tag:blogger.com,1999:blog-38493184370717089582024-03-13T09:15:40.082-07:00A Wizard's WordThoughts on magick, life, society, and some other mysteries at the end of industrialism.Derek Lorianhttp://www.blogger.com/profile/05819004607974510903noreply@blogger.comBlogger5125tag:blogger.com,1999:blog-3849318437071708958.post-4828754812829857302014-12-08T12:13:00.000-08:002014-12-23T23:58:54.541-08:00Book Review: EPOCH – Part 1<!--[if gte mso 9]><xml>
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<i style="mso-bidi-font-style: normal;">Over the last several months I learned that
I shouldn’t declare the subject of my next post in advance. This constitutes an
important lesson, for if I had not promised to review EPOCH, I likely would
have a few more posts up by now on other subjects. I imagined a simple and
quickly written essay, as I read the book excitedly in only three days when it
came out, but it turned out that I needed to put some time between readings in
order to get the most out of them and in the meantime I’ve been introduced to
sources of information that have subtly changed the way I see certain issues that
will prove useful when I finish the review. As I want to get back to writing
about other things (and because the first part got lengthy), I’ve decided to
break the review up into two or three parts (probably three). However, I won’t
write these back-to-back, as I want to actually work with the material in the
book before saying more. I could crank out a cursory examination and critique
from a theoretical stance, but I feel a practitioner’s point-of-view will cover
more ground with more insight and ultimately seem more useful to others. Accordingly,
this first part deals with only the first couple chapters – the theory
sections. I make no promises as to when I’ll write the later parts.</i></div>
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<i style="mso-bidi-font-style: normal;">Another interesting thing happened in the
last few months – </i><a href="http://slatestarcodex.com/"><i style="mso-bidi-font-style: normal;">Scott Alexander</i></a><i style="mso-bidi-font-style: normal;"> created a
rather interesting </i><a href="http://slatestarcodex.com/2014/09/05/mapmaker-mapmaker-make-me-a-map/"><i style="mso-bidi-font-style: normal;">map of the rationalist community</i></a><i style="mso-bidi-font-style: normal;"> and included this blog as tangentially
related, setting it specifically in the category of “postrationality”. This has
led to a lot of discussion about what “postrationality” means. The </i><a href="http://yearlycider.wordpress.com/2014/09/19/postrationality-table-of-contents/"><i style="mso-bidi-font-style: normal;">best explanation so far</i></a><i style="mso-bidi-font-style: normal;"> comes from Darcey Riley on her blog </i><a href="http://yearlycider.wordpress.com/"><i style="mso-bidi-font-style: normal;">Yearly
Cider</i></a><i style="mso-bidi-font-style: normal;">, and I suggest people look
there for clarification. I agree with her take on postrationality so far and
have no objections to accepting the label for myself. To me, it seems like the
combination of reason and intuition, science and religion, that I normally assume
as the default in magick. I have my own thoughts on the matter, of course, and
will likely write about them eventually, but I want to wait for the idea to
develop more fully first.</i></div>
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<i style="mso-bidi-font-style: normal;">A large increase in readership has resulted
as a consequence of </i>this<i style="mso-bidi-font-style: normal;"> blog’s
inclusion on the map of the rationality movement, many of whom I must assume
count themselves as rationalists. I had always planned to write for an
intellectual audience, but now I wonder about framing discussions of magick in
a way that doesn’t set off rationalist alarm bells. Fortunately, this
particular segment of the rationalist community seems rather different from some
others; many of them have read Robert Anton Wilson and Aleister Crowley, and
some practice sigil magick and/or </i><a href="http://www.vice.com/en_uk/read/tulpamancy-internet-subculture-892"><i style="mso-bidi-font-style: normal;">tulpamancy</i></a><i style="mso-bidi-font-style: normal;"> (a practice that looks quite similar to servitor creation from Chaos magick,
among other things). They even </i><a href="http://sonatagreen.tumblr.com/post/104489330199/gods-of-the-new-world-a-conceptual-mythology-for"><i style="mso-bidi-font-style: normal;">anthropomorphize emergent structures as
various gods</i></a><i style="mso-bidi-font-style: normal;">, although I think
they do so sloppily and will have to discuss this in the later posts in this series.</i></div>
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<br /></div>
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<i style="mso-bidi-font-style: normal;">So, it seems appropriate that my first post
to overtly discuss magick concerns Chaos magick, of a type that appeals most
strongly to atheists, materialists, and skeptics, as it provides an explanation
of magick beyond mere psychological effects, one which the scientifically minded should
find acceptable, so long as they remain open to such an explanation. Not
everyone will agree. There exist pseudo-skeptics out there that stop thinking
upon hearing the word “magick”, not realizing that magick does not mean
“impossible miracles” or “fantastical nonsense” or even “mysterious”; such
things do occur in the lore, but act more as distractions than definitions. Nor
does it represent a word devoid of meaning which one can conveniently fill with
a meaning of one’s choice. It instead refers to a historically persistent and
culturally universal set of ideas and practices that has connections with, and
relevance to, pretty much all of human experience.</i><br />
<br />
<i style="mso-bidi-font-style: normal;">There exist also other types
of Chaos magickians that don’t like Carroll’s ideas past his first book, thinking
them <b style="mso-bidi-font-weight: normal;">too</b> rational and preferring instead
what appears to me as possibly insane absurdist solipsism. I don’t have an
answer for them. In the possible range of human interests, some people prefer art
to science or vice-versa; as a postrationalist, I prefer somewhere in the
middle with a moderate bias towards science. I suspect Carroll does too, which
explains why I like his writing (even when I disagree) and I think many
rationalists will as well.</i></div>
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<i style="mso-bidi-font-style: normal;">As usual with my book reviews, I intend to
summarize the text in some detail and provide commentary in the process. This
will make the review rather long. You can find an excellent and more
traditional book review </i><a href="http://theblogofbaphomet.com/2014/04/26/the-epoch-by-peter-j-carroll-matt-kaybryn-a-review/"><i style="mso-bidi-font-style: normal;">here</i></a><i style="mso-bidi-font-style: normal;">. </i></div>
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<br /></div>
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<i style="mso-bidi-font-style: normal;">On with the review…</i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></i></div>
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<br /></div>
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*****************</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Peter J. Carroll wrote the
Esotericon & Portals of Chaos (<a href="http://www.weiserantiquarian.com/cgi-bin/wab455/47594.html">EPOCH</a>) as his 6<sup>th</sup> book, this time in collaboration with
Matt Kaybryn, who did the artwork for the accompanying Portals of Chaos card
deck. For those who don’t know, Carroll previously authored <a href="http://www.amazon.com/Liber-Null-Psychonaut-Introduction-Chaos/dp/0877286396/">Liber
Null & Psychonaut</a>, <a href="http://www.amazon.com/Liber-Kaos-Peter-J-Carroll/dp/0877287422/">Liber
Kaos</a>, <a href="http://www.amazon.com/PsyberMagick-Advanced-Ideas-Chaos-Magick-ebook/dp/B0099YS1PO/">Psybermagick</a>,
<a href="http://www.amazon.com/Apophenion-Chaos-Magick-Paradigm/dp/1869928652/">The
Apophenion</a>, and <a href="http://www.amazon.com/Octavo-Sorcerer-Scientists-Grimoire-Peter-Carroll/dp/1906958173/">The
Octavo</a>. He gained renown in occult circles with the release of <i style="mso-bidi-font-style: normal;">Liber Null</i>, for which many call him the
‘father’ of Chaos magic, and he writes with an exceptionally clear and concise
manner that leaves one wondering how so few words can contain much so meaning,
making anything he writes rather difficult to summarize.</div>
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<br /></div>
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From <i style="mso-bidi-font-style: normal;">Psybermagick</i> on, Carroll avoids using
forms of the verb ‘to be’, employing <a href="http://en.wikipedia.org/wiki/E-Prime">E-prime</a> to increase clarity and
condense meaning further. I adopt this style in homage for this review, even
though it slows down my writing process somewhat and results in some awkward
constructions. Although using Aleister Crowley’s spelling of “magick” in <i style="mso-bidi-font-style: normal;">Psybermagick</i>, all of Carroll’s other
writings use the spelling “magic” (which I also use for this review, despite my
usual preference), and his disdain for Crowley’s philosophy becomes clear in
the EPOCH.</div>
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<br /></div>
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While <i style="mso-bidi-font-style: normal;">Liber Null</i> consists of the stripped down
basics of magical techniques, constituting the beginning instructions of Chaos
magic, <i style="mso-bidi-font-style: normal;">Liber Kaos</i> presents a
brand-new magical theory, one designed for a rational, scientific, and
atheistic worldview based on equations for how magic manipulates probability. <i style="mso-bidi-font-style: normal;">Psybermagick</i> extends Chaos Magic Theory
(CMT) and provides numerous other challenging ideas in multiple subjects. The <i style="mso-bidi-font-style: normal;">Apophenion</i>, among other things,
introduces the idea of Apophenia, that moment of realization when one finds
meaning in a seemingly random pattern, and proposes turning it into a goddess
and invoking her directly to produce epiphanies. <i style="mso-bidi-font-style: normal;">The Octavo</i> contains mostly physics and gives equations describing a
universe where not only does magic work, but it requires magic to function at
all. From <i style="mso-bidi-font-style: normal;">Liber Kaos</i> on, Carroll has
elaborated on CMT, along with his alternative cosmological theory that he now
calls Vorticitating Hypersphere Cosmology (VHC), both of which currently find their
most elaborate expression in <i style="mso-bidi-font-style: normal;">The Octavo</i>,
with continuing updates on <a href="http://www.specularium.org/">his blog</a>.
