzoNwJWf3MkCGBllve2tJD0YffpFwlFYGgShcm4i8S5twJhip9SbmQYHvmaCVS1dNlcKossPE5GEtB-T8Di0Rx4yDg83mb8C2n2zad9gTwl65hE6wYM9IWKlplI_G5qetzzDPLocUB4sLFf74wGWwVxbZ9iG0jTcvEGi7yQSDSoPxO/s500/1.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;330&quot; data-original-width=&quot;500&quot; height=&quot;422&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3pfWjoe6EcoXX5wWzoNwJWf3MkCGBllve2tJD0YffpFwlFYGgShcm4i8S5twJhip9SbmQYHvmaCVS1dNlcKossPE5GEtB-T8Di0Rx4yDg83mb8C2n2zad9gTwl65hE6wYM9IWKlplI_G5qetzzDPLocUB4sLFf74wGWwVxbZ9iG0jTcvEGi7yQSDSoPxO/w640-h422/1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;One of Ed Walters&#39; UFO photos from Gulf Breeze, Florida.&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I can&#39;t get into all of the details about the Gulf Breeze photos and sightings here. Tim Printy gives us an excellent overview of &lt;a href=&quot;https://www.astronomyufo.com/UFO/Ed01.htm&quot; target=&quot;_blank&quot;&gt;what is wrong with the Ed Walters story&lt;/a&gt;.&amp;nbsp; There has also been controversy over payments to Maccabee from Walters&#39; publishers for his favorable photo analysis, suggesting to some that Maccabee&#39;s endorsement was &#39;bought.&#39; I don&#39;t think this is the case, because first of all the amount was not exactly life-changing, and secondly, Maccabee gave every indication of being sincerely convinced of Mr. Ed&#39;s veracity.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Bruce&#39;s wife Jan Maccabee apparently had a &quot;weird experience&quot; of something like a &#39;predator&#39; while hunting in the forest.&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;she became aware that a weird visual “effect” was moving rightward across her field of view at an apparent distance of maybe fifteen to twenty feet.&amp;nbsp; She described it as if looking through &quot;saran wrap.&quot;&amp;nbsp; Perhaps a more apt comparison would be like looking at a mirage above a hot road.&amp;nbsp; She compared this distortion of the scene as being somewhat like the effect of the invisible creature in the PREDATOR movie!&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;I never met Jan, because she and Bruce didn&#39;t get together until after I was already in California. This posting &lt;a href=&quot;https://web.archive.org/web/20161219074504/http://www.brumac.8k.com/JANs_Phenomenon/JANs_Phenomenon.htm&quot; target=&quot;_blank&quot;&gt;has since been removed from Bruce&#39;s website&lt;/a&gt;. It is &lt;a href=&quot;https://www.reddit.com/r/Missing411/comments/4vmv0o/the_predator_story_originally_reported_by/&quot; target=&quot;_blank&quot;&gt;discussed on Reddit &lt;/a&gt;here.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Even more bizarre, in 2022 a video was posted (also since removed) of Bruce Maccabee (apparently assisted by his wife) &lt;a href=&quot;https://www.reddit.com/r/bigfoot/comments/15h7sgo/deleted_by_user/&quot; target=&quot;_blank&quot;&gt;offering to sell an original copy of the Patterson Bigfoot film&lt;/a&gt;.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Daniel Perez reported in the March 2023 edition of Bigfoot Times that 80 year old Dr. Bruce Maccabee in Ohio is selling a first generation copy that he acquired from Eric Beckjord. In this article, Daniel says that according to Patricia Patterson, she lent Eric the film to make copies but he returned one of those copies to her instead of the original. Sounds like the ownership of it is going to be the subject of a legal dispute. Asking price, $16 million. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUJ5-IPByLgRFwKa67iW9de-9jMOVm-J9MOged2ls4VHgk8hMOY_MRmY7r1q1HUG_-AAnoX4IVANWBYY9gmwxVDTKwEUmj6iF7PywwFf7wECv9Jh3KPDjGwzaZDdg9VfrIBFj0aMk74FdgqRzkhNKDzdRhx74hh_9hleLvJkqvaBNW-ep4ExmLM5lbt6wB/s722/MaccabeePatterson.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;159&quot; data-original-width=&quot;722&quot; height=&quot;140&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUJ5-IPByLgRFwKa67iW9de-9jMOVm-J9MOged2ls4VHgk8hMOY_MRmY7r1q1HUG_-AAnoX4IVANWBYY9gmwxVDTKwEUmj6iF7PywwFf7wECv9Jh3KPDjGwzaZDdg9VfrIBFj0aMk74FdgqRzkhNKDzdRhx74hh_9hleLvJkqvaBNW-ep4ExmLM5lbt6wB/w640-h140/MaccabeePatterson.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;The film reportedly showed never-before-seen details at the end, apparently involving a &quot;littlefoot&quot;. The voice of the man I heard on the video promoting it was nothing like the feisty Bruce Maccabee I used to know. He sounded hesitant and mentally confused, which is not uncommon for an 80-year-old man. Perhaps somebody saved a copy of the video so we can see it?&amp;nbsp;&lt;a href=&quot;https://badufos.blogspot.com/2014/06/looking-for-mr-goodape-sequel.html&quot; target=&quot;_blank&quot;&gt; I knew Beckjord, who died in 2008&lt;/a&gt;. I am not aware of him&amp;nbsp; claiming to possess the original Patterson Bigfoot film (a film he studied to death and practically worshiped), but frankly this shenanigan does indeed sound like something that Beckjord would do. And I do remember Beckjord turning up in Silver Spring, talking with Bruce and Phil and I. So I don&#39;t know what the end of that story is, and who removed the video promoting it.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/1509164573097012948/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2024/05/dr-bruce-maccabee-1942-2024.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/1509164573097012948'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/1509164573097012948'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2024/05/dr-bruce-maccabee-1942-2024.html' title='Dr. Bruce Maccabee (1942-2024)'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiikm9VClUzjIXbD7Ip6hDnEM6ngF2etoTlOhHIFqfUnhZB0zAyxZj7X0Liw5CfCIqCFhu2bh70kV0zyHT1WVNTCP4jO9npwkHUWgFcbqnxHWWiqRMUeo277KKRrWKpPN9AY1XnfxcduLRIhe3pDhoMSmtl8BdIoPIj1hPp0vimV4ka5LQt-cx6CoVkAnMp/s72-w400-h376-c/ab6765630000ba8a4563b5754a6c330bf417e4fe.jpg" height="72" width="72"/><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-400394259810891859</id><published>2024-02-07T10:51:00.000-08:00</published><updated>2024-02-07T22:15:43.944-08:00</updated><title type='text'>Disclosure Warriors Uncover a Vast UFO Coverup Conspiracy: Guerrilla Skeptics on Wikipedia!</title><content type='html'>&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;We have just recently witnessed one of the funniest episodes of UFOlogical stupidity in recent memory: Some of UFO&#39;s top Disclosure Warriors dramatically announce they have uncovered a &quot;secret cabal&quot; manipulating Wikipedia articles about UFOs. Matt Ford of the Good Trouble Show &lt;a href=&quot;https://twitter.com/GoodTroubleShow/status/1749172454466199756&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;posted this dramatic announcement on TwitX on January 21&lt;/a&gt;:&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqPyqgFbDeWH_E6YuCSCvTMKQLe2T8M8pNT7wYw2luG36vtiGGPA9nhqmpqiSj2Vd0I819fqtAeThCl5aQ2U1QivbSu71uPq80WCqcHpEWs_DQUd8vP8nEpo2rNQwsmpC6yR-85WwHIS31jzlOLCSA2FIqLQhuRo5tMnKOGnGI06BlfyjJLi-inGiVWPIk/s937/Clipboard01.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;937&quot; data-original-width=&quot;597&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqPyqgFbDeWH_E6YuCSCvTMKQLe2T8M8pNT7wYw2luG36vtiGGPA9nhqmpqiSj2Vd0I819fqtAeThCl5aQ2U1QivbSu71uPq80WCqcHpEWs_DQUd8vP8nEpo2rNQwsmpC6yR-85WwHIS31jzlOLCSA2FIqLQhuRo5tMnKOGnGI06BlfyjJLi-inGiVWPIk/w408-h640/Clipboard01.jpg&quot; width=&quot;408&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;This was &lt;a href=&quot;https://twitter.com/GoodTroubleShow/status/1749479817580568987&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;followed up the next day by the following&lt;/a&gt;:&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;margin-left: 40px; text-align: left;&quot;&gt;TODAY 530pm Pacific. @RobHeatherly1&lt;br /&gt;joins
 us as he exposes the Secret Cabal of debunker Wikipedia Editors run by a
 non-profit 501(c)3 targeting Wikipedia pages on UFOs with a written 
statement by @LueElizondo&lt;br /&gt;&lt;/div&gt;.&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghs4OanORHs1tBlFxKZtvp0e0uEM9Fxbc9UFxYeMRGxIW9DZdd1pETko6xkktiCOXNWnierRGtFFfPOKRA3ecxwC5CVDWgMLerriYxPEos5iuQq-1I_g2pR7yvzWREvsoKg1DNO0e3GXwjmSgz6UOF13strEOTRvIQF1AH3IyvU4OnzUfA-Y-LpzTLa8pL/s889/Clipboard02.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;889&quot; data-original-width=&quot;595&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghs4OanORHs1tBlFxKZtvp0e0uEM9Fxbc9UFxYeMRGxIW9DZdd1pETko6xkktiCOXNWnierRGtFFfPOKRA3ecxwC5CVDWgMLerriYxPEos5iuQq-1I_g2pR7yvzWREvsoKg1DNO0e3GXwjmSgz6UOF13strEOTRvIQF1AH3IyvU4OnzUfA-Y-LpzTLa8pL/w429-h640/Clipboard02.jpg&quot; width=&quot;429&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2OKpm_gp9mOFBie-__2Qk6fBI7-5euuk8BNAh8fzEg_kcqkIJuG4utmu7UnF1UZ8irrrspdybecBe2V09I0Uj1fJCD72YtO8r0c9zFxTsuDmwl8kpH16Ae19Zee3NOLunxdIkxtAIkx7y3WrbTUQOpBAAIXC9iuoKjI5laY0cRbwrcLD9AqGTcZSmFV4B/s917/Clipboard03.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;917&quot; data-original-width=&quot;620&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2OKpm_gp9mOFBie-__2Qk6fBI7-5euuk8BNAh8fzEg_kcqkIJuG4utmu7UnF1UZ8irrrspdybecBe2V09I0Uj1fJCD72YtO8r0c9zFxTsuDmwl8kpH16Ae19Zee3NOLunxdIkxtAIkx7y3WrbTUQOpBAAIXC9iuoKjI5laY0cRbwrcLD9AqGTcZSmFV4B/w432-h640/Clipboard03.jpg&quot; width=&quot;432&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;div&gt;&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;So there we have it - these Disclosure Warriors,&lt;b&gt; including the esteemed Lue Elizondo himself&lt;/b&gt;, dramatically announce to official Washington, and&amp;nbsp; to the world, that they have uncovered a major &quot;Cabal&quot;&amp;nbsp; covering up UFO truth! So dramatic!!! Elizondo claims to have headed up the Pentagon&#39;s AATIP UFO investigation program, which unfortunately never had any budget. He later worked with Tom DeLonge, who promised to build spacecraft that would go &quot;To The Stars.&quot; &lt;a href=&quot;https://www.reddit.com/r/UFOB/comments/19dg25p/statement_from_lue_elizondo_regarding_wikipedia/&quot; target=&quot;_blank&quot;&gt;Here is what Lue had to say about GSoW:&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCeIV4UAI6v9nOFQQG44_PGpM4o5sum7VkbMaa0ry0mk4rorSApitGiFURwxrKSBNcn8obiflQegQkKUF2CZn1bQ9PO60jGfoprupIpZjeXqr6M2BXdFvWLgUrHSzmPvNvcEs0MbQX69eG1NV-YjqUHS7ULL94_3I7lNqqbmGaFbmwe6YwGS4kNKUuYO4P/s960/statement-from-lue-elizondo-regarding-wikipedia-edits-v0-dfbh9jf2b4ec1.jpeg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;540&quot; data-original-width=&quot;960&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCeIV4UAI6v9nOFQQG44_PGpM4o5sum7VkbMaa0ry0mk4rorSApitGiFURwxrKSBNcn8obiflQegQkKUF2CZn1bQ9PO60jGfoprupIpZjeXqr6M2BXdFvWLgUrHSzmPvNvcEs0MbQX69eG1NV-YjqUHS7ULL94_3I7lNqqbmGaFbmwe6YwGS4kNKUuYO4P/w640-h360/statement-from-lue-elizondo-regarding-wikipedia-edits-v0-dfbh9jf2b4ec1.jpeg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Guerrilla Wikipedians must be good saucer pilots, since they are &quot;wreckless.&quot;&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The only problem is: this is a &quot;Cabal&quot; that was never &quot;secret&quot; in the first place! Guerrilla Skeptics on Wikipedia (GSoW), headed up by skeptic Susan Gerbic, has been around since 2010.&lt;a href=&quot;https://badufos.blogspot.com/2012/07/skepticism-at-2012-mensa-annual.html&quot; target=&quot;_blank&quot;&gt; I wrote about it in this Blog in 2012&lt;/a&gt;, and &lt;a href=&quot;https://badufos.blogspot.com/2013/06/guerilla-skepticism-now-we-have-klass.html&quot; target=&quot;_blank&quot;&gt;again in 2013.&lt;/a&gt; It was &lt;a href=&quot;https://www.wired.com/story/guerrilla-wikipedia-editors-who-combat-conspiracy-theories/&quot; target=&quot;_blank&quot;&gt;the subject of a major article in Wired magazine in 2018,&lt;/a&gt; among other places. So anyone who thinks they have uncovered a &quot;Wikipedia secret cabal&quot; has the investigative skills not of a Sherlock Holmes, but of a Mr. Magoo. &lt;a href=&quot;https://www.youtube.com/watch?v=xufFRbmhpLc&quot; target=&quot;_blank&quot;&gt;Here is a video from 2020 of Susan explaining what GSoW is all about&lt;/a&gt;.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;Disclosure:&lt;/b&gt; Technically I am a member of GSoW, although I have not participated in it very much. I did add some info to a few pages, and I have uploaded a number of my photos to Wikimedia Commons that might have relevance to UFO history.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp; &lt;br /&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8vkTNSpiZQ8qDKXsswRZQqa578uoI9YUIj88f6Q4euyXKpy58zQBQkzh5-g86NOXPhhuYKbfdawpwwQ7H8bPJVpL7x8jeql9oJjmgLraRlBrdglKtbTTPpvw5u5zAUPCFWu_JcX9Mg1bud9FzkzEtQun5CJ0mY9D3RP8sJNw75cehCtJYSZpfKYxT6bHH/s1024/SDC10243.JPG&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;768&quot; data-original-width=&quot;1024&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8vkTNSpiZQ8qDKXsswRZQqa578uoI9YUIj88f6Q4euyXKpy58zQBQkzh5-g86NOXPhhuYKbfdawpwwQ7H8bPJVpL7x8jeql9oJjmgLraRlBrdglKtbTTPpvw5u5zAUPCFWu_JcX9Mg1bud9FzkzEtQun5CJ0mY9D3RP8sJNw75cehCtJYSZpfKYxT6bHH/w640-h480/SDC10243.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Susan Gerbic, with her camera as always, making friends with the Dinosaur in the Creation Museum in Santee, California in 2012.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;These UFO warriors seem to think that the skeptical Wikipedians are just arbitrarily changing article texts, and creating misleading articles. What they don&#39;t seem to understand is that &lt;a href=&quot;https://en.wikipedia.org/wiki/Wikipedia:Ten_simple_rules_for_editing_Wikipedia&quot; target=&quot;_blank&quot;&gt;Wikipedia has rules&lt;/a&gt;. You need to have citations, you also need to avoid copyright infringements, self-promotion, etc:&lt;br /&gt;&lt;/span&gt;&lt;div style=&quot;margin-left: 40px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;To maintain the highest standards possible, Wikipedia has a strict inclusion policy that demands verifiability. This is best established by attributing each statement in Wikipedia to a reliable, published source (but see Rules 7 and 8 on excessive self-citing).... All articles in Wikipedia should be impartial in tone and content. When writing, do state facts and facts about notable opinions, but do not offer your opinion as fact. Many newcomers to Wikipedia gravitate to articles on controversial issues about which people hold strong opposing viewpoints.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 40px;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;There is a &quot;talk&quot; page for many articles, to discuss or debate the application of these rules to the contents of that page. These sometimes turn into big debates for controversial articles, so if you have a problem with something you read in a Wikipedia article and want to change it, you&#39;d better be able to solidly back up your claim. Given many UFOlogists&#39; propensity for making exciting but unfounded claims, it is frankly no surprise that the articles they write would run afoul of Wikipedia rules, and end up removed or re-written.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Meanwhile, for any UFOlogist who believes that GSoW has been inaccurate or unfair in what it wrote in a Wikipedia article -&lt;b&gt; then challenge them on the article&#39;s Talk page.&lt;/b&gt; If you can make a good case that they are not correct, it will get changed, and the change will remain. Plus, you can brag to all your friends about how you defeated the nasty Debunkers on Wikipedia.&amp;nbsp; But I don&#39;t see this happening, and I think we can figure out why. 😉&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/400394259810891859/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2024/02/disclosure-warriors-uncover-vast-ufo.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/400394259810891859'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/400394259810891859'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2024/02/disclosure-warriors-uncover-vast-ufo.html' title='Disclosure Warriors Uncover a Vast UFO Coverup Conspiracy: Guerrilla Skeptics on Wikipedia!'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqPyqgFbDeWH_E6YuCSCvTMKQLe2T8M8pNT7wYw2luG36vtiGGPA9nhqmpqiSj2Vd0I819fqtAeThCl5aQ2U1QivbSu71uPq80WCqcHpEWs_DQUd8vP8nEpo2rNQwsmpC6yR-85WwHIS31jzlOLCSA2FIqLQhuRo5tMnKOGnGI06BlfyjJLi-inGiVWPIk/s72-w408-h640-c/Clipboard01.jpg" height="72" width="72"/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-3058505272111699401</id><published>2024-01-08T21:36:00.000-08:00</published><updated>2024-01-08T21:36:54.655-08:00</updated><title type='text'>The Strange Life and Death (?) of Al Seckel (Part 2)</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://badufos.blogspot.com/2024/01/the-strange-life-and-death-of-al-seckel.html&quot; target=&quot;_blank&quot;&gt;(Continued from Part 1) &lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Seckel was enjoying a lot of success posturing as an “expert,” or at least as a “collector,” of illusions, primarily visual. He spoke before many audiences, wrote (or plagiarized) articles and books, and traveled across the globe to share his presentations. Many of the illusions Seckel presented were invented by the magician Jerry Andrus (1918 – 2007). Andrus was a well-known and well-loved figure in the skeptic community, as well as with magicians, and often spoke at skeptic conferences. I learned that, following Andrus&#39; death, Seckel&#39;s Eye Wonder wanted to buy the rights to all of Andrus&#39; illusions and other works. I recommended against it.&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqB2kd1mHyvHIYUgDs5_cGyDJzJb4q_sJy3WfXBgMSU-5i3KB7QLthMYeWZTk1_E3MCTSSvthM-5DiSL9WMV_nFL0CKxkDA5pKVqheHPCl76TfPrAxott_UMvunmu_bawoBXirc95bTkMv_EXeMNun5wxB3iRJguKWKGBtcs6JyNfRRwJL_5u9A3nW-AqM/s1328/TEDxUSC.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1053&quot; data-original-width=&quot;1328&quot; height=&quot;318&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqB2kd1mHyvHIYUgDs5_cGyDJzJb4q_sJy3WfXBgMSU-5i3KB7QLthMYeWZTk1_E3MCTSSvthM-5DiSL9WMV_nFL0CKxkDA5pKVqheHPCl76TfPrAxott_UMvunmu_bawoBXirc95bTkMv_EXeMNun5wxB3iRJguKWKGBtcs6JyNfRRwJL_5u9A3nW-AqM/w400-h318/TEDxUSC.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;In 2004 Seckel was invited to give a TED talk on visual illusions. His Bio calls him an “expert on illusions.”&lt;a href=&quot;https://www.ted.com/talks/al_seckel_visual_illusions_that_show_how_we_mis_think&quot; target=&quot;_blank&quot;&gt; It notes, &lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;margin-left: 80px; text-align: justify;&quot;&gt;&quot;A previous version of this biography described Seckel as a &quot;cognitive neuroscientist,&quot; which was not accurate&quot;.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;However, Seckel’s 2010 TEDxSCS talk “[Y]Our Mind&#39;s Eye” describes him as &lt;a href=&quot;https://www.youtube.com/watch?v=BU8WEVn_LMg&quot; target=&quot;_blank&quot;&gt;“Cognitive neuroscientist Al Seckel, formerly of the California Institute of Technology.”&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 0px; margin-right: 0px; text-align: left;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBHj679jo0BPX74kV-VssoxPSL-o5FFV3xlBuDKr7UrnbBup9Mr3KNQlbnohM0gNntos1IC_6AjMqowEiBnVvjStLThKHZqrJYbNf2jw4ZQhglRQNXhYAMBl6zNgrG-14GPeGH_L0kiZevSWhfQCmhHf8LIgZWa2xdE3tvS7QkvKf18zqSqLUW8x1rCsAC/s792/DeniceLewisCover1988_3.jpg&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;630&quot; data-original-width=&quot;792&quot; height=&quot;255&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBHj679jo0BPX74kV-VssoxPSL-o5FFV3xlBuDKr7UrnbBup9Mr3KNQlbnohM0gNntos1IC_6AjMqowEiBnVvjStLThKHZqrJYbNf2jw4ZQhglRQNXhYAMBl6zNgrG-14GPeGH_L0kiZevSWhfQCmhHf8LIgZWa2xdE3tvS7QkvKf18zqSqLUW8x1rCsAC/s320/DeniceLewisCover1988_3.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Denice Lewis, 1988&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;After two divorces, in June, 2004 Seckel married Denice D. Lewis, who was reportedly &quot;Europe&#39;s highest paid catwalk model&quot; for over a decade. They move into a custom home in Malibu that rented for $13,500 a month. She files for divorce just four months later. (Probably he told her “I’m a scientist” and “I’m rich,” both of which were false.)&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Seckel successfully postures not only as an “expert” on illusions, but also as a futurist and visionary, giving many talks. His financial status was always rather dodgy, but he somehow managed to keep borrowing enough from Peter to pay Paul.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5KzALXieaq8mq4jhRLnDe-VFq6AJBT82jj5UBXLtf_NeHTQCsJQPpjNCOM-QWptajeGw90R4L_E7Ok2ofc2fQrwzd874-8fs0vmtmF34zUjq6qZmCdjaB5tLKzNZlh0DBmUnVhjRTD0oJjzl48vabzem__9HiGiiGn619THK1elm6jrBSJIJ7Qk9pKwYq/s499/AlSeckel_IsabelMaxwell.jpg&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;349&quot; data-original-width=&quot;499&quot; height=&quot;224&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5KzALXieaq8mq4jhRLnDe-VFq6AJBT82jj5UBXLtf_NeHTQCsJQPpjNCOM-QWptajeGw90R4L_E7Ok2ofc2fQrwzd874-8fs0vmtmF34zUjq6qZmCdjaB5tLKzNZlh0DBmUnVhjRTD0oJjzl48vabzem__9HiGiiGn619THK1elm6jrBSJIJ7Qk9pKwYq/s320/AlSeckel_IsabelMaxwell.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr align=&quot;justify&quot;&gt;&lt;td class=&quot;tr-caption&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Al Seckel and Isabel Maxwell speak
 at the &lt;br /&gt;
 World Economic Forum (WEF), 2011&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;In 2007 Seckel married Isabel Maxwell, daughter of the late billionaire fraudster Robert Maxwell, and sister to Ghislaine Maxwell. She had many connections in the world of high tech.&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In January, 2011&lt;a href=&quot;https://web.archive.org/web/20110415012053/http://www.jeffreyepsteinscience.com/2010/11/jeffrey-epstein-to-host-mindshift-conference/&quot; target=&quot;_blank&quot;&gt; Seckel organized a “Mindshift Conference” on Jeffrey Epstein’s infamous private island&lt;/a&gt;. The participants were Murray Gell-Mann, Christof Koch, Catherine Mohr, Gerald Sussman, Frances Arnold, Leonard Mlodinow, Paul Kirkaas, Brock Pierce, Ron Reisman, Pablos Holman, Dan Dubno, and Reichart Von Wolfsheild. Isabel was there with him.&lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs8Opx8gNc311cg082C00hLASLZ8jb2TbuiRH6O1mrQMgOMT5YDQAgZ1EwcNwRv5A3etiSNq46F0YYk6j4_T4TXkCNz7Ry3KwD7q072YyoZqypf8lydLYm_sloQrBQaLLCErFtdhFaaWeJlzgwSjDJmOYPrC4XoBJjA0TRyi0zRX4HG2mdUOw7yJL1V4cg/s1056/EpsteinSeckelMindshift2.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;629&quot; data-original-width=&quot;1056&quot; height=&quot;382&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs8Opx8gNc311cg082C00hLASLZ8jb2TbuiRH6O1mrQMgOMT5YDQAgZ1EwcNwRv5A3etiSNq46F0YYk6j4_T4TXkCNz7Ry3KwD7q072YyoZqypf8lydLYm_sloQrBQaLLCErFtdhFaaWeJlzgwSjDJmOYPrC4XoBJjA0TRyi0zRX4HG2mdUOw7yJL1V4cg/w640-h382/EpsteinSeckelMindshift2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&quot;Jeffrey Epstein and Al Seckel have assembled a diverse and eclectic intimate group of exceptional thinkers and achievers to discuss various topics....&quot;&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Sometime around 2010, Seckel and Isabel moved permanently to France, living for a while in a Chateau that was owned by a friend, and moving around to other places. Seckel and Isabel&amp;nbsp; repeatedly use the excuse that they are &quot;destitute&quot; to avoid traveling to the US for court depositions and hearings involving their bankruptcy filings and other ongoing court cases.&lt;/p&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxnzp6KyFSqErwn0fPPNCBty3-PQFxl47onvoM0I6N6DSc43yQUvusc2AHqVpkQGG0kXgmBwwqlQ5UOgzohcxhMpuvuEgAeDZ_35RCvExZXDdu4mH_zIRME7lgLKL6UqbKAL0nLba1UalQw8kZyNwklZj_8fAN_RrhYEY0RKvILNf2XK-dsbuGvrBu2W6_/s335/IsabelAlElizabethHawkingZeroG.jpg&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;222&quot; data-original-width=&quot;335&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxnzp6KyFSqErwn0fPPNCBty3-PQFxl47onvoM0I6N6DSc43yQUvusc2AHqVpkQGG0kXgmBwwqlQ5UOgzohcxhMpuvuEgAeDZ_35RCvExZXDdu4mH_zIRME7lgLKL6UqbKAL0nLba1UalQw8kZyNwklZj_8fAN_RrhYEY0RKvILNf2XK-dsbuGvrBu2W6_/s320/IsabelAlElizabethHawkingZeroG.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Al Seckel &amp;amp; family join Stephen Hawking
&lt;br /&gt; for a Zero-G flight.&lt;/span&gt;  &lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Seckel had been suing skeptic Tom McIver for &quot;libel,&quot; i.e., revealing some of Seckel&#39;s frauds and impostures. In 2013 McIver contacted journalist Mark Oppenheimer, who had interviewed Seckel a few times previously concerning atheism, humanism, etc., and had attended some of Seckel&#39;s parties. In 2000 the interview was for an article on atheist history. Seckel was one of the early officers of Atheists United in Los Angeles, which is still active today. Seckel was with that group when it broke off from the atheist group founded by Madelyn Murray O’Hair, who was very much a control freak.&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;McIver suggested that Oppenheimer interview Seckel again, to look into the many accusations of financial impropriety. Seckel apparently did not like the questions that Oppenhiemer was asking, and the article&#39;s October, 2014 publication was cancelled because of legal threats from Seckel. Seckel realized that Oppenheimer would not be writing a puff piece (like most journalists nowadays do), and cut off all contact with him. &lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkJYC7Ta-slxgk1NhRrqM4Oprli_FJBJ2d1beP7TTsbiu5xDwF02ENwP00QMGaVnXmPWeYRDEtYoKkTZcPma5pgYttwTONTtIVLBSc3MMY2IhzxSHUB0qjEiov-fIB2G7hs6EIVqyC0GwTIxJq7D4TuthsCs426nt2Rcu7cXQZltbayXRJ7inAaWsSsySa/s1330/TabletJuly_20_2015.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;615&quot; data-original-width=&quot;1330&quot; height=&quot;296&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkJYC7Ta-slxgk1NhRrqM4Oprli_FJBJ2d1beP7TTsbiu5xDwF02ENwP00QMGaVnXmPWeYRDEtYoKkTZcPma5pgYttwTONTtIVLBSc3MMY2IhzxSHUB0qjEiov-fIB2G7hs6EIVqyC0GwTIxJq7D4TuthsCs426nt2Rcu7cXQZltbayXRJ7inAaWsSsySa/w640-h296/TabletJuly_20_2015.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The Article that Ended Seckel&#39;s Career as a Con-Man, and Perhaps his Life. (July 20, 2015)&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Finally, On July 20, 2015: &lt;a href=&quot;https://web.archive.org/web/20160307052442/http:/www.tabletmag.com/jewish-news-and-politics/191806/the-illusionist-al-seckel&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;Tablet &lt;/i&gt;online magazine publishes Mark Oppenheimer&#39;s article on Seckel, &quot;The Illusionist.&quot;&lt;/a&gt;&amp;nbsp; Tom McIver&lt;a href=&quot;https://undeceive.weebly.com/&quot; target=&quot;_blank&quot;&gt; describes the significance of this article:&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Article focuses on Seckel’s obsession with befriending, socializing with, and gaining the confidence of celebrities and powerful and influential people in science, academia, entertainment, media, and the entrepreneurial world, often hosting them at his eclectic parties.&amp;nbsp; Among his guests not mentioned elsewhere on this timeline: biologist David Baltimore (Nobelist, Caltech president), billionaire Elon Musk (PayPal, Tesla Motors, SpaceX), actress Sharon Stone, and musician Slash.&amp;nbsp; Mentions that Gell-Mann, Koch, and Shimojo no longer endorse Seckel, and that Pearce Williams&#39; wife was pleased he has been exposed as owing money to them.&amp;nbsp; Also mentions that it is &quot;remarkably easy to find people who believe Seckel took their money,&quot; naming several. Quotes Gerald Sussman as saying &quot;I don&#39;t feel good about it&quot; when asked if he&#39;d given money to Seckel, implying he had.&amp;nbsp; Mentions that Seckel now trying to sell Robert Maxwell&#39;s papers, without success.&amp;nbsp; Includes quote from Denice Lewis that their divorce was never finalized (and Seckel denying they had been officially married). Notes that Seckel&#39;s attorney in Seckel v. McIver (Nicholas Hornberger) admitted that Seckel never paid his legal fees.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;After publication of the Oppenheimer article, Seckel’s career as a 
wheeler and dealer among the rich and famous would be over. After reading 
this account of one person after another complaining that Seckel had 
cheated them of significant sums of money, no serious person would ever 
again enter into a business deal with Al Seckel.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;The Oppenheimer article dropped an even bigger bombshell – Denice Lewis told him that&lt;b&gt; she and Seckel were still legally married!&lt;/b&gt; Their divorce was never finalized. Therefore, Seckel’s marriage to Isabel Maxwell was never valid, a fact she apparently did not know until then. You can imagine how she reacted to this!&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The world didn’t hear much about Seckel for a while after this. &lt;a href=&quot;https://web.archive.org/web/20160303212623/http://www.alseckel.net/&quot; target=&quot;_blank&quot;&gt;Then suddenly on Sept. 19, 2015, a memorial website appears for Seckel,&lt;/a&gt; saying&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;margin-left: 40px;&quot;&gt;Al Paul Seckel, who died at the age of 57 near his home in France, is best known for helping to make optical illusions a household name throughout the world.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;No time or place of death, or cause of death, is given in this anonymous announcement. Who wrote it? Isabel? Possibly even Seckel himself? Seckel’s alleged death was noted in various internet postings, but not in any actual news reports. As time passed, the paucity of details on the fate of Al Seckel became widely noted and remarked upon. No death certificate was ever presented, even to this day (and many people tried to find it). It was widely speculated that Seckel did not die but went into hiding, perhaps with the assistance of Epstein’s circle. But apart from rumors, there was no evidence whether Seckel was alive, or dead.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;a href=&quot;https://www.dailymail.co.uk/news/article-10712491/Mystery-death-Ghislaine-Maxwells-brother-law-finally-declared-suicide.html&quot; target=&quot;_blank&quot;&gt;Then, finally on April 14, 2022 the &lt;i&gt;Daily Mail &lt;/i&gt;headline blared&lt;/a&gt;,&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;margin-left: 40px;&quot;&gt;EXCLUSIVE: &#39;A hand and a foot were missing, probably eaten by wild boars.&#39; Mysterious death of Ghislaine Maxwell&#39;s con-man brother-in-law is finally declared a suicide SEVEN YEARS after he jumped to his death from a 100-ft. cliff in France&lt;br /&gt;Al Seckel&#39;s disappearance in 2015 has finally been solved – he flung himself off a high cliff outside a picturesque French village&lt;br /&gt;Seckel claimed to be the husband of Ghislaine Maxwell&#39;s older sister Isabel, but in fact he had not divorced his third wife &lt;br /&gt;It was originally believed that he might have faked his own death when a major expose about how he conned buyers of rare books was about to be published&lt;br /&gt;His body lay unnoticed for weeks before it was finally found on July 1, 2015&lt;br /&gt;&#39;It was the smell of putrefaction that eventually led to the corpse,&#39; former deputy mayor Roland Garreau told DailyMail.com.&lt;br /&gt;&amp;nbsp;&#39;A hand and a foot were missing, probably eaten by wild boars or foxes,&#39; Garreau told DailyMail.com&lt;br /&gt;By RORY MULHOLLAND IN SAINT-CIRQ-LAPOPIE, FRANCE, FOR DAILYMAIL.COM&lt;br /&gt;&lt;br /&gt;PUBLISHED: 10:52 EDT, 14 April 2022 | UPDATED: 10:52 EDT, 14 April 2022&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Seckel eaten by pigs? Maybe I do believe in Karma.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;But this is the only news source to offer any information about Seckel’s fate. The article contains what it calls Seckel’s “death certificate,” but it actually appears to be a statement from the Mayor’s office, partially handwritten, based on a police report. It is not a formal certificate as is found in vital records.&lt;br /&gt;&lt;br /&gt;At present I would say that the “preponderance of evidence” suggests that Seckel probably did die in France in 2015, but I wouldn’t say that it is established “beyond a reasonable doubt.” On the one hand, it is entirely reasonable to think that a person who has just suffered a devastating , irreparable setback might become suicidal.On the other hand, remember that Seckel&#39;s reported death was inexplicably kept secret for two months, then reported anonymously. There is also the lack of a formal death certificate. When dealing with the likes of Jeffrey Epstein, Al Seckel, and the Maxwells, it is reasonable to believe that somebody might have gone to a lot of trouble to deceive you.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;During the 2021 trial in New York City which found Ghislaine Maxwell guilty of sex trafficking and other charges, &lt;a href=&quot;https://www.theguardian.com/us-news/2021/dec/29/ghislaine-maxwells-sex-trafficking-trial-in-pictures&quot; target=&quot;_blank&quot;&gt;Ghislaine&#39;s sister Isabel was seen, faithfully attending every session and supporting her sister in every way&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;I’m wondering when we will see a Netflix documentary series about Seckel, maybe “The Great Illusionist?”&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNj2bQeZKfrw8LxavTxLw2BPIRdMu3ES9PTeLyMXK4BepJdx2xFxtETXYwSyCCwMKM1jx6Ej-50kC7xpB4USR8kOFvOPx4qwKP1NNKEtHyjrRu18MjSM-smooVTgFfpUABJ-34PQBgCKMQDo3o3hi3x1io0iARog9dIl9rWtW0K7qvH6XsKmHh4S1vQQry/s1024/gettyimages-1360257468-1024x1024.jpg&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;683&quot; data-original-width=&quot;1024&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNj2bQeZKfrw8LxavTxLw2BPIRdMu3ES9PTeLyMXK4BepJdx2xFxtETXYwSyCCwMKM1jx6Ej-50kC7xpB4USR8kOFvOPx4qwKP1NNKEtHyjrRu18MjSM-smooVTgFfpUABJ-34PQBgCKMQDo3o3hi3x1io0iARog9dIl9rWtW0K7qvH6XsKmHh4S1vQQry/s320/gettyimages-1360257468-1024x1024.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Isabel Maxwell arrives at her sister&#39;s trial, 2021.&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;(End)&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;[Much of the material used in this report is drawn from &lt;a href=&quot;https://undeceive.weebly.com/ &quot; target=&quot;_blank&quot;&gt;Tom McIver’s exhaustive &quot;Seckel&quot; compendium&lt;/a&gt;] &lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/3058505272111699401/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2024/01/the-strange-life-and-death-of-al-seckel_8.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/3058505272111699401'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/3058505272111699401'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2024/01/the-strange-life-and-death-of-al-seckel_8.html' title='The Strange Life and Death (?) of Al Seckel (Part 2)'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqB2kd1mHyvHIYUgDs5_cGyDJzJb4q_sJy3WfXBgMSU-5i3KB7QLthMYeWZTk1_E3MCTSSvthM-5DiSL9WMV_nFL0CKxkDA5pKVqheHPCl76TfPrAxott_UMvunmu_bawoBXirc95bTkMv_EXeMNun5wxB3iRJguKWKGBtcs6JyNfRRwJL_5u9A3nW-AqM/s72-w400-h318-c/TEDxUSC.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-323868058223417381</id><published>2024-01-05T14:49:00.000-08:00</published><updated>2024-01-08T21:38:15.773-08:00</updated><title type='text'>The Strange Life and Death (?) of Al Seckel (Part 1)</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;This article veers just a bit from our usual dose of UFOlogy to talk
about a man who was both a skeptical activist and a con-man, whose
exploits sound like the script of an implausible movie – except it
all really happened.  Al Seckel was (or perhaps still is?) a very strange
and interesting character. He founded the Southern California
Skeptics in 1985, as a local affiliate of CSICOP (Committee for the
Scientific Investigation of Claims of the Paranormal, now just
“CSI”). He claimed to be a “physicist,” sometimes a
“cognitive neuroscientist,” but never completed even a year of
college. He claimed to be a graduate student working on a PhD in
physics (and History of Science) at Cal Tech in Pasadena, but had actually just been ‘hanging around’ there (during which time he
became friends with the famous physicist Richard Feynman, and
arranged lectures for the Southern California Skeptics at Cal Tech).
Soon accusations of financial improprieties were swirling around
Seckel, although CSICOP didn’t pay much attention, and reflexively
defended ‘their guy’ from attacks. The attacks mostly came from
critics of CSICOP - Erik Beckjord, James Moseley, George Hansen - but in this case the critics were correct. When
Seckel’s deceptions finally led to the collapse of the Southern
California Skeptics, he disappeared from sight (supposedly because he
was dying of leukemia, or else cancer). Seckel did actually have leukemia, although
his illness didn’t occur until after SCS had already collapsed. He later
made a complete recovery. 
&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;


