<?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: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-3689027895305891537</id><updated>2011-12-16T10:57:41.311-08:00</updated><category term='Islam'/><category term='Alchemy'/><category term='economics'/><category term='Iran'/><category term='Christopher Hitchens'/><category term='Saints and Angels'/><category term='Christianity'/><category term='Philosophy'/><category term='History'/><category term='Founding Fathers'/><category term='Science'/><category term='Buddhism'/><category term='Finnegans Wake'/><category term='Judaism'/><category term='Kabbalah'/><title type='text'>The Metaphysician's Journal</title><subtitle type='html'>Performing Surgery on Religion</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://metaphysicians-journal.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://metaphysicians-journal.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Sean-Ryan King</name><uri>http://www.blogger.com/profile/10216501753488392793</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='14' height='32' src='http://2.bp.blogspot.com/_Tc6t7_udbMM/SVrm7bCoKZI/AAAAAAAAAAM/1dtCb1lsGuk/S220/n11515654_35101994_8687.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>7</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3689027895305891537.post-3121804338506004923</id><published>2011-12-16T08:35:00.000-08:00</published><updated>2011-12-16T10:57:41.426-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Finnegans Wake'/><category scheme='http://www.blogger.com/atom/ns#' term='Christopher Hitchens'/><title type='text'>Hitchens Wake</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img style="width: 259px; height: 345px; color: rgb(0, 0, 0);" 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" alt="" /&gt;&lt;/div&gt;&lt;h6  style="font-weight: normal; font-family: georgia;font-family:georgia;" class="uiStreamMessage" ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span style="font-size:180%;"&gt;I was working on an essay about Finnegans Wake with which I was going to reopen this blog last night when I read about Hitchens' death, and as I slept, I dreamed of his wake.  When I woke, the bare bones of this poem (?) were in my head:&lt;/span&gt;&lt;/h6&gt;&lt;h6  style=" font-weight: normal;font-family:georgia;" class="uiStreamMessage" ft="{&amp;quot;type&amp;quot;:1}"&gt;&lt;span style="font-size:180%;"&gt;&lt;span class="messageBody" ft="{&amp;quot;type&amp;quot;:3}"&gt;"Ere  goes Chris Hitchens, arse solid man, two thumbs to his mind and eight  fingers to his mouth.  Terribly burned with ashen faggot, another nail in a gauguin, he  stood on bothsides of selfabuse, for the bodies but against the Head.  I  hope to see him glorified in this afterlife, fighting stilllife the  corpus of his Mother Theresa."&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt; For those who need to know:  "Ere goes" is "here goes" and "there goes, as in "there but for the grace of God go I," but it is also "therefore", since death is a logical progression of life, and Kurt Vonnegut's "so it goes."&lt;br /&gt;&lt;br /&gt;"Arse solid man" is a pun on Finnegans Wake's line about Haveth Childers Everywhere as an "erse solid man," meaning a good Celtic man as well as being formerly a body (as Hitch was born in Scotland and, like HCE, is now only thoughts and memories).  The "arse solid" means, of course, "hardass" or "a real ass", which is who Hitch was.&lt;br /&gt;&lt;br /&gt;"Two thumbs to his mind" suggests his mind being both evolved and trusting in evolution, while "eight fingers to his mouth" references his proclivity for typing as well as suggesting whistleblowing (two fingers in the mouth is normal, so eight fingers means a lot of it?).&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 313px; height: 255px;" 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" alt="" /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;I am a little hesitant about the line "terribly burned with ashen faggot," and posted it on facebook as only "badly burned," but I feel that it works more than it doesn't.  The "terribly burned" suggests not just cigarettes and chemotherapy, but also being burned at the stake (&lt;span style="font-style: italic;"&gt;Portrait of the Artist&lt;/span&gt; has Stephen say that astronomer Giordano Bruno was "terribly burned" by the Church), not to mention burning in Hell.  He does this "with ashen faggot," primarily referring to cigarettes but also to Hitch being angry ("burned") with Christian traditions, such as the "ashen faggot" of English Christmases, and to the even worse Christian tradition of thinking that gay people and atheists will burn in hell.&lt;br /&gt;&lt;br /&gt;People refer to cigarettes, the thing which killed Hitch, as "another nail in the coffin," and every death is a nail in some coffin or other.  I changed it to "gauguin" to (a) suggest the connection between "coffin" and "coughing," but also (b) for the impressionist painter Paul Gauguin and his work "The Yellow Christ."&lt;br /&gt;&lt;br /&gt;The line "he stood on bothsides of selfabuse, for the bodies but against the Head," isn't all that cryptic for those who know Hitch's life.  He was for smoking, drinking, and masturbation (self-abuse of the body), but against circumcision and religion (abuse of the head).  Being "for the bodies but against the Head" also suggests  being for the working man, as Hitch had socialist leanings, and being for materialism and against the divine Godhead (a term for the Holy Trinity, not the actual head of God).&lt;br /&gt;&lt;br /&gt;The last line is probably the easiest- I hope to see him, not in Heaven with a glorified (perfected) body, but on earth remembered for the good he did ("glorified in this afterlife").  "Fighting stilllife" means I hope to see him remembered as he lived, a fighter for change ("fighting stilllife" could also mean "against a heaven where nothing changes and nothing dies," but I didn't realize it could be read that way until after I wrote it).&lt;br /&gt;&lt;br /&gt;Finally, the last bit has something wonderfully Joycean going on.  It has to do with Mother Theresa, who Hitch hated ("&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:times new roman;"&gt;She           &lt;/span&gt;&lt;/span&gt;&lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-parent:"";  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:"Times New Roman";  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:Cambria;  mso-fareast-theme-font:minor-latin;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} @page Section1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.Section1  {page:Section1;} --&gt; &lt;/style&gt;   &lt;span style="font-family: times new roman;font-family:&amp;quot;;font-size:100%;"  &gt;was not a friend of the poor. She was a friend of poverty...She spent her life opposing the only known cure for poverty, which is the empowerment of women &lt;/span&gt;           &lt;style&gt; &lt;!