Thus far, all of Carroll’s books have built upon his previous works, and the <i style="mso-bidi-font-style: normal;">EPOCH</i> doesn’t differ in this regard, but
in other respects it represents a very different type of book, accessible to
those not thoroughly familiar with his earlier ideas and concerned mostly with
the concepts graphically suggested in the card deck.</div>
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With superb
production quality, the hardbound over-sized book has over 200 thick,
full-color, photo-quality pages. The pictures of the <a href="http://www.esotericon.org/index.php/see-and-hear/meet-the-gods">Portals
of Chaos deck</a> appear full-size in the book, and only slightly less shiny
than the cards. Because of its odd size (9” tall and 10.5” wide), large number
of large pictures, tons of blank space, and up to three columns of small font text
per page, determining the actual ‘length’ of the book seems difficult. It feels
longer than Carroll’s earlier works, but didn’t seem to take longer to read. It
made me wish for the expression of book length in word count instead of pages.</div>
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<br /></div>
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The 54 cards
have the same large size (9” (22.9cm) by 5.69” (14.4cm)) as the pictures in the
book, but the borders on the cards render their pictures somewhat smaller (7.69”
(19.5cm) by 4.69” (11.9cm)).<span style="mso-spacerun: yes;"> </span>Having the
cards so large makes them kind of flimsy, and thicker cardstock would likely
improve them, but their intended use in ritual as altar pieces, rather than as
divination tools, makes their thinness a non-issue.</div>
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<br /></div>
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The EPOCH
contains three grimoires (one each for elemental, planetary, and stellar
magic), although only the grimoire of stellar magic, a manifestation of the
Necronomicon, appears in classical grimoiric form with implements to construct
and explicit rituals to perform to conjure a set of entities. The other two
grimoires seem less robust in comparison, presenting only the entities for the
elements and planets, and mostly leaving the mage to figure out what to do with
them while giving sparse suggestions. This actually seems appropriate though,
as the forces dealt with move from simple and general to complex and specific
to complex and general, requiring greater detail towards the end. Subsequent
parts of this review will cover the grimoire chapters themselves, but first
comes the rationale for them.</div>
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<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<u>Chapter 1</u></div>
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<br /></div>
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This
introduction to the whole work provides a sweeping overview of the history of
magic in the western world, justifying the ideas to follow and setting them in
a historical context. Nothing here will appear new or mind-blowing to anyone
who has kept up with the history of magic for the last couple decades, but it
does tell the story with Carroll’s characteristic flair and brevity. Beginning
with the era of the Greek Magical Papyri, when a great synthesis of magical
ideas occurred in the cosmopolitan world of the late Roman Empire, Carroll
traces the development of what he calls Platonic Pagan Monotheism (PPM) from
Greek philosophy on through Neoplatonism and Christianity. The main idea in PPM
consists of the perfect existence of The One, which gets equated with God, and
from which depend all the various gods and spirits as aspects or emanations. Up
until rather recently, all western occultism derived from this system,
including Gnosticism, Hermeticism, and Kabala, all of which developed in the
first few centuries of the common era in the crucible of ideas mixing
Platonism, monotheism, and paganism. </div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Carroll
emphasizes that the utility of paganism, with its multiple and diverse deities
providing better handles for dealing with the complexities of human psychology,
ensured that it could never suffer extinction. Monotheism imposes a vision of a
single self, judged by a single god and suggesting a ‘unified’ and ‘stable’
singular personality as an unquestioned good. Paganism gives us a more
realistic picture of our psychology, one where we can have conflicting
motivations, ideas, and emotions and seek different types of experiences for
different ‘selves’. The idea of the personal multimind has remained a constant
of Carroll’s ideas since <i style="mso-bidi-font-style: normal;">Liber Kaos</i>,
and finds expression in the work of modern psychology and cognitive science as
well. As a result of its utility, paganism got incorporated into the esoteric
systems that developed, and even Christianity adopted its methods with the
proliferation of saints and icons to take the place of the pagan gods.</div>
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<br /></div>
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The
preservation of ancient magic and philosophy by Muslims during the dark ages
comes next, with mentions of the Picatrix and other medieval grimoires, up
until the fall of Byzantium sends ancient texts westward and inaugurates the
Renaissance. Christian Cabbalah emerges at this time from the intersection of
Christianity with Kabala and Hermeticism. Carroll says that this time period
led to our stereotype of the scholarly wizard searching through old dusty
texts, although it seems to me that this image should have also existed in the
time of the library of Alexandria.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
The
Enlightenment, initiating the beginnings of modern science and the industrial
revolution, marks the onset of the age of reason and the decline of religious
worldviews. Notably, the work of Newton, despite his intense devotion to
esoteric studies, showed that the world could work mechanistically without any
god perpetually tinkering with it, while Darwin realized that creatures didn’t
get designed ex nihilo by some benevolent creator, but evolve through random
and harsh circumstances. The world appeared disenchanted, and so, spurred by
colonial expansion encountering interesting religious cultures and the backlash
of Romanticism to industrialism, a new esoteric revival seemed assured.</div>
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<br /></div>
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Sure enough,
the magical revival of the late 19<sup>th</sup> century manifested and found
its most enduring expression in the work of Samuel Liddel Mathers, who cobbled
together various streams of esoteric thought into what we now call the Golden
Dawn system of magic. Using Kabala as a framework, and inspired by ancient
mystery traditions, Mathers synthesized vast amounts of occult lore into a debatably
coherent and somewhat cohesive structure combining Tarot, Astrology, Geomancy,
Paganism, Monotheism, Spiritualism, Freemasonry, and Dr. John Dee’s Enochian
magical system.</div>
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<br /></div>
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Although
virtually all Western magical traditions today owe a great debt to Mathers’ influence,
the system he devised remained built upon the PPM model. The combination of an
abstract monotheism with a loose mythological polytheism had great appeal to
the nominally religious Victorians worried about the clash between pastoral
Romanticism and soul-crushing industrialism.<span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></div>
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In contrast
to the praise Carroll gives to Mathers, he has little other than mockery for Aleister
Crowley. Although crediting Crowley with adding sex and drugs to the collection
of magical techniques, Carroll accuses him of creating a type of neo-satanism
by inverting a few ideas. So instead of the doctrine of Original Sin, Crowley
gives us the doctrine of the True Will, and instead of self-sacrifice he
recommends self-indulgence. For the dying god in the form of Christ, Crowley
enthrones the “Crowned and Conquering Spoiled Brat of the Aeon of Horus.”
Carroll will have more to say on these points later on in the book.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
But science
kept progressing, revealing the universe as an unimaginably huge and uncaring
place wherein our planet, civilizations, and individuals had no cosmic
significance. The PPM model of the all-perfect Unity/God descending through
successive emanations into material manifestation looked increasingly naïve. As
the atheist trends in Western societies grew more popular, religious functions
got replaced by sciences, and gods (when people thought of them at all) came to
symbolize psychological structures in the mind and sources of moralistic myths.
For over 2000 years, people thought spirit controlled and formed matter, but
now it appeared to happen in reverse, with matter giving rise to mind and/or
spirit.</div>
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<br /></div>
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Yet,
replacing God with Man, as Crowley attempted, seemed unsatisfactory. Science
revealed the sheer horror of our fragility on our little ball of life in the
mostly empty and extremely hostile vacuum of space. Humans appeared as puny
inconsequential creatures, and if we wanted to find superior intelligences it
seemed best to look towards the stars. And so, with humanity transfixed by the
potentially awesome and likely dangerous inhuman beings on other worlds, H.P.
Lovecraft began writing science fiction mixed with horror. </div>
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The Elder
Gods that Lovecraft came up with possess knowledge and powers which could prove
hazardous to humans. Carroll lists these as: “Direct power over the mind and
the brain itself, power over the core processes of biology, the power of
creating life and physical immortality, the understanding of the strange and
secret geometries of the universe at both the cosmic and quantum levels, and
the power to manipulate them, the powers of chaos and of creation itself.”
Whereas for Lovecraft these ideas constitute “Things Which We Should Not Know”,
that kind of tease has always motivated magicians to investigation. Thus,
Carroll proposes using the Elder Gods as imaginary stand-ins and psychic
anchors for accessing alien knowledge that almost certainly exists somewhere in
the universe. Adding only slightly to CMT, he suggests that information leaks
weakly across space-time in a non-local manner. By invoking gods and elder
gods, humans create psychic links to information that allows for interaction in
a personable manner with otherwise abstract concepts – as has been done since
the days of unadulterated animism and shamanism.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
In answer to
the Fermi Paradox (with alien civilizations so probable, why don’t we see any?)
Carroll contends that interstellar travel seems either impossible or else so
resource intensive that civilizations see it as unprofitable. Alternatively,
perhaps an interstellar civilization has access to an unimaginably great energy
source, and if so, it would seem very unlikely that they would find us or our
planet of any interest at all. Even if they did investigate us, they would
undoubtedly have the ability to avoid detection.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Carroll
names the emerging metaphysical theory Quantum Neo-Pagan, in contradistinction
to the PPM. Keep in mind that, unlike many New Age authors who use “quantum” to
mean something like ‘mysterious’ in order to give their ramblings the
appearance of scientific credibility, Carroll usually does nothing of the sort.
The amount of physics and math in his earlier books has deterred many a
would-be Chaos magician, and the math in the EPOCH seems surprisingly sparse in
comparison. Nonetheless, although he does base CMT on quantum mechanics and
usually uses the word accurately, in this case with QNP he does appear to use
“quantum” somewhat colloquially. Don’t let that fool you, however, into
thinking he means anything like the nonsense New Age gurus mean by it (if you
can figure out what they mean at all).</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
The main
difference in the QNP model lies in replacing the ‘ultimate oneness’ at the top
of the PPM model with a multitude of imaginary extraterrestrial Elder Gods who
act as repositories for whatever actual alien intelligences in the universe
that possess the forbidden knowledge we desire. The Kabalistic Tree of Life,
for the last couple centuries, has served as the symbolic map for PPM, showing
the descent of The One down through the celestial spheres culminating in the
physical world. To reconcile the need for a symbolic map fitting the QNP model,
Carroll will present a new glyph in the next chapter – the Chaobala.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
(Get used to
quirky naming conventions within Chaos magic. Carroll doesn’t call it ‘E-prime’,
for instance, but ‘V-prime’ for vernacular prime, and eventually ‘Chaos Prime’
which also substitutes ‘we’ for ‘I’ in accordance with the multimind idea.