Seckel surfaced again a few years later as a TED talker and a famous
scholar of optical illusions, writing (and
sometimes plagiarizing) books and articles, again claiming bogus
degrees and affiliations. He rubbed shoulders with many famous
people, and after two divorces Seckel (somehow!) married supermodel
Denice D. Lewis, who previously had dated George Hamilton, Dodi Fayed,
and Pierce Brosnan, among others. (The marriage only lasted a few
months.) Later Seckel married Isabel Maxwell, the daughter of the billionaire media mogul (and disgraced fraudster) Robert Maxwell, who has a more famous
sister named Ghislaine. Seckel became an associate of the notorious sex offender Jeffrey
Epstein, in 2011 organizing a science-related conference on Epstein’s
(in)famous private island (although no sexual improprieties have been
alleged concerning this conference). About 2011 Seckel and Isabel moved from
California to France, apparently to
better escape
creditors and avoid testifying for their pending bankruptcy. Then in September, 2015,
Isabel publicly announces that her husband Al Seckel was dead, having
fallen off a cliff in France two months earlier. (Why she would wait
two months to announce his death has never been explained.) However,
no documentary evidence of Seckel’s reported
death was then produced – although we may have something like that now.&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://web.archive.org/web/20101112051416/http://www.jeffreyepsteinscience.com/2010/10/jeffrey-epstein-talks-perception-with-al-seckel/&quot; rel=&quot;nofollow&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;420&quot; data-original-width=&quot;544&quot; height=&quot;494&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimXf0mIpqzcyyHtRhqtQqbiAvXbUbfZ1awPSoTGDdJVgPbYkChTXp_9DRQNiqWAgNG5WyQxK7WBmQxMvvTg8r6uBTjqFkWVCaD5Et6RLoLpEdR3F7Eh7Cn8EJZMMwcSalV-xHKbi3M4rwxYukunXqCSx5wN6mELV-0x2Ksu0zRT7o6CYLBgE853z0ezQ/w640-h494/EpsteinSeckelPerception3.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://web.archive.org/web/20101112051416/http://www.jeffreyepsteinscience.com/2010/10/jeffrey-epstein-talks-perception-with-al-seckel/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;From Jeffrey Epstein&#39;s Website&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;And that, in a nutshell, is the crazy story of Al Seckel. Skeptic Tom McIver,
who had been sued and harassed by Seckel’s lawyers for exposing
Seckel’s
frauds, maintains a complete chronology of Seckel-related events at
&lt;span style=&quot;color: navy;&quot;&gt;&lt;span lang=&quot;zxx&quot;&gt;&lt;u&gt;&lt;a href=&quot;https://undeceive.weebly.com/&quot;&gt;https://undeceive.weebly.com/&lt;/a&gt;,
 &lt;/u&gt;&lt;/span&gt;&lt;/span&gt;from
which much of this information is taken.


&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;
I first met Al Seckel at the 1984 CSICOP Conference, held at Stanford
University. He was then an enthusiastic young man of twenty-six,
claiming to be a graduate student in “physics” and “history of
science” at Cal Tech. He sought me out because I had
been a co-founder of the Bay Area Skeptics
(along with magician Bob Steiner) just two years earlier. Seckel
explained that he was in the process of founding a similar group in
Southern California, and wanted to discuss our experiences, and
get my advice. Soon afterward, he invited me to
come down to Pasadena (I was then living in San Jose) to deliver the
very first lecture for Southern California Skeptics, held at Baxter
Auditorium on the Cal Tech campus in Pasadena. To motivate me, Seckel
told
me that his friend Richard Feynman was very
interested in hearing what I had to say about UFOs! I certainly could
not turn down such an opportunity. My
talk was well-received, but there was no sign of Feynman. Oh,
something came up, Feynman couldn’t make it, Seckel said.&lt;/p&gt; 
&lt;p align=&quot;left&quot; class=&quot;western&quot; style=&quot;line-height: 100%; margin-bottom: 0in;&quot;&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNATq3Tdheob0E_oR0F8JDs65fAvo56GdPRmBd8Zc8-Y7ThsJd-4wV_tdRnGYpXpHku8OmOBJmXVa2Gxw_ommR84jmD1PvCYcEKx7jnfWyfJwWIU-CQq1UH9CWPm0F1y8hT9KHhnFEwP8TDtb_57ONVJzDvfKbWjLIAJSqpxRL16Dx4sgO4xyQLw8t8g/s958/SheafferTalk_1985.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;958&quot; data-original-width=&quot;760&quot; height=&quot;825&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNATq3Tdheob0E_oR0F8JDs65fAvo56GdPRmBd8Zc8-Y7ThsJd-4wV_tdRnGYpXpHku8OmOBJmXVa2Gxw_ommR84jmD1PvCYcEKx7jnfWyfJwWIU-CQq1UH9CWPm0F1y8hT9KHhnFEwP8TDtb_57ONVJzDvfKbWjLIAJSqpxRL16Dx4sgO4xyQLw8t8g/w655-h825/SheafferTalk_1985.jpg&quot; width=&quot;655&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The flyer Seckel made to promote my inaugural talk for the Southern California Skeptics&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p align=&quot;left&quot; class=&quot;western&quot; style=&quot;line-height: 100%; margin-bottom: 0in;&quot;&gt;


&lt;/p&gt;
&lt;p style=&quot;text-align: justify;&quot;&gt;
On a 
later trip that I made to Los Angeles, I visited Seckel in his home,
in Pasadena or thereabouts. It looked ordinary from the outside.
However, the inside was filled with a dazzling assortment of valuable
antiques. Not 1920s furniture, or anything like that. Instead,
furniture pieces that were apparently hundreds of years old, looking
like they were imported from castles and estates
in Europe. I had not seen anything like that before (or since!).
Seckel explained that he was an antiques broker, buying and selling
such pieces for clients. Of course I was impressed.&amp;nbsp; Later it turned out that Seckel was embroiled in many lawsuits concerning ownership of these valuable antiques.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt; I was among the many people plagiarized by Seckel.&lt;a href=&quot;https://www.debunker.com/texts/CleverDog.html&quot; target=&quot;_blank&quot;&gt; I wrote an account of a &quot;clever dog&quot; tested by the Bay Area Skeptics, published in their July, 1987 newsletter&lt;/a&gt;.&amp;nbsp; &quot;Clever animals&quot; - a horse, or a dog - can supposedly do arithmetic and answer questions far beyond the mental ability of any animal. But invariably, they can only perform when in sight of their trainer, as we found was the case with the Clever Dog Sunny. Seckel called me, saying he wanted to use that story in the newspaper column he was than writing for the Los Angeles Times. I agreed, but I had no idea that &lt;a href=&quot;https://web.archive.org/web/20120120104450/http:/articles.latimes.com/1987-12-21/local/me-20359_1_sunny&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;he was going to write me out of the story completely,&lt;/a&gt; presenting it as his own (which was impossible, since he was not there). &lt;a href=&quot;https://web.archive.org/web/20150921162344/http:/articles.latimes.com/1987-10-19/local/me-10336_1_claim&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Seckel also appears to have appropriated a story from James &quot;The Amazing&quot; Randi,&lt;/a&gt; published without attribution. I also understand that Seckel swindled Randi out of a sum of money, although I never inquired about the details.
  
  &lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p align=&quot;left&quot; class=&quot;western&quot; style=&quot;line-height: 100%; margin-bottom: 0in;&quot;&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJeZGgApWcM_k6UXL4eHUUppI71JwFz06sLZaU3UU23rFmrO5tGdZbQ13OAW0r7tUpVy-kiJu4HBLY2OvOi7rrOcGBnE6aS6o9wVvoPzUjlHCYnNq4zzlPAxs_xPBD6hGgIRzOcL7YGYwrImH_Gor3gbHa1Agl8sAWj07ITStTvnunnFiLmY4DAZJ4jw/s644/SkepticalInquirerCreationism.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;644&quot; data-original-width=&quot;541&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJeZGgApWcM_k6UXL4eHUUppI71JwFz06sLZaU3UU23rFmrO5tGdZbQ13OAW0r7tUpVy-kiJu4HBLY2OvOi7rrOcGBnE6aS6o9wVvoPzUjlHCYnNq4zzlPAxs_xPBD6hGgIRzOcL7YGYwrImH_Gor3gbHa1Agl8sAWj07ITStTvnunnFiLmY4DAZJ4jw/w538-h640/SkepticalInquirerCreationism.jpg&quot; width=&quot;538&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;One of Seckel&#39;s articles in CSICOP&#39;s &lt;i&gt;Skeptical Inquirer. &lt;/i&gt;He claimed credit for organizing this statement of Nobel Laureates.&lt;/span&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;
For several years Southern California Skeptics (SCS) seemed to be a
big success story, and CSICOP gladly trumpeted Seckel’s
apparent successes. Seckel publicly debated creationist Duane Gish,
and claimed to have soundly boxed his ears. He claimed to be the
inventor (later, claimed co-inventor) of the Darwin Fish (like the
Christian fish symbol, but sprouting legs). But soon problems became
evident. In December, 1987 the State of California revoked SCS’s
nonprofit status because Seckel had failed to file the required
financial forms. Nonetheless, Seckel continued to represent SCS as a
“nonprofit” organization for years. SCS’s checks bounced, and
money disappeared.  Pat Linse (1947-2021) was a volunteer with SCS,
later working as an artist and editor for &lt;i&gt;Skeptic&lt;/i&gt; magazine.
She warned CSICOP about Seckel’s shenanigans, but was largely
ignored. After SCS had collapsed in 1990, two years later Michael
Shermer founded the Skeptics Society, based at that time in Pasadena,
and bringing in many of the same people who had been part of SCS,
even continuing the monthly lectures in Baxter Hall originally
organized by Seckel. However, by this time Seckel had moved on from
skeptics’ organizations, finding bigger fish to fry. Seckel had
nothing to do with &lt;i&gt;Skeptic&lt;/i&gt; magazine or with Shermer, who has
always run the Skeptics Society as a proper organization. 
&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;
Soon, Seckel had re-branded himself as the “world’s leading authority
on visual and other types of sensory illusions”, claiming, at
various times, academic affiliations with Cal Tech, or Harvard. He
founded IllusionWorks, and later EyeWonder publishing. During
his career as an expert on visual illusions,
Seckel wrote (or plagiarized) many articles and books, gave many
lectures, and rubbed shoulders with the rich and famous, including
Murray Gell-Mann, Marvin Minsky, Nathan Myhrvold, Larry Page, Arno
Penzias, Steve Wozniak, Stephen Hawking, Matt Groening, Mike Farrell,
Arianna Huffington, Paul MacCready, Burt Rutan, Craig Venter, Richard
Branson, Robin Williams, Sergey Brin, Peter Diamandis, James Cameron,
among others.  
&lt;/p&gt;

&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib8CPCO0jDx3fH_q3mgLT3Wfijmw6pwbf38ApAPrfqYrc8I9h0zDz7SZ7u--Y3r3j-_iPShfuTvxrBIzlxaGTJAs6R0nQqhqlTjVWp87rr1kXq2U8sYCwOZk0oacYTQm5jRpugbCggk61KkZzjzpRQ2kxjdICvXRpGw_exm7eLE6-VBCSY4vc6fjCT7g/s300/SeckelHomeGathering.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;206&quot; data-original-width=&quot;300&quot; height=&quot;440&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib8CPCO0jDx3fH_q3mgLT3Wfijmw6pwbf38ApAPrfqYrc8I9h0zDz7SZ7u--Y3r3j-_iPShfuTvxrBIzlxaGTJAs6R0nQqhqlTjVWp87rr1kXq2U8sYCwOZk0oacYTQm5jRpugbCggk61KkZzjzpRQ2kxjdICvXRpGw_exm7eLE6-VBCSY4vc6fjCT7g/w640-h440/SeckelHomeGathering.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Famous guests at a party in Seckel&#39;s home&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;
&lt;p align=&quot;left&quot; class=&quot;western&quot; style=&quot;line-height: 100%; margin-bottom: 0in;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt; &lt;/span&gt;
&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;

About this gathering in his
home, Seckel wrote,

&lt;br /&gt;&lt;blockquote&gt;This was one of the great intellectual gatherings that I held
in my home in Pasadena in the 80s. In the back row (starting from the
left) was the distinguished microbiologist Dr. Elie Shneour, then
Manny Delbruck (wife of Max Delbruck, the &quot;father of molecular
biology&quot;) and noted comedian and former late night television
host Steve Allen. Bottom: Legendary engineer Paul Macready, myself, Nobel Laureate
Francis Crick (co-discoverer of the structure of DNA) and my friend
John Edwards.