--  /* Font Definitions */ @font-face  {font-family:Cambria;  panose-1:2 4 5 3 5 4 6 3 2 4;  mso-font-charset:0;  mso-generic-font-family:auto;  mso-font-pitch:variable;  mso-font-signature:3 0 0 0 1 0;}  /* Style Definitions */ p.MsoNormal, li.MsoNormal, div.MsoNormal  {mso-style-parent:"";  margin:0in;  margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:12.0pt;  font-family:"Times New Roman";  mso-ascii-font-family:Cambria;  mso-ascii-theme-font:minor-latin;  mso-fareast-font-family:Cambria;  mso-fareast-theme-font:minor-latin;  mso-hansi-font-family:Cambria;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;} @page Section1  {size:8.5in 11.0in;  margin:1.0in 1.25in 1.0in 1.25in;  mso-header-margin:.5in;  mso-footer-margin:.5in;  mso-paper-source:0;} div.Section1  {page:Section1;} --&gt; &lt;/style&gt;   &lt;span style="font-family: times new roman;font-family:&amp;quot;;font-size:100%;"  &gt;and the emancipation of them from a livestock version of compulsory reproduction&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="font-family:times new roman;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family:Cambria; mso-ascii-theme-font:minor-latin;mso-fareast-font-family:Cambria;mso-fareast-theme-font: minor-latin;mso-hansi-theme-font:minor-latin;mso-bidi-Times New Roman&amp;quot;; mso-bidi-theme-font:minor-bidi;mso-ansi-language:EN-US;mso-fareast-language: EN-USfont-family:&amp;quot;;font-size:12.0pt;"  &gt;") &lt;/span&gt; , and with Christianity, which has outlived Hitch.  However, he can only fight "his" version of Teresa, as the real Theresa was known only to herself, and there are subtexts of both fighting his Mother (like Stephen Daedalus) and of living on through his children (like Haveth Childers Everywhere in Finnegans Wake), the bodies of their mothers, which, like the Wake itself, brings us full circle.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 289px; height: 369px;" 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3689027895305891537-3121804338506004923?l=metaphysicians-journal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://metaphysicians-journal.blogspot.com/feeds/3121804338506004923/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://metaphysicians-journal.blogspot.com/2011/12/hitchens-wake.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/3121804338506004923'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/3121804338506004923'/><link rel='alternate' type='text/html' href='http://metaphysicians-journal.blogspot.com/2011/12/hitchens-wake.html' title='Hitchens Wake'/><author><name>Sean-Ryan King</name><uri>http://www.blogger.com/profile/10216501753488392793</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='14' height='32' src='http://2.bp.blogspot.com/_Tc6t7_udbMM/SVrm7bCoKZI/AAAAAAAAAAM/1dtCb1lsGuk/S220/n11515654_35101994_8687.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3689027895305891537.post-7705608399154398016</id><published>2009-10-04T16:50:00.000-07:00</published><updated>2009-10-11T21:51:12.793-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Judaism'/><category scheme='http://www.blogger.com/atom/ns#' term='Iran'/><title type='text'>Surprise!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_Tc6t7_udbMM/SslB9mn-BQI/AAAAAAAAAEo/hqag9BsG7JM/s1600-h/ahmadinejad.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 350px; height: 386px;" src="http://4.bp.blogspot.com/_Tc6t7_udbMM/SslB9mn-BQI/AAAAAAAAAEo/hqag9BsG7JM/s400/ahmadinejad.jpg" alt="" id="BLOGGER_PHOTO_ID_5388910955721524482" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;The news came out yesterday that Mahmoud Ahmadinejad, president of Iran and holocaust denier, might in fact be of Jewish descent.  This should not come as a major shock if it turns out to be true, since some of the most adamant anti-Semites in history have had Jewish heritage, from Louis B. Mayer, the producer of the pro-Klan documentary Birth of a Nation, to Harold von Braunhut, the inventor of sea monkeys and member of white supremacist group Aryan Nations.  Even Adolph Hitler may have been a quarter Jewish, as his grandfather was unknown but his grandmother conceived his father while living with an upper-class Jewish family in Austria.&lt;br /&gt;&lt;br /&gt;Ryan Gosling starred in a great film about Jewish antisemitism called The Believer, based on the life of an ethnically Jewish neo-Nazi.  As we have seen in anti-gay pastors who turn out to be homosexual or segregationist politicians who actually have African-American relatives, The Believer demonstrated that the most common source of vitriolic hate speech is in fact self-hatred.  Like homophobia among gays, Jewish anti-Semitism comes from a desperate desire to assimilate in a culture that distrusts and discriminates those who are different.&lt;br /&gt;&lt;br /&gt;Links:&lt;br /&gt;1.&lt;a href="http://www.telegraph.co.uk/news/worldnews/middleeast/iran/6256173/Mahmoud-Ahmadinejad-revealed-to-have-Jewish-past.html"&gt;Ahmadinejad's Jewish Past&lt;/a&gt; on the Telegraph.co.uk&lt;br /&gt;2. &lt;a href="http://www.splcenter.org/intel/intelreport/article.jsp?pid=142"&gt;Jewish anti-Semitism&lt;/a&gt; on the SPLC Intelligence Report website&lt;br /&gt;&lt;br /&gt;PS: While I'm at it, here's a &lt;a href="http://news.bbc.co.uk/2/hi/4636955.stm"&gt;BBC report&lt;/a&gt; on how Ahmadinejad may have been one of the terrorists who took Americans hostage in the 1979 capture of the US Embassy in Tehran.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3689027895305891537-7705608399154398016?l=metaphysicians-journal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://metaphysicians-journal.blogspot.com/feeds/7705608399154398016/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/10/suprise-ahmadinejad-as-believer.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/7705608399154398016'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/7705608399154398016'/><link rel='alternate' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/10/suprise-ahmadinejad-as-believer.html' title='Surprise!'/><author><name>Sean-Ryan King</name><uri>http://www.blogger.com/profile/10216501753488392793</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='14' height='32' src='http://2.bp.blogspot.com/_Tc6t7_udbMM/SVrm7bCoKZI/AAAAAAAAAAM/1dtCb1lsGuk/S220/n11515654_35101994_8687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_Tc6t7_udbMM/SslB9mn-BQI/AAAAAAAAAEo/hqag9BsG7JM/s72-c/ahmadinejad.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3689027895305891537.post-1407234765662609781</id><published>2009-10-04T15:49:00.000-07:00</published><updated>2009-10-04T17:46:12.983-07:00</updated><title type='text'>This American Life</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_Tc6t7_udbMM/SslBrgbZPKI/AAAAAAAAAEg/NpprCbUNW9g/s1600-h/20050202-jesus-truck.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 287px;" src="http://3.bp.blogspot.com/_Tc6t7_udbMM/SslBrgbZPKI/AAAAAAAAAEg/NpprCbUNW9g/s400/20050202-jesus-truck.jpg" alt="" id="BLOGGER_PHOTO_ID_5388910644820524194" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;I've been listening to a lot of This American Life lately, ever since I watched the first season of the HBO TV show.  For those who don't know, This American Life is a documentary show on public radio about- what else?- life in America.  They have a lot of famous left-wing authors and journalists doing segments for them, from Sarah Vowell to Chuck Klosterman, and they're generally pretty good.  However, my favorite segments are the ones where the liberal employees of public radio try to make sense of, and often end up empathizing with, right-wing Christian America.  Here are two of the best shows, available for free at NPR.com:&lt;br /&gt;&lt;br /&gt;My personal favorite show, called &lt;a href="http://www.thisamericanlife.org/Radio_Episode.aspx?episode=77"&gt;"Pray,"&lt;/a&gt; first aired in the late 90s but is still relevant today.  It explores how Christians and non-Christians speak in different dialects and often live in radically different worlds.  