Discordianism has had an important influence on Chaos magic as well.)</div>
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<br /></div>
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Lastly in
chapter 1, Carroll summarizes the three grimoires:</div>
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<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
“<b style="mso-bidi-font-weight: normal;">Elemental Magic. The
Realm of the Elements, The Circle of ‘Imaginary Forces’</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
Here lie earth, air, fire, water, and aether, as archetypes
of the physical forces and associated ‘spirits’ and servitors, the humoral
personality traits and abilities, and the five basic magical operations of
enchantment, divination, evocation, invocation and illumination.</div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Planetary Magic. The
Realm of the Gods, The Sphere of ‘Imaginary Allies’</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
Here lie the eight, rather than seven, ‘planetary’
archetypes or archons where each of these god-forms represents one of the core
emotive driving forces of the human psyche, and which create the human
condition.</div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;">Stellar Magic. The
Realm of the Elder Gods, The Hypersphere of ‘Imaginary Adversaries’</b></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
Here lie the archetypes of the higher knowledge and powers
to which elements of humanity and many magicians aspire, despite the dangers
they also bring with them.”</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<u>Chapter 2</u></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Perhaps
because the book concerns (and comes with) a deck of cards, Carroll begins
chapter 2 with a brief history of tarot. Without any surprises, he tells the
standard history of tarot arising as a card game in the 14<sup>th</sup>
century, getting adopted by fortune-tellers, misinterpreted as ancient Egyptian
wisdom until hieroglyphics got deciphered, and finally acquiring esoteric associations
with the Hebrew alphabet and Kabbalah in the 19<sup>th</sup> century. When he
asserts that the tarot trumps have no underlying scheme, consisting of
essentially random images, it makes me wonder if he has not read Paul Huson’s
excellent <a href="http://www.amazon.com/Mystical-Origins-Tarot-Ancient-Modern/dp/0892811900/"><i style="mso-bidi-font-style: normal;">Mystical Origins of the Tarot</i></a>, which
gives a compelling argument that the trumps derive from well-known symbols and
characters appearing in medieval Catholic mystery plays used to teach Christian
mythology to a mostly illiterate society.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
A good point
gets made that the symbolic system occultists historically embedded in tarot by
layering limited symbol sets one upon another yields a tarot that seems bloated
and vague. Yet instead of suggesting an expanded tarot without<span style="mso-spacerun: yes;"> </span>a 78 card restriction, the text switches to
discussing the 54-card Portals of Chaos deck, which seems a little odd because aside
from both consisting of “cards with pictures on them used by magicians”, they
have little, if anything, in common with each other. Rather, the Portals deck consists
of a pictorial collection of entities suitable for evocation and invocation,
with only minor application to other types of workings. In contrast, the tarot,
while useful in other types of magic, seems optimized for divination.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Next,
Carroll gives a quick explanation of the advice to “Enchant Long and Divine
Short”, talking about the exploitation of the indeterminacy that builds over
time, and in particular citing the extraordinary difficulty of magic such that
a 20% success rate with enchantment constitutes a useful skill, while 20%
success rate in divination would lead to plenty of errors if acted on. He notes,
however, that most diviners don’t do straight prediction so much as lateral
thinking based off of the randomized symbols used in the divination. At this
point, readers unfamiliar with Carroll’s theories might scratch their heads, as
he talks about how “they may get a flash of certainty when intuiting an
unexpectedly high probability sending a signal back from the future” which
refers to his theory of <a href="http://www.specularium.org/3d-time">three-dimensional
time</a>.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
The
discussion of divination transitions to a more detailed analysis of evocation
and invocation by telling the reader that dealing with the cards as
representations of god-forms for working with should come before divining or
enchanting with them. Invocation consists of ritual procedures done with the
goal of getting possessed by an entity, while evocation seeks only
communication with, or command of, an entity. Such practices exist all over the
world, and though magicians argue about the reality of the gods and spirits
involved and how it all works, the techniques and expected outcomes remain the
same. So while most religious systems and many modern day non-chaos magicians
treat spirits as objectively real beings, Carroll says that most Chaos
magicians believe that invocation involves “calling forth” hidden parts of our
subconscious and that evocation involves creating an “imaginary friend by
controlled schizophrenia using ritual procedures which, as in Invocation,
provide protection against madness by using deliberate procedures of calling
and banishing.” As such, its grounding in the psychological paradigm goes a
long way towards appeasing atheists who might otherwise balk at the idea of
conjuring spirits.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Religions
tend to stick to evocation for communication in the form of prayer in order to
connect with their god-form and receive its inspiration and influence, while
often prohibiting invocation to possession and evocation for command because
these tend to disrupt established hierarchies by producing novel revelations
and power asymmetries. I suspect that a lot of the fracturing currently seen in
Pagan and magical communities comes from the popularization of the techniques
that generate new ideas and individualized traditions, but I don’t see this as
a bad thing, merely a proliferation to refill a void, much like the explosions
of biological diversity following mass extinctions. Eventually, I expect
memetic processes to lead to the settling out of major systems and institutions
will get built around them to handle the full range of personal revelations –
hopefully.<span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Next come
basic instructions on the use of the three grimoires. Magicians should work
with the elemental cards by invocation and evocation, but only evocation for
the simple elemental spirits (sylphs, salamanders, undines, gnomes, and sprites). This echoes the traditional advice, one doesn’t want to let a simplistic
‘lesser’ spirit possess them, likewise with gods or spirits with significantly
negative traits. One should invoke the eight major planetary gods as they
represent the basic selves of the integrated human personality and the magician
seeks to let them all express themselves to gain psychological health. The
bi-planetary gods in the system one can approach by invocation if one considers
their traits desirable, or by evocation to gain allies (which Carroll here
calls “daemons” as differentiated from “demons” which seem malicious and cause
harm, consisting of malfunctioning psychological modules in his view). Dealing
with the Elder Gods can easily produce demons and/or madness, and the magician
should have a thoroughly integrated personality established by working with the
planetary gods before considering encounters with the Elder Gods. This warning
sees much repetition throughout the text, with the preparatory work analogized
as building “sanity points”.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
A short
interlude follows with general advice on divination, particularly cartomancy.
This almost seems obligatory simply due to having a deck of cards, even though
their size makes sortilege awkward and they don’t seem particularly suited to
divination. One suggestion in this section stands out to me – the idea that
divining the state of knowledge of yourself in the future provides a ready
magical link, because presumably you have a natural link with your future self.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
At last we
reach the presentation of the <a href="http://theblogofbaphomet.files.wordpress.com/2014/04/epoch-in-hand.jpg">Chaobala</a>,
Carroll’s symbolic superstructure for arranging the forces and deities represented
in the Portals of Chaos deck and meant as an analogous replacement for the Kabbalistic
Tree of Life. In brief, at one end we find the five elements representing a
simple break down of our physical reality on earth, and at the other end five
Elder Gods who represent dangerous knowledge and various transhuman and alien
ideas. Between the two lies the “Octaris Mindstar”, a fully interconnected
octagon suggesting a complex psychological model of combinations of the eight basic
selves. The division seems like a natural one into world, self, and other.
Between the three realms lie two transition spheres: Baphomet, representing the
life of the biosphere or the World Soul lies between the elements and the
psyche, and Nyarlathotep, who acts as the emissary of the Elder Gods.<span style="mso-spacerun: yes;"> </span>Although Carroll says that the diagram
resembles a neural network rather than a tree, with the magician capable of
starting anywhere not just “the bottom”, the direction of ascent remains as
clear to me as in the Tree of Life – Earth, Planets, Stars. Indeed, he says
that rarely does a magician start off with the Elder Gods, and I imagine if one
did so it would produce similar results to a program of Qabalistic magic that
began with an attempt to cross the abyss at Da’ath. </div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Carroll
makes a couple errors in this section. He calls the popular Hermetic version of
the Tree of Life “the Naples arrangement”, attributing it to the Golden Dawn,
when actually the ‘Naples arrangement’ refers to Crowley’s sort-of-dimensional correspondences
for the Sephiroth on the Tree that he came up with while in Naples – descending
from the top as in the PPM model: point, line, plane, solid, motion/time,
consciousness, Ananda (Bliss), Chit (Thought), Sat (Being), and fulfillment.
“The Kircher Tree” refers to the popular form of the Tree of Life used in
modern <a href="http://en.wikipedia.org/wiki/Hermetic_Qabalah">Hermetic Qabalah</a>
since the 17<sup>th</sup> century. Additionally, the statement “There is no
part of me which is not of the gods.” did not originate with Crowley. <a href="http://books.google.com/books?id=azNiT5MyEUUC&lpg=PA97&ots=kDUggshoja&dq=%22there%20is%20no%20part%20of%20me%20which%20is%20not%20of%20the%20gods%22&pg=PA97#v=onepage&q=%22there%20is%20no%20part%20of%20me%20which%20is%20not%20of%20the%20gods%22&f=false">He
got it from Mathers</a>, who got it from the Egyptian Book of the Dead.</div>
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<br /></div>
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The
description of the elemental and stellar pentagrams in the Chaobala mentions
“secondary spheres” between the major ones, presumably much like in the central
portion with the bi-planetary gods, but these oddly don’t actually appear in
the diagram. One must imagine that the text refers to an early version of the
glyph where the secondary spheres showed up in all three sections. Perhaps they
made it look cluttered, or maybe their inclusion suggested the need for many
more cards.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Despite
these minor issues, the arrangement of the Chaobalistic pantheon seems
reasonable. I have thought for many years now about the main idea – replacing
the top of the Tree with a multitude and reversing the causality. The rejection
and inversion of Neoplatonism seems like a growing realization among magicians;
John Michael Greer refers to the <a href="http://thearchdruidreport.blogspot.com/2013/09/life-preservers-for-mermaids.html">emerging religious sensibility</a> that rejects the idea of wanting to escape from the
world, Jake Stratton-Kent talks about the monotheist derived, anti-cosmic,
world-hating aspects inherent in Neoplatonism and Qabalah in his <i style="mso-bidi-font-style: normal;"><a href="http://scarletimprint.com/books/geosophia/">Geosophia</a></i>. Several
years ago, before reading these accounts, I decided to reject the cult of The
One and purged my magic of the Qabalistic monotheism that comes with stock
Hermeticism these days. So I sympathize with the need to redesign the Tree of
Life – I did it myself to suit my own revelations.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
So when
Carroll writes, “Such transcendentalism, with its implicit denial of the value
of the lower emanations, would not have appealed to the classical pagans, and
today it fails to appeal to neo-pagans and post monotheist philosophers and
psychologists. Every pantheon or cosmogony resumes a theory of what the mind
does, or should do, and the theory that it should strive to become somehow
beyond worldly things and attain a heavenly disembodied state no longer seems
credible or attractive.”, I find myself nodding in agreement, and wondering
about how magicians with wildly different beliefs about the nature of magic,
spirits, and reality find themselves converging towards an idea that has seemed
heretical for an astrological age.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<i style="mso-bidi-font-style: normal;">Oh, yes, welcome to year 5 of the <a href="http://awizardsword.blogspot.com/2010/08/water-bearer-has-come.html">Age
of Aquarius</a>.</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
Derek Lorianhttp://www.blogger.com/profile/05819004607974510903noreply@blogger.com0tag:blogger.com,1999:blog-3849318437071708958.post-75158409357059776752014-06-23T13:15:00.000-07:002014-06-23T13:15:47.326-07:00We’re All Going to Die!<!--[if gte mso 9]><xml>
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Having ended
my <a href="http://awizardsword.blogspot.com/2014/03/book-review-vitruvius.html">review
of Vitruvius</a> with a link to Guy McPherson’s <a href="http://guymcpherson.com/2013/01/climate-change-summary-and-update/">Climate-change
summary and update</a>, where he explains his Near-Term Extinction (NTE) idea,
it seems worthwhile to explore the matter more fully lest my readers conclude
that I’m endorsing this particular brand of doomerism. <span style="mso-spacerun: yes;"> </span>For those who learned about NTE and now find
themselves filled with any sort of strong emotional reaction, read <a href="http://fractalplanet.wordpress.com/2014/02/17/how-guy-mcpherson-gets-it-wrong/">this</a>.</div>
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<span style="mso-tab-count: 1;"> </span></div>
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Feel better?</div>
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<br /></div>
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I’m not
going to discuss the merits of one case against the other, as I don’t have the
time, inclination, or expertise to follow up on all the claims and references. I
don’t know if McPherson is right or wrong or partially both right and wrong. In
fact, despite inflammatory rhetoric and cherry-picked and debatable ‘facts’ on
both sides, <i style="mso-bidi-font-style: normal;">nobody </i>knows the fate of
the world for the next week, much less the next few decades. I rather hope he’s
completely wrong, but the scenarios he lays out seem at least somewhat plausible.
Instead of assessing whether or not we should believe in NTE, I want explore how
it can be a useful idea irrespective of whether or not it’s true, how just
considering it improves your humanity, and how people come to consider ideas
dangerous. </div>
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Our present
society seems obsessed with knowing only one story, or rather, determining the
One True Story, which, as John Michael Greer points out in one of his <a href="http://thearchdruidreport.blogspot.com/2006/05/knowing-only-one-story.html">early
blog posts</a>, is a deadly mistake. There may well be some sort of absolute
truth to things, but we’ll never know it with any kind of absolute certainty.