&lt;/blockquote&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt; I knew Elie Shneour
(1925-2015) from skeptic meetings in San Diego and elsewhere. He was
obviously a very brilliant man. Yet he defended Seckel’s reputation
until his death. And he was not the only one – several other
skeptics have somehow continued to defended Seckel’s reputation.
The Dean of UFO skeptics, Philip J. Klass, defended Seckel almost reflexively, until finally
admitting in 1994 that Seckel had lied about his academic background. Michael Shermer had written to Klass, &quot;If I never hear from him or about him again it
will be too soon. I have never met anyone who can evoke such venom
from so many people. A week does not go by that someone doesn&#39;t tell
me another horrible Seckel story.&quot;

&lt;br /&gt;&lt;br /&gt;Seckel leased a Ferrari (but ended up owing $70,000, which was never paid). He rented expensive houses in Pasadena, Malibu and elsewhere, and ending up owing $100,000 for the one in Malibu. The list of people suing Seckel for non-payment was quite long. One of Seckel’s biggest legal battles was with Ensign Consulting Ltd., in which an investment fund claims it was conned by a self-described &quot;master illusionist&quot; who persuaded it to invest in rare books and art—including a portrait of Sir Isaac Newton—and&lt;a href=&quot;https://web.archive.org/web/20160304100510/http://www.courthousenews.com/2011/03/10/34803.htm&quot; target=&quot;_blank&quot;&gt; then absconded with more than $543,000 and a bunch of the loot.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;
[&lt;a href=&quot;https://badufos.blogspot.com/2024/01/the-strange-life-and-death-of-al-seckel_8.html&quot; target=&quot;_blank&quot;&gt;Continued in Part 2]&lt;/a&gt;&lt;/div&gt;


&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/323868058223417381/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2024/01/the-strange-life-and-death-of-al-seckel.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/323868058223417381'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/323868058223417381'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2024/01/the-strange-life-and-death-of-al-seckel.html' title='The Strange Life and Death (?) of Al Seckel (Part 1)'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimXf0mIpqzcyyHtRhqtQqbiAvXbUbfZ1awPSoTGDdJVgPbYkChTXp_9DRQNiqWAgNG5WyQxK7WBmQxMvvTg8r6uBTjqFkWVCaD5Et6RLoLpEdR3F7Eh7Cn8EJZMMwcSalV-xHKbi3M4rwxYukunXqCSx5wN6mELV-0x2Ksu0zRT7o6CYLBgE853z0ezQ/s72-w640-h494-c/EpsteinSeckelPerception3.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-7992072132363986738</id><published>2023-10-12T20:27:00.001-07:00</published><updated>2023-10-12T20:35:12.392-07:00</updated><title type='text'>Netflix&#39;s &quot;Encounters&quot;, Episode 2, Promotes Sensational Claims but Ignores Answers</title><content type='html'>&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In the previous posting, we examined how &lt;a href=&quot;https://badufos.blogspot.com/2023/10/netflixs-encounters-episode-1-leaves.html&quot; target=&quot;_blank&quot;&gt;the first episode of Encounters presented the 2008 sightings in Stephenville, Texas in loving detail,&lt;/a&gt; but ignored the already-known explanation for all of it. Second verse, same as the first!&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Episode 2 of Netflix&#39;s &lt;i&gt;Encounters&lt;/i&gt; (one of whose Executive Producers was.Steven Spielberg&#39;s Amblin Television) covers the alleged 1994 UFO and alien sightings by as many as 62 school children (but no adults) at the Ariel School in Zimbabwe. A great deal has been written about this case, I won&#39;t try to repeat that in any detail. &lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9G5J5zCTiiEyU2yyQr9ZA2idSAMdTGOOdRj7geH39WD65fkog3rc6-NFVHjlHUWVSXMeMvvp4SA2pmy54LP7iqXniXODEdAexaSKCBNL-1YKk2_s__jb2t773TbCF956r4KFPKpKOOeo3wPJQ9Sf6bW_M-Wh3-a58qrGA3SQAcjvhuoKlJpkJ7Bck-BVY/s900/arial-phenomenon.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;506&quot; data-original-width=&quot;900&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9G5J5zCTiiEyU2yyQr9ZA2idSAMdTGOOdRj7geH39WD65fkog3rc6-NFVHjlHUWVSXMeMvvp4SA2pmy54LP7iqXniXODEdAexaSKCBNL-1YKk2_s__jb2t773TbCF956r4KFPKpKOOeo3wPJQ9Sf6bW_M-Wh3-a58qrGA3SQAcjvhuoKlJpkJ7Bck-BVY/w640-h360/arial-phenomenon.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;One of the children drew this Spaceman, with his Spaceship.&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;As described in &lt;a href=&quot;http://www.ufoevidence.org/cases/case127.htm&quot; target=&quot;_blank&quot;&gt;UFO Evidence,&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;On 14th September, 1994, a UFO streaked across the sky over Southern Africa. Two days later, something landed in a schoolyard in Ruwa, Zimbabwe, with three or four things beside it, according to journalist Cynthia Hind. This was witnessed by 62 schoolchildren, who had little or no exposure to TV or popular press accounts of UFOs. Cynthia Hind interviewed them the day after the encounter and made them draw pictures of what they had seen.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;The case has since gone on to become a classic. The Harvard psychiatrist and UFO abductionist Dr. John Mack (1929-2004) came to Zimbabwe two months after the incident, and spent two days at the school interviewing the children, and the school staff. Interestingly, &lt;a href=&quot;https://www.youtube.com/watch?v=V9pH3cEF3VA&quot; target=&quot;_blank&quot;&gt;while there were about 250 children playing outside at the time, only 62 claim to have seen it.&lt;/a&gt; Not all 62 children were interviewed by Hind or Mack. (It should be noted that Cynthia Hind was a dedicated UFO author and&amp;nbsp; investigator.)&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;What might have been causing such extraterrestrial excitement? A &quot;UFO streaked across the sky over Southern Africa&quot; on Sept. 14? Newspaper reports described it as a &quot;meteor shower,&quot; but there was no meteor shower. Not until several weeks later was it determined that the object widely seen across southern Africa was, in fact, the fiery re-entry of a Zenit-2 rocket that had launched Cosmos 2290. This then-unexplained sighting had caused a great stir and great UFO interest across the area.&lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX3-kHr3UzAOCsnsO6SVgl2NjRarm56ewTB_WGYrBH7jkoHU5_VEDlmUtoswNdmdI69aFPxd1CXlxeGofGhFgZwK2AhiehvSnIsxZQQwKKwcRGBHyMfXNbX-LZznOQnbbU8gIFmvzwNaVqQqkM3vgXjcqyX-SQy1H2xrwioVArXWufg-ZovCRZne7rSKc/s1056/Cosmos2290r.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;436&quot; data-original-width=&quot;1056&quot; height=&quot;264&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrX3-kHr3UzAOCsnsO6SVgl2NjRarm56ewTB_WGYrBH7jkoHU5_VEDlmUtoswNdmdI69aFPxd1CXlxeGofGhFgZwK2AhiehvSnIsxZQQwKKwcRGBHyMfXNbX-LZznOQnbbU8gIFmvzwNaVqQqkM3vgXjcqyX-SQy1H2xrwioVArXWufg-ZovCRZne7rSKc/w640-h264/Cosmos2290r.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Satellite guru Ted Molczan recorded this visual observation of the rocket&#39;s fiery re-entry.&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;a href=&quot;https://threedollarkit.weebly.com/ariel-school.html&quot; target=&quot;_blank&quot;&gt;Charlie Wiser has written a very detailed account of the Ariel School incident,&lt;/a&gt; from a skeptical perspective.&lt;a href=&quot;https://badufos.blogspot.com/2016/07/a-new-investigation-of-1994-ariel.html&quot; target=&quot;_blank&quot;&gt; I wrote about this case in 2016&lt;/a&gt;, some of which is reprinted here. &lt;a href=&quot;http://skepticversustheflyingsaucers.blogspot.com/2016/06/rencontre-rapprochee-ariel-school-ruwa.html&quot; target=&quot;_blank&quot;&gt;The French psychologist Dr. Gilles Fernandez reviewed all of the written and recorded material concerning the children&#39;s interviews&lt;/a&gt;. He wrote that&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Interviewing children has been the subject of numerous scientific papers and experiments, adaptations and creations of interview standard protocols, in psychology or criminology, to well avoid or minimize biases that occur when such interviews (or questionnaires) &quot;pollute&quot; the evidence. Cynthia Hind&#39;s interview methodology with children is very far from these standards.... Cynthia Hind and an adult (Headmaster?) debrief and discuss &quot;other planets&quot;, &quot;space travel&quot;, etc. while children are in the room and hear everything ...&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT4MB5zUIhV2PZDFznfOeZ_MQQ22TyL41HF6icTCwm3I9z13slSpnXor-zXGlp5CLInbXg7W65PCwrGhIkoOPahBvmb4JH6Y8BcHncVJ6NDkmcjt8dcEt8TiRVFZANtb5GbWLH61q7Ure-fi-R09goOnbEVWwwhfrBsCUgdaRM-eB_3EOyvhBZdJXIPkrb/s1600/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;450&quot; data-original-width=&quot;1600&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT4MB5zUIhV2PZDFznfOeZ_MQQ22TyL41HF6icTCwm3I9z13slSpnXor-zXGlp5CLInbXg7W65PCwrGhIkoOPahBvmb4JH6Y8BcHncVJ6NDkmcjt8dcEt8TiRVFZANtb5GbWLH61q7Ure-fi-R09goOnbEVWwwhfrBsCUgdaRM-eB_3EOyvhBZdJXIPkrb/w640-h180/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Cynthia Hind interviewed the children all together, not separately&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT4MB5zUIhV2PZDFznfOeZ_MQQ22TyL41HF6icTCwm3I9z13slSpnXor-zXGlp5CLInbXg7W65PCwrGhIkoOPahBvmb4JH6Y8BcHncVJ6NDkmcjt8dcEt8TiRVFZANtb5GbWLH61q7Ure-fi-R09goOnbEVWwwhfrBsCUgdaRM-eB_3EOyvhBZdJXIPkrb/s1600/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Fernandez notes that the children were not being interviewed individually, but instead all together:&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;The child must be interviewed individually (again following proper procedure). Now, in the video-recorded excerpts above, it is striking to see that children are interviewed in a &quot;line&quot; from four to six. Sometimes other children are in the background and listen to another child being questioned. The adults talk to each other or &quot;debrief&quot; while the children are still very close and present ... Also, children hear what others say (including adults), and therefore are likely to influence each other. Even worse, a child who has seen very little or nothing, sees his classmates details and that this is something that greatly interests adults (verbal and non-verbal rewards). This could encourage them to participate in the &quot;game&quot;.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;These collective sessions have therefore enabled children to hear each other and even to copy each other, caught in a game where they see adults and a nice lady interested in the narratives. We must therefore deliver in our turn, not be excluded or unwelcome in this &quot;game&quot; that took place. This potential participation or having participated give a certain homogeneity to the stories and therefore reported details ...&lt;br /&gt;Also, Cynthia Hind conducting the interview is constantly interrupting the children and not allowing the free narrative. We must also wonder if the fact that the interviews as drawings sessions were held in the school, this did not lead them precisely, encouraged or &quot;biased&quot; them to make what would be compilations of stories ... kinds of school events, where, for example, the child thinks he must absolutely answer questions, produce a drawing, the adult (or authority here) will be waiting for answers and therefore it happens.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Then, as if the problems in the interrogation technique were not bad enough, Fernandez notes&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Finally, and this is rarely mentioned or noticed, there was also a session where the children were invited [by Hind] to draw on the board this time around-and not just on paper. Again, this does not back it literally &quot;to send the child to the table&quot;&amp;nbsp; ? And it is still in my opinion a methodological error: the child is placed as in a school exercise status, &quot;forcing him to produce&quot; adult authority and waiting for something (and &quot;authority&quot; that the reward verbally or non-verbally) ... John Mack also, two months later, again invited children to draw ..&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://skepticversustheflyingsaucers.blogspot.com/2016/06/rencontre-rapprochee-ariel-school-ruwa.html&quot; target=&quot;_blank&quot;&gt;Dr. Fernandez&#39; article detailing all of the problems with Ms. Hind&#39;s and Dr. Mack&#39;s interviews &lt;/a&gt;is well worth reading (in French, which Google can translate).&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;But then, unexpectedly, &lt;i&gt;Encounters &lt;/i&gt;shows us a fellow named&amp;nbsp; Dallyn (all of the students were identified by first name only. Later he was identified as Dallyn Vico) &lt;a href=&quot;https://www.reddit.com/r/aliens/comments/16tm06w/thoughts_on_dallyn_from_netflix_encounters_ep_2/&quot; target=&quot;_blank&quot;&gt;who claims to have made up the entire ufo/alien story to get out of class.&lt;/a&gt; He claims it was a “shiny rock” and somehow supposedly persuaded the other students they were seeing spacemen. To say that this guy was disbelieved on social media would be an understatement, and I don&#39;t believe him, either. &lt;a href=&quot;https://twitter.com/ArielPhenomenon/status/1709669489271361719&quot; target=&quot;_blank&quot;&gt;Journalist Nicky Carter interviewed Dallyn Vico and other students two weeks after the event in 1994.&lt;/a&gt; At that time he made no mention of making anything up. He said that he had seen the &quot;meteorite&quot; the night before, and the object he supposedly saw at the school looked like that, so he thought it was a meteorite, too. Asked if he believed that people could live on other planets as well as earth, Dallyn replied &quot;yes.&quot; &lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM_Mw8T_tzvnQLQby5FuoSzDHFAQenXWMZySUm6_CQl5TvLJzVUcTCpRh2iy0lpQQWC4whx01IxT_WD1BkPk0PD2iQJlgzZCUbu4vwBy7Mh9-dGSSeWJknPgFG5Ecq9cLiMw7p0yxV2flRiNImeDdfep5cogTQzBHkhVkd-jfFeiSgtN5JcH2l61ZaJ1vr/s413/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;316&quot; data-original-width=&quot;413&quot; height=&quot;306&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM_Mw8T_tzvnQLQby5FuoSzDHFAQenXWMZySUm6_CQl5TvLJzVUcTCpRh2iy0lpQQWC4whx01IxT_WD1BkPk0PD2iQJlgzZCUbu4vwBy7Mh9-dGSSeWJknPgFG5Ecq9cLiMw7p0yxV2flRiNImeDdfep5cogTQzBHkhVkd-jfFeiSgtN5JcH2l61ZaJ1vr/w400-h306/Clipboard01.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Dallyn Vico in 1994&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://twitter.com/ArielPhenomenon/status/1707201471593238824&quot; target=&quot;_blank&quot;&gt;In a second interview in 2008, Dallyn said&lt;/a&gt;,&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;I believe that the Ariel sighting, although we do not fully understand what happened, there was something definitely that did occur there that was out of the ordinary... I looked up into the sky and I saw these lights in the sky, but they weren&#39;t fixated in one area...&quot;The lights were flashing like different colors, blue, red, yellow, purple. But they would like flash and then disappear and then they would flash again, but maybe a kilometer or a large distance in the air. They would reappear and flash again, in a different area.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;He made no mention of his alleged role in any of this. When the story told by an alleged witness changes in such a major way, that person is a liar. Either he was lying before he changed his story, or else he is lying afterward. Which it is doesn&#39;t matter.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;So what actually triggered the Ariel School incident? It is difficult to say for sure. But let us recall that this is far from the only incident of apparent mass contagion or mass hysteria, especially among children: &lt;br /&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Voronezh_UFO_incident&quot; target=&quot;_blank&quot;&gt;&quot;The Voronezh UFO incident was an alleged UFO and extra-terrestrial alien sighting reported by a group of children in Voronezh, Soviet Union, on September 27, 1989. &lt;/a&gt;The area has been popular with UFO-hunting tourists. &lt;br /&gt;&lt;br /&gt;&quot;According to TASS, boys playing football in a city park &quot;saw a pink glow in the sky, then saw a deep red ball about three metres in diameter. The ball circled, vanished, then reappeared minutes later and hovered&quot;. The children claimed to have seen &quot;a three-eyed alien&quot; wearing bronze coloured boots with a disk on the chest, and a robot, exiting the object.According to the children, the alien used a ray gun to make a 16-year-old boy disappear until the object departed.&quot;&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.theblackvault.com/casefiles/father-gill-1959-papua-new-guinea-ufo-sighting/&quot; target=&quot;_blank&quot;&gt;&quot;In 1959 Papua New Guinea was still a territory of Australia. June of that year saw the spectacular sightings by Father William Gill,&lt;/a&gt; an Australian Anglican missionary, and 37 members of his Boianai mission. Gill made notes about the experience, which the media obtained. Stories appeared in August, causing a sensation...One above the hills west, another over- head. On the large one two of the figures seemed to be doing something near the center of the deck, were occasionally bending over and raising their arms as though adjusting or “setting up” something (not visible). One figure seemed to be standing looking down at us (a group of about a dozen). I stretched my arm above my head and waved. To our surprise the figure did the same.... Hynek and Allan Hendry, the the [CUFOS] center’s chief investigator, concluded the ‘lesser UFOs’ seen by Gill were attributable to bright stars and planets, but not the primary object. Its size and absence of movement over three hours ruled out an astronomical explanation.&quot; While this account does not involve children, the fact that Father Gill was the spiritual leader of this religious community makes it very likely that his followers would simply agree with what he claimed they saw. Chapter 22 of &lt;a href=&quot;https://www.amazon.com/Ufos-Explained-Philip-J-Klass/dp/0394492153/ref=sr_1_1?crid=3VYCC8OWV9024&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;UFOs Explained &lt;/i&gt;by Philip J. Klass&lt;/a&gt; discusses this case, and gives compelling reasons why these claims should not be taken seriously.&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBIL54jCtBtFg2LOYe64-Bxm1rOg4FHTgiRFQN0zNwO0suqE3aoQlBfyD3EuKQlxXmwFpLziybX_xhOMdcgq0mr2_WM7guwoB_a009mO6CwS-HdaOEphXlUYg_iRP5wtVYvefrKnynV3EfiHuYA3JzHYXjsbEs7EmnlRHYx3kSclArHuq4AOiR2b8KojR5/s1280/Clipboard01.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;720&quot; data-original-width=&quot;1280&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBIL54jCtBtFg2LOYe64-Bxm1rOg4FHTgiRFQN0zNwO0suqE3aoQlBfyD3EuKQlxXmwFpLziybX_xhOMdcgq0mr2_WM7guwoB_a009mO6CwS-HdaOEphXlUYg_iRP5wtVYvefrKnynV3EfiHuYA3JzHYXjsbEs7EmnlRHYx3kSclArHuq4AOiR2b8KojR5/w640-h360/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;More recently, &lt;a href=&quot;https://www.skeptic.com/reading_room/strange-ailment-in-kenya-sets-social-media-alight/?mc_cid=23e5cc9b02&amp;amp;mc_eid=2a27b59530&quot; target=&quot;_blank&quot;&gt;&quot;On Monday October 2, 2023, news reports from western Kenya told of a bizarre condition that had swept through St. Theresa’s Eregi Girls’ High School.&lt;/a&gt; At least 62 students were hospitalized after exhibiting uncontrollable twitching of their arms and legs, including rhythmic muscle contractions and spasms. At times the girls were reported to appear as if possessed by spirits and complained of headaches, dizziness, and knee pain. Many were unable to walk and had to be taken in wheelchairs to waiting ambulances. The strange outbreak occurred in the town of Musoli, about 230 miles northwest of Nairobi...Samples of blood, urine, phlegm, and stool were taken, along with throat swabs. All proved to be unremarkable. By Thursday, Kenyan health officials also ruled out the role of infectious disease and instead concluded that they were suffering from “hysteria” in response to stress from upcoming exams.&quot; Psychologist and skeptic Robert E. Bartholomew suggests that it was &quot;mass psychogenic illness... Motor-based outbreaks are most common in less developed countries. They evolve more slowly, often taking weeks or months to incubate. They typically occur in the strictest schools where there is tension between students and administrators or some other conflict. Under such prolonged stress, the nerves and neurons that send messages to the brain become disrupted, resulting in an array of neurological symptoms such as twitching, shaking, convulsions, and trance-like states. This is the same type of outbreak that affected the young Puritan girls in Salem, Massachusetts in 1692 and led to the infamous witch craze.&quot;&amp;nbsp; Which brings us to:&lt;/li&gt;&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;Saducismus Triumphatus&lt;/i&gt; by Joseph Glanvill might be thought of as &quot;The Scientific Study of Witchcraft,&quot; as it attempted to prove the reality of witchcraft on purely empirical grounds. In the 1689 edition, we read that in 1669, reports reached the Swedish king concerning a large-scale outbreak of witchcraft in the village of Mohra. The king dispatched some commissioners, both lay and clergy, &quot;to examine the whole business.&quot; They found that the Devil had apparently drawn hundreds of children into his grasp and had even been seen &quot;in a visible shape.&quot; After a careful investigation, they found no fewer than seventy adult witches in the village, who had managed to seduce about three hundred children into the practice of black magic. The commissioners interviewed each of the children separately (they were wiser than John Mack), and found that &quot;all of them, except some very little ones&quot; told stories that were highly consistent, of being supernaturally carried away to the witches&#39; fest, riding through the air on the backs of animals (see chapter 7 of my book &lt;i&gt;UFO Sightings,&lt;/i&gt; which can be &lt;a href=&quot;https://www.amazon.com/Ufo-Sightings-Evidence-Robert-Sheaffer/dp/1573922137/ref=sr_1_1?crid=3L0GIBNJ2XZDG&quot; target=&quot;_blank&quot;&gt;purchased on Amazon, &lt;/a&gt;or &quot;borrowed&quot; from &lt;a href=&quot;https://archive.org/details/ufosightingsevid0000shea&quot; target=&quot;_blank&quot;&gt;the Internet Archive library.&lt;/a&gt;).&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;So, whatever you choose to call it, &quot;mass hysteria&quot; and &quot;social contagion&quot; are not at all unlikely as explanations for bizarre incidents such as this. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/7992072132363986738/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/10/netflixs-encounters-episode-2-promotes.html#comment-form' title='12 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/7992072132363986738'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/7992072132363986738'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/10/netflixs-encounters-episode-2-promotes.html' title='Netflix&#39;s &quot;Encounters&quot;, Episode 2, Promotes Sensational Claims but Ignores Answers'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9G5J5zCTiiEyU2yyQr9ZA2idSAMdTGOOdRj7geH39WD65fkog3rc6-NFVHjlHUWVSXMeMvvp4SA2pmy54LP7iqXniXODEdAexaSKCBNL-1YKk2_s__jb2t773TbCF956r4KFPKpKOOeo3wPJQ9Sf6bW_M-Wh3-a58qrGA3SQAcjvhuoKlJpkJ7Bck-BVY/s72-w640-h360-c/arial-phenomenon.jpg" height="72" width="72"/><thr:total>12</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-8621851649006600908</id><published>2023-10-01T18:32:00.003-07:00</published><updated>2023-10-01T18:40:35.394-07:00</updated><title type='text'>Netflix&#39;s &quot;Encounters&quot;, Episode 1, Leaves Out Something Important - The Explanation!</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;So much has been happening in UFOOLogy of late, stuff that is so silly and so widely-reported elsewhere, that I can&#39;t see any reason to write about it. Many have finally woken up to the fact that David Grush and other &quot;whistleblowers&quot; tell dramatic tales, but have no proof at all - a situation that has persisted for decades. (&lt;a href=&quot;https://badufos.blogspot.com/2023/07/more-credible-eyewitness-testimony.html&quot; target=&quot;_blank&quot;&gt;In the 1970s and 80s, Len Stringfield of MUFON was telling almost identical tales&lt;/a&gt; - also without proof). The Peruvian &quot;alien mummies,&quot; presented to the Mexican Congress by Jaime Maussan, are being soundly and deservedly mocked as the frauds they are. &lt;a href=&quot;https://www.livescience.com/62045-alien-mummies-explained.html&quot; target=&quot;_blank&quot;&gt;These mummies have been known to be non-alien for at least five years now;&lt;/a&gt; so anyone involved in their promotion either didn&#39;t do any research, or else didn&#39;t care and wanted to promote fakery.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjor6kguj0UQ8HettHaNUfu08s1ksdxF3XN_XEyCKB7_QNd8ZQjskkq9nJZFokJE0EedTYR1MyXBf0icYki7vaNHIlWU9kiu1_az3buOLlPM4Y85cHADTUvZWQBeNBqOepMi6atLZ1FhdKDXZd5WN4A_KZasDTK2f8mU9hJKJNs0tavHXCyaePiOu__DnB/s499/Clipboard01.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;499&quot; data-original-width=&quot;402&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjor6kguj0UQ8HettHaNUfu08s1ksdxF3XN_XEyCKB7_QNd8ZQjskkq9nJZFokJE0EedTYR1MyXBf0icYki7vaNHIlWU9kiu1_az3buOLlPM4Y85cHADTUvZWQBeNBqOepMi6atLZ1FhdKDXZd5WN4A_KZasDTK2f8mU9hJKJNs0tavHXCyaePiOu__DnB/w516-h640/Clipboard01.jpg&quot; width=&quot;516&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Which brings us to the new series &lt;i&gt;Encounters&lt;/i&gt;, which premiered on Netflix on September 27. There were high hopes among UFO proponents for this series, one of whose Executive Producers was.Steven Spielberg&#39;s Amblin Television. I suspect many were disappointed. I have only seen the first episode so far, and found it tedious and boring. Its primary case is the well-known and widely-witnessed incident from Stephenville, Texas on the night of January 8, 2008. Far more time was spent telling us how people &lt;b&gt;felt&lt;/b&gt; about what they saw, than trying to analyze &lt;b&gt;what &lt;/b&gt;they saw.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;It&#39;s strange that Encounters would put so much emphasis on the Stephenville case. There is no longer any mystery about what happened in Stephenville on January 8, 2008. UFO skeptic and retired Air Force pilot James McGaha investigated, and submitted his findings to &lt;i&gt;Skeptical Inquirer&lt;/i&gt; editor Kendrick Frazier, who published them in the January/February, 2009 issue. &lt;a href=&quot;https://cdn.centerforinquiry.org/wp-content/uploads/sites/29/2009/01/22164446/p56.pdf&quot; target=&quot;_blank&quot;&gt;The article is on-line here.&lt;/a&gt;&amp;nbsp; It turns out that the sightings occurred inside a &quot;MOA&quot;, a Military Operations Area, where military training routinely goes on.&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;The FAA informed McGaha on January 18 that a group of four F-16s from the 457th Fighter Squadron entered the operating area at 6:17 pm local time. A second group of four F-16s entered the same area at 6:26 pm. They departed at 6:54 and 6:58, respectively. The time the aircraft were flying in the MOA accords with the time of the sightings....&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;What were the aircraft doing? McGaha says they were flying training maneuvers that involved dropping extraordinarily bright flares. The LUU/2B/B flare is nothing like the standard flares you might think of. These flares have an illumination of about two million candlepower. They are intended to light up a vast area of the ground for nighttime aerial attack. Once released, they are suspended by parachutes (which often hover and even rise due to the heat of the flares) and light up a circle on the ground greater than one kilometer for four minutes. The flare casing and parachute are eventually consumed by the heat. At a distance of 150 miles, a single flare can still be as bright as the planet Venus. McGaha also describes the testimony of a medical helicopter pilot, a retired U.S. Army pilot, flying that night, who saw the lights. He said: “I saw multiple military aircraft, with some dropping flares, in the area of the Brownwood 1 MOA.”&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;That episode also showed us radar returns, supposedly demonstrating the presence of unknown objects inside the MOA at that time. &lt;a href=&quot;https://cdn.centerforinquiry.org/wp-content/uploads/sites/29/2009/01/22164446/p56.pdf&quot; target=&quot;_blank&quot;&gt;What does this mean? &lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;These raw data contain 2.5 million points of noise and scatter. MUFON’s report selected just 187 of these points to contend that radar had tracked a huge “object” at least 524 feet in size, traveling near the Western White House (the Bush ranch, which is fifty miles southeast of Stephenville). “MUFON’s radar analysis is nothing more than cherry picking the 187 targets out of 2.5 million points of noise and scatter to make a track moving forty-nine mph for over one hour,” says McGaha. “This analysis is absurd!”&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Case closed. The Stephenville case was a flare drop, essentially a repeat of &lt;a href=&quot;https://badufos.blogspot.com/2014/01/arizonas-amazing-telepathic-flying.html&quot; target=&quot;_blank&quot;&gt;the flare drop responsible for the second part of the famous Phoenix Lights in 1997&lt;/a&gt;. That flare drop &lt;a href=&quot;https://en.wikipedia.org/wiki/Barry_M._Goldwater_Air_Force_Range&quot; target=&quot;_blank&quot;&gt;also occurred in a military training area&lt;/a&gt;. The writers of &lt;i&gt;Encounters&lt;/i&gt; either chose to leave out the obvious explanation, or else did not bother to even look for one. After all, why risk losing a really good &quot;unexplained&quot; case by looking for explanations?&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPM-0NRrJmdnNnLqpKNiRUn3f39KCDEK8ZPprF2slsmYGTV0MigV_SEz1uLTDVm54N_dYs-hL9bphaXIZJG8QMHxOUoIF43As8j4rYntFNY2VA0FPHPLFCjhh1RKtQQv3xBOxz_EmgPue3iSnHHfhMXeMZMN4Vc9kXmFPY6DdQ6O5CpiijztYrSqrC7ZdL/s1407/Clipboard03.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;841&quot; data-original-width=&quot;1407&quot; height=&quot;382&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPM-0NRrJmdnNnLqpKNiRUn3f39KCDEK8ZPprF2slsmYGTV0MigV_SEz1uLTDVm54N_dYs-hL9bphaXIZJG8QMHxOUoIF43As8j4rYntFNY2VA0FPHPLFCjhh1RKtQQv3xBOxz_EmgPue3iSnHHfhMXeMZMN4Vc9kXmFPY6DdQ6O5CpiijztYrSqrC7ZdL/w640-h382/Clipboard03.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A blurry UFO photographed by a Stephenville witness, weeks after the main sighting.&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&amp;nbsp;I&#39;ll try to watch Episode 2 of &lt;i&gt;Encounters&lt;/i&gt; soon, if I feel I can stomach it.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Another Famous Flare Drop - The UFO From 29 Palms&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.nbcnews.com/now/video/group-investigates-mystery-triangle-ufo-spotted-above-u-s-marine-base-176261701642&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;785&quot; data-original-width=&quot;1050&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJUXWLenP7ulDWRscirKBDnXt5Yv2XZhgVKCGStuOueX_8rBBod-SEeCvmQQyMa0byOkXLT-iVMVfUV_4SCIA4UKvhzOV-TrPBcmZYVbY2q-OukuB2nvLN8vinMD316vX1zta3E0fQ29TTgaa0MRxH3dvFvbuX9YN8fXBfQBUaFktMShaKCsIaxt2h9Q/w640-h478/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.nbcnews.com/now/video/group-investigates-mystery-triangle-ufo-spotted-above-u-s-marine-base-176261701642&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;May 23: NBC News reports on the UFO From 29 Palms&lt;/span&gt;&lt;br /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Back in May, the major news media were filled with breathless accounts of a &quot;mass UFO sighting&quot; in the California desert, at Twentynine Palms two years earlier. Now, that fact alone should have raised one&#39;s eyebrow, because it is well-known that this is the location of a major training base for US Marines. So it&#39;d be reasonable to suspect from the beginning that the Marines had something to do with this.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;But the Usual Suspects were &lt;a href=&quot;https://www.msn.com/en-us/news/us/watch-video-footage-recorded-by-marines-shows-ufo-over-military-base/ar-AA1bAwgn&quot; target=&quot;_blank&quot;&gt;hyping the incident as if it were something utterly amazing:&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Multiple videos appear to show a UFO flying over Camp Wilson in Twentynine Palms, California. The videos were recorded in April 2021 but only recently released by Jeremy Corbell and George Knapp during an episode of their podcast, &lt;i&gt;Weaponized&lt;/i&gt;.&lt;br /&gt;&lt;br /&gt;Corbell and Knapp said that at least 50 people, including dozens of Marines, reported seeing the triangular object with lights on its edges. The object was in the air for about ten minutes and prompted a response from military officials, who dispatched helicopters and dozens of trucks to the area.&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://youtu.be/PpVkN6SaLjw&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;202&quot; data-original-width=&quot;357&quot; height=&quot;362&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLF9b5-vG-_TzGf33c_DleLHyXttotcKjCZGzoO8t6vS0OmM_6V2DFZk-CFW_6I_STnRLcVZAF7N7dEcb4KPYMZhA38emjA7JudXgKif8S_RAZcR2yMkRA2PGZ5VCrzBQ5ZB4GxAcWM3AK3nMXJ_MOZM_ZJu_ce44MA_1Fp8SAsULk-K34Ahe1WwS-XrZJ/w640-h362/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://youtu.be/PpVkN6SaLjw&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Jeremy Corbell&#39;s Podcast&lt;/span&gt;&lt;br /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;It sounded too good to be true, and indeed it was. &lt;a href=&quot;https://www.youtube.com/watch?v=aEkRpXuqZqo&quot; target=&quot;_blank&quot;&gt;Research by Mick West of &lt;i&gt;Metabunk&lt;/i&gt; and John Greenewald Jr. of &lt;i&gt;The Black Vault&lt;/i&gt;&lt;/a&gt; showed that there indeed was a big training operation involving flare drops going on during the night in question, and that photos taken of the flare drop match perfectly with photos by those who believed they were seeing UFOs. Like the Stephenville incident, and the Phoenix Lights incident, a military flare drop has again been shown to be the cause of a highly-publicized UFO case.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;While this UFO case was all over the news, I was listening to an oldies radio station, and they played &lt;a href=&quot;https://www.youtube.com/watch?v=L9Hl1zVGVHw&quot; target=&quot;_blank&quot;&gt;a 1947 hit by the Andrews Sisters, &lt;i&gt;The Lady From Twentynine Palms&lt;/i&gt;&lt;/a&gt;. It tells about one young lady:&lt;br /&gt; &lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;She left twenty-nine broken hearts&lt;br /&gt;Broken in twenty-nine parts&lt;br /&gt;Now there are twenty-nine fellas complainin&#39; to their moms&lt;br /&gt;About the lady from 29 Palms&lt;br /&gt;&lt;br /&gt;She got twenty-nine Cadillacs&lt;br /&gt;Twenty-nine sables from Sach&#39;s&lt;br /&gt;They came from twenty-nine fellas who never had their arms&lt;br /&gt;Around the lady from 29 Palms&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;The point being that, with so many unmarried young men in the Marines in Twentynine Palms, an attractive available woman might be showered with gifts by all the men pursuing her. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=L9Hl1zVGVHw&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1080&quot; data-original-width=&quot;1920&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi07Fy6N72gxPtTQmMVYNzjIzciUz_ZhFagCoONCRJKwqo9ryVqxPbvRYZo25Lfc0LtavgEIVAqrtUDEthTw4K0I0Xs4mwxZUGjgEprDu_12brvO9Zxs1Rm-PX9aZ-h5fwc4zHRihWEsuhjfV1L4xH0Qo40JoMf9petdaxNzqC9X0s4K8AHdui4e8m5k_X/w640-h360/Clipboard02.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;So it occurred to me that this UFO ought to have its own version of the song. With a little help from my Muse (that&#39;s like a Moose, only smaller), I settled on this, as a beginning.&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;It had twenty-nine flashing lights&lt;br /&gt;Gave twenty-nine people a fright&lt;br /&gt;And now it&#39;s on the news for twenty-nine nights,&lt;br /&gt;It&#39;s the UFO from 29 Palms!&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Perhaps you can think up some more verses? &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;