Also, it features the always entertaining Pastor Ted Haggard, notorious for preaching a clean Christian life by day and sleeping with a male prostitute while smoking meth by night.&lt;br /&gt;&lt;br /&gt;I have a soft spot for ol' Teddy H, as would anybody who watched him deal with his world collapse under him in Alexandra Pelosi's documentary The Trials of Ted Haggard.  His 2006 confession to his congregation included some of the truly Christian statements I have ever heard from an evangelical pastor.  For example: "Please forgive my accuser...actually, thank God for him. I am trusting that his actions will make me, my wife and family, and ultimately all of you, stronger. He didn’t violate you; I did."&lt;br /&gt;&lt;br /&gt;The second and more recent show that I feel is worth sharing, &lt;a href="http://www.thisamericanlife.org/Radio_Episode.aspx?sched=1273"&gt;"Heretics,"&lt;/a&gt;  details the life of a Pentecostal preacher who abandoned his belief in Hell and the idea that only Christians are going to be saved.  Far from abandoning these ideas just to gain popularity, Rev. Carlton Pearson actually saw himself cut off from the evangelical community and his followers ostracized by their communities.  He claims that his decision was based in a combination of deep, scholarly study of the Bible and divine revelation about the true nature of a loving God.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3689027895305891537-1407234765662609781?l=metaphysicians-journal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://metaphysicians-journal.blogspot.com/feeds/1407234765662609781/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/10/this-american-life.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/1407234765662609781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/1407234765662609781'/><link rel='alternate' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/10/this-american-life.html' title='This American Life'/><author><name>Sean-Ryan King</name><uri>http://www.blogger.com/profile/10216501753488392793</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='14' height='32' src='http://2.bp.blogspot.com/_Tc6t7_udbMM/SVrm7bCoKZI/AAAAAAAAAAM/1dtCb1lsGuk/S220/n11515654_35101994_8687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_Tc6t7_udbMM/SslBrgbZPKI/AAAAAAAAAEg/NpprCbUNW9g/s72-c/20050202-jesus-truck.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3689027895305891537.post-8954219727182557272</id><published>2009-09-28T19:31:00.000-07:00</published><updated>2009-10-04T15:46:49.552-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Islam'/><category scheme='http://www.blogger.com/atom/ns#' term='Founding Fathers'/><title type='text'>The Founding Fathers and the Musclemen</title><content type='html'>&lt;object width="445" height="364"&gt;&lt;param name="movie" value="http://www.youtube.com/v/5cQyzcW2F2U&amp;amp;hl=en&amp;amp;fs=1&amp;amp;color1=0x006699&amp;amp;color2=0x54abd6&amp;amp;border=1"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/5cQyzcW2F2U&amp;amp;hl=en&amp;amp;fs=1&amp;amp;color1=0x006699&amp;amp;color2=0x54abd6&amp;amp;border=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="445" height="364"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;When interviewed in 2008, presidential candidate John McCain said that "the number one issue people should make [in the] selection of the President of the United States is, Will this person carry on in the Judeo-Christian principled tradition that has made this nation the greatest experiment in the history of mankind?" (1)  McCain also claimed that he would be uncomfortable with a non-Christian president because of his belief that this government was founded on Christian principles.  Exactly how true that belief is, however, is open to debate.  While it is undeniable that there is mention of a deity on our money and in many of the founding documents of this nation, there is no evidence of anything specifically promoting Christianity or demonizing Islam.&lt;br /&gt;&lt;br /&gt;The often-cited proofs for America being a Christian nation, from the Creator mentioned in the constitution to the God that we trust in on our money, actually have nothing to do with Christianity. They are instead instances of Ceremonial Deism, a legal concept stating that all cases of the word "God" used by the American government refer not to any specific deity and are only there for purposes of custom. (2)  The phrase "in God We Trust," a late addition to our currency first added to coins during the Civil War and later mandated by Congress during the 1950s, has no mention of which God we should trust in or even whether that God is monotheistic or one of many.&lt;br /&gt;&lt;br /&gt;While it is true that many of the founding fathers were Deists, the vast majority of them were Christians of some denomination or another.  Over 57% of the men who signed the Declaration of Independence were Episcopalians, while less than 4% of them were Unitarians (3).  They may have disagreed privately about matters of faith, but they publicly agreed to keep religion out of State affairs when they approved the Bill or Rights guaranteeing "that Congress shall make no law respecting an establishment of religion, or prohibiting the free exercise thereof."  There is no mention of God or Religion in the entire Constitution, save for the use of the phrase "Anno Domino," which means "in the Year of Our Lord."&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_Tc6t7_udbMM/SskjNjsSpKI/AAAAAAAAAEQ/atcL8AFiWhs/s1600-h/impressive-dollar-paper-carving-art05.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 200px;" src="http://4.bp.blogspot.com/_Tc6t7_udbMM/SskjNjsSpKI/AAAAAAAAAEQ/atcL8AFiWhs/s400/impressive-dollar-paper-carving-art05.jpg" alt="" id="BLOGGER_PHOTO_ID_5388877144951792802" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;The decision to exclude Christ from the Constitution was not based in forgetfulness, but nor was it grounded in any sort of anti-religious bias.  Instead, the majority of statesmen in the 18th Century saw religion as a private affair, one which should not overlap with public activities such as science or politics.  When Benjamin Franklin suggested that each meeting of the Constitutional Convention begin with a prayer, Alexander Hamilton famously replied that they had no need of "foreign aid."&lt;br /&gt;&lt;br /&gt;Thomas Jefferson, who wrote that all Americans are "endowed by their Creator with certain unalienable Rights," was as far from a Christian as was possible at the time.  Jefferson famously created his own version of the Gospels with all the miracles edited out.  In fact, the first Muslim senator in the US was sworn in to office using Jefferson's copy of the Koran, which the author of the Declaration learned Arabic in order to read.&lt;br /&gt;&lt;br /&gt;If the founding fathers of this country could not agree on religious principles to found this country upon, then what exactly was it that united them?  In my mind, one need look no further than the two illustration on the back of a one-dollar bill to find the answer.  Taken together, these two circles are called the "Great Seal of the United States," considered by conspiracy theorists to be proof that the Freemasons control the United States.  Designed by Jefferson, Adams, and Franklin, these illustrations show less of an occult influence and more of a deep faith in the country that they have founded.