Science doesn’t work that way, but proceeds by induction, with each new
measurement having the potential to reverse long established principles. As a
consequence, science can never be completed. The data can never be fully collected;
experiments are never finished and scientific knowledge never finally settled.
Having only one hypothesis invites confirmation bias. Commitment to only one
possible future leaves you vulnerable to the near certainty that you’ll get the
future you don’t expect. </div>
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Human
extinction as an abstract concept is easy enough; all species, as far as we
know, go extinct. But it’s different to imagine witnessing the extinction and
being part of it. Apocalypse stories are as old as history, likely because our
species has lived through a few major global catastrophes, such as post-ice-age
flooding with rising sea levels and some serious volcanic eruptions, but we did
survive and there are always survivors in our narratives. Even in the event of
all-out nuclear war or a comet impact we imagine people living as long as
necessary in underground bunkers. NTE adds a new story, one where not only do
we have complete die-off, but it happens in our lifetime, and it’s our fault.</div>
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John Michael
Greer dismisses NTE (as he must to <a href="http://www.ecoshock.org/transcripts/greer_on_collapse.pdf">fit</a> <a href="http://thearchdruidreport.blogspot.com/2006_05_01_archive.html">his</a> <a href="http://thearchdruidreport.blogspot.com/2011/01/onset-of-catabolic-collapse.html">own</a>
<a href="http://thearchdruidreport.blogspot.com/2013/09/the-next-ten-billion-years.html">story</a>)
as another example of apocalyptic narrative like every other failed prediction
before it. As he sees it, NTE is an excuse to give up and do nothing, mocking
McPherson as peddling “dispairoin” in contrast to McPherson’s detraction of his
critics’ “hopium” peddling. As much as Greer’s ideas have and continue to
influence my own, far more than McPherson ever could, it seems disingenuous to
take the possibility of NTE off the table. The failure of apocalyptic fantasies
to manifest does not preclude their possibilities, though they may remain next
to nil. Greer seems committed to assuming all ideas reduce to their underlying
narratives, which is of course true, but the question remains if the narratives
accurately describe reality or not. The answer to that question can only be
ascertained after the fact, and by then we will have deluded ourselves into
thinking that the narratives were obvious, or else (as Nassim Taleb points out)
will have constructed new stories so that we can think that they were obvious.
Yet, if NTE is true, then no one will be left to speculate about it.</div>
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<a href="http://www.artofmanliness.com/2012/10/29/memento-mori-art/">Memento mori</a>,
Latin for “remember death”, was a phrase whispered in the ear of a conquering
Roman general to remind him that for all his present glory, he too will die,
and thus should retain some measure of humility. And so must we all. The
importance of the contemplation of our mortality is currently quite unpopular
in modern industrial societies. The delusion of immortality, once recognized as
a common youthful mistake, now feeds the imaginations of wishful technologists
who dream of robot bodies housing their uploaded minds in a synthetic utopia,
ironically unaware that their fantasies differ in no appreciable way from the fundamentalist
Christian rapture or the salvation of humanity by beneficent aliens. Those
technologists with less implausible dreams than an immanent super-AI that
solves all our problems are working on things like <a href="https://www.youtube.com/watch?v=8iYpxRXlboQ">treating aging as a disease</a>,
or nanotech that repairs our cells like so many miniature surgeons. These
approaches make quite a few spurious assumptions, like using machine metaphors
for organisms, or thinking robots small enough to pass through cell membranes
can’t possibly do something unexpectedly harmful. Besides, the ability to
imagine something does not mean that it exists, or can exist, or should exist.
Even if the technology to accomplish these feats were not about to become
economically infeasible in short order, or if they could be free of the unforeseen,
and often horrific, consequences that accompany almost all of our technological
“advances”, there is no reason at all to think that an end to death would be a
desirable state of affairs. </div>
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Death gives
life meaning, and without it we would cease to be human. The problems resulting
from overpopulation are already scheduled to result in huge complications and
likely mass die-off. Evolution proceeds by the death of older generations
freeing up resources for the younger ones; science (and culture generally)
proceeds in the same way. As <a href="http://en.wikiquote.org/wiki/Max_Planck">Max
Plank</a> said, “A new scientific truth does not triumph by convincing its
opponents and making them see the light, but rather because its opponents
eventually die, and a new generation grows up that is familiar with it.” The
end of death, even were it possible, would mean the end of meaningful life and the
end of any sense of progress, however dubious that concept may be. Thus, those
who seek physical immortality are profoundly anti-human, and anti-life. “Afterlife”
and “after-death” are, after all, semantically identical; life and death are
sides of a coin. To oppose one is to oppose the other.<span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></div>
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The
contemplation of mortality, however, enriches life by forcing decisions and
value judgments about what to do with the time we have. Far too many humans
waste precious years doing (and not doing) things they will <a href="http://www.businessinsider.com/5-things-people-regret-on-their-deathbed-2013-12">regret
on their deathbeds</a>. The cultural fantasy of perpetual youth reinforces the
problem and yields middle-aged adults unprepared for the right-side of the
curve of a lifetime, with the attending psychological crises now common
phenomena.<span style="mso-spacerun: yes;"> </span>Greer and others, such as <a href="http://www.amazon.com/Collapse-Societies-Succeed-Revised-Edition/dp/0143117009">Jared
Diamond</a>, have argued that the same process plays out in civilizations that
fail to consider that their lifetimes mirror those of individuals.</div>
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<a href="http://meaningness.wordpress.com/2011/07/22/disgust-horror-western-buddhism/">Meditations
upon corpses</a> are an integral part of traditional Buddhist practice; the
idea there being to provoke disgust with physicality and thus motivate striving
for the alleged permanence of nirvana, with the resulting acceptance of
mortality from this seen as side-effect. The philosophical obsession with the
impermanence of material forms has a long history in the West as well, starting
with Buddha’s contemporary Pythagoras (and likely before him), on through
Platonism and Neoplatonism and eventually Christianity. Western philosophy
contrasts the physical world with the spiritual world, a dualistic system of
binaries including evil-changing-multiplicity versus good-unchanging-unity.
These types of worldview seem to be born of harsh times, when escape from the
toils of physical life becomes the only reasonable concept of salvation. There
is reason to believe that it was not always this way, and that the emerging
religious sensibility of our age is reversing the metaphors. Greer refers to
this fear of physical life as “<a href="http://thearchdruidreport.blogspot.com/2013/11/toward-green-future-part-one-culture-of.html">biophobia</a>”,
a world-hating anti-cosmic ideology characterized by escapist afterlife
fantasies and a denigration of matter that contaminates the thinking even of
some modern non-religious people with obsessive concern about sterile
environments and ‘pure’ substances. It remains to be seen if the relative
comfort of modern life that possibly gives rise to the non-biophobic,
life-affirming, world-loving attitudes will survive the crushing depression
that the age of limits is set to impose.</div>
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And yet, the
concept of NTE adds something new. It’s not hard to imagine your own death, or
even some far-off abstract extinction of all life on Earth by the Sun’s red-giant
phase enveloping the Earth’s orbit, but the death of our entire species within
our lifetimes seems unprecedented. The worst visions of environmentalists,
involving things like the cutting down of the last tree or the melting of all
ice, rarely assert human extinction, and if they do it’s imagined as a problem
our grandchildren or more distant descendants might face. Seriously thinking
about personally witnessing a good part of our species’ extinction (up until
your own time comes) lends a visceral urgency to the meditation, something not
dealt with in religion or philosophy thus far.<span style="mso-spacerun: yes;">
</span>By considering the possibility of NTE, even those self-interested people
who consider it okay to sacrifice future generations for a few more years of
opulent industrial lifestyles (a position fairly characterized as evil) must conclude
that they too have <a href="http://nassimtaleb.org/category/skin-in-the-game/">skin
in the game</a>.</div>
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As an idea,
NTE therefore has the potential to increase empathy, though not necessarily.
McPherson certainly thinks that it does, as he advocates that we collectively
go through a grieving process and treat the living creatures of Earth,
including ourselves, as if in hospice. He recommends that people adopt a simple
environmentally-friendly lifestyle and try to be kind and generous with each
other, because no one is going to survive and the best we can do is minimize
suffering as we go down. Initially, he thought (along the lines of <a href="http://en.wikipedia.org/wiki/Endgame_%28Derrick_Jensen_books%29">Derrick
Jensen’s</a> “<a href="https://www.youtube.com/watch?v=3hx-G1uhRqA">Endgame</a>”)
that bringing down industrial civilization within a couple years could
conceivably slow down the positive feedback loops enough to allow some species,
maybe even some of us, to survive. But recently he’s considered the potential
impacts of the 400+ nuclear reactors which must be continually fueled with
electricity lest they go into meltdown, and also of global dimming – the
phenomenon of air pollution actually lowering the atmospheric temperature by a
couple degrees that was discovered when airline traffic was grounded for a few
days after the events of September 11, 2001. So it appears that the sudden
collapse of industrial civilization would result in NTE by different means. </div>
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Greer
critiques NTE by suggesting that believing there is no hope will lead people to
give up, do nothing, and continue to live their current lifestyles, even though
this is neither what McPherson advocates nor how he lives. In fact, the
lifestyles of Greer and McPherson are rather similar, with the exception that
Greer refuses to drive or fly and insists that McPherson’s continued flights
around the country to give presentations demonstrate bad faith on the part of
the environmental movement. This is because Greer believes in Gandhi’s
admonishment to “be the change that you wish to see in the world” – an idea
that radical environmentalists like McPherson and Jensen explicitly reject by
framing environmentalist action not as a popularity contest to win minds, but
as a war to be won by force, political or otherwise. McPherson argues
(correctly) that the planes will fly whether or not he is in them, nor should
he to be viewed as a role model. Although McPherson believes humans are
finished, he still associates with radical environmentalism in a bid to spare
some fraction of other species.</div>
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For his
part, Greer also recommends a grieving process, but for industrial civilization
rather than humanity. Both men anticipate huge effects from both <a href="https://www.youtube.com/watch?v=VOMWzjrRiBg">peak oil</a> and global
warming including the end of industrial civilization and massive die-off of
humans and many other species; their predictions differ only in magnitude
rather than kind. Greer’s rejection of NTE appears to be based solely upon its
similarity to other apocalyptic narratives, despite these almost never
involving total extinction and ignoring the geological fact that extinction-level
events can and do happen, as well as the assumption that people will respond to
NTE by not changing anything. However, people who accept NTE do not seem to be
continuing life as usual, but making radical changes, sometimes going off-grid,
taking up organic gardening, and caring for each other in a more profound way
than they did before, all of which I presume Greer would find agreeable.</div>
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Of course,
it’s conceivable that some people may do nothing, or worse, go on a hedonistic
polluting binge having given up all hope for the future, but we should not
judge ideas by how a psychopathic minority might react to them. If a majority
were to respond in this manner, it would be fair to say that NTE is a dangerous
idea. But then, the belief in progress that got us into this mess in the first
place is then definitely a more dangerous idea. But can an idea really be
dangerous? From the perspective of an industrialist, if everyone went back to
living off the land and quit their jobs, industry would be ruined, and
therefore voluntary simplicity would be a dangerous idea. Creationists think
evolution is a dangerous idea, and evolutionists think likewise about
creationism. It would seem that “dangerous idea” is more of a rhetorical label
for a personally disagreeable position than an objectively discernible notion.</div>
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Perhaps a
better criterion can be derived if we require that “dangerous” involves some substantial
risk to society. Creationism and evolution then can’t really be dangerous, as
someone’s ideas about these things have no consequence upon anything in their
life or those of anyone else. Even telling captive school children that Jesus rode
dinosaurs or that the god of monotheism doesn’t exist can’t be considered
serious harm in any real sense, as other ideas can readily compete with them.