</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/8621851649006600908/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/10/netflixs-encounters-episode-1-leaves.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8621851649006600908'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8621851649006600908'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/10/netflixs-encounters-episode-1-leaves.html' title='Netflix&#39;s &quot;Encounters&quot;, Episode 1, Leaves Out Something Important - The Explanation!'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjor6kguj0UQ8HettHaNUfu08s1ksdxF3XN_XEyCKB7_QNd8ZQjskkq9nJZFokJE0EedTYR1MyXBf0icYki7vaNHIlWU9kiu1_az3buOLlPM4Y85cHADTUvZWQBeNBqOepMi6atLZ1FhdKDXZd5WN4A_KZasDTK2f8mU9hJKJNs0tavHXCyaePiOu__DnB/s72-w516-h640-c/Clipboard01.jpg" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-4079562285255287638</id><published>2023-07-06T11:09:00.004-07:00</published><updated>2023-07-09T15:50:36.347-07:00</updated><title type='text'>More Credible Eyewitness Testimony about Crashed Saucers &amp; Dead Aliens!!!</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Since UFO &quot;confidential sources&quot; and &quot;whistleblowers&quot; are now all over the news, let&#39;s examine some cases you might not have heard about. &quot;Psychic&quot; spoon-bender Uri Geller recounts how&lt;a href=&quot;https://twitter.com/theurigeller/status/1676578428881973256&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt; he was supposedly taken by his good friend Dr. Wernher Von Braun to see the alien bodies&lt;/a&gt; from a saucer crash.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Friends I saw them with my very own eyes I was there in a refrigerated vault with Dr Wernher Von Braun, I had an encounter with them when I was 5, there are none human built vehicles, there are bodies and there are living aliens among us. The Israeli government knows about everything I have seen so does #NSA. I had&amp;nbsp; photos which I took with my #MINOX camera that were stolen from my 57th apartment in NY. Wait until I find the negatives. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Wow! That always happens when somebody gets a good, clear photo of UFOs or aliens - something &quot;happens&quot; to the photos! Is this credible? &lt;a href=&quot;https://badufos.blogspot.com/2014/01/discovery-canadas-close-encounters-mars.html&quot; target=&quot;_blank&quot;&gt;Robert Salas, of &quot;UFOs and Nukes&quot;&lt;/a&gt; fame, &lt;a href=&quot;https://twitter.com/keptycho/status/1676614424336142336&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;says he believes Uri &lt;/a&gt;. So there you have it! I&#39;m wondering if &lt;a href=&quot;https://www.vice.com/en/article/xye5xw/that-time-the-cia-investigated-a-magician-to-see-if-magic-was-real-id&quot; target=&quot;_blank&quot;&gt;Hal Puthoff has anything to say about his old colleague&#39;s &lt;/a&gt;claims? &lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;br /&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikhDjHtmyUfxWIrmDthzMJ5QsHNGezAYcumo4y1UfeK7wLWdQFk6e087uMYuk_GYJEBv7s2iI-J0acQDUhMT-mv2z5S-FhfMzKzzCC4Q5JBvlzJzmKl6o5B2_eFSuZjne3oAiGyuIJB-OZPPLEDRl5FmUGp1X96W2PkbH2J9w9xvDPrIzQr2frQSWcY4sF/s1006/UriGellerET.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1006&quot; data-original-width=&quot;609&quot; height=&quot;760&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikhDjHtmyUfxWIrmDthzMJ5QsHNGezAYcumo4y1UfeK7wLWdQFk6e087uMYuk_GYJEBv7s2iI-J0acQDUhMT-mv2z5S-FhfMzKzzCC4Q5JBvlzJzmKl6o5B2_eFSuZjne3oAiGyuIJB-OZPPLEDRl5FmUGp1X96W2PkbH2J9w9xvDPrIzQr2frQSWcY4sF/w460-h760/UriGellerET.jpg&quot; width=&quot;460&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Uri Geller says this Tik Tok video of a living alien&amp;nbsp; is authentic!&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;[Update July 9: Scott Brando of ufoofinterest reminds us that &lt;a href=&quot;https://twitter.com/ufoofinterest/status/1272890361850052613&quot; target=&quot;_blank&quot;&gt;back in 2020,&lt;/a&gt; he showed us that this &quot;alien video&quot; is &lt;a href=&quot;https://www.facebook.com/shaban.havuzsalim/videos/881878152283928/&quot; target=&quot;_blank&quot;&gt;an acknowledged &#39;artistic creation&#39; by Shaban Havuzsalim&lt;/a&gt;. ]&lt;br /&gt; &lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCDrxN_VoA7WCIOQEL3BFnDo_20jtzf283qYcok0MC40Qm5cjvFF3lkUGuAMzael-8IEIw0DNFjUwOt-wdocOeeYtQBbOq-QBWV3yoyYyPgkxJ6nIBvyJidAmUpM-k6EMw1M0DgUpJ2I3pxx22LOxHoiFPD0xfK72OZjsIPmEkilMAEegwjScWMHCnZoAc/s924/Eao6PwNWAAcaKq2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;754&quot; data-original-width=&quot;924&quot; height=&quot;522&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCDrxN_VoA7WCIOQEL3BFnDo_20jtzf283qYcok0MC40Qm5cjvFF3lkUGuAMzael-8IEIw0DNFjUwOt-wdocOeeYtQBbOq-QBWV3yoyYyPgkxJ6nIBvyJidAmUpM-k6EMw1M0DgUpJ2I3pxx22LOxHoiFPD0xfK72OZjsIPmEkilMAEegwjScWMHCnZoAc/w640-h522/Eao6PwNWAAcaKq2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Those of us who are not UFO newbies are well aware of the times when we have been through all this before. Most significant were the many claims of&lt;a href=&quot;https://en.wikipedia.org/wiki/Leonard_H._Stringfield&quot; target=&quot;_blank&quot;&gt; the well-known UFO researcher Leonard Stringfield (1920-1994),&lt;/a&gt; who worked with NICAP, MUFON, and CUFOS. In the 1970s, Stringfield began chasing down claims of &quot;crashed saucers,&quot; and it seems that the more people heard about his investigations, the more people he heard from to make such claims. Here is an excerpt from a 1978 interview of Stringfield:&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;on several occasions in the past 30 years UFOs have crashed and the bodies of dead entities have been taken from them. The bodies have been examined and preserved. My sources describe the beings as from three to four feet in height and of humanoid appearance ..... What I have been getting lately are growing numbers of reports from reliable military people who claim to have seen all this firsthand.... There&#39;s a 1948 crash, another from 1951 or 52, something in 1953, one in 1958, and two incidents in the 70s.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;This was published forty-five years ago, almost a decade before the current celebrity &quot;whistleblower,&quot; David Grusch, was born. &lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtU1BH2hjodj0SS7l35d8lHKMCx1hyaZLzklgDsx7bmPzmwxsSOsvi90KACD5V6u_OigMGoIQDCFRW90w1F9B0BAzSBIPGXiaQSLwQrJKzbW_0HYoMbXAw9AQ2meaMqwzAMpkGIk-21CG4eOdHfKfhAf3CupVfifY6OmdEb0xHw3kiP88zQdC7a_PE8fXG/s958/StringfieldClarkJuly1978.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;958&quot; data-original-width=&quot;722&quot; height=&quot;715&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtU1BH2hjodj0SS7l35d8lHKMCx1hyaZLzklgDsx7bmPzmwxsSOsvi90KACD5V6u_OigMGoIQDCFRW90w1F9B0BAzSBIPGXiaQSLwQrJKzbW_0HYoMbXAw9AQ2meaMqwzAMpkGIk-21CG4eOdHfKfhAf3CupVfifY6OmdEb0xHw3kiP88zQdC7a_PE8fXG/w538-h715/StringfieldClarkJuly1978.jpg&quot; width=&quot;538&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Here Stringfield says that he has a total of 24 different sources, although only four are first-hand witnesses. When Jacques Vallee spoke with Stringfield in 1989, that number of &quot;first-hand&quot; sources had reportedly&amp;nbsp; increased to 37. &lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBpGHnRrY5aEtsrVH9RXPpg6LfozKOeqmIycgJzPOSKDiy6PrFyrXtYJAvEcpvdTwMmTW9xrb_k3Ld_RofkaEtoHv8kuaCj8PJBvEsITTrMXoKg3gr9v-5UxTy0e-NJwisDwuwgZYtnwjfUiHCcEfj7SRiU2Wn1H8Qjs5QLIG4nESCYJ3dPvB3vvVDoI8l/s677/StringfieldVallee2_1989.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;180&quot; data-original-width=&quot;677&quot; height=&quot;170&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBpGHnRrY5aEtsrVH9RXPpg6LfozKOeqmIycgJzPOSKDiy6PrFyrXtYJAvEcpvdTwMmTW9xrb_k3Ld_RofkaEtoHv8kuaCj8PJBvEsITTrMXoKg3gr9v-5UxTy0e-NJwisDwuwgZYtnwjfUiHCcEfj7SRiU2Wn1H8Qjs5QLIG4nESCYJ3dPvB3vvVDoI8l/w640-h170/StringfieldVallee2_1989.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;And what has happened to all these &quot;informants,&quot; and the secret ET projects they supposedly worked on? Did it all just &#39;evaporate&#39; into the haze of history?&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Of course, Stringfield was not the only one to gain attention by claiming knowledge of Crashed Saucers and dead aliens. In 1974, &lt;a href=&quot;https://thesaucersthattimeforgot.blogspot.com/2018/06/inside-hangar-18-with-dr-robert-carr.html&quot; target=&quot;_blank&quot;&gt;Robert S. Carr made headlines by telling stories about alien bodies in the deep freeze&lt;/a&gt; at Hangar 18 of Wright-Patterson AFB in Ohio. And of course,&lt;a href=&quot;http://www.debunker.com/Scully.html&quot; target=&quot;_blank&quot;&gt; the famous hoax in Frank Scully&#39;s 1950 book &lt;i&gt;Behind the Flying Saucers&lt;/i&gt;,&lt;/a&gt; claiming that a saucer crashed near Aztec, NM in 1948. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;So, you can see why those of us who are familiar with UFO history are pretty much all saying, &quot;Same old, same old!&quot; in this matter. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;And now, just for fun, here is the Flying Saucer Physicist, Stanton T. Friedman, predicting impending &#39;Disclosure&#39; in 1968, fifty-five years ago!&lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSCRmhI8VGtIeZNs0g5gTjMZYJbkG1CKKC3QNEv-CmZGLo9HYo5djn2UlqIXMDK-YWzEgk8ZHuKEVQxnrbdEsQG2MMS-Oz0YqcFQ8JuMoi7sSsm36-w7nsgT3SUwNSapl2pvPtiSBav4PzJurit-ke3LukzfalTTBG0L0clChb6IvI_fL7C83F7IIsMbbM/s798/FriedmanDisclosure1968.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;671&quot; data-original-width=&quot;798&quot; height=&quot;538&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSCRmhI8VGtIeZNs0g5gTjMZYJbkG1CKKC3QNEv-CmZGLo9HYo5djn2UlqIXMDK-YWzEgk8ZHuKEVQxnrbdEsQG2MMS-Oz0YqcFQ8JuMoi7sSsm36-w7nsgT3SUwNSapl2pvPtiSBav4PzJurit-ke3LukzfalTTBG0L0clChb6IvI_fL7C83F7IIsMbbM/w640-h538/FriedmanDisclosure1968.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;from the Dallas Times Herald &lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/4079562285255287638/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/07/more-credible-eyewitness-testimony.html#comment-form' title='25 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/4079562285255287638'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/4079562285255287638'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/07/more-credible-eyewitness-testimony.html' title='More Credible Eyewitness Testimony about Crashed Saucers &amp; Dead Aliens!!!'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikhDjHtmyUfxWIrmDthzMJ5QsHNGezAYcumo4y1UfeK7wLWdQFk6e087uMYuk_GYJEBv7s2iI-J0acQDUhMT-mv2z5S-FhfMzKzzCC4Q5JBvlzJzmKl6o5B2_eFSuZjne3oAiGyuIJB-OZPPLEDRl5FmUGp1X96W2PkbH2J9w9xvDPrIzQr2frQSWcY4sF/s72-w460-h760-c/UriGellerET.jpg" height="72" width="72"/><thr:total>25</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-8630526969267044276</id><published>2023-06-29T11:04:00.001-07:00</published><updated>2023-06-30T09:19:25.746-07:00</updated><title type='text'>He Sees Dead People.      &quot;The Key – A True Encounter&quot; By Whitley Strieber</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;Now that &lt;a href=&quot;https://www.youtube.com/watch?v=FeqEPzJHVis&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Whitley Strieber has come forward to talk with Jeremy Corbell and George Knapp,&lt;/a&gt; taking advantage of the current UFO infatuation to peddle his usual woozy stuff, it made me recall the review I wrote of Strieber&#39;s later book, &lt;i&gt;The Key&lt;/i&gt;. I am wondering how much of Whitley&#39;s wacky claims Corbell and Knapp even know about. Do they still think that Strieber is credible? &lt;br /&gt;&lt;br /&gt;By the way, in this interview posted June 27, Whitley says, &quot;I think we&#39;re right on the edge of the truth coming out, I think we&#39;re very close&quot; to UFO Disclosure. Let&#39;s add this to the long, long list of Disclosure predictions. Maybe this time he&#39;ll be right? 😂&lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif5H1M8JO3LeemJ6xyHOSwcswH7ZDi7y9Sbm2Nf96mkrKZUwdYjOETT9Djsj4rbAXm4aRrP9NbWRVGui-iot34WZQHcF9cA3vXM9QfcorEGlo9RHuiIOqXhF_LQAIx7oTm1Xw2q3nMoRkgxNrjWHxd5kueE0WYMRvt58Qh371DYiNPaWlYwfD3y0V6AM72/s1620/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;957&quot; data-original-width=&quot;1620&quot; height=&quot;378&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif5H1M8JO3LeemJ6xyHOSwcswH7ZDi7y9Sbm2Nf96mkrKZUwdYjOETT9Djsj4rbAXm4aRrP9NbWRVGui-iot34WZQHcF9cA3vXM9QfcorEGlo9RHuiIOqXhF_LQAIx7oTm1Xw2q3nMoRkgxNrjWHxd5kueE0WYMRvt58Qh371DYiNPaWlYwfD3y0V6AM72/w640-h378/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=FeqEPzJHVis&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Jeremy Corbell, Whitley Strieber, and George Knapp.&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: center;&quot;&gt;( My review of Strieber&#39;s book, &lt;a href=&quot;https://www.amazon.com/Key-True-Encounter-Whitley-Strieber/dp/1585428698/ref=sr_1_1&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;The Key – A True Encounter&lt;/i&gt;. &lt;/a&gt;New York: Jeremy P. Tarcher/Penguin Group 2011. ISBN 978-1-58542-869-4. 256pp, $15.95)&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;Reprinted from &lt;i&gt;The Skeptical Inquirer&lt;/i&gt;, July/August, 2011&amp;nbsp;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;He Sees Dead People&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In 1987 Whitley Strieber, already well-known as a writer of fantasy and science fiction like &lt;i&gt;Wolfen, The Hunger&lt;/i&gt;, and other tales published the supposedly non-fiction book &lt;i&gt;Communion &lt;/i&gt;about his ongoing encounters with ET-like beings he calls “the visitors.” It was on the &lt;i&gt;New York Times&lt;/i&gt; bestseller list for many weeks, followed up by &lt;i&gt;Transformation&lt;/i&gt; in 1988, and then by numerous other paranormal-themed books, some admitted to be novels, others not. Imagine if Steven King had written a masterful horror novel, but claimed that all of the ghostly goings-on really did happen to him, although he could offer no proof of any of it. That’s where we stand with Strieber.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7HEJxpEFyycUPboZtd9PkAvnbr3gFUp13aoKoZGsrPP98sHDHsRImh5NRnoXeLgNBY0fPdGWTIY00fokT1q8rDK3Gkmz_he5UoefOFRekQVyPAGV96WDJeM2rW_bpzrBOb_lcKbgJibvQDjZWaU6iZU9WGZze8cb25XC2LH9l8UZOpKirUFFsveCsG2Ce/s816/WhitleyAnne3.jpg&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;740&quot; data-original-width=&quot;816&quot; height=&quot;290&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7HEJxpEFyycUPboZtd9PkAvnbr3gFUp13aoKoZGsrPP98sHDHsRImh5NRnoXeLgNBY0fPdGWTIY00fokT1q8rDK3Gkmz_he5UoefOFRekQVyPAGV96WDJeM2rW_bpzrBOb_lcKbgJibvQDjZWaU6iZU9WGZze8cb25XC2LH9l8UZOpKirUFFsveCsG2Ce/s320/WhitleyAnne3.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Whitley with his late wife, Ann Strieber, in 2012.&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In &lt;i&gt;The Key&lt;/i&gt;, Strieber writes, “my experience between 1985 and 1993 with creatures that appeared to be alien was associated with a surprising side effect, which was simultaneous contact with the dead, who would appear along with the visitors, and not as ghosts.”&amp;nbsp; What a pity he didn’t mention those dead people when he wrote about “the visitors” in Communion or Transformation.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;The Key&lt;/i&gt; begins in 1998 when Strieber says that, late one night during a long and grueling book promotion tour, a mysterious man unexpectedly knocked on the door of his hotel room.&amp;nbsp; Against his better judgment he let the man in, who proceeded to engage Strieber in “the best conversation I’ve ever had,” described as “deeply, profoundly new” and “richly textured.”&amp;nbsp; What did this ordinary-looking man, who came to be called “The Master of the Key,” have to say? Gems like “The energetic body has a spin, or vibration. This can go infinitely fast. It can reach beyond the speed of light, and exit time altogether.”&amp;nbsp; Or, “All being includes all elements of the earth, and thus all are part of all bodies. We are the consciousness of the planetary level that it has spent all of its life evolving, each and all of us.“ The Master would seem to be on the fast path to a Nobel Prize in physics, except for being disqualified by his admission that he was dead.&lt;br /&gt;&lt;br /&gt;There is also some dark conspiracy about Mars that is only hinted at in statements like “Mars was murdered by you.” As for crop circles, they are “two dimensional portraits” created by dead people. The Master also warned “Warmth being retained near the surface by greenhouse elements results in cooling aloft. A massive and extremely powerful convection can arise that results in a storm so great that it changes the climate permanently. The next ice age will begin soon, and this will lead to the extinction of mankind.” Strieber is the co-author of the ridiculous eco-disaster novel, &lt;i&gt;The Coming Global Superstorm&lt;/i&gt;, along with Art Bell, the late night conspiracy talk show maven, from which was made the movie &lt;i&gt;The Day After Tomorrow&lt;/i&gt;. &lt;br /&gt;&lt;br /&gt;As you might surmise from a skilled storyteller, The Master walks out the door, and disappears mysteriously into the night. Say what you want about Strieber’s credibility, but he does know how to turn a fine phrase, and how to spice up a story. Still, Strieber, the Master’s ventriloquist, comes across as a rather loopy and preachy social activist, but as the late George Adamski surely realized, nobody would care about his political statements unless they actually came from the Venusians.&amp;nbsp; And however preachy, at least The Master isn’t as long-winded as John Galt. &lt;br /&gt;&lt;/p&gt;
&lt;hr /&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;
Strieber had more to say about seeing Dead People when &lt;a href=&quot;https://badufos.blogspot.com/2012/03/skeptic-at-2012-international-ufo.html&quot; target=&quot;_blank&quot;&gt;he spoke to the International UFO Congress in 2012.&lt;/a&gt; &lt;br /&gt;&lt;/p&gt;&lt;blockquote&gt;Streiber returned to the theme of contact with the dead that he first began to promote in his book &lt;i&gt;The Key.&lt;/i&gt; Dead people, he says, dress in a brown monk&#39;s cowl, &quot;Jesuit clothing.&quot; Some of the visitors think it is possible for mankind to Evolve, while others apparently are not so optimistic. That is why the visitors are so cautious and stealthy. Afterward, mankind will be changed completely, and come face-to-face with the dead. Strieber still says he does not know exactly who &quot;the visitors&quot; are, but he knows that The Dead play a large role.&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;
(This book review also appears on my Debunker website, along with another piece describing&lt;a href=&quot;https://www.debunker.com/texts/strieber.html&quot; target=&quot;_blank&quot;&gt; my Close Encounter with Whitley Strieber&lt;/a&gt; in 1988.)&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/8630526969267044276/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/06/he-sees-dead-people-key-true-encounter.html#comment-form' title='5 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8630526969267044276'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8630526969267044276'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/06/he-sees-dead-people-key-true-encounter.html' title='He Sees Dead People.      &quot;The Key – A True Encounter&quot; By Whitley Strieber'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif5H1M8JO3LeemJ6xyHOSwcswH7ZDi7y9Sbm2Nf96mkrKZUwdYjOETT9Djsj4rbAXm4aRrP9NbWRVGui-iot34WZQHcF9cA3vXM9QfcorEGlo9RHuiIOqXhF_LQAIx7oTm1Xw2q3nMoRkgxNrjWHxd5kueE0WYMRvt58Qh371DYiNPaWlYwfD3y0V6AM72/s72-w640-h378-c/Clipboard01.jpg" height="72" width="72"/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-542856563540828947</id><published>2023-06-13T09:45:00.002-07:00</published><updated>2023-06-13T11:12:33.989-07:00</updated><title type='text'>8 Foot Tall Aliens Land in Las Vegas Back Yard!!!!</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;So, you&#39;ve probably seen wild stories about this on the news: &lt;br /&gt;&lt;br /&gt;&quot;Big, shiny eyes. Towering nearly 10 feet tall. 100% not human.&quot; the &lt;a href=&quot;https://www.latimes.com/california/story/2023-06-09/las-vegas-police-investigate-reports-of-alien-sightings&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Los Angeles Times&lt;/a&gt;.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&quot;Vegas police respond to report of &#39;10-foot creature&#39; in yard after green flash across sky.&quot;&lt;a href=&quot;https://edition.cnn.com/videos/us/2023/06/10/las-vegas-alien-ufo-backyard-report-police-orig.cnn&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt; CNN&lt;/a&gt;.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&quot;Aliens among us? Vegas UFO report latest in UAP sightings investigated worldwide.&quot; &lt;a href=&quot;https://www.usatoday.com/story/news/nation/2023/06/09/uap-sightings-recent-ufo-reports/70308410007/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;USA Today&lt;/a&gt;. &lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;And many other places. UFO stories are good for &quot;clicks&quot;, for ratings, and the wilder, the better. &lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=_MRfdMinB2Y&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1076&quot; data-original-width=&quot;1920&quot; height=&quot;358&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoNcKalEHVtbquU-6ftoY3N_dnljXCUx2E9bHChveATyQSIqr1Kt_BONcrr6tFF6SvxyIY-gm6sIYQTw6XbU_2XPcZKJMP-rGgRcIh7VkFvwo614xyJ4sBdJAfsf_9mHK-ysTbBOeB_j7H-uCTnOGzoFti1rPgb1Qwk1J4susaMPAeOaze0ObHk8mAuQ/w640-h358/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=_MRfdMinB2Y&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Note the time stamp: 2023 May 1, 06:49 UTC&lt;/span&gt;&lt;br /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;But let&#39;s look at this carefully. From this video, it is obvious that the object is a brilliant meteor fireball. I&#39;ve seen many such videos before, and even a few such fireballs with my own eyes. Now in this copy of the video, we can see the time stamp (for some reason George Knapp&#39;s Channel 8 seems to have chopped it off in their copies). And when I saw the time stamp, I realized, since the American Meteor Society records such fireballs, this gives us something to investigate.