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_Tc6t7_udbMM/SskjceDfi1I/AAAAAAAAAEY/y7RcSayu398/s1600-h/us_dollar_back.gif"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 174px;" src="http://4.bp.blogspot.com/_Tc6t7_udbMM/SskjceDfi1I/AAAAAAAAAEY/y7RcSayu398/s400/us_dollar_back.gif" alt="" id="BLOGGER_PHOTO_ID_5388877401136532306" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;The circle to the left shows an uncapped pyramid with 13 steps, representing the 13 colonies ant the amount of work still to be done on the unfinished country.  They eye above they pyramid, known as the "Eye of Providence," represents enlightenment or divine providence.  Above the pyramid is the phrase "Annuit Coeptis," which means "He blesses our Undertakings," while the Latin banner on the botton reads "a new order for the Ages."  Both of these phrases tell us that the founders believed that their new Country was destined to last, and that it would perhaps become the model for future governments.  The illustration on the right is of an Eagle holding an olive branch and 13 arrows, representing how our country is united in war and in peace, and was inspired by the similar symbolism used by the Iroquois League that inspired much of the Democratic system (4).&lt;br /&gt;&lt;br /&gt;When John Adams signed the Treaty of Tripoli in 1797, ending the Barbary war with African Muslim nations such as Libya and Morocco, he remarked that "the Government of the United States of America is not in any sense founded on the Christian religion" and that "it has in itself no character of enmity against the laws, religion, or tranquility, of Musselmen [Muslims]." (5) What unites the American people today is the same as what united the founding fathers over 200 years ago- a sense of confidence in the individual, a desire for freedom from foreign countries, and a quest for internal unity.  None of these are particularly Christian concepts, nor are any of them antithetical to Islam.&lt;br /&gt;&lt;br /&gt;Links:&lt;br /&gt;1. &lt;a href="http://www.beliefnet.com/News/Politics/2007/06/John-Mccain-Constitution-Established-A-Christian-Nation.aspx#extndVer"&gt;John McCain&lt;/a&gt; on Beliefnet.com, on how he admires "the Islam."&lt;br /&gt;2. &lt;a href="http://en.wikipedia.org/wiki/Ceremonial_deism"&gt;Ceremonial Deism&lt;/a&gt; on Wikipedia&lt;br /&gt;3. &lt;a href="http://www.adherents.com/gov/Founding_Fathers_Religion.html"&gt;The Religion of the Founding Fathers&lt;/a&gt; on the awesome Adherents.com&lt;br /&gt;4. &lt;a href="http://goddrinksbeer.wordpress.com/2008/05/20/the-great-seal-on-the-dollar-bill/"&gt;All about the Great Seal&lt;/a&gt; on Goddrinksbeer.com&lt;br /&gt;5. &lt;a href="http://www.thenation.com/doc/20050221/allen"&gt;Our Godless Constitution&lt;/a&gt; on thenation.com&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3689027895305891537-8954219727182557272?l=metaphysicians-journal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://metaphysicians-journal.blogspot.com/feeds/8954219727182557272/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/09/founding-fathers-and-musclemen.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/8954219727182557272'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/8954219727182557272'/><link rel='alternate' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/09/founding-fathers-and-musclemen.html' title='The Founding Fathers and the Musclemen'/><author><name>Sean-Ryan King</name><uri>http://www.blogger.com/profile/10216501753488392793</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='14' height='32' src='http://2.bp.blogspot.com/_Tc6t7_udbMM/SVrm7bCoKZI/AAAAAAAAAAM/1dtCb1lsGuk/S220/n11515654_35101994_8687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_Tc6t7_udbMM/SskjNjsSpKI/AAAAAAAAAEQ/atcL8AFiWhs/s72-c/impressive-dollar-paper-carving-art05.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3689027895305891537.post-8580987683289142446</id><published>2009-08-17T16:37:00.001-07:00</published><updated>2009-08-18T01:26:24.885-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='economics'/><category scheme='http://www.blogger.com/atom/ns#' term='Philosophy'/><title type='text'>The Mathematics of Faith</title><content type='html'>&lt;div style="text-align: left;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_Tc6t7_udbMM/SopdKapsiZI/AAAAAAAAADY/KqdtipgehUA/s1600-h/ch090204.gif"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 441px; height: 149px;" src="http://2.bp.blogspot.com/_Tc6t7_udbMM/SopdKapsiZI/AAAAAAAAADY/KqdtipgehUA/s400/ch090204.gif" alt="" id="BLOGGER_PHOTO_ID_5371207939127019922" border="0" /&gt;&lt;/a&gt;Since the early days of Western philosophy, writers have attempted to devise numerous arguments for the existence of God.  These range from the simple, like the Cosmological argument that there must have been a creator at the beginning of time, to more complex theories such as St. Anselm's Ontological Argument (which I will delve into in a later post).  While the majority of these arguments center the debate on whether God exists or not, the focus was shifted in the late 17th Century to the question of whether we should practice religion and not whether it is true.  The reason for this shift was an idea coined by French mathematician and theologian Blaise Pascal in his 1670 book Pensees ("thoughts").  In an theory popularly called "Pascal's Wager," the mathematician argues that belief or disbelief in God can be compared in mathematical terms.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;"We are then incapable of knowing either what He [God] is or if He is ...  Which will you choose then? Let us weigh the gain and the loss in wagering that God is. Let us estimate these two chances. If you gain, you gain all; if you lose, you lose nothing."(1)&lt;br /&gt;&lt;br /&gt;The premise of Pascal's wager is that we do not and can not know if God exists, but we still have to decide whether or not to follow Christianity.  Pascal divides people into two categories- those who act as if God exists and Christianity is the one true faith and those who do not- and then considers the consequences of of their actions.  If God does not exist, according to Pascal, then the nonbeliever gains nothing when he dies and the Christian loses nothing except for a few wasted Sundays.  However, if God does exist and the Christian faith is correct, then the Christian gains eternal life in Paradise and the nonbeliever suffers in hell for eternity.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_Tc6t7_udbMM/SopdXmn6SjI/AAAAAAAAADg/aT-ldDxd0xo/s1600-h/image26.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 373px; height: 389px;" src="http://1.bp.blogspot.com/_Tc6t7_udbMM/SopdXmn6SjI/AAAAAAAAADg/aT-ldDxd0xo/s400/image26.jpg" alt="" id="BLOGGER_PHOTO_ID_5371208165679057458" border="0" /&gt;&lt;/a&gt;Pascal argues that the nonbeliever has nothing to gain and everything to lose from his lack of faith, while the Christian has little to lose and everything to gain.  Furthermore, Pascal claims, there are many benefits to religious practice regardless the what may come after death- the Christian gains moral foundations and a sense of community, whereas the nonbeliever is socially outcast and has no way to prove that he or she is right.&lt;br /&gt;&lt;br /&gt;Pascal's Wager may have helped in the conversion of many Christians and did serve to influence the pragmatist philosophies of William James and John Dewey, but it has no place in a modern multicultural society.  Despite his brilliance as a mathematician, there are a number of variables in this equation that Pascal simply did not consider.  