These are merely ideas, we would say, leading to no appreciable harm. It may,
in fact, be more harmful (but only on a mental level) to remain sheltered from
a wide range of competing ideas, which would inhibit the mechanism of memetic
cultural evolution, lead to shallow belief systems, and undermine the basic project
of philosophy.</div>
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The idea
that owning people as property is morally acceptable is now widely considered an
evil and dangerous idea. Yet slavers argued for a long time that abolition was a
dangerous idea threatening the economy and social order of the day. Some people
may consider the argument that the abolition of slavery had more to do with the
industrial revolution than the progression of moral conscience a dangerous
idea, as it’s then easy to imagine slavery returning as industrialism runs out
of fuel. Regardless of its implications, if true, it would be a costly mistake
to ignore it, especially for those at risk of enslavement (which is highly
doubtful to fall along racial lines). So even in this case, the dangerousness
of the ideas is relative to the moral reasoning of individuals. </div>
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Heresy as a
taboo has been with us as long as monotheism. Ancient pagan thought and
philosophy, being naturally diverse, used the term to mean simply “choice”, “opinion”,
or “school of thought” and it was the task of educators to provide numerous ‘heresies’
for consideration and debate. Monotheism turned the word into the pejorative we
know today. Thus, we can now have scientific heresies, with certain ideas
considered too dangerous for research due to political correctness or for their
potential consequences. Steven Pinker wrote an essay called “<a href="http://pinker.wjh.harvard.edu/articles/media/dangerous_ideas.pdf">In
Defense of Dangerous Ideas</a>” as the preface to the collection of such ideas
in “<a href="http://www.amazon.com/What-Your-Dangerous-Idea-Unthinkable/dp/0061214957/">What
Is Your Dangerous Idea?</a>”. Pinker’s essay is worth reading, as he covers the
topic more thoroughly than I can here. Although his concern is with scientific inquiries
that violate social taboos, such as racial and gender differences, rather than
the more obviously harmful ideas of weapons research or things like the
insertion of “terminator” genes into food crops. <span style="mso-spacerun: yes;"> </span>The very concept of dangerous ideas is thus
fraught with complications and looks like a philosophical quagmire. </div>
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Which gets
us back to NTE. From Greer’s perspective, NTE is a dangerous idea because it
has the potential to lead to inaction when he believes certain actions will be
helpful in cushioning the coming crises. From McPherson’s perspective, Greer’s theory
of catabolic collapse is a dangerous idea because it gives people false hope
when he thinks their time would be better spent psychologically preparing themselves
for the inevitable extinction. From the perspectives of peak oil and climate
change denialists, both Greer and McPherson are spreading dangerous ideas that
threaten the economy and the social order of our day. Who is right and who is
wrong? Does it matter? <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></div>
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I contend
that it doesn’t matter who is correct about these differing predictions.
Failure to consider any one of them leaves us less capable of recognizing the
signs of whichever one does eventually develop. There are always many possible
worlds with many alternatives, and the ones that history will finally settle on
can’t be known until after they occur. Having multiple stories keeps us
flexible. The rhetorical hammer of ‘dangerous ideas’ is itself a dangerous idea
used to shut down consideration of different theories.</div>
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The one
thing we can be certain of is that we are all going to die. (Contrary to the
aphorism, taxes are not certain.) Whether we all die collectively in a mass
extinction is uncertain, but taking the possibility off the table is a mistake,
as is regarding it as a forgone conclusion. We live in a world composed of ever-changing
probabilities of various degrees, making convictions of certainty a terrible
vice.</div>
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<i style="mso-bidi-font-style: normal;">This discussion of dangerous ideas developed
from my reading of Peter J. Carroll’s latest book which concludes with a
grimoire for obtaining alien knowledge that poses inherent dangers to our
sanity. This struck me as interesting, as I had not before considered any ideas
to be actually dangerous. Therefore, although I’ve merely touched upon it thus
far, for my next post I will write more explicitly about magick as I review
Carroll’s “The EPOCH”.</i></div>
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Derek Lorianhttp://www.blogger.com/profile/05819004607974510903noreply@blogger.com0tag:blogger.com,1999:blog-3849318437071708958.post-83705091824075984922014-06-04T20:06:00.000-07:002014-06-27T20:00:20.891-07:00Taking Out the Ten Commandments<div class="separator" style="clear: both; text-align: center;">
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" 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" 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</span></div>
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</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
A long, long
time ago, in 2001, back when I watched cable news incessantly, there was a
flurry of stories about schools or local governments getting sued for posting
the Decalogue. The interviews mostly followed the same script, with the secular
opponent claiming a violation of church and state, and the religious proponent
making the fantastical claim that Judeo-Christian ethics generally, and the Ten
Commandments specifically, are the basis of the legal system of the United
States.<span style="mso-spacerun: yes;"> </span>Not once did I see this blatant
falsity questioned by any moderator. <span style="mso-spacerun: yes;"> </span>Instead,
both the reporters and secularists would nod their heads and repeat their
talking points about progress and separation of church and state as if nothing
preposterous had been said at all.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
This
produced a rare spasm of motivation to write, back then, and I produced a
rather flippant little paper critiquing the Ten Commandments and arguing that
they have nothing at all to do with American jurisprudence. While wondering
what to write about for my next blog post, I considered my old essay, as it was
well received among the few friends that saw it, but last I heard this was
settled law; the courts consistently ordered the removal of religious signs and
monuments in public buildings. The paper seemed anachronistic, attacking out of
the blue when the Ten Commandments weren’t in the airspace of the media-driven
collective conversation. Nor did I think that they would be, but history does
seem to repeat itself, and I was surprised to read of <a href="http://www.rawstory.com/rs/2014/03/13/new-mexico-wiccans-sue-city-saying-ten-commandments-monument-is-unconstitutional/">this</a>
and then <a href="http://wildhunt.org/2014/03/the-challenge-to-bloomfield-new-mexicos-ten-commandments-monument.html">this</a>
on <a href="http://wildhunt.org/">The Wild Hunt</a>. It seems that a city council
composed of Christians has forgotten the rules about monuments and gotten
itself sued, this time by Wiccans, which gives the story a good newsworthy
spin. </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Since giving
up TV a few years ago, and weaning myself from internet TV and most “news”
since, I’ve become increasingly and blissfully unaware of pop culture and
consumer trends, the absurd blunders of celebrities/politicians, distant
weather systems and natural disasters, and all the other miasma that has no
measurable effect on my life, and hence should have none upon my mind. So I
haven’t seen any of the reported mainstream media coverage of the story this
time around, but I suspect it’s similar to last time (but now improved with
witches!). The article in The Wild Hunt mentions that there was “a great deal
of talk about the Ten Commandments being the foundation of law in the US”
during the unveiling of the monument, but gives no further comment.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
So I decided
to update and revise my original essay to explore the subject more thoroughly,
although in the process I realized that my original thesis was overstated; a
couple of the Commandments have been the source of certain laws, but not the
ones against killing and stealing that readily get cited in debates as evidence
for the legal relevance of the whole set. No, it’s the injunctions against
working on the Sabbath and adultery that have inspired onerous laws designed to
enforce Christian cultural norms and continue the long-standing tradition of
conversion tactics imposed by force of law. So while the Ten Commandments have
had some influence, it is still the case that they never were among the
foundations of US law.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Having sat
on this essay for a couple months now and thinking I’d again missed the window
of opportunity in the news cycle, I was not going to publish it, but given the
recent decision by the Supreme Court in <a href="http://genealogyreligion.net/tag/town-of-greece-v-galloway">Town of
Greece vs. Galloway</a> (<a href="http://www.supremecourt.gov/opinions/13pdf/12-696_4f57.pdf">pdf</a>)
wherein the Catholic majority declared explicitly Christian prayer before
government meetings open to the public to be okay, it seems worthy once again
to post it. Although it does not address the issue of government sponsored
prayer, the tangential belief in the Judeo-Christian basis for the United
States, seemingly now endorsed by the highest court in the land, deserves harsh
critique. Therefore, I intend to show
that not only are the Ten Commandments not the basis of US law, but they
are not very good as a moral code for modern people in the first place. </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Let’s examine
each of the Commandments in greater detail.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Thou shalt have no other gods before me. - </i>Exodus
20:3</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
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So with the
very first of the Ten Commandments, the god of the Jews, having brought them out
of Egypt (Ex. 20:2), tells them that he is the most important god for them.<span style="mso-spacerun: yes;"> </span>He doesn’t say that he’s the god of everyone;
only the Israelites are being addressed. Some sorts of Christian have accepted
a type of <a href="http://en.wikipedia.org/wiki/Ideas_of_reference_and_delusions_of_reference">idea
of reference</a> that encourages them to believe the words in the Bible are really
their universal god writing directly to them, and also to everyone else. While
the story suggests a localized tribal god, Christians generalize this to a god
of the entire world and all humanity. Curiously, Yahweh doesn’t say that they
can’t have other gods, just none <i style="mso-bidi-font-style: normal;">before </i>him.
He’s jealous, you see, which one would think would make jealousy a virtue, but
wait for the last commandment for the irony. However one chooses to interpret
it, the first Commandment is clearly a religious statement and entirely
unconstitutional by the First Amendment if one tried to make it a law.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Thou shalt not make unto thee any graven
image, or any thing that is in heaven above, or that is in the earth beneath,
or that is in the water under the earth.</i> – Exodus 20:4</div>
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<br /></div>
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While it
seems like a general prohibition against art (the Muslim version is taken as
such, which is why Islamic art consists mostly of geometric designs), the god
of Moses seems primarily concerned about the worship of images, as is clear
from the next two verses where Yahweh threatens the great-grandchildren of his
enemies.<span style="mso-spacerun: yes;"> </span>This is therefore another
religious command that would be unconstitutional if it were law. The banning of
iconography and statuary severely limits the opportunity for polytheistic
experience by not providing anchors for the gods to manifest in dreams or
hallucinations. And of course, the vast majority of Christian denominations simply
ignore this commandment.</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Thou shalt not take the name of the Lord thy
God in vain.</i> – Exodus 20:7</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
With this
command, Moses’ god ensures that his name is considered holy and
unspeakable.<span style="mso-spacerun: yes;"> </span>This ploy worked so well
that no one can now know with any certainty the correct pronunciation of
YHVH.<span style="mso-spacerun: yes;"> </span>I have a strong suspicion that the
true pronunciation of YHVH is “Yee-hah-woh”, derived from the ancient Greek
transcription of YHVH as IAO in the Hermetic writings; since Greek lacks the
consonants of the Tetragrammaton, and Hebrew lacks vowels, it is a simple
matter to put the two together. Now that you know a plausible pronunciation,
you can try to take it vain, assuming it’s your god. Make sure to use the
proper name though, censored spellings like “G-d” miss the point, and
exclamations like “god damn these commandments” don’t count because the word
“god” denotes a species of spiritual being, not the name of one of them. In any
case, this is again a religious dictate.<span style="mso-spacerun: yes;">
</span>I’m fairly sure that taking any name you want in vain is protected by
the First Amendment.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Remember the sabbath day, to keep it holy.