&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIr0iXzlGfLKJ7kiYrrmRls_P9hiQXqaLlXFejvC9Y1PV7fEng7Ko7L-vBKc31RgXl6BRX8SLczK69uAmH3wSaUJra7WOjImshQ9Zc1iZ6ftnQZBH0ejckyYnL_azL7vPL0G2OddTOiGybVdIdMjbKnGRnDTbRbIYnSBCPdDzGEXpcZTCMtrt0A99TTg/s1838/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;694&quot; data-original-width=&quot;1838&quot; height=&quot;242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIr0iXzlGfLKJ7kiYrrmRls_P9hiQXqaLlXFejvC9Y1PV7fEng7Ko7L-vBKc31RgXl6BRX8SLczK69uAmH3wSaUJra7WOjImshQ9Zc1iZ6ftnQZBH0ejckyYnL_azL7vPL0G2OddTOiGybVdIdMjbKnGRnDTbRbIYnSBCPdDzGEXpcZTCMtrt0A99TTg/w640-h242/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;American Meteor Society map showing observers&#39; locations. Trajectory was east-to-west.&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://ams.imo.net/members/imo_view/event/2023/2408&quot; target=&quot;_blank&quot;&gt;The American Meteor Society states, &quot;We received 21 reports about a fireball seen over AZ, CA, NV and UT on Monday, May 1st 2023 around 06:48 UT.&quot;&lt;/a&gt;&amp;nbsp; This exactly matches the time stamp on the above video. There is no doubt remaining, what people saw that night, all across the Western states (and not just in Las Vegas), was a brilliant fireball. &lt;a href=&quot;https://ams.imo.net/members/imo_video/view_video?video_id=12818&quot; target=&quot;_blank&quot;&gt;Watch the video on that AMS page&lt;/a&gt;, and you will see how absolutely brilliant the meteor became for just a second.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;What about those 8-foot-tall aliens reportedly seen in the back yard? Well, it turns out that Angel, the guy who claimed to see the aliens, now has a&lt;a href=&quot;https://www.youtube.com/watch?v=BdsYfGvIznM&quot; target=&quot;_blank&quot;&gt; YouTube channel named &quot;Alien Society 51.&quot; &lt;/a&gt;On it, he tells his yarn about how two giant alien creatures supposedly invaded his back yard. &lt;a href=&quot;https://www.youtube.com/watch?v=1W11r_PTT-Y&quot; target=&quot;_blank&quot;&gt;Here is another interview with him&lt;/a&gt;, where he tells how the alien went into his fork lift. Believe it, if you can.&lt;br /&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbblHg67g-WV01y7u0Lky88I0h5YIiAZe20VuukyhxlG8ToKei7m20DW4hROng7nFRwA20xMpYVuAPZOWCcVuS3OOIkK20SXrppb_HKxixAwu3ZdRa-6UYCqu-jC4KJEPkyFeuVkbi3V8xANZ1kN126cYdebg8jZqhNnVyKUhvHsETPJyGd16XStMZKQ/s1366/Clipboard01.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;978&quot; data-original-width=&quot;1366&quot; height=&quot;458&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbblHg67g-WV01y7u0Lky88I0h5YIiAZe20VuukyhxlG8ToKei7m20DW4hROng7nFRwA20xMpYVuAPZOWCcVuS3OOIkK20SXrppb_HKxixAwu3ZdRa-6UYCqu-jC4KJEPkyFeuVkbi3V8xANZ1kN126cYdebg8jZqhNnVyKUhvHsETPJyGd16XStMZKQ/w640-h458/Clipboard01.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Honest, I&#39;m not making this stuff up!&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Some people are suggesting that a circular pattern in the gravel in his yard was left by the saucer landing, although Angel did not strongly make such a claim. In any case, &lt;a href=&quot;https://www.youtube.com/watch?v=HSPu70YLQNk&quot; target=&quot;_blank&quot;&gt;photos from Google Earth reveal that this pattern already existed more than a year before the supposed incident&lt;/a&gt;.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In January, 2022, &lt;a href=&quot;https://twitter.com/Alien51NFT/status/1481761495025397765&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;a twitter account called &quot;Alien Society 51 NFT&quot; was created,&lt;/a&gt; and some have attempted to link it to Angel. NFTs (&quot;Non-Fungible Tokens&quot;) are a type of digital ownership certificate, pertaining to works of art. While a few people have profited greatly from such &quot;investments,&quot; they remain highly speculative. That NFT account never went beyond its initial posting. Other than the name similarity, I have not seen anything to connect &quot;Alien Society 51&quot; to &quot;Alien Society 51 NFT.&quot;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;When a transparently bogus story like this makes national headlines, usually without a hint of skepticism or investigation, it shows the sorry state of UFOOlogy, and so-called &quot;journalism,&quot; today.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/542856563540828947/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/06/8-foot-tall-aliens-land-in-las-vegas.html#comment-form' title='10 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/542856563540828947'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/542856563540828947'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/06/8-foot-tall-aliens-land-in-las-vegas.html' title='8 Foot Tall Aliens Land in Las Vegas Back Yard!!!!'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoNcKalEHVtbquU-6ftoY3N_dnljXCUx2E9bHChveATyQSIqr1Kt_BONcrr6tFF6SvxyIY-gm6sIYQTw6XbU_2XPcZKJMP-rGgRcIh7VkFvwo614xyJ4sBdJAfsf_9mHK-ysTbBOeB_j7H-uCTnOGzoFti1rPgb1Qwk1J4susaMPAeOaze0ObHk8mAuQ/s72-w640-h358-c/Clipboard01.jpg" height="72" width="72"/><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-8414451792365849796</id><published>2023-06-07T19:35:00.001-07:00</published><updated>2023-06-07T19:35:29.783-07:00</updated><title type='text'>Story of Dramatic New &quot;UFO Whistleblower&quot; Begins to Crumble</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;So, unless you have been living under a rock these past few days, you have seen the breathless, uncritical news coverage about the latest &quot;UFO whistleblower&quot; making extraordinary claims. His is a former Intel guy named David Grusch, who has recently been turning up all over the credulous media, making claims of &#39;secret government crashed UFO retrieval programs.&#39; How to know which reporters are credulous and foolish? That&#39;s easy: if they ran with this story on the basis of no evidence at all, that&#39;s them. And Grusch admits all this is only hearsay - he says he hasn&#39;t seen any crashed saucers, or even any photos of them. Or of the alien bodies that he says were found inside......&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://youtu.be/ZSj7QsHRxHQ&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1023&quot; data-original-width=&quot;1610&quot; height=&quot;406&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7tO7cRBidRhxtQhFaKLUXvoJv3QcXfxXws_tNO-EJ0frWt5z7g-yZtl3LRWpBoEFmpGPqxyzBOqDNAMrDTMHJKCyVjXjvf7sEd7WoacxxsmLJSstjQQjRWuJTgKojzr1GUtTaPT7KlbL4NEC4Q6V_qasHHdINQBGqgiQZnOXmQ1LJX6y5z8YKoLrWzw/w640-h406/Clipboard03.jpg&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://youtu.be/ZSj7QsHRxHQ&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;David Grusch&lt;/span&gt;&lt;br /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;It began with an article in The Debrief by Leslie Kean and Ralph Blumenthal,&lt;a href=&quot;https://thedebrief.org/intelligence-officials-say-u-s-has-retrieved-non-human-craft/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt; &quot;INTELLIGENCE OFFICIALS SAY U.S. HAS RETRIEVED CRAFT OF NON-HUMAN ORIGIN.&quot;&lt;/a&gt; &amp;nbsp; Where have we seen those names before? Yes, the authors of &lt;a href=&quot;https://nypost.com/2023/03/21/ufo-believing-pentagon-bosses-missed-spy-craft-for-years/&quot; target=&quot;_blank&quot;&gt;the now-discredited 2017 New York Times story that launched the UFO mania about Tom DeLonge, Lu Elizondo&lt;/a&gt;, etc. (&lt;a href=&quot;https://badufos.blogspot.com/2020/11/the-ghost-and-ms-kean.html&quot; target=&quot;_blank&quot;&gt;Kean is now also a major promoter of belief in Spiritualism and ghosts&lt;/a&gt;, but that is the subject of another posting.)&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;The problem for Kean is that her &#39;respected source&#39; can&#39;t keep his mouth shut. &lt;a href=&quot;https://www.msn.com/en-us/news/technology/government-whistleblower-claims-us-has-recovered-alien-bodies-is-covering-it-up/ar-AA1cc7vH&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;&quot;Government Whistleblower Claims U.S. Has Recovered Alien Bodies, Is Covering It Up.&quot;&lt;/a&gt;&amp;nbsp; &lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=TE7uJCFlGBc&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;896&quot; data-original-width=&quot;1444&quot; height=&quot;398&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-JQNmYLXgtWSVypYs53FKBz080-IV-Ilx3Chh2G9X5lB94jxAIVQEAY-mfu57bIaXtPedimwAeB4nsCys0hS8f7jFNvuyrqfFJhxr2FWCzsmPVIygsTkoM5MaMVcm8fE_w9f0KoAgFC3N4hxW6LBG2xBRtljuKj--qZIQ2dz8Vcbw9gfDsY8el5HnuQ/w640-h398/Clipboard02.jpg&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=TE7uJCFlGBc&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;I don&#39;t care what lies he is telling other people, what he told us is TRUTH!&lt;/span&gt;&lt;br /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;This has caused Leslie Kean to back away from her earlier, breathless endorsement 
of Grusch&#39;s tales. &lt;a href=&quot;https://twitter.com/blackvaultcom/status/1666486906094501889&quot; target=&quot;_blank&quot;&gt;John Greenewald, Jr. of The Black Vault writes,&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;Kean states that the &quot;UFO whistleblower&quot;&#39;s claim about &quot;dead pilots&quot; and bodies from the &quot;non-human craft&quot; was never discussed with her, she doesn&#39;t want to talk about it, nor would she have published it.&lt;br /&gt;&lt;br /&gt;How could you not have heard about that during the vetting process, and why would you not publish something that could change the human race if you felt the source of your story was credible and his claims were true?&lt;/blockquote&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In other words, Kean is saying, &quot;My source only lies half the time.&quot; 😅&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;And the more interviews Grusch gives, the more wild stuff comes up. &lt;a href=&quot;https://www.reddit.com/r/UFOs/comments/143ev70/david_grusch_interview_with_french_paper_le/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;In an interview with the French newspaper&lt;i&gt; le Parisien&lt;/i&gt;, Grush said,&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;In 1933, a bell-like craft, around ten meters in size, was recovered in Magenta, northern Italy. It was kept by Mussolini&#39;s government until 1944 when it was recovered by agents of the Office of Strategic Services (OSS, a former US intelligence agency). Ironically, it predates anything the public has heard about for decades, such as Roswell, etc. I was authorized to talk about it by the Department of Defense&#39;s Office of Prepublication and Security Review.&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Well, if Hitler could have his Nazi flying saucers, why can&#39;t Mussolini have his, too?&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKQayfLHyvzWHrbF4rIHUX8-WjARu4GfSjOi5UHuOFRZkWv-I7gX2NSVNvvsZT2MQhSg0fdIAGuETtsHGM-c7x-39NBQa_1w6NFrD2t6ZXNzhXaau183h5eQb8n9Ud5R8BS46OOx7cZTA3GceAJFuvRNjXH3FPRP8UKjWP4FzQx5Frs8dK6VafafgPBg/s536/NaziOfficers.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;425&quot; data-original-width=&quot;536&quot; height=&quot;508&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKQayfLHyvzWHrbF4rIHUX8-WjARu4GfSjOi5UHuOFRZkWv-I7gX2NSVNvvsZT2MQhSg0fdIAGuETtsHGM-c7x-39NBQa_1w6NFrD2t6ZXNzhXaau183h5eQb8n9Ud5R8BS46OOx7cZTA3GceAJFuvRNjXH3FPRP8UKjWP4FzQx5Frs8dK6VafafgPBg/w640-h508/NaziOfficers.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Nazi flying saucer&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://twitter.com/DrStevenGreer/status/1666452566190829568&quot; target=&quot;_blank&quot;&gt;UFO grifter Dr. Steven Greer wrote&lt;/a&gt;,&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;Dr. Greer met with this whistleblower in March 2022 in Culpepper, VA and has been providing him with information about facilities and operations.&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;So Greer claims that he has been providing information to Grusch, and not the other way around! &quot;In fact, Dr. Greer mentored this key whistleblower David Charles Grusch.&quot; &lt;a href=&quot;https://twitter.com/disclosureteam_/status/1666085217009008642&quot; target=&quot;_blank&quot;&gt;To which Grusch replied,&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;blockquote&gt;I have not been mentored by anyone, and my public disclosure has been done independently under my own free will. I emphatically request that Steven Greer cease using my name to promote his personal agenda”.&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;But it is beginning to appear that Grusch&#39;s entire tale might be just be recycling the same old stories we&#39;ve been hearing for years. Citing comments made elsewhere,&amp;nbsp;&lt;a href=&quot;https://twitter.com/RealArea503/status/1666231343078940677&quot; target=&quot;_blank&quot;&gt; Area503 notes on Twitter that &lt;/a&gt;&lt;br /&gt;&lt;/p&gt;&lt;blockquote&gt;Grusch&#39;s insider information comes from Hal Puthoff&#39;s employee at Earth-Tech International: Eric Davis??&lt;br /&gt;&lt;br /&gt;No wonder &lt;br /&gt;@DoD_AARO&lt;br /&gt;&amp;nbsp;found his testimony to lack credibility.&lt;br /&gt;&lt;br /&gt;This is getting downright silly now.&lt;/blockquote&gt;&lt;p&gt;As more &#39;connecting links&#39; between the old cover-up tales and the new begin to be noted, &lt;a href=&quot;https://twitter.com/TheUFOTrail/status/1666241708659449857&quot; target=&quot;_blank&quot;&gt;Jack Brewer add&lt;/a&gt;s,&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;blockquote&gt;Looking like Kean&#39;s &quot;multiple insiders&quot; are Elizondo, Puthoff, Davis... because of effing course they would be. If so, what a complete waste of time, of which these people should be ashamed of themselves.&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In other words, these are the same, familiar old claims, from people who have been involved with Bigelow, TTSA, etc. The collapse of the current extreme Disclosure mania will surely rank as one of the worst black eyes in the history of UFOOlogy. Persons seeking to hasten the general acceptance of UFO belief by hastily embracing welcome (but dubious) claims will have damaged that acceptance almost beyond repair, once the dust settles from this fiasco.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;UFO newbies apparently have no idea that&lt;a href=&quot;https://www.abovetopsecret.com/forum/thread1264719/pg1&quot; target=&quot;_blank&quot;&gt; this &quot;Disclosure tease&quot; has been going on for more than seventy years&lt;/a&gt;, and always comes up empty. Every few years (at least), some new set of rumors begin to swirl, usually based on some dramatic claim, that &#39;government secrecy about UFOs will soon be ending!&#39;. But of course, it never does. You can&#39;t &quot;stop&quot; something that never started.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/8414451792365849796/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/06/story-of-dramatic-new-ufo-whistleblower.html#comment-form' title='21 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8414451792365849796'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8414451792365849796'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/06/story-of-dramatic-new-ufo-whistleblower.html' title='Story of Dramatic New &quot;UFO Whistleblower&quot; Begins to Crumble'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7tO7cRBidRhxtQhFaKLUXvoJv3QcXfxXws_tNO-EJ0frWt5z7g-yZtl3LRWpBoEFmpGPqxyzBOqDNAMrDTMHJKCyVjXjvf7sEd7WoacxxsmLJSstjQQjRWuJTgKojzr1GUtTaPT7KlbL4NEC4Q6V_qasHHdINQBGqgiQZnOXmQ1LJX6y5z8YKoLrWzw/s72-w640-h406-c/Clipboard03.jpg" height="72" width="72"/><thr:total>21</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-8768895263029443915</id><published>2023-05-19T17:54:00.001-07:00</published><updated>2023-05-20T15:29:39.433-07:00</updated><title type='text'>&quot;Trinity UFO Crash&quot; Story Crashes - and Vallee Melts Down!</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;Those who follow developments in UFOdumb are probably familiar with the book &lt;a href=&quot;https://www.amazon.com/TRINITY-Best-Kept-Jacques-F-Vall%C3%A9e/dp/B094ZQ1GW5/ref=sr_1_2?crid=1QWLRIK6WIP3Q&amp;amp;keywords=jacques+vallee&amp;amp;qid=1643143131&amp;amp;s=books&amp;amp;sprefix=jacques+vallee%2Cstripbooks%2C127&amp;amp;sr=1-2&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;Trinity, The Best-Kept Secret,&lt;/i&gt; self-published by Paola Harris and Jacques Vallee.&lt;/a&gt; I wrote only a little about it early last year. It&#39;s the story of a supposed saucer crash in New Mexico in August, 1945 not far from the site of the Trinity nuclear test, the world&#39;s first. It&#39;s primarily based on the accounts of two young boys who supposedly witnessed the saucer crash, saw still-living aliens, and then watched as the army carried it all off. &lt;br /&gt;&lt;/p&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTZ-ybqZI7hURlR0pgNSl59MvSjdlQ8c0C2QzwqMDH5IZvm6jKJE_OlVJV-luMStmSM-LaTfbhc_2R4xxOsTU4LkRpuKDLdk2Tf80Dy8HKz4eV7ddFyy4SGasUyo31HeqlTUoF1g4zSkjwafCHOHmAaPvwIwGZHLq0kGNIEPyHHRwhqcZ_9h8uRRZUYg/s396/9781387710799_p0_v1_s600x595.jpg&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;396&quot; data-original-width=&quot;274&quot; height=&quot;305&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTZ-ybqZI7hURlR0pgNSl59MvSjdlQ8c0C2QzwqMDH5IZvm6jKJE_OlVJV-luMStmSM-LaTfbhc_2R4xxOsTU4LkRpuKDLdk2Tf80Dy8HKz4eV7ddFyy4SGasUyo31HeqlTUoF1g4zSkjwafCHOHmAaPvwIwGZHLq0kGNIEPyHHRwhqcZ_9h8uRRZUYg/w211-h305/9781387710799_p0_v1_s600x595.jpg&quot; width=&quot;211&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The Second Edition&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; margin-left: 1em; text-align: right;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhhFk2xX948mUo51YQRcVPE1YGNkhmzxA6dBcevnm-L-3tgDkk5ofEaRVPj-xYNeeNdaLUZRneJ8a4HGR_f0WAoDHx029fIWsvcVXtpnq3Lnd_0UAQxxf2U1VDdT0mKftB1gKSB3RX0hvm6lLpfKSq1QK_T48zWWyxGPSlT_L6mcbNIXf2L6Wkud4R93g=s373&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;355&quot; data-original-width=&quot;373&quot; height=&quot;305&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEhhFk2xX948mUo51YQRcVPE1YGNkhmzxA6dBcevnm-L-3tgDkk5ofEaRVPj-xYNeeNdaLUZRneJ8a4HGR_f0WAoDHx029fIWsvcVXtpnq3Lnd_0UAQxxf2U1VDdT0mKftB1gKSB3RX0hvm6lLpfKSq1QK_T48zWWyxGPSlT_L6mcbNIXf2L6Wkud4R93g=s320&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Paola Harris and Jacques Vallee&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;When the book was first published, to say it was not well-received by serious researchers would be an understatement. Longtime researcher &lt;a href=&quot;http://kevinrandle.blogspot.com/2021/06/x-zone-broadcast-network-jacques-vallee.html&quot; target=&quot;_blank&quot;&gt;Kevin Randle interviewed both authors in 2021, and wrote&lt;/a&gt;,&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;I’ll just point out that Vallee and Paola said that there was no documentation, the physical evidence that was talked about didn’t exist in today’s world, other than a couple of pieces that, when analyzed didn’t demonstrate an extraterrestrial origin.&amp;nbsp;&lt;/blockquote&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Not exactly a ringing endorsement. Others were less generous.&lt;a href=&quot;https://skunkworksblog.com/2021/06/01/they-know-not-what-they-do-what-to-make-of-trinity-the-best-kept-secret-by-jacques-f-vallee-and-paola-leopizzi-harris/&quot; target=&quot;_blank&quot;&gt; Bryan Sentes wrote on &lt;i&gt;the Skunkworks Blog&lt;/i&gt;&lt;/a&gt;,&amp;nbsp;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;On finishing Vallée’s and Harris’ &lt;i&gt;Trinity,&lt;/i&gt; the reader would be forgiven if they wondered if the “Jacques Vallée” who co-authored this book were the same “Jacques Vallée” credited with writing Revelations or the recently re-issued Passport to Magonia. Where the last volume is, at least in certain circles, highly-prized for being inventive and groundbreaking and Revelations is a focussed, critical examination of the stories about alien abduction, crashed flying saucers and dead aliens, secret alien bases and cattle mutilation, Trinity is an unfocussed, raggedly-composed, eye-rollingly credulous mess of a book.&lt;br /&gt;&lt;br /&gt;It would be a tedious exercise to catalogue its manifold failings. While Vallée speaks of himself as a scientist and even imagines scientists reading the book (286), Trinity is no work of science, scholarship, or even investigative journalism. Indeed, it reads like a first draft, in sore need of a thorough editing for content and structure, let alone a proof-reading.&lt;/blockquote&gt;And&lt;a href=&quot;https://www.jasoncolavito.com/blog/new-book-from-jacques-vallee-claims-evidence-for-1945-new-mexico-ufo-crash&quot; target=&quot;_blank&quot;&gt; Jason Colavito wrote&lt;/a&gt;,&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;The San Antonio crash story is rather unbelievable, even by UFO standards. According to the most common version of the story, Jose Padilla and Reme Baca, then aged 9 and 7, witnessed a nearly thirty-foot-long spacecraft crash into the desert. They ran to the crash site and saw two little men emerge and begin running about in a panic. One of the boys took a piece of debris from the crash site. Then, the U.S. Army arrived, built a road out to the crash site, and retrieved the spaceship. The boys never knew what became of the little men from inside the ship.&lt;/blockquote&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFqAJCejE360avwPYWf_QdhZ2JJk6C2i6y_RPVUtg4ewAa5mR429FiBSkoKsAbDlPGq2mf_biKOV9MfwgUq5AaOD7zxvUYRuI6JBn842U9TBSwGV_UIjOFHJU-Am4mf-dbUit0BKD2zcxPecY4vaTIqSwmf1YCDx9-9pc9001W8CT_2PMB0KpmV8ypA/s400/sa1.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;298&quot; data-original-width=&quot;400&quot; height=&quot;297&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSFqAJCejE360avwPYWf_QdhZ2JJk6C2i6y_RPVUtg4ewAa5mR429FiBSkoKsAbDlPGq2mf_biKOV9MfwgUq5AaOD7zxvUYRuI6JBn842U9TBSwGV_UIjOFHJU-Am4mf-dbUit0BKD2zcxPecY4vaTIqSwmf1YCDx9-9pc9001W8CT_2PMB0KpmV8ypA/w400-h297/sa1.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://www.phantomsandmonsters.com/2014/03/sixty-seven-miles-from-roswell.html&quot; target=&quot;_blank&quot;&gt;Illustration of the crashed UFO at Trinity by James Neff, based on the boys&#39; description.&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;So the Trinity UFO Crash story was on pretty thin ice, from the time of its release in May, 2021. But now it has been blown apart completely. A very diligent researcher named Douglas Dean Johnson has dropped a whole boxcar of dynamite on the yarn, and blown it to smithereens. &lt;i&gt;&lt;b&gt;Johnson did the research that Vallee and Harris should have done before publishing this outlandish tale&lt;/b&gt;&lt;/i&gt;. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;
    