First of all, the wager assumes that God rewards people based their pretense of faith and not on the depth of their love for the divine, if God even rewards at all.  Pascal also completely disregards the less quantifiable but more philosophically important issue of the desire for truth.  While we may never be able to know for certain whether or not God exists, we have been able to discern many facts about the historical authenticity of the Bible and may some day have definitive knowledge about the life of the historical Jesus.&lt;br /&gt;&lt;br /&gt;Finally, Pascal's Wager is only valid if a person must chose between one religion or complete disbelief, and does not work so easily if there are a number of competing religions to chose from.  In fact, Pascal was not the first to devise such a calculation for faith- Muslim theologian al-Juwayni wrote a similar argument in 1085, nearly 600 years before Pascal! (2)&lt;br /&gt;&lt;br /&gt;A more fitting equation would be one that takes into account all religions and judges them based on the costs and benefits of each.  The four variables in comparing religions, at least as far as applying Pascal's Wager is concerned, are: which religion has the best possible reward, which requires the least amount of active investment in terms of time and belief, which religion has the most proof for its validity, and which religion has the worst possible consequences for disbelief.  Bear in mind that none of these factors take into account which religion is the most ethical or which fits best with an individual's lifestyle.  Those factors are more subjective and less quantifiable, whereas this is intended to be a more straightforward cost-benefit analysis of the world's major religions.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_Tc6t7_udbMM/SophdPxob6I/AAAAAAAAAD4/Ci4uar_Q_ew/s1600-h/jesus_gambling.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 245px;" src="http://1.bp.blogspot.com/_Tc6t7_udbMM/SophdPxob6I/AAAAAAAAAD4/Ci4uar_Q_ew/s400/jesus_gambling.jpg" alt="" id="BLOGGER_PHOTO_ID_5371212660671541154" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Buddhism is as easily one of the worst religions to practice as far as Pascal's Wager is concerned.  In all sects, it requires a good deal of time spent in practice for what could be a very negligible reward.  If a person is not a Buddhist, the worst that could happen is that they may be reincarnated temporarily into one of the many Hells or as a hungry ghost, while an otherwise ethical person is more likely to be reborn as a human or even a divine being.  On the other hand, the long-term gains from practicing Buddhism, other than possible peace of mind while alive on earth, is a form of extinction known as nirvana- at best a zero-sum game since there is no self to experience the nothingness.&lt;br /&gt;&lt;br /&gt;Hinduism is likewise far from the best option, since it has great rewards but very little in the way of punishments.  Most Hindus believe that nonbelievers will simply reincarnate when they die, with the more virtuous being reborn as upper-caste Indians and the less ethical becoming lower life forms.  Believers, on the other hand, escape the cycle of death and rebirth and unite with the Godhead, a form of liberation from individuality called Moksha.  The worst that could happen if one is not a Hindu is that one lives forever- the goal for many other religions- while even a nonbeliever can attain the reward of Moksha since Hindus believe that all gods lead to the one divine being, Brahman.  Even an atheist can attain Moksha, since the key to escaping from the cycle of rebirth is to think of God constantly as many atheist clearly do.&lt;br /&gt;&lt;br /&gt;Judaism offers questionable rewards for faith and even more questionable historical authenticity.  Some claim that there will be a bodily resurrection of all believing Jews while others claim that the Jewish Bible only supports the idea that the Kingdom of Israel will be resurrected and that the dead, Jew and Gentile alike, dwell in an underworld limbo known as Sheol. (3)   A nonbelieving Jew might not be resurrected when the Kingdom of God is restored, but gentiles have little incentive to follow Judaism if personal reward is their primary motivation.&lt;br /&gt;&lt;br /&gt;Since Mohamed was undoubtedly a real person, Islam has a much more concrete basis for its claims of historical authenticity, but the validity of its religious dogma is still up for debate.  Like Christians, Muslims believe in a paradisaical heaven called Jannah for the faithful and a fiery hell for nonbelievers called Jahannam.  However, the Muslims do not define "believers" as strictly as their Christian cousins, who insist that the only way to God is though Jesus.  Though the practice of Islam is the best religion, the Koran states that Christians and Jews (as well as, on occasion, Mandeans, Zoroastrians, and Hindus) are "People of the Book" and therefore count as believers. (4)   There is, therefore, no need to follow Islam specifically when other religions of the Book offer much more strict guidelines to attain paradise.&lt;br /&gt;&lt;br /&gt;Christianity offers perhaps the most specific prerequisites for eternal life- belief in Jesus, among other things- as well as, in general, the most intense system of rewards and punishments of all the world's major religions.  However, there are sectarian differences within Christianity that often claim that one Church is supreme and that followers of the other denominations are not guaranteed to be saved.  The Catholic Church often insists that it alone is the way to God, while many Protestants consider Catholics idolaters and not true Christians.  Lutherans, Methodists, Anglicans, and many other denominations generally take an ecumenical approach and believe that all Christian faiths are valid (though some are more valid than others), while other denominations argue that the time of baptism or the luck one has in life are determining factors in whether or not one is truly faithful.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_Tc6t7_udbMM/SopirkPJDuI/AAAAAAAAAEA/XnrkVDi-x14/s1600-h/the_episcopal_church.png"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 300px; height: 389px;" src="http://4.bp.blogspot.com/_Tc6t7_udbMM/SopirkPJDuI/AAAAAAAAAEA/XnrkVDi-x14/s400/the_episcopal_church.png" alt="" id="BLOGGER_PHOTO_ID_5371214006193819362" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;The Jehovah's Witnesses believe that only 144,000 people will be allowed into God's earthly heaven, despite there being over a million Witnesses alive today.  The slim chance of being one of these 144,000 becomes even less tempting when one takes into account all the sacrifices that a Witness must make, such as never having a birthday party or being able to accept blood transfusions. (4)  The Church of Jesus Christ of Latter-Day Saints, another sect with numerous additional guidelines, allows believers to gain their own heaven and become gods themselves, but is also perhaps the easiest religion to dispute the validity of.&lt;br /&gt;&lt;br /&gt;Reverend Sun Myung Moon must not have taken Pascal's Wager into account when he created (or was divinely gifted with) the doctrines of the Unification Church, which holds that all people, believers and nonbelievers, will go to Heaven eventually regardless of what they did in life.  