Six days shalt thou labour, and do all thy work: But the seventh day is the
sabbath of the Lord thy God: in it thou shalt not do any work, thou, nor thy
son, nor thy daughter, thy manservant, nor thy maidservant, nor thy cattle, nor
thy stranger that is within thy gates: – </i>Exodus 20:8-10</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
The <a href="http://en.wikipedia.org/wiki/Sabbath">Sabbath</a> day is Saturday.<span style="mso-spacerun: yes;"> </span>Sunday, as the Lord’s Day, was adopted as the
holy day for some Christians in distinction from the Jewish Sabbath. The
Catholics even brag about their power to change one of the commandments, as
evidence of their power generally. Those Christians who avoid work on Sunday,
but not Saturday would seem to be in violation of this commandment, for
“sabbath” does not mean any weekly day of rest, but Saturday only, as “shabbetai”
means “Saturn”. Yet, Sunday is the first day of the week, a day for beginning
new works, not resting as is appropriate to Saturn. But the etymology of
“Sabbath” has become forgotten, and only the meaning of simply ‘day of rest’ or
just ‘holiday’ remains. Even the Wiccans ended up calling their 8 seasonal
holidays “sabbats”.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Although
this commandment is obviously of a religious nature, it has been the source of so-called
<a href="http://en.wikipedia.org/wiki/Blue_law">blue laws</a>, mostly mandating
stores to be closed on Sundays as per Christian custom. Going back to colonial
days, these laws have been gradually going away as secularism and consumerism gain
cultural currency. Christians, recognizing the continuing loss of their virtual
theocracy once held through a tyranny of the majority, frame the growing enforcement
of separation of church and state as a persecution of their traditional values.
Yet, the <a href="http://law.justia.com/constitution/us/amendment-01/07-sunday-closing-laws.html">courts
have supported Sunday closure laws</a>, arguing, in the face of all evidence,
that they have historical precedent, and so have become secularized. You know,
like Christmas. Despite most governments yielding to consumer pressure for the
right to shop on Sundays, a few states, counties, and cities continue to
enforce closures and ban the sale of certain items, particularly alcohol, on
Sundays. In at least one <a href="http://community.seattletimes.nwsource.com/archive/?date=19950820&slug=2137185">town</a>,
stores are closed by unofficial agreement and mowing one’s lawn on a Sunday can
have negative social consequences. Of course, this is lenient compared to
Yahweh’s choice of punishment: “Ye shall keep the sabbath therefore; for it <i>is</i>
holy unto you: every one that defileth it shall surely be put to death: for
whosoever doeth <i>any</i> work therein, that soul shall be cut off from among
his people.” (Exodus 31:14).</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
It seems likely that taking regular time off
from work both for mental and physical rest contributes toward good health, and
most people naturally do so daily, weekly, and at larger intervals with
vacations. Demanding that everyone take the same day of the week off and
imposing the rule as a law seems extreme. Different people will function better
with different schedules, and there is no reason to think there is anything
special about resting one day per week versus a day every 9 days, or an hour of
meditation every day. I’m of the opinion that government should not be turning uncertain
health advice into law, especially if that advice has sectarian religious
origins.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></i><i style="mso-bidi-font-style: normal;">Honor
thy father and thy mother: that thy days may be long upon the land which the
Lord thy God giveth thee.</i> – Exodus 20:12</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
This would
be common sense back in a world where your parents can legally kill you, but
it’s hard to imagine as an enforceable law in modern times. It’s probably not
even a good idea in all situations.<span style="mso-spacerun: yes;">
</span>Victims of parental abuse should not honor their abusers, but Moses’ god
makes no exceptions.<span style="mso-spacerun: yes;"> </span>This seems more
worthy of an aphorism than an edict from the Most High. As important as family
is, wouldn’t the additional instruction to “Honor your children” make it
better? Or even a more general commandment like, “Respect other people”?<span style="mso-spacerun: yes;"> </span>So far, the First Amendment mostly grants the
right to disrespect people, so long as it doesn’t cross over into slander,
libel, or harassment, although I’m sure there are people who would jump at the
chance to criminalize disrespect and hurt feelings generally. <span style="mso-spacerun: yes;"></span>The <a href="http://eawc.evansville.edu/anthology/hammurabi.htm">Code of Hammurabi</a>
gives us this gem, “If a son strike his father, his hands shall be hewn off.” I
don’t suppose many people would advocate that now. Of course, the Biblical
punishment (Exodus 21:15) is more severe: “And he that smiteth his father, or
his mother, shall be surely put to death.” In case anyone thinks striking your
parent is an extreme offense requiring the Draconian punishment, we also find
this: “For every one that curseth his father or his mother shall be surely put
to death” (Leviticus 20:9). Then again, there does seem to be a distasteful trend
towards criminalizing childhood rebelliousness. How many parents today wouldn’t
mind seeing their kid in handcuffs for talking back? </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Thou shalt not kill. – </i>Exodus 20:13</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Eventually, by
the second half of the list, Yahweh tells the Israelites something recognizable
as a common law.<span style="mso-spacerun: yes;"> </span>It’s important not to
generalize the word “kill” since the original Hebrew translates more accurately
as “murder”, and there are exceptions for self-defense, executing criminals,
and making war (especially against any tribes living in the Promised Land).
Even so, some religious adherents following similar rules against taking life
go so far as to strain their drinking water to spare the microbes.<span style="mso-spacerun: yes;"> </span>Just about every society has a prohibition
against murder, so this commandment is not so special to the history of law,
much less is it the <i style="mso-bidi-font-style: normal;">basis</i> of laws
against murder.<span style="mso-spacerun: yes;"> </span>Any sensible individual
or society will come up with this rule on their own without the need for a god
telling them that murder is wrong. Even in Genesis, it’s clear that people know
murder is wrong from the story of Cain and Abel, long before Yahweh lays down
the law. </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Thou shalt not commit adultery. – </i>Exodus
20:14</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Adultery was
outlawed by most ancient civilizations and is still illegal in some form in almost
half of the states in the US. Definitions and punishments vary wildly from
place to place and across time. Most ancient definitions only considered the
marital status of the woman, as marriage was primarily about property rights
and ensuring the man’s offspring were really his. In modern secular countries,
where sexual freedom is considered something like a right, and with many people
having trouble reconciling the idea of marriage as an idealistic love bond
between souls with its obvious historical roots in contract law, the outlawing
of adultery is increasingly seen as outside the proper role of government –
legislating morality being fraught with difficulties in a multicultural
society. <span style="mso-spacerun: yes;"> </span>Modern definitions usually
treat all parties equally and range from the more traditional “sex with a
married person” to sometimes include all non-marital sex or cohabitation. Even
in states that don’t criminalize adultery, it can often be grounds for divorce
and considered in the division of property, alimony, and the custody of
children. Nevertheless, in modern times we see a trend towards treating
adultery as the moral failing of “cheating” rather than the crime of breach of
contract.<span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Among the
Hebrews, the punishment for adultery was the death of both parties. “And the
man that committeth adultery with another man's wife, even he that committeth
adultery with his neighbour's wife, the adulterer and the adulteress shall
surely be put to death.” (Leviticus 20:10). Punishments now usually consist of
fines and sometimes imprisonment, except in many Islamic countries where death
by stoning is still commonly practiced. Adultery was also illegal in the pagan
Greco-Roman world, with punishments from death to banishment. It seems unlikely
that the lawmakers in ancient Greece or Rome were looking to the Torah for
inspiration. Nor does adultery suddenly become a sin among the Israelites when
Moses comes down from Mt. Sinai with the stone tablets, as can be seen from the
<a href="http://en.wikipedia.org/wiki/Thou_shalt_not_commit_adultery#Ancient_understanding">stories</a>
in Genesis where people seem to know adultery is against the rules. So while
adultery is often considered a crime, the Biblical commandment against it is
not the source of laws prohibiting it.<span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Thou shalt not steal.</i> – Exodus 20:15</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
This is
similar to the 6<sup>th</sup> Commandment in that it is also a real law, but
also in that it is not unique to Judeo-Christian tradition.<span style="mso-spacerun: yes;"> </span>It is a common sense necessity for any
civilized property owning society. The prescribed punishment for theft is
usually restitution, often with extra, and if the thief cannot pay up they are
sold into slavery. Of course, stealing and selling a man is a capital offense: “Whoever
steals a man and sells him, and anyone found in possession of him, shall be put
to death.” (Exodus 21:16).</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Thou shalt not bear false witness against thy
neighbor. </i>– Exodus 20:16</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
“Neighbor”
here refers to a member of the community, so in this case, that means other
Israelites. Proving a case could require two or three witnesses and a false
witness would be given the sentence they were trying to have imposed on the
defendant.<span style="mso-spacerun: yes;"> </span>Like the last four
commandments, perjury is normally outlawed irrespective of divine dictates. The
Code of Hammurabi contains equivalent injunctions against, and punishments for,
providing false witness.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Thou shalt not covet thy neighbor’s house,
thou shalt not covet thy neighbor’s wife, nor his manservant, nor his
maidservant, nor his ox, nor his ass, nor any thing that is thy neighbors. – </i>Exodus
20:17</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Yahweh
doesn’t want the Israelites to desire each other’s property, which seems
reasonable enough. Wanting something you can’t have is certainly a problem, but
it’s not a crime by modern standards, and hard to understand how it was
punished. Thought-crimes, being subjective and unenforceable, never make good
law. Perhaps Moses’ god is trying to convey an idea similar to the Buddha’s assertion
that desire is the source of sorrow, but a man came up with that independently
and more explicitly than did the god of Moses.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
So it seems
that only five of the Ten Commandments are equivalent to actual laws, three of
which (6,8, and 9) are general principles which any normal society could be
expected to produce independent of divine intervention. Laws against adultery
and shop-keeping on Sunday were probably inspired by their respective commandments,
but it would be silly to argue that they are essential to the legal system.<span style="mso-spacerun: yes;"> </span>The rest of the commandments are religious commands
or regular moral advice with no equivalent in US law and mostly contravened by
the First Amendment’s establishment clause. It’s clear that the Ten
Commandments are not in any way important to the legal system of the United
States, nor are they very influential on the world at large.<span style="mso-spacerun: yes;"> </span>Roman law has had a far greater impact on
modern law than religious law ever had, and hopefully, ever will. Note that the
Wikipedia article on <a href="http://en.wikipedia.org/wiki/Legal_history">Legal
History</a> doesn’t even mention the Ten Commandments.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
The question
remains as to why politically minded Christians in the United States continue
to say that the Ten Commandments are the basis for US law. Assuming that they
are not consciously lying in an attempt at propaganda, they may actually
believe the <a href="http://www.alternet.org/belief/america-not-christian-nation-and-never-has-been-why-right-obsessed-pushing-revisionist">revisionist
history</a> lately popular with fundamentalist Christians, arguing that the
United States is a Christian nation, founded by Christians, and inspired by
Judeo-Christian values and Mosaic Law. Evangelicals like <a href="http://en.wikipedia.org/wiki/David_Barton_%28author%29">this guy</a>, and
sects like <a href="http://en.wikipedia.org/wiki/Dominion_Theology">Dominionism</a>,
explicitly aim at turning the US into a theocracy, believing that that was the
intent of the founders until liberals mucked up the plan. It’s fairly easy to
show that this is wrong; we just have to look at the Constitution and the words
of the founding fathers.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
“The United
States government is not in any sense founded on the Christian Religion” –
President James Madison, Treaty of Tripoli, 1797.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Thomas
Jefferson’s letter to the Danbury Baptists is famous for its last phrase.