    I first heard of Johnson about two years ago, &lt;a href=&quot;https://douglasjohnson.ghost.io/the-research-director-of-project-starlight-speaks-out-about-his-long-ago-association-with-ray-stanford-and-what-he-thinks-about-stanfords-ufo-evidence-claims/&quot; target=&quot;_blank&quot;&gt; when he sent me material critical of the UFO claims of Ray Stanford&lt;/a&gt;. Now he has published a&lt;a href=&quot;https://douglasjohnson.ghost.io/crash-story-the-trinity-ufo-crash-hoax/&quot; target=&quot;_blank&quot;&gt; very careful and detailed refutation of the principal claims of the Trinity Crash story&lt;/a&gt;, mortally wounding it. He writes,&lt;/p&gt;

&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;This article, &lt;i&gt;Crash Story: The Trinity UFO Crash Hoax&lt;/i&gt;, and the linked Crash Story File series, are based on my journalistic investigations (extending over three months, as of May 1, 2023). I present extensive documentation establishing that all three of the claimed “eyewitness” sources – Baca, Padilla, Brophy -- have propagated lies and/or fantasies that are absolutely fatal to their credibility. Because I have demonstrated, in my opinion, that the three primary sources have all engaged in multiple gross fabrications, it would be folly to attach any credence whatever to any of the oft-conflicting versions of the UFO crash-recovery events that they have described....&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;the Trinity UFO-crash story is a tale dreamed up by a serial pretender, Remigio (Reme) Baca, AKA &quot;Ray Baca,&quot; now deceased– who faked a history as a political &quot;kingmaker&quot; and senior aide to a governor, and fabricated a story about viewing an ultra-secret government file about his fake UFO crash.&amp;nbsp; Baca enlisted a man who faked a history as a police officer and wounded veteran, Joseph Lopez (Jose) Padilla. These two fakers hijacked the names and personas of a real policeman (Eddie Apodaca) and a real governor (Dixy Lee Ray) as characters in their shoddy work of fiction.... The tale has grown and morphed over a 20-year period. The current Vallee-Harris presentation incorporates claims that flatly contradict early statements by Baca and Padilla that have been overlooked, ignored, or forgotten.&lt;br /&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The New Mexico State Policeman who supposedly witnessed the crashed saucer, &lt;a href=&quot;https://douglasjohnson.ghost.io/crash-story-file-eddie-apodaca-the-real-policeman-who-cracked-the-trinity-ufo-crash-case/&quot; target=&quot;_blank&quot;&gt;Eddie Apodaca,&amp;nbsp; was still serving in the US Army in Europe in August, 1945. He  did not become a state policeman until 1951&lt;/a&gt;. &lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Johnson&#39;s findings were for the most part embraced by the UFO community. &lt;a href=&quot;https://lifeinjonestown.substack.com/p/a-legend-falters&quot; target=&quot;_blank&quot;&gt;Journalist Billy Cox, a staunch UFO promoter, wrote&lt;/a&gt; &quot;Based on three months’ worth of scouring public records, contemporaneous newspaper articles, myriad podcasts and consultations with experts, Johnson’s fact-checking revelations are absolutely devastating.&quot; And &lt;a href=&quot;https://kevinrandle.blogspot.com/2023/05/the-truth-about-vallees-trinity-best.html&quot; target=&quot;_blank&quot;&gt;Kevin Randle wrote that Johnson&#39;s research &lt;/a&gt;&quot;should be the stake in the heart of this tale.&quot;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;For a few weeks, everyone wondered - what would Vallee and Harris say about this? Would Vallee admit his mistakes, apologize, and move on? Harris herself of course said nothing, then &lt;a href=&quot;https://paolaharris.com/latest-news-paola-harris/trinity-the-inconvenient-reality-a-response-to-douglas-dean-johnsons-crash-story-by-jacques-vallee-may-15th-2023&quot; target=&quot;_blank&quot;&gt;on May 15 she published a reply from Vallee to Johnson on her website&lt;/a&gt;. Vallee writes that the history of UFO research&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;is littered with interminable fights, meaningless boastings and pretentious proclamations, more often designed to denigrate an opponent than to elevate a debate.&lt;br /&gt;&lt;br /&gt;The attack against the work that Mrs. Harris and I have conducted in New Mexico since 2018 with the guidance of a scientific research team is a case in point.&lt;/blockquote&gt;There was no &quot;attack&quot; in anything Johnson wrote; he was simply noting the discrepancies between what V&amp;amp;H wrote, and verifiable facts. And Lord knows that one must never dispute &quot;the guidance of a scientific research team&quot;!! Vallee continues,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;The accusation of naivety and negligence against us made in « Crash Story » is inaccurate: As the primary author, I only used the recorded data originating from Reme Baca when it could be compared and verified against other statements of fact. Why support the fictitious tale that our book relies primarily on Baca’s version of the story ? That is simply inaccurate. &lt;/blockquote&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;To which Johnson replies with a quote that is in both editions of Trinity:&lt;br /&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;From &quot;Trinity: The Best-Kept Secret&quot; (1st Ed. p. 317; 2nd Ed. p. 337): &quot;The primary reference to the events described here [in Trinity] is a monograph by Reme Baca and Jose Padilla, entitled, &lt;i&gt;Born on the Edge of Ground Zero&lt;/i&gt;...&quot;&lt;/blockquote&gt;So Vallee apparently does not even remember what he wrote about his own sources.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;One clear demonstration of Vallee&#39;s &quot;naivety and negligence&quot; was how he ignored all the Red Flags about the research of Ms. Paola, who did not have a reputation for careful research; in fact, quite the opposite. &lt;a href=&quot;http://www.ufowatchdog.com/paola_harris.htm&quot; target=&quot;_blank&quot;&gt;The UFO Watchdog told us all we need to know about her over ten years ago&lt;/a&gt;. She told a UFO conference that&amp;nbsp; &quot;Billy Meier is the real deal.&quot; &lt;a href=&quot;https://exopolitics.org/the-journey-from-ufo-research-to-exopolitics-pioneer/&quot; target=&quot;_blank&quot;&gt;She was hailed by Michael Salla as a&amp;nbsp; &quot;Pioneer&quot; of Exopolitics.&lt;/a&gt; What is &quot;Exopolitics&quot;? It deals with the &quot;Political Implications of the Extraterrestrial Presence.&quot; They have no doubts about ETs being here - it is fact!&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitAtUnH3bTh4rBxXmzHp07mp8_Gfwt_w90rJLnjC-vX6faxB4UBSjJNClnkS50XLRr6hFtJ6AT4O17PqXm1em02DRjl_yqHIzgzhOIu0UoevmKjedxGTDeFrsUiWo9KlvFciSWxvrcz_gtdYwgy5bcSilZH0VaqKwxar8lKObm-XAajqgAG1GXVPvhpQ/s1194/HarrisExopoliticsPioneer.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;839&quot; data-original-width=&quot;1194&quot; height=&quot;450&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitAtUnH3bTh4rBxXmzHp07mp8_Gfwt_w90rJLnjC-vX6faxB4UBSjJNClnkS50XLRr6hFtJ6AT4O17PqXm1em02DRjl_yqHIzgzhOIu0UoevmKjedxGTDeFrsUiWo9KlvFciSWxvrcz_gtdYwgy5bcSilZH0VaqKwxar8lKObm-XAajqgAG1GXVPvhpQ/w640-h450/HarrisExopoliticsPioneer.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;In fact, Ms. Paola is so far into &quot;Exopolitics&quot; that she is teaching a course in the &quot;Exopolitics Institute,&quot; titled &lt;a href=&quot;https://exopoliticsinstitute.org/certifications/exo-109-messages-space-past-present-contact/&quot; target=&quot;_blank&quot;&gt;&quot;Exo-109 – Messages from Space – Past and Present Contact.&quot;&amp;nbsp; &lt;/a&gt;From the course description:&lt;br /&gt;&lt;blockquote&gt;This course takes us back to the early days of contact and the messages given to early contactees. It examines the geopolitical structure of the world in a cold war era. It focuses on the giant Rock conventions and the mission of people like George Van Tassel , Howard Menger and George Adamski. Then the course will shift to present day human alien contacts in both Italy and Latin America.&amp;nbsp; Contactees such as Sixto Paz, Ricardo Gonzales and Luis Fernando have given us messages about the shift that is taking place and the current evolution of man in the context of an inhabited cosmos.&lt;/blockquote&gt;Got that? The messages from the Space People given to &quot;Classic&quot; contactees like Adamski and Menger were authentic, and so are those of later contactees, as well. How Vallee could simply ignore such absurdity strongly suggests that his discernment, his reasoning, is not what it used to be.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Reading &lt;a href=&quot;https://www.amazon.com/s?k=jacques+vallee+forbidden+science&amp;amp;i=stripbooks&amp;amp;crid=172EQLY8V3LV5&amp;amp;sprefix=jacques+vallee+forbidden+science%2Cstripbooks%2C137&amp;amp;ref=nb_sb_noss_2&quot; target=&quot;_blank&quot;&gt;Vallee&#39;s autobiographical volumes &lt;i&gt;Forbidden Science,&lt;/i&gt;&lt;/a&gt; it is apparent that the Vallee of old was not one to simply accept fantastic tales, and he was told plenty of them over the years. He would&amp;nbsp; react with sort of a bemused smile, and a suggestion that their story might be more compelling if they had any actual evidence. In 1977&lt;a href=&quot;https://badufos.blogspot.com/2022/03/jacques-vallees-invisible-college.html&quot; target=&quot;_blank&quot;&gt; I wrote in the &lt;i&gt;Skeptical Inquirer &lt;/i&gt;a rather dismissive review of Vallee&#39;s book &lt;i&gt;The Invisible College&lt;/i&gt;&lt;/a&gt;, which teaches &quot;Metalogic.&quot; Given the opportunity to reply, Vallee wrote a few calm lines, noting that &quot;a great deal of my time is spent precisely in exposing the contradictions of contactee stories,&quot; and he ended it with a silly poem he wrote about the recently-deceased Dr. Donald Menzel. He was unflappable under criticism, which is so different from the Vallee we see in this current screed&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Also, in reading &lt;i&gt;Forbidden Science&lt;/i&gt;, one is constantly reminded how close Vallee was with his wife Janine, who died in 2010. Her death must have been a tremendous blow to him. One suspects that Janine&#39;s death, combined with age-related mental issues, has left Vallee in a rather vulnerable state, prone to being unduly influenced by others. The fact is that Vallee, come September, will be 84, and mental confusion and decline is extremely common among persons of that age. It would be ironic if Vallee&#39;s reputation in UFO history were to be largely determined by this absurd screed written in his dotage. It is reminiscent of Sir Arthur Conan Doyle and his foolish embrace, in his old age, of the Cottingley Fairies. &lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9W9bjCdEyzhbk_SsOhZDqiRq7ZP4roN3kIsPKhrAhemHRSYIjFUmFfVqBc55FRNBur5APKfxDr12Bkfmc3-alTWBgE5tThay3T-kgkzy__M_rvipvpYlHcNJ-LYs8h_BizAtzTQqed2BUb-PlVYG_MAsfFI6Lg2xlXKNJnS2bMNVagorCd0ZAsQjraQ/s791/FrancesAndTheFairy.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;594&quot; data-original-width=&quot;791&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9W9bjCdEyzhbk_SsOhZDqiRq7ZP4roN3kIsPKhrAhemHRSYIjFUmFfVqBc55FRNBur5APKfxDr12Bkfmc3-alTWBgE5tThay3T-kgkzy__M_rvipvpYlHcNJ-LYs8h_BizAtzTQqed2BUb-PlVYG_MAsfFI6Lg2xlXKNJnS2bMNVagorCd0ZAsQjraQ/w640-h480/FrancesAndTheFairy.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
  
&lt;hr /&gt;

Update May 20, 2023: Douglas Dean Johnson has done it again!&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;He has just published a new article titled &lt;a href=&quot;https://douglasjohnson.ghost.io/crash-story-file-the-reme-baca-smoking-gun-interview/&quot; target=&quot;_blank&quot;&gt;Caught in the Act - The Reme Baca Smoking-Gun Interview.&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;blockquote&gt;&lt;div&gt;Less than a year before going public with what became the Jacques Vallee-Paola Harris story of the 1945 crash of an avocado-shaped UFO, Reme Baca was tape-recorded peddling a very different story about a boyhood encounter that he and Jose Padilla had with a very different sort of UFO: a tale of their discovery of a classical flying saucer, crashed-- in 1946. And that&#39;s just the start.&lt;/div&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;p&gt;Reme Baca contacted Roswell author Tom Carey peddling a different &quot;crashed saucer&quot; yarn. This one took place in 1946, not 1945, and involved different circumstances. Johnson posts the recording and the transcript. There is no &#39;wiggling away&#39; from this one.&amp;nbsp;&lt;/p&gt;&lt;p&gt;I wonder what rationalization Jacques Vallee will use to dismiss this one? 😄&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;&lt;div&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/8768895263029443915/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/05/trinity-ufo-crash-story-crashes-and.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8768895263029443915'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/8768895263029443915'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/05/trinity-ufo-crash-story-crashes-and.html' title='&quot;Trinity UFO Crash&quot; Story Crashes - and Vallee Melts Down!'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTZ-ybqZI7hURlR0pgNSl59MvSjdlQ8c0C2QzwqMDH5IZvm6jKJE_OlVJV-luMStmSM-LaTfbhc_2R4xxOsTU4LkRpuKDLdk2Tf80Dy8HKz4eV7ddFyy4SGasUyo31HeqlTUoF1g4zSkjwafCHOHmAaPvwIwGZHLq0kGNIEPyHHRwhqcZ_9h8uRRZUYg/s72-w211-h305-c/9781387710799_p0_v1_s600x595.jpg" height="72" width="72"/><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-1156274518034506518</id><published>2023-04-17T22:52:00.002-07:00</published><updated>2023-04-18T10:00:20.701-07:00</updated><title type='text'>A Flying Saucer Named Floyd </title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;In honor of the 57th Anniversary of a truly &quot;classic&quot; case, I am posting an analysis from my book &lt;a href=&quot;http://www.amazon.com/exec/obidos/ISBN=1573922137/thedebunkesdomai&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;UFO Sightings&lt;/i&gt; (Prometheus Books, 1998)&lt;/a&gt;. This analysis was first published in my 1981 book &lt;i&gt;The UFO Verdict&lt;/i&gt; (also Prometheus, &lt;a href=&quot;https://archive.org/details/ufoverdictexamin0000shea&quot; target=&quot;_blank&quot;&gt;which can be &quot;borrowed&quot; online from the Internet Archive library&lt;/a&gt;), and was republished with only minor additions and updates.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In the late 1970s I made a very Deep Dive into this case, which was being promoted big-time. Here is the result.&amp;nbsp; &lt;/p&gt;

&lt;hr /&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;A Flying Saucer Named Floyd&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;We now turn to the story of a famous flying saucer whose name 
is Floyd. Very few flying saucers can boast of proper names, 
but that is not the only reason that Floyd is famous. Floyd reportedly 
was chased by two sheriffs policemen for eighty-six miles through 
Ohio and Pennsylvania just before sunrise on the morning of Sunday, 
April 17, 1966 . They say it played cat-and-mouse with their 
car even as they traveled at speeds of up to 103 miles per hour. Several 
other Ohio and Pennsylvania officers say that they saw the object too. 

The late Dr. James E. McDonald, an atmospheric physicist who 
launched a crusade for scientific recognition of UFOs, considered this 
case to be one of the most impressive on record and he has endorsed 
the Floyd papers as &quot;an outstanding contribution to present knowledge of the UFO phenomenon.&quot; [1]. &lt;a href=&quot;https://badufos.blogspot.com/2022/01/galileos-galore-now-including-jacques.html&quot; target=&quot;_blank&quot;&gt;Allen Hynek (dubbed by several national magazines the &quot;Galileo&quot; of UFOlogy&lt;/a&gt; [2]), cited this case in his book &lt;i&gt;The UFO Experience&lt;/i&gt; as the prime example of a &quot;close encounter of the first kind.&quot; 

Floyd received his name from Deputy Sheriff Dale F. Spaur, 34, of 
the Portage County, Ohio, Sheriffs Police. He tired of referring to the 
object he reportedly sighted as &quot;?&quot; and began calling it by his own 
middle name. Coining this name for the UFO doubtlessly proved to be 
quite a time-saver, because Deputy Spaur had to repeat his story many 
times in the weeks following the morning that he and Deputy Sheriff 
Wilbur Neff, 26, reportedly chased an unknown object. 

The number of semi-independent witnesses to this incident 
(linked only by radio) is truly impressive. If all of these &quot;reported&quot; 
observations can be verified as actual observations, consistent in time,speed, and direction, then the UFO chase that began in Portage County, Ohio, must be regarded as one of the strongest possible proofs for the reality of the UFO phenomenon.&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMlPhTyZ5hQRMzHbD9ee1as-nPcqjmtFEdG05rUyPrd90TxFnFVsD5oxWs0G-NHgxam_pLayvmSErrrwwipR7s2GIC_MGktHYjcrEebKsurO4awEb6DiF6yDu8TkUUoarg-VBemtj4uh1BGhd7wgyvxV4Zl3N6D1EqrTT2dR4AwPSwY6jpIOwvbKLhHw/s1819/DaleSpaurFlashlight.jpg&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1819&quot; data-original-width=&quot;1104&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMlPhTyZ5hQRMzHbD9ee1as-nPcqjmtFEdG05rUyPrd90TxFnFVsD5oxWs0G-NHgxam_pLayvmSErrrwwipR7s2GIC_MGktHYjcrEebKsurO4awEb6DiF6yDu8TkUUoarg-VBemtj4uh1BGhd7wgyvxV4Zl3N6D1EqrTT2dR4AwPSwY6jpIOwvbKLhHw/w387-h640/DaleSpaurFlashlight.jpg&quot; width=&quot;387&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p class=&quot;western&quot;&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;In the weeks and months leading up to the &quot;Great UFO Chase of 
April 1966,&quot; the country was in the grip of a wave of mounting UFO 
excitement. Sightings had begun in the summer of the previous year, 
and the momentum was slowly building. The news media had been 
filled with reports of UFO sightings, gradually leading up to the &quot;Incident at Exeter&quot; wave in the fall of 1965 (chapter 10). 

During the winter sporadic sightings continued, only to explode in 
March of 1966 with a rash of sightings in Michigan. Nearly a hundred 
people, including police officers and college students, reported seeing 
glowing objects hovering over fields and marshes. Hynek hastened to 
Michigan, where he reported that &quot;the entire region was gripped with 
near hysteria&quot; about UFOs. Making the rounds with some police officers, Hynek confessed that &quot;occasionally even I thought I glimpsed 
&#39;it,&#39;&quot; so heavily UFO-laden was the atmosphere. Police officers excitedly radioed &quot;I see it&quot; back and forth from car to car. Stopping at an 
intersection, they frantically gestured skyward, indicating a &quot;moving&quot; object, only to have their multiply-witnessed UFO shot clown by 
astronomer Hynek as the bright star Arcturus. [3]&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;On March 25, just three weeks before the Floyd incident, Hynek created a nationwide sensation by proposing &quot;swamp gas&quot; as an explanation for many of the Michigan sightings. Michigan Congressmen 
Gerald R. Ford and Weston Vivian, outraged by the Air Force&#39;s handling of the sightings, demanded a congressional investigation into 
the matter, a demand that was widely echoed by journalists and radio-TV commentators. It is against this turbulent background that the 
stage was set in April 1966 for the Ohio UFO chase. 

The major investigative role in this case was played by William B. 
Weitzel, a philosophy instructor at the University of Pittsburgh. At the 
time he was chairman of NICAP&#39;s Pennsylvania Unit No. l. The previous year Weitzel had received much attention for his investigation of 
the famous Beaver County, Pennsylvania, UFO photograph, taken by 
the Lucci brothers, which Weitzel pronounced to be &quot;one of the most 
valid of the UFOs on record.&quot; (However, three years later, the chief 
photo analyst for the Condon Report, Dr. William K. Hartmann, had 
no trouble duplicating these photos by holding a plate on his hand, 
and illuminating it with a flashlight. Subsequent investigation has left 
little doubt that the Beaver County photos are in fact a hoax. But there 
is no record of Weitzel withdrawing his endorsement of them. Shortly after the famous Ohio chase, when Weitzel showed Spaur the as yet 
unrefuted Beaver County photographs, Spaur pronounced the hoax 
UFO in the photos to be &quot;almost identical to the one we saw.&quot; [5] ) 
&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Unfortunately, Weitzel&#39;s enthusiasm for the UFO phenomenon 
caused him to overlook some obvious inconsistencies in the evidence 
and, worse still, to be blind to significant changes in the witnesses&#39; stories as time passed. Nonetheless, Weitzel&#39;s interpretation of the Ohio 
UFO chase is universally accepted among serious UFO investigators as 
being the definitive account. Yet before I made my own analysis, no 
one appears to have taken the trouble to critically examine Weitzel&#39;s 
account of the incident, for if one had one could not possibly have 
overlooked the highly significant inconsistencies it contains. 

On Sunday morning, April 17, 1966, at 4:50 A.M., Portage County 
Deputy Sheriffs Dale Spaur and Wilbur Neff were at the scene of a 
traffic accident along Route 183 near Atwater Center, Ohio, where an 
automobile had smashed into a utility pole. The driver had been 
injured. Spaur and Neff had called in an ambulance and a tow truck, 
and when these had departed the policemen had remained for a short 
while to talk with the repairman who was working on the damaged 
lines. Sunrise was just under an hour away and, even though it was still 
quite dark, the purple glow of dawn was steadily brightening in the 
east. The sky that morning was quite clear, and the brilliant planet 
Venus was shining like a searchlight in the east-southeast. Near its 
maximum elongation from the sun, the bright morning star was a 
beautiful and striking sight to early risers. 

About 4:50 a report came in over the police radio that a woman in 
Summitt County, to the west, had reported seeing a strange bright 
object, &quot;higher than a streetlight but lower than an airplane,&quot; reportedly headed east, toward Portage County. (The sheriff&#39;s police of the 
various counties operate a statewide radio linkup, and hence can listen 
in on reports that do not originate in their own county.) 

From the description of the object and from its supposed direction 
of &quot;travel,&quot; it seems quite likely that the UFO the woman reported 
seeing was simply the planet Venus. Misidentifications of this type are 
quite common, as UFO proponents readily admit, especially during 
periods of intense UFO excitement. The three men good-naturedly 
joked about the reported UFO sighting; the &quot;weird ones&quot; are really out 
tonight, Spaur observed. 

&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Officers Spaur and Neff then got into their car, Cruiser P-13, and 
drove off. They started &quot;east&quot; on Route 224, or so Spaur said in his testimony to the Air Force. [6] But he must have meant to say west, because he never would have reached the starting point of the chase had he 
actually gone east from the scene of the accident. Spaur confuses east 
with west a second time when he tells of encountering an old car by the 
side of the road two miles &quot;east&quot; (actually west) of Route 183. This may 
seem to some to be nit-picking, but the accuracy of Spaur&#39;s ability to 
recall directions is of crucial importance to his later testimony, when he 
describes the UFO as appearing at nearly every point on the compass. 
This east-west mix-up, made twice and not corrected until a transcript 
of the interview had been prepared (&quot;I was a little mad at this point&quot; is 
how Spaur later explained the error; Neff was present, but failed to correct him), demonstrates that we must allow room for error in Spaur&#39;s 
recollection of the reported behavior and travel of the UFO. 

Traveling west (not east) on U.S. Route 224, the the police officers 
saw a car parked on the other side of the road. They made a U-turn. 
and pulled up behind it. Cruiser P-13 was now facing east. Deputy 
Spaur walked up to the car while Neff remained behind, standing next 
to their cruiser-standard police procedure. 

Scouting the area, Spaur looked behind him - to the west - and 
reportedly saw a bright object in the sky coming as if from the wooded 
area on the side of the road. Spaur called out to Neff, who also observed 
the object. It appeared to be coming toward them. It reportedly passed 
overhead, making a noise like an &quot;overloaded transformer.&quot; In Spaur&#39;s 
earliest written UFO testimony, signed just hours after the chase, he suggests that the humming that was attributed to the UFO &quot;might have 
come from a power line.&quot; But in later versions of his story, all doubt concerning the origin of the sound appears to have vanished. During the 
chase itself, the object reportedly made no sound whatsoever. 

Upon first sighting the object, Spaur was &quot;mildly surprised,”
according to Weitzel. He mused that this must be the UFO that he had 
heard so much about. But when the object appeared to come toward 
them, the two officers became frightened and scrambled back into the 
car. They reported that the object, large and glowing, had stopped in 
the east, directly ahead of them.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;There is good reason to doubt that the object moving from west to east was as low and as close as the deputies reported, for it was sighted 
by another witness more than a hundred miles away. The declassified 
Project Blue Book records contain a report filed by a woman in Vandalia, Ohio, to the southwest of Ravenna, describing a starlike object 
that &quot;swiftly&quot; crossed the sky, traveling from west to northeast. A possible discrepancy exists in the time of the report, which is given as 5:30 
A.M., some twenty-five minutes later than the time of the deputies&#39; 
sighting. But because of the great similarity of the two reports, and 
their proximity in location and time, it seems likely that both describe 
the same event. 
&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Apparently a brilliant meteor streaked across the predawn sky, visible over a wide region. It did not pass just over their heads, as Spaur 
and Neff believed, but was many miles up. Experience has shown that 
it is impossible for anyone to be accurate in judging the distance from 
such an object. Witnesses will often report &quot;close encounters&quot; with 
objects that later turn out to have been many miles away. Klass cites 
several incidents of this tvpe. One of them involves an experienced airline flight crew that reported a near-collision with an object that 
turned out to have been a brilliant daylight meteor, at least 125 miles 
north of their position. [7] 

So bright was the object, Spaur says, that the entire area around 
their car was lit up. Since it was now 5:07A.M., less than forty minutes 
before sunrise, there is no doubt whatsoever that the area around 
their car was indeed lit up, though not necessarily by any UFO. Only 
the brightest stars, those of the first (and possibly second) magnitude, 
remained visible at this time. Venus, however, nearly five magnitudes 
(ninety times) brighter than a first-magnitude star, was still shining 
like a beacon in the east. By a remarkable coincidence, this is exactly 
where Spaur reported the UFO was hovering. If a genuine UFO had 
indeed been present, the deputies should have seen two bright objects in the east 
at this point, Floyd and Vénus. But they saw only one. It is hard to avoid 
the conclusion that Floyd was Venus, at least at this point. The planet 
Venus does not, of course, zip rapidly from west to east, but there is no 
compelling reason to believe that a single object was responsible for 
every aspect of this complex UFO sighting. (In fact, there are some
excellent reasons not to believe this, as we shall see.) 

&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;The officers had been alerted a few minutes earlier that a UFO was 
supposedly in the vicinity. Add to this the nationwide hysteria that had 
prevailed for the past few weeks, and you have the optimum psychological conditions for sighting UFOs. Every planet and every airplane 
is scrutinized as a potential interloper. The two men must have taken 
their eyes off the object that moved from west to east as they scrambled 
into their car. When they looked up and saw Venus ahead of them, 
they mistakenly concluded that it was the same object they had just 
sighted. From the time they entered the car, until after they crossed 
the Pennsylvania line, their attention was riveted to a brilliant object 
in the east-southeast: unquestionably the planet Venus. 

Spaur hit the button on his microphone and radioed back to headquarters
that the unidentified object, &quot;the one that everybody says is 
going over,&quot; appeared to be hovering in front of their car. The radio 
operator asked Spaur if he was carrying his service revolver. He was. 
&quot;Take a shot at it&quot; was the helpful suggestion. (The radio operator later 
explained that he thought the object might be a weather balloon, and 
that a bullet might bring it down.) Spaur decided against that course of 
action, because he believed the object to be &quot;as big as a house,&quot; and he 
didn&#39;t want to risk angering it. After ascertaining that they did not have 
a camera with them, the two deputies were ordered to keep the object 
in sight until a camera car could be dispatched to photograph it. 
&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;
Spaur put the cruiser in gear, inched forward a little, and then a 
funny thing happened. Floyd appeared to inch forward too. This 
should not surp1ise us if we remember that celestial bodies appear to 
&quot;pace&quot; a moving vehicle. Every child at some point asks his parent why 
the moon seems to be &quot;following&quot; their car, and it is a wise parent who 
can explain, in simple terms, that a distant body like the moon or 
Venus shows no noticeable displacement due to the motion of the 
vehicle, as nearby objects do, and hence appears to follow the observer. 
(This explanation, however, appears to be beyond the comprehension 
of some of the well-known &quot;scientific&quot; UFO investigators, who naively 
interpret every reported following of a vehicle by a bright celestial bodv 
as a &quot;close encounter of the first kind.&quot;) No matter how fast Cruiser P-13 approached the object, Floyd appeared to move away at exactly the 
same speed. Spaur, a former race-car driver, quickly picked up speed 
and roared after the object. The Great UFO Chase was on.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrFYQ9rX-bAV0GSKokz1U2RkRqKy-Fkf6m0mXlEZLE92Yu6KPAUqMTH_2gcCrNFa1nIEDoFB8S_u4zntrePjUmMz4MxG-kW2ciu0vHjtO465aj-CJE05lbWambuR9F_G3r4UoozsgXxayT8WNzNpyCa_lU9oHsgbXDdF7ra0nvsaGokrtNBztBpMQkiw/s1579/OfficersRoute.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;958&quot; data-original-width=&quot;1579&quot; height=&quot;388&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrFYQ9rX-bAV0GSKokz1U2RkRqKy-Fkf6m0mXlEZLE92Yu6KPAUqMTH_2gcCrNFa1nIEDoFB8S_u4zntrePjUmMz4MxG-kW2ciu0vHjtO465aj-CJE05lbWambuR9F_G3r4UoozsgXxayT8WNzNpyCa_lU9oHsgbXDdF7ra0nvsaGokrtNBztBpMQkiw/w640-h388/OfficersRoute.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;This
 is the route taken on the morning of April 17, 1966 by two Portage 
County, Ohio police officers, who chased a supposed UFO into 
Pennsylvania at speeds of up to 103 MPH. The direction of travel of the 
officers almost precisely matches the apparent direction of Venus, 
suggesting that they were in fact chasing that brilliant morning star.&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;The two policemen raced eastward on U.S. Route 224 (which later merges with Ohio Route 14) at speeds up to 103 miles per hour. Floyd, 
ever obliging, appeared to follow this road exactly, reportedly just a 
few hundred feet in front of their car. For over twenty miles the• 
reportedly chased the object due east, over an almost perfectly straight 
road. Yet nowhere along Route 14-224 did they report seeing Venus. 
This was truly a remarkable feat of non-observation. 