Even if one is cast into Hell, according to Moon, a person can always convert to the true faith and be saved. (5)&lt;br /&gt;&lt;br /&gt;Sufism, arguably the fifth-largest religion in the world, has a very similar metaphysical framework to the reincarnation and unification with the divine seen in Hinduism, but in fact actively preaches against believing in God for the sake of possible rewards.  “As long as the mind is filled with the desire for heaven, he does not reach God," claims Guru Granth Sahib, the holy scripture of the Sikhs.  The majority of ancient Romans, on the other hand, worshiped only the gods who could help them overcome whatever trial they were facing, practicing religion solely for the rewards and punishments involved.&lt;br /&gt;&lt;br /&gt;We have hopefully grown as a species since the time of the Roman empire, in terms of morality if not of our understanding of religion.  Pascal's Wager appeals to the gambler in us, but it does not succeed as a theological argument, which should be targeted more to our ethical and intellectual side and less to our selfish inclinations.  When trying to decide which religion one should follow, the best course is to judge which one seems to be the most ethical and contradicts itself the least.  Many religions offer great promises, but the do not serve to make a person more wise or help them make any beneficial changes to the world.  Likewise, a number of religious philosophies offer little in the way of threats to nonbelievers but can serve to greatly improve a person's lifestyle and sense of morality.&lt;br /&gt;&lt;br /&gt;Failing that, I would recommend the seeker take up Hinduism.  With over 330 million gods, the odds are that at least one of those deities is right for you.&lt;br /&gt;&lt;br /&gt;Links:&lt;br /&gt;&lt;br /&gt;1. &lt;a href="http://theblogofgod.com/2008/01/03/pascals-wager-a-freethinkers-view/"&gt;Pascal's Wager&lt;/a&gt;, on the Blog of God&lt;br /&gt;2. &lt;a href="http://www.rejectionofpascalswager.net/pascal.html"&gt;An Atheist's Rejection&lt;/a&gt; of Pascal's Wager&lt;br /&gt;3. &lt;a href="http://www.religionfacts.com/judaism/beliefs/afterlife.htm"&gt;The Afterlife in the Torah&lt;/a&gt;, on Religionfacts.org&lt;br /&gt;4. &lt;a href="http://www.geocities.com/Heartland/2919/reasons.html"&gt;101 Strange Beliefs&lt;/a&gt;&lt;a&gt; of Jehovah's Witnesses&lt;br /&gt;5. &lt;/a&gt;&lt;a href="http://en.wikipedia.org/wiki/Unification_Church"&gt;Rev. Moon's Unification Church&lt;/a&gt;, on Wikipedia&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3689027895305891537-8580987683289142446?l=metaphysicians-journal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://metaphysicians-journal.blogspot.com/feeds/8580987683289142446/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/08/mathematics-of-faith.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/8580987683289142446'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/8580987683289142446'/><link rel='alternate' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/08/mathematics-of-faith.html' title='The Mathematics of Faith'/><author><name>Sean-Ryan King</name><uri>http://www.blogger.com/profile/10216501753488392793</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='14' height='32' src='http://2.bp.blogspot.com/_Tc6t7_udbMM/SVrm7bCoKZI/AAAAAAAAAAM/1dtCb1lsGuk/S220/n11515654_35101994_8687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_Tc6t7_udbMM/SopdKapsiZI/AAAAAAAAADY/KqdtipgehUA/s72-c/ch090204.gif' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3689027895305891537.post-6494406389833751097</id><published>2009-07-20T15:20:00.000-07:00</published><updated>2009-07-20T17:40:39.263-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Buddhism'/><category scheme='http://www.blogger.com/atom/ns#' term='Saints and Angels'/><category scheme='http://www.blogger.com/atom/ns#' term='Christianity'/><title type='text'>Accidental Canonization</title><content type='html'>&lt;span style="font-family:georgia;"&gt;The more I study religions the more I am convinced that man never worshiped anything but himself.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:georgia;"&gt;-Richard Francis Burton&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;In his recent book &lt;span style="color: rgb(102, 51, 255);"&gt;Everything You Know About God Is Wrong&lt;/span&gt;, Russ Kick claims that the majority of atheists and agnostics surveyed are in full support of comparative religion classes taught in public school, while the most vocal opposition comes from Christians.  This seems counter-intuitive, since many conservatives are constantly attempting to bridge Church and State, especially in regard to public education, but there are a number of reasons that American Christians might be against the study of religion in schools.&lt;br /&gt;&lt;br /&gt;First, and perhaps most predominantly, many Christians (as well as Muslims and Jews) are against comparative religion because they distrust teaching any religion or mythology other than their own, especially one that might be presented on equal footing (1).  Second, there is a certain amount of willful ignorance about the academic side of Christianity among many self-proclaimed Christians.  This can be seen in a public distrust, not just of historians and archaeologists, but also of any recent translation of the Bible.  There is a growing movement against all non-King James versions of the Bible, and especially against the more scholarly college-approved editions such as the New Revised Standard Version (2).  As Miriam Fergusun, the former Governor of Texas, famously stated, "if English was good enough for Jesus, it's good enough for Texas." (3)&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_Tc6t7_udbMM/SmUGYV6etaI/AAAAAAAAADQ/96aJtIycvTs/s1600-h/southpark_jesusfriends.gif"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 337px; height: 253px;" src="http://3.bp.blogspot.com/_Tc6t7_udbMM/SmUGYV6etaI/AAAAAAAAADQ/96aJtIycvTs/s400/southpark_jesusfriends.gif" alt="" id="BLOGGER_PHOTO_ID_5360697946723497378" border="0" /&gt;&lt;/a&gt;&lt;span style="font-family:times new roman;"&gt;Comparative Religion&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;It is true that a greater knowledge about religion can lead to a greater certainty in one's own unbelief (for example, the more I learn about the early history of the LDS Church the less likely I am to convert to Mormonism, to pick on an easy target).  However, a deeper knowledge about one's own beliefs and those of others might also lead to a more stable and enriching faith.  Just as atheists with a passable knowledge of religious philosophy tend to be more secure in their convictions and argue their case better, so too do monotheists or polytheists seem to value their own tradition the more they learn about it's history or theology.&lt;br /&gt;&lt;br /&gt;The majority of Christians will probably agree on the importance of learning about the history of their religion, but a far smaller percentage will argue for the merit of learning about other faiths.  After all, the Bible implicitly states that other religions were created by the Devil (2 Corinthians 11) and explicitly says that the only way to salvation is through Christianity (John 14:6), so why should anyone care about what those heathens believe when we already know about Jesus? Well, for starters, many of those heathens are our friends and neighbors, and those that aren't are the people that we're trying to save, either spiritually or militarily.  More to the point, a decent understanding of others' faiths can lead to a greater understanding of our own.  