Here’s the full quote:</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
“Believing
with you that religion is a matter which lies solely between man & his god,
that he owes account to none other for his faith or his worship, that the
legitimate powers of government reach actions only & not opinions, I
contemplate with sovereign reverence that act of the whole American people
which declared that <u>their</u> legislature should make no law respecting an
establishment of religion, or prohibiting the free exercise thereof; thus
building a wall of separation between Church & State.”</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Many of the
founding fathers believed in <a href="http://en.wikipedia.org/wiki/Deism">Deism</a>,
a sort of jerry-rigged theism attached to a mechanistic worldview, popular
among Enlightenment intellectuals before full-blown atheism lost some of its social
drawbacks. The god of the Deists creates the world and then has no further
involvement, stepping out to let physics run the show. All too familiar with
the horrors of religious wars and persecutions in Europe and the colonies, they
went out of their way to create a secular constitution that never mentions
religion other than to state that there shall be no religious test for any
office, and the granting of freedom of religion in the First Amendment. <span style="mso-spacerun: yes;"> </span>If the Ten Commandments had inspired the
founding fathers, why does the First Amendment specifically forbid any laws that
could be based on the first three commandments?</div>
<div class="MsoNormal" style="margin-bottom: 0in;">
<br />
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<![endif]--><span style="font-family: inherit;"><span style="font-size: 11.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "MS Mincho"; mso-fareast-language: EN-US; mso-hansi-theme-font: minor-latin;">Maybe the Christians who believe that the
Decalogue underpins the legal system are thinking more metaphorically, as the
Tablets of the Law, graven in stone, and delivered from on high are a powerful
symbol of the concept of ‘law’ and the authoritarian law-giver. If that’s the
case, then other (arguably better) sets of ethics or laws should be placed side
by side for comparison. I’ll accept their claims of neutral historical
monuments when I see equivalent monuments listing the <a href="http://en.wikipedia.org/wiki/Code_of_Hammurabi">Code of Hammurabi</a> and
the <a href="http://en.wikipedia.org/wiki/Ma%27at">Negative Confessions of
Ma’at</a>. Historically, gods usually don’t issue laws, governance being a
rather mundane and non-spiritual concern that’s usually considered the province
of humans. Furthermore, most societies have recognized that 'law' is an
evolving human concept, needing continual revision, which makes any immutable
set of laws rather bizarre. Thus, placing only a god-derived list of laws is an
implicit endorsement of religion, and explicitly unconstitutional.</span></span></div>
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<br /></div>
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Maybe we
should have monuments for the <a href="http://en.wikipedia.org/wiki/Five_Precepts#Ten_Precepts">Ten Precepts</a>
of Buddhist ethics. Being mainly for monks (especially the last five), and
hence more stoic than the Decalogue, they would undoubtedly be more advantageous
for the average American. They are:</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to take life</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to lie</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to steal</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to engage in sexual activity</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to drink alcohol</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to take food from noon to the next
morning</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to adorn their bodies with anything
other than the three robes</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to participate in or be spectator to
public entertainments</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to use high or comfortable beds</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">not to use money</i></div>
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<br /></div>
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It’s
apparently pretty easy for humans, enlightened or not, to come up with better
ethical lists than the god of Moses did. Atheists, including Christopher
Hitchens, Penn Jillete, and Richard Dawkins, have come up with their own replacements
for the Ten Commandments – conveniently collected <a href="http://en.wikipedia.org/wiki/Alternatives_to_the_Ten_Commandments">here</a>.
Isn’t it strange how even the <a href="http://en.wikipedia.org/wiki/Alternatives_to_the_Ten_Commandments#Ted_Kaczynski">Unabomber</a>
came up with a set of rules more clear and reasonable than Yahweh did?</div>
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<br /></div>
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Or perhaps the
following rules would be better yet to erect monuments for people to live by
(except for the second half of #7, that’s just stupid):</div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo3; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Do not give opinion or advice unless you are
asked.</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo3; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Do not tell your troubles to others unless
you are sure they want to hear them.</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo3; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">When in another’s lair, show him respect or
else do not go there.</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo3; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">If a guest in your lair annoys you, treat
him cruelly and without mercy.</i></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Do not make sexual advances unless you are
given the mating signal.</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo3; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Do not take that which does not belong to
you unless it is a burden to the other person and he cries out to be relieved.</i></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Acknowledge the power of magic if you have
employed it successfully to obtain your desires. If you deny the power of magic
after having called upon it with success, you will lose all you have obtained.</i></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Do not complain about anything to which you
need not subject yourself.</i></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Do not harm little children.</i></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">Do not kill non-human animals unless
attacked or for your food.</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo4; tab-stops: list .75in; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;">When walking in open territory, bother no
one.<span style="mso-spacerun: yes;"> </span>If someone bothers you, ask him to
stop.<span style="mso-spacerun: yes;"> </span>If he does not stop, destroy him.</i></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><a href="http://www.churchofsatan.com/eleven-rules-of-earth.php">The Eleven
Satanic Rules of the Earth</a></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>By Anton LaVey</div>
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<br /></div>
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The Satanic
Temple is promoting their own <a href="http://ananael.blogspot.com/2014/05/oklahoma-satanic-monument-takes-shape.html">monument</a>
in answer to an Oklahoma law allowing religious displays on public property and
the placement of a Ten Commandments monument on the grounds of the capitol. When
Christian zealots try to use the force of law to preach their religion in an
open society, they may get more than they bargained for. Even though I disagree
with all of these lists of rules, at least in part, inclusivity is a virtue,
right? </div>
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<br /></div>
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<br /></div>
Derek Lorianhttp://www.blogger.com/profile/05819004607974510903noreply@blogger.com0tag:blogger.com,1999:blog-3849318437071708958.post-81346405143192938272014-03-16T11:51:00.000-07:002014-12-24T00:00:03.512-08:00Book Review: Vitruvius<!--[if gte mso 9]><xml>
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<i style="mso-bidi-font-style: normal;">It’s been a few years since I started this
blog with its only post thus far belatedly announcing the Age of Aquarius. At
the time, I didn’t know if I wanted to take up blogging or not, just get the
word out on an arcane bit of dubious astrology. In the intervening years, my
interests have multiplied and it now seems like a good idea to write about some
of them here. One activity I’ve recently taken up is to finally commit to
reading many of the classics of pagan antiquity, and it seems best to write
reviews of them to clarify my own thoughts and share them with others. I begin
with Vitruvius, not because his work is particularly profound, but because the
copy I have has been borrowed from a friend for a couple years now, and I would
like to return it. Borrowed books are distasteful to me, as I agree with
Crowley that any book worth reading is worth owning, so I’ll have to track down
a copy to add to my library.</i></div>
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<i style="mso-bidi-font-style: normal;">Additionally, this turned out to be rather
long – over 4000 words. I decided not to split it in half and, instead, present
it as a summary covering the whole book. I make no apologies for length or for
dullness; I am not writing this to please anyone but myself and I’ve no cohesive
point to make with it. Take it for what it is – my thoughts and notes on a
book. Expect future non-review posts to make actual points, court controversial
opinions, and perhaps have intended audiences.</i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></i></div>
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<a href="http://en.wikipedia.org/wiki/Vitruvius">Vitruvius</a> wrote his only
surviving work, “De Architectura”, sometime around 15 BCE. When it was
rediscovered in 1414 and subsequently translated as “<a href="http://www.amazon.com/Vitruvius-The-Books-Architecture-Bks/dp/0486206459/">The
Ten Books on Architecture</a>” it became a major influence on Renaissance art
and architecture through the work of men like Michelangelo and Leonardo da
Vinci. Though it would seem likely that it was among the sources for the
Renaissance mage <a href="http://en.wikipedia.org/wiki/Heinrich_Cornelius_Agrippa">Henry Cornelius
Agrippa’s</a> “<a href="http://www.amazon.com/Three-Occult-Philosophy-Llewellyns-Sourcebook/dp/0875428320/">Three
Books of Occult Philosophy</a>”, I haven’t been able to find any references to
Vitruvius in it. The ‘Ten Books’ total roughly 300 pages with each “book” about
30 pages divided into multiple “chapters” of only a few pages each, making it
easy to read in small chunks.<br />
</div>
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Throughout
the book are numerous references to classical architectural components and I
found myself repeatedly wishing for an appended glossary. Book V begins with a
comment about architectural books being difficult to understand due to obscure
jargon and Vitruvius promises to explain any rare terms, but he doesn’t really
seem to do so at any point and most descriptions don’t lead to understanding
through context. Lest whole sections be rendered incomprehensible due to having
no idea what many of the nouns mean, the average reader should simply resolve
to frequently look up definitions. Among the words to expect: gnomon, entablature,
architrave, abacus (not the calculator), astragals, plinth, cymatium, dentils,
triglyphs, sima, tympanum, acroteria, mutules, metopes, scaena, tablinum,
exedra, oeci, and cavaedium.</div>
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<br /></div>
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Right away,
it’s apparent that this is a book replete with ancient pagan philosophy and
science, with an indirect relevance to occultism, at least in a historical
sense. Vitruvius begins by stating, “The architect should be equipped with
knowledge of many branches of study and varied kinds of learning”, by which he
means the seven liberal arts, but also drawing (including perspective drawing
with lines converging to a point, an art some have thought was ‘invented’ in
the Renaissance), history, philosophy, medicine, and law. The medical theory
seems to involve the avoidance of bad winds coming from swamps and building
cities in places unexposed to such winds. <span style="mso-spacerun: yes;"> </span>Knowledge of history is apparently important
so that one can explain odd bits of traditional constructions to clients with
charming stories, such as columns carved as people in a certain cultural
fashion to remind those people of the burden of their defeat in some war or
other.<span style="mso-spacerun: yes;"> </span>As a master (archi-) of arts
(techne), the idea of the architect as a jack-of-all-trades is echoed in the nearly
identical course of study for the 9<sup>th</sup> century wizard laid out in <a href="http://www.amazon.com/The-Complete-Picatrix-Classic-Astrological/dp/1257767852">Picatrix</a>,
and informs the polymathic ambitions that later characterize the ‘Renaissance
man’. After discussing the fundamental principles of arrangement, eurythmy,
symmetry, propriety, and economy, as well as the construction of city walls, Book
I ends with an interesting discussion of the winds in sets of 4, 8, and 24,
their names and general properties, and the placement of streets to avoid gusts
being channeled through them. It also describes a geometric way of determining
north by a post in the ground casting a shadow and finding the midpoint between
two points in the day when the shadow touches a given circumference.</div>
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<br /></div>
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Although Book
II begins with a quaint fable about how solitary wild humans first started
congregating in groups around the remains of forest fires, and following this
discovery of fire proceeded to form tribes, speak languages, and build houses,
the bulk of Book II concerns construction materials: brick, sand, lime,
pozzolana (a type of volcanic ash used for cement that will set underwater),
stone, and timber. The operating theory for Vitruvian materials science consists
of the four elements, making this section largely incomprehensible even to
modern magickians who treat the four elements as metaphysical qualities and
leave material qualities to the modern elemental theory of chemistry. Vitruvius
is likely correct about the properties of the materials he describes, but his
explanations for how those properties arise seem rather simplistic and
erroneous from a modern perspective. Though we should keep in mind that he was
giving the standard scientific understanding of the day, and though we may
prefer the greater utility of our modern theories, they may seem just as
primitive to scientists a few millennia hence (if there are any). In all cases,
we need to be aware of what Nassim Nicholas Taleb calls the <a href="http://en.wikipedia.org/wiki/The_Black_Swan_%282007_book%29#The_narrative_fallacy">Narrative
Fallacy</a>, wherein we automatically generate stories to explain the facts of
our experience, with little regard for the truth or utility of such stories. It’s
usually sufficient just to have a story.</div>
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<br /></div>
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Books III
& IV describe the building of temples, almost entirely consisting of the
proper proportions to be used and the geometry involved in ensuring symmetry,
which all seems quite arbitrary by modern standards. The theory, of course, is
that our buildings should mimic nature, and as evidence the proportions of the
human body are described, from which da Vinci drew his <a href="http://en.wikipedia.org/wiki/Vitruvian_Man">Vitruvian Man</a> image. </div>
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<br /></div>
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Proportion
is defined as “a correspondence among the measures of the members of an entire
work, and of the whole to a certain part selected as standard.” Interestingly,
proportion is ‘analogia’ in Greek, from which we get ‘analogy’. As analogical
thinking is the basis for the magickal theory of correspondences, this bit of trivia
may come up again in future posts. Relevant to the construction of buildings,
however, proportions dominate the instructions, ironically often in parallel
with more recent drawings showing how far off various classical buildings are
from the Vitruvian ideal.<span style="mso-spacerun: yes;"> </span></div>
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<br /></div>
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The greatest
emphasis is on columns. Indeed, columns seem more important than walls in the
descriptions, with great detail given for things like the proper narrowing of
columns of different heights towards their tops such that they appear uniform
to the eye, and the number and depth of ‘flutes’ gouged out along their length.