Deputy Neff reported that between Atwater Center and Deerfield 
Floyd kept a bearing somewhat south of east. This exactly describes 
Venus&#39;s position, which was then at an azimuth of about 115°. Meanwhile, a very understandable confusion between Route 14 and Route 
14A sent the camera car down 14A, miles away from the position of 
Cruiser P-13. Had the two police cars actually met, one suspects that 
the chase might have ended a great deal sooner than it did. 

Shortly after passing Atwater Center, Spaur observed that the UFO 
bad &quot;gained altitude,&quot; which is exactly what Venus was gradually 
doing. From the initial sighting at 5:07 to the time they reached 
Beaver Falls, Pennsylvania, at about 5:45, Venus rose from an elevation 
of 12&quot; to 19&quot;. Anyone watching Venus during this interval would have 
seen it rise slowly and steadily. This is exactly what Floyd is said to have 
done during that interval. 

At Deerfield Circle, Spaur says that he had to pass between two big 
trucks: &quot;between a tractor and a trailer&quot; is how he describes it. Yet neither of&amp;nbsp;these drivers seems to have noticed a giant UFO, &quot;as big as a 
house,&quot; which reportedly passed just a few hundred feet over their 
heads. The two deputies likewise encountered &quot;occasional traffic&quot; (in 
Weitzel&#39;s phrase) between Canfield and Columbiana, around which 
they had to maneuver at very high speeds. But again we have no indication that any of these other drivers saw anything at all unusual. 

Crossing from Portage to Mahoning County, on the bridge over 
the Berlin Reservoir, the UFO reportedly &quot;picked up probably another 
150 feet.&quot; (Venus had risen a little too.) Floyd allegedly wavered from 
the south side of the road to the north side, and then back again as 
they entered Mahoning County. However, a careful examination of a 
map reveals that the road curves to the south, then north again, at this 
point. This will cause an object keeping a fixed bearing to behave 
exactly as was described. Indeed, every change in direction attributed 
to Floyd appears to correspond to a turn made by the UFO chasers.&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;At Canfield, as the deputies turned south-southeast on Ohio Route 14-46, the UFO was reported by Neff to &quot;come across in front of us&quot; 
over to the left side of the cruiser, then afterwards return to the right 
side. This again suggests to anyone who examines the map that the object kept a constant bearing. After turning south on Route 183, 
Spaur reports that the object appeared to be due north. Venus cannot, 
of course, appear in the north, any more than a policeman driving 
south at breakneck speed can possibly see an airborne object directly 
behind him (which, by the way, would then be chasing him, causing 
one to wonder why, if this account is correct, Spaur did not stop and set 
up a roadblock). Spaur&#39;s mixup of his directions, and his later 
&quot;improvements&quot; to his original UFO narrative, serve to caution us 
against taking such reported details too literally. As soon as they made 
the next turn, and headed east, Floyd promptly returned to his favorite 
position in the southeast, exactly where Venus ought to have been seen. 

It is well known that UFOs are supposed to stop automobile 
engines, short out headlights, and cause radio equipment to fail, but 
Floyd displayed none of these disagreeable characteristics. Not only 
did cruiser P-13 perform like a tiger, cruising smoothly at 103 m.p.h. 
despite the UFO&#39;s alleged nearness, but its radio operated perfectly, so 
well, in fact, that officers throughout Ohio listened to every detail of 
the chase. Not surprisingly, many of them looked for the object, and 
some imagined that they saw it too. 

Police Chief Gerald Buchert of Mantua, Ohio, was twenty miles 
north of where Floyd was reported to be. But when he went outside. 
he thought he saw it too, and he even managed to obtain a photograph. Afterward, Weitzel was keenly disappointed to discover that 
Buchert&#39;s supposed UFO photo turned out to be nothing more than 
a processing defect. Buchert described the position of his UFO with 
respect to the moon (which was then a thin crescent, low in the sky). 
It matches perfectly with the known position of Venus. But Weitzel 
hesitates at concluding that Police Chief Buchert&#39;s UFO was in fact 
Venus, because the UFO was reported to wobble around a little. Floyd. 
meanwhile, if it really were where Spaur claims it was, would have been 
more nearly due south and would have appeared to Chief Buchert to 
be just skirting the horizon if it were visible at all. It would not haw 
been at the 10°-plus altitude he reports. 

To the south, in Salem, three police officers drove to the top of a 
hill in the hope of seeing the UFO, which was reportedly heading 
directly into their town. They, too, incorrectly believed P-13 to be 
approaching on Route 14A, when it was in fact nearly ten miles to the 
north on Route 14-224. But it does not matter that the Great UFO 
Chase never reached Salem, for these officers claimed that they saw
the object too. They reported seeing three jet airplanes, coming from 
the north, chasing the object at a terrific speed.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Weitzel ignores the obvious absurdity of equating an object supposedly thousands off feet in altitude traveling south at jet-airplane speed, with something 
reportedly just above the ground, traveling east no faster than an automobile. 
Instead, he cites the Salem report as further confirmation of Spaur&#39;s 
observations. Even more improbable is the report coming from police 
headquarters in Salem, telling of an airplane pilot&#39;s voice, loud and 
dear, which reportedly burst in over the police radio, saying, “l&#39;m 
going down for a closer look... it&#39;s about forty-five feet across.&quot; [8] The 
Salem incidents demonstrate the intensity of the UFO hysteria that 
exploded into a fever pitch in Ohio that morning. 

As Spaur and Neff passed Canfield, the UFO reportedly gained 
altitude once again (as did Venus, the object they have still failed to 
notice). Outside East Palestine, Ohio, near the Pennsylvania line. 
Patrolman Wayne Huston was listening to the chase on his radio. He 
realized that P-13 was not far from his present position and was closing 
in fast. Spaur told Huston where to look to see the UFO, and Huston 
duly acknowledged seeing it. Huston reportedly watched the object 
approach from the northwest - which Venus could never have done - but Weitzel makes this same claim about Pennsylvania Officer Frank 
Panzanella, a claim I subsequently found to be quite incorrect. 

It can be shown, however, that Huston&#39;s account of the object&#39;s 
approach is internally inconsistent. Huston claims that he first sighted 
the object when cruiser P-13 was about five miles away. But he told 
Weitzel that the UFO appeared to pass overhead in a matter of seconds, leaving him little opportunity to observe the object. If Huston 
actually did spot Floyd when it and its pursuers were reportedly five 
miles away and if the object&#39;s speed did in fact match P-13&#39;s 80-85 
m.p.h. velocity at this point, Huston would have had the object in view 
for at least three and a half minutes. This would give him plenty of 
time to observe the object carefully and to describe its appearance 
over the radio, for he was standing outside his police cruiser, extension 
microphone in hand. But since he reports that the object approached 
in &#39;&quot;seconds,&quot; leaving no time to study its appearance, either Huston&#39;s 
account of the object&#39;s approach is seriously in error or else he could 
not have been observing the same &quot;Floyd&quot; that Spaur and Neff were 
reportedly chasing. Weitzel ignores this contradiction in his search for 
confirmation, as does Hynek, who considers Huston&#39;s account of the 
object&#39;s approach to be the most critical part of the case. 

Huston, alone in his cruiser OV-1, joined in the chase as Spaur and 
Neff roared by. He said that he probably never would have caught up to 
them if they had not been delayed in traffic on the narrow, winding road. 
None of the occupants of the cars that slowed them down (who were of 
course unaware that a wild UFO chase was in progress in the next lane) 
has ever come forward to confirm the allegation that a giant UFO flew 
just over their heads, being followed by two speeding police cars. 

Coming into Chippewa, Pennsylvania, near Beaver Falls, Huston 
reports that the chasers were again forced to slow down in traffic, 
because of a 6:00 church service that was about to begin. Not one of 
these fine and sober early-rising citizens subsequently reported having 
seen a giant flying saucer, as big as a house, buzzing the top of their 
church steeple. [9]&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Approaching Brady&#39;s Run Park, near Beaver, the UFO chasers 
encountered so much traffic that they were forced to stop. Huston 
turned on his siren. A Volkswagen had exited from the park, triggering a traffic signal. Three trucks were approaching the traffic light, 
now red, from the east, and two more trucks waited at the light, ahead 
of the two cruisers, forcing them to suddenly screech to a halt. (Floyd, 
ever obliging, was reported to slow down and wait whenever his pursuers were delayed in traffic.) None of these other six drivers seemed 
to take the slightest notice of the giant UFO which, if the officers&#39; 
account is to be believed, flew not far over their heads. [10] 

Shortly after the three officers crossed the state line, the UFO was 
reported to have elevated a little more, achieving its greatest altitude 
of the en tire chase. It also became difficult to see. This is not hard to 
understand. As Venus rises higher in the sh, the sun also rises, making 
the planet more difficult to see against the brightening sky. When they 
crossed the state line, the sunrise was only five to ten minutes away. 

Venus is bright enough to be seen even after sunrise, but around 
sunrise the planet becomes much more difficult to see. No longer conspicuous, one must search for a moment in order to find it. Thus at 
this point in the chase they lost sight of Floyd. Spaur expressed the 
fear that it had eluded them for good. Spaur was driving in unfamiliar 
territory. He had to rely on Huston&#39;s instructions, telling him where to 
turn and when to slow down. This left him little time to watch the 
UFO. &quot;We thought we&#39;d lost it,&quot; Spaur later reported. &quot;This will be it, 
we&#39;re going to lose it right here,&quot; they thought. The Great CFO Chase 
might weil have ended here. But Floyd (or Fate) had other plans. 

A half-hour earlier, around 5:20 A.M., Conway, Pennsvlvania, 
Patrolman Frank Panzanella left a restaurant where he had stopped 
for a cup of coffee after finishing a night&#39;s duty. As he drove up the hill 
on 11th Street in Conway, heading northeast, he reportedly saw an 
object to his right (in the east) which looked like a &quot;reflection [of sunlight off a plane.&quot; He stopped upon reaching the top of the hill (he 
was still inside the town) and noted that the object was not moving. 
Panzanella then turned around, came back down the hill, and parked 
his cruiser at the Atlantic service station on 10th Street and Route 65, 
where there were fewer nearby buildings. He watched the object for 
about thirty minutes. From this position, the rooftop of a nearby 
house provided an excellent reference that has enabled later investigators to pinpoint the apparent position of the object. lts elevation 
when first sighted was only about 11 degrees, and it remained just a few 
degrees south of due east.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Panzanella&#39;s testimony is also touted bv UFO proponents as an 
independent confirmation of the observations of the other 
policemen. After all, he had not been listening to the frenzied UFO 
chatter over the Ohio police radio channels. But they ignore the fact 
that the object sighted by Panzanella was reportedly observed to the 
east of Conway, Pennsvlvania, at the same time that Floyd was reportedly 
hovering above the hood of Cruiser P-13, which was still in Ohio to the west. 
Even the staunchest UFO enthusiast would find it difficult to explain 
how an object supposedly in Ohio might be seen to the east by 
someone in Pennsylvania. 

Whatever it was that Panzanella saw (a high-altitude balloon is a 
good possibility), it could not possibly have been Floyd, if Spaur&#39;s 
account of the object&#39;s position is correct. This irreconcilable discrepancy poses an obvious difficulty to those who wish to prove that a UFO 
was actually being chased. How to resolve it? An erroneous statement 
will do nicely. Weitzel asserts that Panzanella first sighted the object in the 
southwest [11] (he later changed this to &quot;west&quot; [12]), even though the map in 
his own report to NICAP plainly shows otherwise - east. 

Weitzel also claims that Panzanella drove dawn the hill to avoid a 
&quot;collision.&quot; This seems improbable in light of that officer&#39;s April 17 
interview with reporter Tom Schley, in which Panzanella said that, 
when he sighted the UFO from the top of the hill, he &quot;hadn&#39;t thought 
much about it at the time.&quot; [13] Weitzel&#39;s statements flatly contradict the 
signed testimony that Panzanella gave to NICAP, which unambiguously indicates the object as being in the east, and makes no mention 
whatsoever of any near-collision. That a person driving northeast 
(which is indeed &quot;uphill,&quot; exactly as described) could hardly fear a collision with an object supposedly coming from the southwest seems 
never to have been noticed. Even if we accept the claim that the object 
did indeed arrive from the west, it reportedly arrived far too soon for 
it to have conceivably been Floyd, because Panzanella&#39;s sighting began 
when the UFO chasers were still dozens of miles to the west. 

That Panzanella&#39;s account of the reported direction of the object&#39;s 
arrival should be so grossly distorted in a way that just happens to 
better fit in with Spaur&#39;s account casts strong doubt upon the similar 
testimonv - arrival from the northwest - attributed to Huston. It also 
raises some very interesting questions: Who is responsible for these 
misrepresentations, the investigators or the witnesses? Did the witnesses actually change their stories, or were they altered without their 
knowledge or consent? Did Panzanella perhaps gradually change his 
story with each retelling, subconsciously wishing to please those persons who were conferring celebrity status upon him? Or was it deliberately misrepresented to make it fit better with the &quot;known&quot; facts? 
This incident provides an excellent example of how the accounts of 
UFO sightings to be found in even the most respected and supposedly 
reliable UFO sources are often grossly in error. When all of the facts 
appear to fit together so well, it may be because some of them have 
been reshaped. 

Near Rochester, Pennsylvania, UFO chaser Dale Spaur had finally lost sight of the object. The sun had just risen, and Venus faded meekly
into the sunlit sky. But after emerging from a series of bridges and tunnels, first Huston, then Spaur claim to have seen Floyd once again. But 
it wasn&#39;t the same Floyd: &quot;it had lost probably half its altitude,&quot; Spaur 
reported. [14] This is most significant. When Venus faded to near-invisibility, the UFO chasers transferred their attention to some other object, almost 
certainly to the same object that Panzanella, now only about five miles 
away, was watching. At this time Venus had an apparent altitude of 
about 20 degrees. If Floyd-Venus were to lose &quot;half its altitude,&quot; that would put 
it near the 11 degree apparent altitude of the object reported by Panzanella.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;The Great UFO Chase passed through Freedom, Pennsylvania. 
and entered Conway. Spaur&#39;s cruiser was running low on gas. They 
spotted Panzanella sitting in his cruiser, parked at a gas station on the 
other side of the road. The two automobiles made U-turns, parked 
behind Panzanella, and the three men got out. Panzanella at first was 
hesitant to admit that he&#39;d been watching something unusual, until 
Huston exclaimed, &quot;We&#39;ve been with it all the way from Ohio!&quot; 

The four policemen watched the object, and later sketched its 
position with respect to a nearby rooftop TV-antenna, the thin crescent moon, and Venus, which was still faintly visible. Hynek and other 
UFO proponents make much of the fact that Floyd was reportedly seen at the same time as Venus, implying that the object being chased 
could not possibly have been that brilliant planet. But they neglect to 
mention that the simultaneous sighting of the two objects did not 
occur until the very end of the chase, after the UFO had reportedly 
&quot;lost half its altitude.&quot; Prior to this time, Venus was supposedly not 
seen at all; only Floyd was visible. This, of course, is absurd. Why 
should Venus only be spotted after it had faded to near-invisibility after 
the sunrise and be totally ignored at the beginning of the chase, when 
it was the most conspicuous object in the heavens? 

Another compelling reason for believing that the deputies were 
chasing Venus is seen when the path thev chose is plotted on a map. As a result of the UFO chase, Spaur&#39;s cruiser P-13 ended up 
forty-nine miles east and twenty-five miles south of its original position. 
This corresponds to an average direction of travel of 117 degrees (to the east-southeast). The average apparent azimuth of Venus was 115 degrees during 
this same interval. Thus we see that the UFO chasers followed a route 
exactly as if they were chasing Venus; approaching an intersection, they 
would turn onto whatever road took them closest to the apparent 
direction of that brilliant planet. 

What was the object to which the UFO chasers transferred their 
attention after Venus faded from prominence? The overwhelming 
probability is that the object was a high-altitude research balloon 
launched by some university or research agency. Such balloons can 
travel many hundreds of miles, and they can be almost impossible to 
trace. The accounts of the object almost perfectly describe the appearance of such a balloon. Upon first seeing it, Panzanella said he 
thought the object was a reflection of the rising sun off an airplane; 
reflections from a balloon look quite the same. The period of maximum visibility of such a balloon is, of course, just before sunrise or 
just after sunset, when the balloon is in direct sunlight because of its 
altitude but when the sun is below the horizon for ground-based 
observers. On several occasions I have seen high-altitude balloons 
under these circumstances, and their appearance is nothing short of 
dramatic: a dazzlingly brilliant star, shining by reflected sunlight in a 
bright twilight sky. Panzanella&#39;s observation that the object slowly 
increased in altitude exactly describes the familiar behavior of a balloon being warmed by the rays of the rising sun; the gases inside gradually expand, causing the balloon to rise slowly. 

Deputy Spaur later told the Air Force investigators that, as they 
stood watching Floyd from the gas station in Conway, Panzanella 
reached the radio operator in nearby Rochester. He requested that 
the airport be contacted to see if a jet interceptor were available to 
take a closer look at the object. When the response came back that two 
planes were supposedly going to be sent up (they never were), the 
UFO reportedly accelerated straight upward-as if it had heard what 
had been said-and quickly disappeared. &quot;When they started talking 
about fighter planes, just as though that thing heard every word that 
was said, it went (psshew) straight up. And I mean it didn&#39;t play no 
games, it went straight up,&quot; Spaur reported. [15] This of course strongly 
suggests that the object was under intelligent control and did not wish 
to be closely examined.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Weitzel, Hynek, and Blum have accepted as fact the claim that the 
object shot &quot;straight up&quot; in this manner. [16] If this is true, it would 
appear to rule out any natural explanation for the object. But this claim 
directly contradicts the testimony given by all three of the officers available for 
interview immediately after the sighting, Neff having gone &quot;into seclusion.&quot; 
This contradiction has been ignored by all of the &quot;scientific&quot; UFO 
investigators, even though this information is readily available in the 
NICAP files. Indeed, one of these interviews was conducted by one of 
Weitzel&#39;s key UFO collaborators, Tom Schley of the Beaver Count_, 
Times. In three separate newspaper interviews, which must have taken 
place within hours of the end of the chase: 

(1) Spaur said that they watched the object at Conway for about twenty minutes. It was still visible when he and the others went inside to make a telephone call. 
When they came back outside, they were unable to find it [17]  

(2)Huston said that when the police officers left, &quot;the object was still hovering.&quot; [18]

(3) Panzanella said that the four of them stood watching the 
object until it was &quot;barely visible&quot; after it had risen higher in the sky [19].
Furthermore, Spaur and Neff, in filling out a UFO sighting report. 
were asked, &quot;Did the object disappear while you were watching it?” 
Both men answered no.[20] 

Thus we see that this extremely significant original testimony 
strongly suggesting that the object was a balloon, has been carefully 
ignored by UFO proponents. They prefer to have us think that the 
object behaved as if it were under intelligent control and contained a 
sophisticated propulsion system, when in fact it faded into invisibility 
exactly as a balloon does when the sun rises higher. 

Here we see a second major instance in which a witness in this case 
appears to have altered his original testimony, or has had it altered for 
him. It is significant that the testimony is always changed in such a way 
as to increase the strangeness of the object. This incident should serve as a 
warning against accepting any UFO testimony too uncritically, especially after it has been repeated many times. Stories told by UFO witnesses, like fine wines, tend to improve with age. 

After the UFO had faded from view, the four officers stopped at 
the police station in Rochester, where they spoke briefly with an Air 
Force officer by telephone. Spaur, Neff, and Huston then returned to 
Ravenna, the Portage County seat. 

The stationhouse was bombarded with phone calls and reporters. 
Although no announcement of the chase had been made, apparently 
some reporters who cover police beats had been listening on the 
radio, and the story was quickly picked up by the wire services. William 
Weitzel arrived later that same day, as did a number of other UFO 
investigators and newspaper reporters. Interviews were obtained with 
each of the principal witnesses except Neff. (Neff was quoted in a Pittsburgh newspaper article, however, which also stated that the object 
&quot;greatly interested Deputy Neff, who reportedly believes in flying 
saucers.&quot; [21] ) Spaur was obviously exhausted, yet he was anxious to cooperate with the investigation. There can be little doubt that Spaur and 
the other witnesses at this phase were quite sincere in their account of 
the sighting. They plainly believed that they had indeed been chasing 
a giant UFO. 
&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;In 1966 the Air Force was on the UFO hot seat. There was nothing 
they would have liked better than to ignore the Great UFO Chase and 
indeed forget about the whole UFO business, but this was impossible. 
The great public clamor for answers to the UFO enigma caught the 
Air Force squarely in the middle. Many persons had accused the Air 
Force of covering up the supposed truth about the reality of UFOs. 
The demand for a congressional investigation into UFOs-and the Air 
Force&#39;s handling of them - grew daily. Hardly anyone had a good word 
for the Air Force on the subject of UFOs (and perhaps deservedly so). 
They were criticized by some for being too negative about UFOs and 
by others for even bothering with such things in the first place. And 
criticism is the one thing that a bureaucracy-whether military, government, or otherwise-simply cannot live with. 

It is the very nature of the bureaucratic animal to do its utmost to 
keep popular dissatisfaction with it to an absolute minimum. It knows 
that when the situation gets too &quot;hot&quot; somebody must be sacrificed, a 
scapegoat to be offered up in an attempt to placate the public furor. 
Criticism jeopardizes not only promotions but next year&#39;s budget as 
well. Thus all controversies must appear to be resolved, all questions 
must appear to be answered, regardless of the actual facts. This is the 
real reason for the Air Force&#39;s often hasty investigations of UFOs, for 
its practice of grabbing at the first explanation for a UFO sighting to 
come along, regardless of whether it fits the facts. The U.S. Air Force 
was not attempting to explain UFOs, to cover them up, or to do anything except to get out of the spotlight. 

The day after the sighting, Spaur received a brief, low-keyed telephone call from Major Hector Quintanella Jr., head of the Air Force&#39;s 
Project Blue Book. According to Spaur, the conversation began with 
Quintanella requesting him to &quot;tell me about this mirage you saw.&quot; [22] 

Quintanella appeared to be unfamiliar with many of the significant 
details concerning the incident, although the story of the chase had 
been widely reported in the papers and on radio and TV; certainly one 
would expect the Air Force&#39;s chief UFO investigator to keep himself at 
least reasonably well informed on such significant developments. 
Spaur was disappointed at what he felt was the brevity and superficiality of Quintanella&#39;s telephone interview. 

Several days later, after an almost negligible investigative effort, the 
Air Force released its conclusion: the deputies had seen the Echo satellite and had then transferred their attention to Venus, which they then 
&quot;chased&quot; into Pennsylvania.[23] While this hypothesis appears to be at 
least partially correct, as the present analysis shows, Quintanella had 
based his conclusion upon a superficial analysis of a very complex UFO 
sighting, and he was unable to defend his analysis when it was challenged. In fact, the Blue Book file on this case actually contains a 
&quot;Memo for the Record&quot; that states, &quot;Definitely not Echo 1 or Echo II. 
They were over the southern hemisphere at the time of the sighting.&quot; 
Blue Book was unable to establish the presence of any bright satellite 
over Ohio at that time. The superficiality of the Blue Book investigation is further revealed by their half-hearted attempt to determine the 
position of the Pegasus satellites. They gave up after two phone calls, 
convinced that the information was not available. [24] Yet James Oberg was 
able to locate these records for me without difficulty some ten years 
later. Neither Pegasus nor any other bright satellites had been visible. 
&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Weitzel and the other UFO proponents correctly jumped all over 
Quintanella for the many aspects of the sighting he had ignored, for 
example, the alleged changes in the object&#39;s direction and the simultaneous sighting of Floyd and Venus. There was in principle no reason 
that Quintanella could not have launched an in-depth investigation 
into the sighting, and after a period of weeks or months he might have 
produced an entirely satisfactory explanation for every major aspect of 
the sighting. But the news media pressure was on. The Air Force didn&#39;t 
need the correct answer in six months, when all the headlines would 
have been forgotten and the crisis would be past. They needed an 
answer in a hurry, any answer: Congress was beginning to stir! 

After chatting with Spaur for a few minutes on the telephone, the 
Air Force would have been perfectly happy to let the incident die right 
there: superficial investigation, superficial conclusion. But the pro-UFO forces, led by William Weitzel, were stirring up a storm. Ohio 
Congressman William Stanton began to pressure the Air Force for a 
reevaluation of the incident, and he was joined by a number of other 
prominent local citizens. Political clout, the only force capable of prevailing against bureaucratic inertia, began to work its magic: Quintanella would travel to Ravenna to interview the witnesses. 

It seems that both sides intended to play silly games with this interview. Quintanella came only because he had to, out of concern for the 
Air Force&#39;s public image. He did his best to &quot;snow&quot; Spaur and the 
other deputies with impressive scientific facts and figures that sounded 
none the less convincing for being absurd and incorrect. Spaur, meanwhile,
had evidently been carefully &quot;coached&quot; by the pro-UFO forces. 
(Weitzel and several of his UFO colleagues were in the building at the 
time, but they were not permitted to be present at the interview.) 
Someone else clearly must have prepared little speeches for Spaur, 
which he recited in singsong fashion, and not very successfully at that. 
The ensuing interview, recorded by Weitzel, reveals the depth to which 
the &quot;science&quot; of UFOlogy can sink when it degenerates into a game 
and is played by partisans who are more interested in scoring points 
than in finding the truth. 

&quot;Venus, Venus,&quot; muttered Quintanella as he rattled some papers, 
&quot;Venus today rises at 02:49 in the morning, and it rises at 110 degrees azimuth 
and 25 degrees elevation.&quot; This is absurd. On the morning of the chase, Venus 
rose at about 4:00 A.M., at 100° azimuth; the figures he cites are not 
correct for the day of the interview either. The Major also seems to 
have forgotten that, by definition, everything always rises at exactly 
zero degrees elevation! Quintanella was obviously putting on a show to 
impress the deputies. &quot;It doesn&#39;t have to rise low on the horizon,&quot; he 
added knowledgeably, &quot;it can rise high. But it&#39;s on the ecliptic, yes, it&#39;s 
always on the ecliptic.&quot; Spaur was snowed. &quot;Okay, so it&#39;s on the 
ecliptic,&quot; he meekly conceded. (I wonder if either of the two men 
could have defined the ward ecliptic.) Score one for Quintanella. 

But Deputy Spaur was not prepared to give up without a fight. He 
had been provided the ammunition that (it was hoped) would permit 
him to demolish the satellite-Venus hypothesis, if he could only deliver 
it without slipping up. &quot;First of all,&quot; Spaur boldly began, &quot;as I understand it, a satellite orbits at about seven thousand, three hundred and 
sorne miles an hour, to seven thousand, five hundred. I may be wrong.&quot; 
He is. Spaur had rattled off the numbers admirably, but he had accidentally left out a syllable throughout his recitation: satellites orbit at 
seventeen thousand miles an hour not seven thousand. But no matter, 
because Quintanella didn&#39;t know the difference. Score one for Spaur. 

&quot;Second of all,&quot; Spaur continued, any satellite that came as low as 
Floyd reportedly did would quickly burn up in the atmosphere. This is 
true, but totally irrelevant, since UFOlogical experience clearly indicates that there is little relationship between the estimated altitude of 
an unidentified object and its actual altitude.&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;&quot;Second of all,&quot; continued Spaur (he meant &quot;third of all&quot;), &quot;our 
satellite doesn&#39;t stop and go, and go up and dawn.&quot; &quot;No, they zig-zag,&quot; 
Quintanella soberly stated. The Major paused for a moment and realized what an idiotic thing he had just said. A correction: they only appear 
to zig-zag, he somewhat sheepishly restated. Score another for Spaur.&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;&quot;Second of all&quot; (by now Spaur should have reached &quot;fourth of 
all&quot;), &#39;Tm under the impression that Venus rises out of the east as the 
morning star. Now this is probably another thing that&#39;s wrong, I&#39;m not 
sure.&quot; Spaur is quite correct, but he should have stuck to his guns: he 
who equivocates is lost. &quot;Depends ... depends,&quot; Quintanella slyly asserted, &quot;sometimes it&#39;ll rise right over you.&quot; That is ridiculous, of 
course, but Spaur was defeated; his pro-UFO allies were not present to 
come to his rescue. &quot;Oh, okay,&quot; he reluctantly conceded. Score 
another for Quintanella. 