This is true when theologians adopt philosophies and practices from other religious traditions, such as using Muslim or Hindu arguments for the existence of the Christian God, and equally true when determining what does not work in one's own tradition, such as when the Greek Orthodox Church discovered that they accidentally canonized a major figure from a rival religion.&lt;br /&gt;&lt;br /&gt;The story of Barlaam and Josaphat (not to be confused with Jehosaphat, the famous jumper from the Old Testament) is thought to have been written down in the 11th Century, though they are said to have lived sometime around the 3rd Century CE.  Both St. Barlaam and St. Josaphat are commemorated in the Eastern Orthodox Church on August 26th, while the Catholic Church held their feast day on the 27th of November.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_Tc6t7_udbMM/SmUEvTkwa5I/AAAAAAAAADA/vV1Br2TNVN0/s1600-h/Josaphat.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 428px; height: 178px;" src="http://1.bp.blogspot.com/_Tc6t7_udbMM/SmUEvTkwa5I/AAAAAAAAADA/vV1Br2TNVN0/s400/Josaphat.jpg" alt="" id="BLOGGER_PHOTO_ID_5360696142209248146" border="0" /&gt;&lt;/a&gt;&lt;span style="font-family:times new roman;"&gt;12th Century Scroll of Barlaam and Josaphat&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;The gist of the story is that a rich Indian king had been persecuting Christianity and that an astrologer predicted that the King's son would grow up to become a Christian.  The King feared this fate and kept his son Prince Josaphat inside the palace walls since birth in order to prevent him from being a religious man.  However, the Prince eventually snuck out of the palace and saw the suffering of the outside world as well as a traveling Christian hermit named Barlaam.  Barlaam introduced Josaphat to spirituality, and the Prince eventually left his cozy palace and became a Christian saint.&lt;br /&gt;&lt;br /&gt;If that story sounds at all familiar, it is probably because you have had some amount of study in comparative religion.  The religious scholar Wilfred C. Smith discovered that the story of Balraam and Josaphat was in fact the story of the Buddha, translated and retold over numerous centuries (4).  Even the name Josaphat comes from the Sanskrit term &lt;span style="font-style: italic;"&gt;Bodhisattva&lt;/span&gt;, which is what the Buddha was until his death and attainment of nirvana at the age of 80.  From Bodhisattva came the Persian &lt;span style="font-style: italic;"&gt;Bodasiv&lt;/span&gt;, and from that the Arabic &lt;span style="font-style: italic;"&gt;Yudasaf&lt;/span&gt;, which was translated into Greek as &lt;span style="font-style: italic;"&gt;Ioasaph &lt;/span&gt;and eventually as the Latin &lt;span style="font-style: italic;"&gt;Iosaphat&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;What we can learn from all this is the way in which knowledge of one religion can enlighten us about another.  The Roman Catholic Church has since removed the feast day of Balraam and Josaphat from their calendar, though many fictional or mythological saints still remain both in that institution and in the Eastern Orthodox Church (5).  The fact that the study of religion helped in some way to improve a tradition reinforces the central thesis of this blog: that in order to save religion,&lt;span style="font-style: italic;"&gt; we must perform surgery upon it.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Links:&lt;br /&gt;1. &lt;a href="http://atheism.about.com/b/2007/03/07/comparative-religion-classes-in-public-schools.htm"&gt;Atheist Teaches Religion in Public Schools&lt;/a&gt;&lt;a&gt;, on About.com&lt;br /&gt;2. &lt;/a&gt;&lt;a href="http://www.av1611.org/kjv/knowkjv.html"&gt;God's form of government is a theocratic monarchy...therefore, it makes perfect sense that His word would be translated for the English speaking people under a monarchy&lt;/a&gt;&lt;a&gt;, by a crazy person&lt;br /&gt;3. &lt;/a&gt;&lt;a href="http://www.international.ucla.edu/burkle/article.asp?parentid=2198"&gt;Spanish in Texan Classrooms&lt;/a&gt;&lt;a&gt;, by Jimmy Carter&lt;br /&gt;4. &lt;/a&gt;&lt;a href="http://www.freerepublic.com/focus/f-news/1436370/posts"&gt;Buddha Turned Into European Saint&lt;/a&gt;&lt;a&gt;, on the Free Republic&lt;br /&gt;5. &lt;/a&gt;&lt;a href="http://en.wikipedia.org/wiki/Brigid_of_Kildare"&gt;St. Brigid, Pagan Goddess&lt;/a&gt;&lt;a&gt;, on Wikipedia&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3689027895305891537-6494406389833751097?l=metaphysicians-journal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://metaphysicians-journal.blogspot.com/feeds/6494406389833751097/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/07/accidental-canonization.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/6494406389833751097'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/6494406389833751097'/><link rel='alternate' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/07/accidental-canonization.html' title='Accidental Canonization'/><author><name>Sean-Ryan King</name><uri>http://www.blogger.com/profile/10216501753488392793</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='14' height='32' src='http://2.bp.blogspot.com/_Tc6t7_udbMM/SVrm7bCoKZI/AAAAAAAAAAM/1dtCb1lsGuk/S220/n11515654_35101994_8687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_Tc6t7_udbMM/SmUGYV6etaI/AAAAAAAAADQ/96aJtIycvTs/s72-c/southpark_jesusfriends.gif' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3689027895305891537.post-8082412167143587296</id><published>2009-07-19T16:03:00.000-07:00</published><updated>2009-07-20T00:09:23.638-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Science'/><category scheme='http://www.blogger.com/atom/ns#' term='Alchemy'/><category scheme='http://www.blogger.com/atom/ns#' term='Kabbalah'/><category scheme='http://www.blogger.com/atom/ns#' term='History'/><title type='text'>Good Luck, Mr. Gorsky</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_Tc6t7_udbMM/SmPNRPoa6kI/AAAAAAAAACg/fVkEHJ4tElw/s1600-h/apollo12_1443516i.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 250px;" src="http://4.bp.blogspot.com/_Tc6t7_udbMM/SmPNRPoa6kI/AAAAAAAAACg/fVkEHJ4tElw/s400/apollo12_1443516i.jpg" alt="" id="BLOGGER_PHOTO_ID_5360353677638560322" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;40 years ago tomorrow, two men set foot on the Moon for the first time in human history, one of the most poignant achievements of mankind.  While the scientific and cultural merits of the Apollo 11 Moon landing have been praised for decades, the spiritual impact of this event has yet to fully sink in.&lt;br /&gt;&lt;br /&gt;Humans have been curious about the nature of the moon since the dawn of religion at least 70 thousand years ago.  We have come to understand this celestial body in a number of ways: as a goddess of witchcraft to the ancient Greeks and Celts; to Chinese astronomers, as a reflective orb made of silver; and as a watery planet filled with various flora and fauna to Americans in the 1830s (1).  Today, scientists are fairly confident in the theory that the Moon was formed some 4.5 billion years ago as the result of a Mars-sized body of rock colliding with the Earth.  Across cultures there is a day of the week named after this satellite, always coming between the day of the Sun and the Day of Mars (Tuesday in English, after the Norse war-god Tyr who represents that planet), and from the root moon comes the words month and menstruation.