In the end, the interview counted for nothing. No minds were 
changed because none were open for an impartial examination of the 
evidence. Both NICAP and Quintanella stubbornly held to their previously stated positions, each of them refusing to take note of the 
serious inconsistencies in their own analyses. We are fortunate, however, that the Great UFO Chase has afforded us an unparalleled 
opportunity to observe both the Air Force&#39;s Project Blue Book and the 
pro-UFO forces in action and to note the shortcomings of each. 

Although the Air Force happened upon a substantially (though not 
completely) correct hypothesis to explain the sighting, they did not 
assemble enough information to justify their conclusions. Hence they 
were incapable of defending them when challenged. It must be conceded that even though the NICAP forces led by William Weitzel had 
reached an erroneous conclusion and defended it vehemently, there is 
no question that the thoroughness of their investigation was more 
impressive than the slipshod work done by the Air Force on this case.&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;Even the aftermath of the Great UFO Chase was suitably dramatic. 
Six months after the incident, on October 9, 1966, the Associated 
Press issued a story by John De Groot that was widely carried in newspapers from coast to coast. It alleged that the flying-saucer incident 
had changed Spaur&#39;s life into a &quot;nightmare.&quot; In it we read that his personal life was shattered by the publicity and ridicule that descended 
upon him in the wake of the Great UFO Chase. &quot;He is no longer a 
deputy sheriff. His marriage is shattered. He has lost forty pounds. He 
lives on a bowl of cereal and a sandwich each day.&quot; Spaur was depicted 
as living in a lonely motel room, estranged from his wife and children, 
having literally no money left from his meager paycheck as a painter 
after he paid for his motel room and court-ordered child support. 

And he blames everything on Floyd: &quot;Saucer... ##@@!&#39; Spaur 
said bitterly. If he could change any or all of his past life, he reflected. 
only one thing would need to be changed: &quot;the night we chased that 
damned thing.&quot;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWrI5svC5z4CaICrkuZ8o_TOXFfBncZ5RJUq6zDTh8sUO_XtLd0hgCeDmbRc6sY55Lxn4n6WRXBKlaY6TZ3f2nGZp6EGi3vVyt9wT1z2t0mgZCuRF7Hut3dqaLGLDAA1rYE1XwbgTFePKwxntmkH8RnZv5JVwR_UbxFL6GAsznYgrtB7AXyugg8dCnAA/s1918/CE3K_PoliceChase.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;935&quot; data-original-width=&quot;1918&quot; height=&quot;312&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWrI5svC5z4CaICrkuZ8o_TOXFfBncZ5RJUq6zDTh8sUO_XtLd0hgCeDmbRc6sY55Lxn4n6WRXBKlaY6TZ3f2nGZp6EGi3vVyt9wT1z2t0mgZCuRF7Hut3dqaLGLDAA1rYE1XwbgTFePKwxntmkH8RnZv5JVwR_UbxFL6GAsznYgrtB7AXyugg8dCnAA/w640-h312/CE3K_PoliceChase.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;The scene in &quot;Close Encounters&quot; where police cars chase UFOs was obviously inspired by this case. &lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;&amp;nbsp;I do not claim to have any inside information concerning the private life of Dale F. Spaur, either before or after the UFO chase. 
Nonetheless, it does seem to me that it is all too convenient for a lonely and bitter man to blame all of the troubles in his life on a flying 
saucer. It cannot be denied that the publicity following in the wake of 
such a famous UFO incident may well prove to be difficult and upsetting. But to suggest that such an incident alone could be responsible 
for turning an otherwise healthy family life topsy-turvy is exactly the 
sort of psychological crutch to which a person in a difficult situation 
might well cling. There are too many instances in which reports of 
famous UFO sightings do not cause such disastrous upheavals in the 
witnesses&#39; lives to lead one to believe that the UFO incident was the 
only reason for this unhappy outcome. (Spaur&#39;s personal difficulties in 
the wake of his UFO sighting appear to be the inspiration behind 
UFO-buff Steven Spielberg&#39;s portrayal of the Neary family breakup 
after the father&#39;s UFO sighting in the movie Close Encounters of the 
Third Kind. &lt;a href=&quot;https://www.youtube.com/watch?v=8MW3KJUa8FQ&quot; target=&quot;_blank&quot;&gt;Another scene in this movie, where several police cars 
chase a UFO across a state line, is an obvious dramatization of Spaur&#39;s 
experience&lt;/a&gt;.)&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;Daniese Spaur filed charges of assault and battery against Dale on 
August 2, but when the case came to trial on October 17, it was dismissed by the prosecutor, with the costs to be paid by the complainant: 
Daniese wound up paying $14.90 in court costs. The results of the 
&quot;divorce&quot; proceedings are even more curious. Daniese Evonne Spaur 
vs. Dale Floyd Spaur, Court of Common Pleas, Ravenna, Ohio, 
October 21, 1966: &quot;The court finds that no common-law marriage 
existed between the parties. Therefore it is adjudged and decreed that 
this case be dismissed at plaintiff&#39;s cast.&quot; Apparently Dale and Daniese 
had never actually been married! [25]&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTL6YiPsKnTW8QQbHd_DISpNsZatidl3yh-O9yAEe_pWbAI03FGGT45gB4FroNuuCcf2_VVWn9A8-MO3JCn1p-1mkBuO_PMofK3oSxN22YKHj4Hpmim01kySrFEdKvOHoHp55F2j92MlpQUEYqEwKUhs_HmkujXJja3tpJojyRE6T3j7KukLSPJ0mhag/s936/SpaurHaunted.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;403&quot; data-original-width=&quot;936&quot; height=&quot;276&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTL6YiPsKnTW8QQbHd_DISpNsZatidl3yh-O9yAEe_pWbAI03FGGT45gB4FroNuuCcf2_VVWn9A8-MO3JCn1p-1mkBuO_PMofK3oSxN22YKHj4Hpmim01kySrFEdKvOHoHp55F2j92MlpQUEYqEwKUhs_HmkujXJja3tpJojyRE6T3j7KukLSPJ0mhag/w640-h276/SpaurHaunted.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;Following publication of the De Groot story, Spaur appears to have 
completely vanished. In 1972 the Dayton Daily News attempted to locate 
him for a follow-up story, without success.[26] Spaur reportedly turned 
up at a meeting of a UFO organization in Cleveland in February of 
1975. He claimed to be earning a living as a professional race-car 
driver in Erie, Pennsylvania. He was still hoping for a reevaluation of 
his UFO chase. [27] The latest accounts say that Spaur is now living in a 
small town in West Virginia. (Weitzel had earlier noted Spaur&#39;s racing 
experience, which reportedly &quot;paid off&quot; during the chase. Spaur&#39;s 
enthusiasm for automobile racing might go a long way toward 
explaining the zest with which he pursued a supposed UFO at speeds 
of more than a hundred miles an hour.)&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Such is the story of the flying saucer named Floyd. It is a classic 
sighting. It is also full of holes. Dr. J. Allen Hynek rated this case as a 
&quot;strong unidentified.&quot; Hynek writes, &quot;I have presented aspects of this 
case in sorne detail because although it is just one of a great many similar cases, it is a fine example ... of a Close Encounter of the First 
Kind.&quot; [28] Hynek&#39;s evaluation of this case is especially perplexing. 
During March of 1966 he witnessed firsthand the &quot;near hysteria&quot; (his 
own words) over UFOs in Michigan, as police officers imagined celestial objects to be brilliant &quot;moving&quot; UFOs. But when the same scenario 
was repeated a month later in Ohio, Hynek, who was not present this 
time, reached the conclusion that the policemen must indeed have 
sighted a genuine UFO! 

The late Dr. McDonald considered the evidence assembled in support of this case to be &quot;outstanding.&quot; Yet none of these recognized UFO 
authorities seemed to take the slightest notice that Spaur was revealed 
in the De Groot piece to be a UFO &quot;repeater,&quot; a clear sign that a 
person&#39;s UFO testimony had best be taken with a grain of salt. It is 
remarkable how readily such well-known UFO &quot;experts&quot; can be misled 
by inaccurate data, inaccurate reporting, and a powerful will to believe. 

In &lt;i&gt;UFOs and the Limits of Science&lt;/i&gt;, Ronald Storv examines and rejects 
an abbreviated prepublication version of this analysis, maintaining 
that the Spaur case &quot;stands as one of the &#39;top ten,&#39; an embarrassment 
to the Air Force and to the UFO debunkers.&quot; [29] If this tattered and torn 
case is held forth as one of the ten most convincing of all time, it demonstrates dramatically how flimsy the many thousands of weaker ones must be. After reading &lt;i&gt;The &lt;/i&gt;&lt;i&gt;U&lt;/i&gt;&lt;i&gt;FO Verdict&lt;/i&gt;, however, Story wrote me that he has lost confidence in several of his &quot;top ten&quot; cases, and planned to 
say so publicly. 
&lt;/p&gt;&lt;pre class=&quot;western&quot;&gt;&amp;nbsp;&lt;/pre&gt;&lt;pre class=&quot;western&quot;&gt;NOTES 
&lt;span style=&quot;font-size: small;&quot;&gt;1. James E. McDonald&#39;s endorsement was given to NICAP, October 30,1966. 

2. J. Allen Hynek was called the “Galileo of UFOlogv&quot; by &lt;i&gt;N&lt;/i&gt;&lt;i&gt;ewsweek&lt;/i&gt;, November 21, 1977, p. 97;&lt;br /&gt;
   the &quot;Galileo of UFO Studies&quot; bv &lt;i&gt;Oui&lt;/i&gt;, April 1977, cover. 

3. Hynek, &quot;Are Flying Saucers Real?&quot; &lt;i&gt;Saturday Evening Post&lt;/i&gt;, December 17, 1966, p. 20. 

4. Flying Saucers (New York: Look Special Publication, Cowles Communications, 1967), p. 39.

5. Edward U. Condon, Scientific Study of Unidentified Objects, Case 53; 
&lt;br /&gt;   supplement to Ravenna Record Courier, April 18, 1966. 

6. Spaur and Neff&#39;s interview with the Air Force&#39;s Project Blue Book was 
   taped by William Weitzel, and copies were widely distributed. 

7. Philip]. Klass, &lt;i&gt;UFOs Explained&lt;/i&gt; (New York: Random House, 1974), p. 42. 

8. William Weitzel, &quot;Into the Middle of Hell,&quot; &lt;i&gt;UFO Reports&lt;/i&gt;, October 
   1967, p. 45. 

9. East Liverpool (Ohio) &lt;i&gt;Review&lt;/i&gt;, April 18, 1966. Interview with Huston.
 
10. Weitzel, Report of NICAP Pennsylvania Unit No. 1, April 8, 1967.
 
11. Weitzel, Report to NICAP, June 23, 1966.
 
12. Weitzel, &lt;i&gt;UFO Reports&lt;/i&gt;, October 1967, p. 41.
 
13. Tom Schley, Beaver County Times, April 18, 1966.
 
14. Project Blue Book interview, May 10, 1966.
 
15. Project Blue Book interview, May 10, 1966.
 
16. Hynek, &lt;i&gt;The UFO Experience&lt;/i&gt;, chapter 8; Blum, &lt;i&gt;Beyond Earth&lt;/i&gt;, chapter 9.
 
17. &lt;i&gt;Cleveland Plain Dealer&lt;/i&gt;, April18, 1966. 

18. East Liverpool Review, April18, 1966.
 
19. Beaver County Times, April18, 1966.
 
20. U.S. Air Force Project Blue Book files.
 
21. Pittsburgh Post Gazette, April 18, 1966.
 
22. Weitzel, UFO Reports, October 1967, p. 44.
 
23. Weitzel, UFO Reports, p. 45.
 
24. Memo for the record, Project Blue Book files.
 
25. State of Ohio vs. Dale Spaur, State Case No. 62775; Court of Common Pleas, Case no. 34849.
 
26. Dayton (Ohio) Daily News, May 26, 1972.
 
27. Joseph Wittemer, personal Correspondence.
 
28. Hynek, The UFO Experience, chapter 8.
 
29. Ronald Story, UFOs and the Limits of Science (New York: William Morrow and Company, 1981),
&lt;br /&gt;    p. 173.
 
30. Personal correspondence from Ronald Story, August 6, 1981.



&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;/span&gt;&lt;/pre&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/1156274518034506518/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/04/a-flying-saucer-named-floyd.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/1156274518034506518'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/1156274518034506518'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/04/a-flying-saucer-named-floyd.html' title='A Flying Saucer Named Floyd '/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMlPhTyZ5hQRMzHbD9ee1as-nPcqjmtFEdG05rUyPrd90TxFnFVsD5oxWs0G-NHgxam_pLayvmSErrrwwipR7s2GIC_MGktHYjcrEebKsurO4awEb6DiF6yDu8TkUUoarg-VBemtj4uh1BGhd7wgyvxV4Zl3N6D1EqrTT2dR4AwPSwY6jpIOwvbKLhHw/s72-w387-h640-c/DaleSpaurFlashlight.jpg" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8104600450225406597.post-223778099784936234</id><published>2023-02-18T15:06:00.000-08:00</published><updated>2023-02-18T15:06:57.201-08:00</updated><title type='text'>Do Pilots Make &#39;Relatively Poor&#39; Witnesses?</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Believe it or not, that is true.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;A lot has been happening in UFOdumb these past few weeks. I didn&#39;t write about it because the media coverage was omnipresent, and I didn&#39;t really have anything to add to the cacophony. &lt;a href=&quot;https://badufos.blogspot.com/2022/12/the-ufo-bubble-goes-pop.html&quot; target=&quot;_blank&quot;&gt;On December 3 I noted that the report required to be sent to Congress on UFOs (or &quot;UAPs&quot;) by the Office of the Director of National Intelligence (ODNI) on October 31 was late&lt;/a&gt;. When it was finally released on January 12, it was a huge disappointment to all. As the Canadian UFO researcher Chris Rutkowski noted on Facebook&#39;s UFO Updates,&lt;/p&gt;&lt;p style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;&lt;a href=&quot;https://www.dni.gov/files/ODNI/documents/assessments/Unclassified-2022-Annual-Report-UAP.pdf&quot; target=&quot;_blank&quot;&gt;Yes, the long-awaited AARO report on UAP is out&lt;/a&gt;. Long on verbiage but short on case details, as I and others predicted. Including the 144 cases noted in the first report in 2021, this new report notes 510 cases were received by the end of August 2022. One significant point is that there are no details or case breakdowns in this unclassified version of the report.... However, we can see that the AARO UFO case data is just as difficult to parse as that received by civilian UFO groups. The AARO report notes: &quot;...many reports lack enough detailed data to enable attribution of UAP with high certainty.&quot;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSYgDNGG-ksI7PTY4wy9mCLCjlrpYsZJjBRMwanlP1mhb8Qii__TsxqLzZOrbVT7u8ATW_ALTCXpRiBnGlHh0OPxIOavbp7DNFiCh8Xvw0zHrfwIqHGrXMZlwSeZvoj9AK1OP2q7RcQq1slonHpCVZVbgsX5POukiivkLikoLfGP7zDxK-vHXTdlDRKw/s671/dni2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;432&quot; data-original-width=&quot;671&quot; height=&quot;413&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSYgDNGG-ksI7PTY4wy9mCLCjlrpYsZJjBRMwanlP1mhb8Qii__TsxqLzZOrbVT7u8ATW_ALTCXpRiBnGlHh0OPxIOavbp7DNFiCh8Xvw0zHrfwIqHGrXMZlwSeZvoj9AK1OP2q7RcQq1slonHpCVZVbgsX5POukiivkLikoLfGP7zDxK-vHXTdlDRKw/w640-h413/dni2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&quot;Long on verbiage but short on case details.&quot; Exactly. The Pentagon now has 510 cases of reported UAPs (UFOs). While this might sound impressive, recall that Project Blue Book, which ended in 1969, had amassed&amp;nbsp; 12,618 reports, and none of them amounted to anything significant, or added to our knowledge of any subject, even after more than 50 years of investigation. Project Blue Book listed a total of 701 cases as &quot;unidentified&quot;&amp;nbsp; (5.6%), many of which have now been investigated and explained by further analysis. (&lt;a href=&quot;http://www.astronomyufo.com/UFO/SUNlite.htm&quot; target=&quot;_blank&quot;&gt;Tim Printy has resolved a lot of these Blue Book &quot;unknowns.&quot;&lt;/a&gt;)&amp;nbsp; Most of the cases in the DNI report are supposedly &quot;unexplained,&quot; which suggests that the investigators really don&#39;t understand what they are doing, and have little or no understanding of UFO history. &lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Now, we are suddenly in the midst of some Balloon Mania (or perhaps, &quot;Ballonacy&quot;), after a Chinese spy balloon was allowed to cross over all of North America, from Alaska to South Carolina, before finally being shot down, and falling into the ocean. Perhaps because Biden&#39;s response to this incursion has been characterized as anemic, or even &quot;wimpy,&quot; the administration now seems to be rushing to the opposite extreme: find every unidentified balloon over North America, and shoot it down.&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfM5CqQVs-DUZTuHVyOdu_s1JXDykp5swX8510hB0kdXVuIxjH_pQinXDCPzgavqzmkK6O7RfySDCb6zRM7VCJz3NtqVM2LVmqGZM_R6uR89sc9u2qyvK9HbrRlXz1AAYTfwGOBVj0m2S5kATjjABY4SlADz8enTc_94jr_3RKHcufVCLUTP3NBrSttw/s496/Clipboard22.jpg&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;496&quot; data-original-width=&quot;495&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfM5CqQVs-DUZTuHVyOdu_s1JXDykp5swX8510hB0kdXVuIxjH_pQinXDCPzgavqzmkK6O7RfySDCb6zRM7VCJz3NtqVM2LVmqGZM_R6uR89sc9u2qyvK9HbrRlXz1AAYTfwGOBVj0m2S5kATjjABY4SlADz8enTc_94jr_3RKHcufVCLUTP3NBrSttw/w199-h200/Clipboard22.jpg&quot; width=&quot;199&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;An Octagonal balloon.&lt;/span&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;So far, three more &quot;unidentified&quot; objects have been shot down in recent days, not counting the Chinese spy balloon. &lt;a href=&quot;https://abcnews.go.com/Politics/3-objects-flying-us-canada-balloons-schumer-congress/story?id=97055660&quot; target=&quot;_blank&quot;&gt;According to some accounts, all of these objects have been balloons&lt;/a&gt;, which sounds very plausible. Other accounts, however, insist that the objects remain unidentified. &lt;a href=&quot;https://www.cnn.com/2023/02/11/politics/unidentified-object-alaska-military-latest/index.html&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;As noted in a CNN report,&lt;/a&gt; &quot;Some pilots also claimed to have seen no identifiable propulsion on the object, and could not explain how it was staying in the air, despite the object cruising at an altitude of 40,000 feet.&quot; &lt;b&gt;Do some pilots really not understand that an object that is lighter than air does not need &quot;propulsion&quot; to remain aloft??&amp;nbsp; &lt;/b&gt;&lt;a href=&quot;https://www.newsweek.com/ufo-octagon-shaped-shot-down-mystery-1781166&quot; target=&quot;_blank&quot;&gt;One pilot described a balloon he shot down as &quot;octagonal,&quot;&lt;/a&gt; a common shape for party balloons. It has also been suggested that &lt;a href=&quot;https://www.rtl-sdr.com/the-us-airforce-may-have-shot-down-an-amateur-radio-pico-balloon-over-canada/&quot; target=&quot;_blank&quot;&gt;the Air Force may have shot down an amateur radio &quot;pico&quot; balloon over Canada&lt;/a&gt;. Such balloons are only about a meter in diameter, and carry lightweight electronics powered by solar panels.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Yet the pilots involved in the shootdown were unable to identify the objects sighted, &lt;a href=&quot;https://nypost.com/2023/02/16/ufo-shot-down-by-400k-us-missile-may-have-been-a-12-hobby-balloon/&quot; target=&quot;_blank&quot;&gt;even as they fired a $400,000 missile at what was likely a $12 balloon&lt;/a&gt;. How can that be? &lt;a href=&quot;http://www.debunker.com/texts/kean.htm&quot; target=&quot;_blank&quot;&gt;According to Leslie Kean,&lt;/a&gt; the &lt;i&gt;New York Times&lt;/i&gt;&#39; trusted UFO author (&lt;a href=&quot;https://badufos.blogspot.com/2020/11/the-ghost-and-ms-kean.html&quot; target=&quot;_blank&quot;&gt;and ghost promoter&lt;/a&gt;), pilots&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;represent the world’s most experienced and best-trained observers of everything that flies… these unique circumstances potentially transform any jet aircraft into a specialized flying laboratory for the study of rare anomalous phenomena. &lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;She seems to actually believe that pilots are some sort of super-observer, whose reported observations cannot be disputed. Unfortunately, that claim is based on assumptions, not on facts. J. Allen Hynek, the scientific advisor to the Air Force&#39;s Project Blue Book, had the opposite view. He wrote,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpDuxwChEVeVyQl-KgrnRQHiyT8NdGt78yoGfsRe0so9kAKlMiRnVSH88lItNKUitWhAJI3YAIY7fvxmcl9ur_mPpQZHjWWJf2biRRLjZBEZlhq34LVKVtGLE1HvdGzS-v8kViZg_qww9h2REVjztD8MxgvyfddpyCprIg_VqXUkEIVt8KvnkOt1vMqg/s958/Hynek_UFO_Report.jpg&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;958&quot; data-original-width=&quot;576&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpDuxwChEVeVyQl-KgrnRQHiyT8NdGt78yoGfsRe0so9kAKlMiRnVSH88lItNKUitWhAJI3YAIY7fvxmcl9ur_mPpQZHjWWJf2biRRLjZBEZlhq34LVKVtGLE1HvdGzS-v8kViZg_qww9h2REVjztD8MxgvyfddpyCprIg_VqXUkEIVt8KvnkOt1vMqg/s320/Hynek_UFO_Report.jpg&quot; width=&quot;192&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Surprisingly, commercial and military pilots appear to make relatively poor witnesses (&lt;i&gt;The Hynek UFO Report&lt;/i&gt;, Dell, 1977, p. 271&lt;i&gt;)&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;http://www.jamesoberg.com/ufo.html&quot; target=&quot;_blank&quot;&gt;Space writer and skeptic James Oberg&lt;/a&gt; gives us an explanation of this:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;I just think we need to keep in mind that fighter pilots are NOT &#39;trained observers&#39;, they are &#39;trained SURVIVORS&quot;.&amp;nbsp; They live to retire&amp;nbsp; and get their pensions by interpreting all visual cues in the most hazardous possible form, as embryonic indications of somebody trying to kill you.&amp;nbsp; They &#39;don&#39;t think twice&#39; in such cases, they are better-safe-than-sorry in their immediate instinctive actions. If it turns out the visual cues were NOT dangerous, at worst there is some embarrassment and teasing, but it beats the alternative -- funerals.&amp;nbsp; I&#39;ve seen recent cases where they got into dogfight mode over&amp;nbsp; visual stimuli hundreds of miles away -- AS THEY SHOULD, if in doubt at all. &lt;br /&gt;&lt;br /&gt;As Hynek and others have repeatedly discovered, pilots are not dispassionate nature-viewers, they are survival-focused specialists in avoiding lethal hazards in the air, and as such they properly interpret visual stimuli in the most hazardous [and closest] manifestation, AS THEY SHOULD. As early as the 1930s scientists realized that pilots were POOR observers of mid-air objects such as meteors and they continue to be poor observers of missile and space events, and we WANT them to be, in order to enhance the chances of them and their passengers staying alive -- better too many &#39;false-positive&#39; avoidance reactions, than a single false-negative in a genuine collision-course event.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Oberg cites a 1936 article,&lt;a href=&quot;https://articles.adsabs.harvard.edu/cgi-bin/nph-iarticle_query?bibcode=1936PA.....44...45N&amp;amp;db_key=AST&amp;amp;page_ind=0&amp;amp;data_type=GIF&amp;amp;type=SCREEN_VIEW&amp;amp;classic=YES&quot; target=&quot;_blank&quot;&gt; &lt;i&gt;Air Pilots and &quot;Meteor Hazards&quot;&lt;/i&gt; by H. H. Ninger&lt;/a&gt;, published in &lt;i&gt;Popular Astronomy&lt;/i&gt; (V. 44, p. 45). It notes,&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;margin-left: 40px; text-align: justify;&quot;&gt;Press reports lead us to believe that air pilots are subject to a rather serious hazard because of meteors. Recently the newspapers carried a startling account of how a resourceful pilot battled a shower of meteors and by an ingenious series of dips and swerves averted what would have proved to be a major disaster had the plane been piloted by a less dexterous hand. The culmination of this amazing feat of aerial acrobatics was a plunge for safety into a canyon. Thus, by the preservation of eleven lives and a valuable aircraft, a new name was added to the already long list of aerial heroes! Only a few months ago, another keen-witted pilot saved himself and his precious of mail by dipping the right wing of his plane to avoid one of those dreadful blazing projectiles in Nebraska. In March, two years ago, two pilots in the southwest related their hair-raising experiences as they found themselves facing an aerial inferno; but fortunately both of them were spared.&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;The article relates several such more incidents, then goes on to show that the pilots were many miles from the actual location of these meteors. Also, all such visible meteors occur high in the stratosphere, &quot;far above any height ever reached in ordinary flying.&quot; So these pilots&#39; breathless accounts of their narrow escape from approaching meteors are, sorry to say, wildly inaccurate.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;So the next time you hear someone say that the accounts of unidentified aerial objects told by pilots must be assumed to be accurate, remember that the correct answer is: not necessarily!&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&amp;nbsp;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://badufos.blogspot.com/feeds/223778099784936234/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://badufos.blogspot.com/2023/02/do-pilots-make-relatively-poor-witnesses.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/223778099784936234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8104600450225406597/posts/default/223778099784936234'/><link rel='alternate' type='text/html' href='http://badufos.blogspot.com/2023/02/do-pilots-make-relatively-poor-witnesses.html' title='Do Pilots Make &#39;Relatively Poor&#39; Witnesses?'/><author><name>Robert Sheaffer</name><uri>http://www.blogger.com/profile/15324537021429419111</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCM-jiFkugBV_eXYnhjXikeJeDNCzFeM1aUejmU3u48eC5jx_7nBbBb1_7wKEdC3_hHJcds77IVSssDLTO3gFIbC502rzPaVhAaoFj4ikNkCUmapTe5On5LWtc85Fnwg/s113/TableTelescope2.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSYgDNGG-ksI7PTY4wy9mCLCjlrpYsZJjBRMwanlP1mhb8Qii__TsxqLzZOrbVT7u8ATW_ALTCXpRiBnGlHh0OPxIOavbp7DNFiCh8Xvw0zHrfwIqHGrXMZlwSeZvoj9AK1OP2q7RcQq1slonHpCVZVbgsX5POukiivkLikoLfGP7zDxK-vHXTdlDRKw/s72-w640-h413-c/dni2.jpg" height="72" width="72"/><thr:total>8</thr:total></entry></feed>