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_Tc6t7_udbMM/SmQF4BdZbEI/AAAAAAAAACw/j1dvAf9DVRc/s1600-h/diagram.gif"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 225px;" src="http://4.bp.blogspot.com/_Tc6t7_udbMM/SmQF4BdZbEI/AAAAAAAAACw/j1dvAf9DVRc/s400/diagram.gif" alt="" id="BLOGGER_PHOTO_ID_5360415916500282434" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;In occult practices across the world, the path to the Moon has been considered a journey of extreme importance, albeit a more metaphorical one than that undertaken by Armstrong and Aldrin.  The Kabbalistic tradition describes ten spheres of existence, called the Sephirot, which represent the ten stages between God and Man.  It is the goal of the Kabbalist to climb these spheres in order to understand God more completely.  Each of the Sephirot correspond to one of the planets in the Ptolmic model of the universe, with the lowest being Malkuth, relating to the Earth, and the next being Yesod, represented by the Moon.  The transition from Malkuth to Yesod represents the transition from base matter to a more spiritual state of being, a connection with the unconscious mind and an awareness of the higher powers in the world.&lt;br /&gt;&lt;br /&gt;The moon represents the unconscious in nearly all religious traditions, both popular and esoteric, from the goddesses Diana and Hecate to the Shinto deity Tsuki-Yomi.  The psychologist Carl Jung interpreted the alchemist's search for silver, as symbolized by the Moon, as a quest to understand the unconscious and feminine aspects of one's self.  Similarly, the 18th major Arcana in a Tarot Deck, the Moon, is said to signify intuition, dreams, and life after death.  Tarot cartomancers associate the Moon with Qof, a letter in the Hebrew alphabet that also means "the back of the head," and thus can be associated with the unconscious mind.&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_Tc6t7_udbMM/SmOmdb_XitI/AAAAAAAAACY/Z68_ldEU7KI/s1600-h/La-Lune-The-Moon.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 228px; height: 400px;" src="http://2.bp.blogspot.com/_Tc6t7_udbMM/SmOmdb_XitI/AAAAAAAAACY/Z68_ldEU7KI/s400/La-Lune-The-Moon.jpg" alt="" id="BLOGGER_PHOTO_ID_5360311006160980690" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Like the Kabbalists and their Sephirot, Indian mystics consider the journey from the earth to the Moon to be the first step in spiritual progress.  The root chakra, Muladhara, is said to contain the energies relating to instinct and the most basic conditions of human awareness, while the chakra above it, Svadhisthana (aka. the Moon Chakra), is said to empower a person's creativity, sexuality, and emotional well-being.  In all of these traditions, reaching "the moon" represents a contact with one's own intuition and spirituality, something that many of the astronauts of the Apollo missions claim to have experienced.&lt;br /&gt;&lt;br /&gt;There is a popular urban legend which states that Neil Armstrong heard sounds in a strange language while on the Moon, and that after returning to earth he realized what he had heard was in fact the Muslim call to Prayer and subsequently converted to Islam (2).   While this story has about as much truth to it as the belief that Nixon hoaxed the Moon landings, there were other astronauts who equate their space travels with nothing short of a spiritual experience.  Apollo 17 Captain Eugene Cernan said that viewing the Earth from the Moon was "like standing on God's front porch."  Jim Irwin of Apollo 15 became a minister after returning to Earth, while Apollo 12's Alan Bean dedicated the rest of his life to detailing his experience in paintings.  Buzz Aldrin famously took communion on the surface of the Moon (3).   Most remarkably, Apollo 14 astronaut Dr. Edgar Mitchell, the sixth man to have walked on the Moon, claims to have had a transcendental experience while on the return trip to earth and founded the Institute of Noetic Sciences, a research center for the understanding of meditation and psychic abilities (4).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_Tc6t7_udbMM/SmPNi4Q-gyI/AAAAAAAAACo/Krg9EEX2ERo/s1600-h/600px-Apollo_11_crew_in_quarantine.jpg"&gt;&lt;img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 400px;" src="http://3.bp.blogspot.com/_Tc6t7_udbMM/SmPNi4Q-gyI/AAAAAAAAACo/Krg9EEX2ERo/s400/600px-Apollo_11_crew_in_quarantine.jpg" alt="" id="BLOGGER_PHOTO_ID_5360353980603859746" border="0" /&gt;&lt;/a&gt;&lt;span style="color: rgb(51, 0, 51);font-family:times new roman;" &gt;The Apollo 11 Astronauts in quarantine due to the 1969 Extraterrestrial Exposure Law (5).&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;The Moon landing unified people across the planet as a distinctly human, and not just American, achievement.  However, the primary initiative for lunar travel stemmed from our conflict with the Soviet Union, and as soon as that cooled down, the incentive to send men to the moon also waned.  The last time mankind has set foot on the Moon was December 14th, 1972- nearly 37 years ago.  Although NASA plans to return humanity to the Moon by 2018, this is low on the list of priories for a nation currently battling two wars and an economic collapse and which has shifted its position on the importance of science dramatically since 1972. That said, I believe that the American people can be swayed to supporting the space program again if we phrase the debate in terms of social and spiritual implications and not just scientific ones.  Regardless of one's religious background, we should all agree that the Moon landing represents the actualization of one of mankind's oldest and most unattainable desires: to travel to the Heavens and touch the unknown.&lt;br /&gt;&lt;br /&gt;Links:&lt;br /&gt;1. &lt;a href="http://en.wikipedia.org/wiki/Great_Moon_Hoax"&gt;The Great Moon Hoax of 1935&lt;/a&gt;, on Wikipedia&lt;br /&gt;2. &lt;a href="http://www.wikiislam.com/wiki/Neil_Armstrong"&gt;Neil Armstrong Converts to Islam&lt;/a&gt;, on WikiIslam&lt;br /&gt;3. &lt;a href="http://www.cnn.com/2009/TECH/07/17/life.after.moon.landing/index.html"&gt;Astronauts After the Moon Landings&lt;/a&gt;&lt;a&gt;, on CNN.com&lt;br /&gt;4. &lt;/a&gt;&lt;a href="http://www.hinduismtoday.com/modules/smartsection/item.php?itemid=1059"&gt;Dr. Edgar Mitchell's Spiritual Conversion&lt;/a&gt;, on Hinduism Today&lt;br /&gt;5. &lt;a href="http://en.wikipedia.org/wiki/Extra-Terrestrial_Exposure_Law"&gt;The Extra-Terrestrial Exposure Law&lt;/a&gt;, again on Wikipedia&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3689027895305891537-8082412167143587296?l=metaphysicians-journal.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://metaphysicians-journal.blogspot.com/feeds/8082412167143587296/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/07/good-luck-mr-gorsky.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/8082412167143587296'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3689027895305891537/posts/default/8082412167143587296'/><link rel='alternate' type='text/html' href='http://metaphysicians-journal.blogspot.com/2009/07/good-luck-mr-gorsky.html' title='Good Luck, Mr. Gorsky'/><author><name>Sean-Ryan King</name><uri>http://www.blogger.com/profile/10216501753488392793</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='14' height='32' src='http://2.bp.blogspot.com/_Tc6t7_udbMM/SVrm7bCoKZI/AAAAAAAAAAM/1dtCb1lsGuk/S220/n11515654_35101994_8687.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_Tc6t7_udbMM/SmPNRPoa6kI/AAAAAAAAACg/fVkEHJ4tElw/s72-c/apollo12_1443516i.jpg' height='72' width='72'/><thr:total>1</thr:total></entry></feed>