Temples are classified by the numbers and arrangements of columns that surround
a walled building housing the cult statue. The thickness and spacing (which
gets its own word - “intercolumniation”) of columns is of structural concern
for holding up the entablature. Artistically, columns come in three main types
distinguished mostly by their tops or “capitals”. The Ionic style has what
looks like rolled-up scrolls or ‘cushions’ on top, the Corinthian style
displays leaves and flowers, and the Doric style is quite plain. The sheer numbers
of huge nearly-identical columns required for any given building is impressive,
and it’s a pity that the technical details of their manufacture are not given. </div>
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<br /></div>
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Book V
discusses public buildings: the forum, basilicas (court houses), the treasury,
prison, senate house, theaters, colonnades, bathhouses, palaestras (wrestling
fields), harbors, breakwaters, and shipyards. Most of the detail focuses on the
design of theaters with special attention to acoustics. Theaters are laid out
in semicircles with divisions of areas determined by a dodecagram centered at
the front of the stage. Chapter V “Harmonics” describes Greek musical theory,
which I found both fascinating and barely comprehensible without further study.
This is employed to describe an amplification system used in some theaters
consisting of bronze sounding vessels designed to resonate with certain tones
(he finally admits they are rare and I wondered if he’d seen them or just read
of them and thought they were a good idea). These are then placed at geometric
points among the seating for the audience in accord with the harmonic theory.<span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></div>
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Book VI
covers private houses, presumably for wealthy clients. He admits that if a lesser
building must be designed to suit the environment, the available materials, or
the limits of the client’s pocketbook, the architect must work within those
bounds, holding the ideal in mind and making adjustments carefully. Houses are
built around atriums and peristyles, large open spaces in the middle of buildings
surrounded by columns, fountains, gardens, and artwork. A great variety of
rooms lead off from there and considerations of lighting determine the
placement of rooms. Bedrooms and libraries, for example, should have an eastern
exposure, while galleries that need even light throughout the day should have
windows in the north. Dining rooms differ by season, with Spring and Autumn in
the east, Summer rooms in the north, and Winter dining rooms with a
southwestern exposure. Country farmhouses require even more rooms for barns, storage,
oil presses, and wine presses.<span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></div>
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<br /></div>
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The
introduction to Book VI recommends learning as the greatest asset, as one can’t
lose it. Alzheimer’s must have been unknown, for he says, “All the gifts which
fortune bestows she can easily take away; but education, when combined with
intelligence, never fails, but abides steadily on to the very end of life.” He
also quotes Theophrastus: “The man of learning is the only person in the world
who is neither a stranger when in a foreign land, nor friendless when he has
lost his intimates and relatives; on the contrary, he is a citizen of every
country, and can fearlessly look down upon the troublesome accidents of
fortune. But he who thinks himself entrenched in defences not of learning but
of luck, moves in slippery paths, struggling through life unsteadily and
insecurely.”</div>
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<br /></div>
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Before
getting to the design of houses, Chapter I opens with a rather bizarre theory
of racism. Starting with the logic that different climates require different
types of houses, he reasons that climates also determine the differing
qualities of the races: “In places on which the sun throws out its heat in
moderation, it keeps human bodies in their proper condition, and where its path
is very close at hand, it parches them up, and burns out and takes away the
proportion of moisture which they ought to possess. But, on the other hand, in
the cold regions that are far away from the south, the moisture is not drawn
out by hot weather, but the atmosphere is full of dampness which diffuses
moisture into the system, and makes the frame larger and the pitch of the voice
deeper. This is also the reason why the races that are bred in the north are of
vast height, and have fair complexions, straight red hair, grey eyes, and a
great deal of blood, owing to the abundance of moisture and the coolness of the
atmosphere.<br />
<span style="mso-tab-count: 1;"> </span>On the contrary, those that are
nearest to the southern half of the axis, and that lie directly under the sun’s
course, are of lower stature, with a swarthy complexion, hair curling, black
eyes, strong legs, and but little blood on account of the force of the sun.
Hence, too, this poverty of blood makes them over-timid to stand up against the
sword, but great heat and fevers they can endure without timidity, because
their frames are bred up in the raging heat. Hence, men that are born in the
north are rendered over-timid and weak by fever, but their wealth of blood
enables them to stand up against the sword without timidity.”</div>
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Why do the
races differ so? Well, you see, if we draw an imaginary line to the pivot point
around which the sky revolves (currently Polaris) to our imagining of the
southern horizon if the world were a flat disk, we get a triangle, and that
resembles a harp-like instrument that the Greeks called a “sambuca” with long
strings to the ground in the north producing low pitched notes, and short
strings in the south making high pitched notes. Vitruvius thought that the
atmosphere was thicker in the northern latitudes and thinner in the south;
hence, he believed people in the south had squeaky high-pitched voices and
also, incidentally, that it made them smart and clever, whereas people in the
north were rendered dull-witted by the dense atmosphere. Only people in the temperate
latitudes (i.e., Rome) win the Goldilocks-prize of just the right amount of
atmosphere, sun, and moisture so that they can be intelligent, speak with
moderately pitched voices, and have enough “blood” to supply the right amount
of courage. <span style="mso-spacerun: yes;"> </span>With typical Imperial
apologetics, he concludes, “Hence, it was the divine intelligence that set the
city of the Roman people in a peerless and temperate country, in order that it
might acquire the right to command the whole world.” Perhaps this explains why
he doesn’t discuss any styles of houses other than Roman and Greek.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Whereas most
of the instructions have consisted thus far of proportions, in Book VII we
begin to get practical instructions for finishing work like cement floors,
stucco, vaulted ceilings, and fresco paintings. But first, as usual, comes a
bit of social commentary. This time Vitruvius praises the ancient authors who
left books transmitting their knowledge into the future. He condemns
plagiarism, deeming it worthy of punishment, and tells a story about the
well-read Aristophanes exposing plagiarists when judging a poetry contest. After
he gives credit to the many authors he has learned from, he explains how he
intends for his compendium of architecture to exceed all previous works on the
subject before getting into practical details about building the layers of a
floor, slaking lime for stucco, and framing vaultings with wood and mats of
reeds. Powdered marble of ever finer grit provides the polished stucco surface,
which is then ready for painting.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Before
examining the sources of different colors of paint, Vitruvius devotes Chapter V
to a rant about how the painting of images that are not realistic
representations of things that actually exist is an affront to the principle of
propriety and should not be tolerated, yet people with their poor critical
faculties applaud the fantastical. “The fact is that pictures which are unlike
reality ought not to be approved, and even if they are technically fine, this
is no reason why they should offhand be judged to be correct, if their subject
is lacking in the principles of reality”. He blames the trend of his day of
painting impossible scenes, like plants with human heads, on the proliferation
of bold colors that had become available to painters.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Of interest
in the sections on colors are a few chemical processes which no doubt caught
the attention of the alchemists. First, the extraction of quicksilver from
cinnabar is described, and then a process for using quicksilver to recover gold
that has been sewn into clothing. A process for oxidizing lead and copper with
vinegar to make white lead and verdigris is also explained, as well as a method
to make a blue pigment by heating copper with flowers of natron.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Being about
hydrology, Book VIII begins with a brief discussion of the four elements
emphasizing how food, water, breath, and warmth are necessary for life and
conveniently supplied to us by nature. <span style="mso-spacerun: yes;"> </span>There is evidence of an understanding of
ecology, particularly the <a href="http://en.wikipedia.org/wiki/Water_cycle">hydrologic
cycle</a>, i.e., speaking of Euripides, he says, “Earth, he held, was
impregnated by the rains of heaven and, thus conceiving, brought forth the
young of mankind and of all the living creatures in the world; whatever is
sprung from her goes back to her again when the compelling force of time brings
about a dissolution; and whatever is born of the air returns in the same way to
the regions of the sky; nothing suffers annihilation, but at dissolution there
is a change, and things fall back to the essential element in which they were
before.” When talking about rainwater, he says, “The valleys among the mountains
receive the rains most abundantly, and on account of the thick woods the snow
is kept in them longer by the shade of the trees and mountains. Afterwards, on
melting, it filters through the fissures in the ground, and thus reaches the
very foot of the mountains, from which gushing springs come belching out.” Also,
“Wherever the winds carry the vapour which rolls in masses from springs, rivers,
marshes, and the sea, it is brought together by the heat of the sun, drawn off,
and carried upward in the form of clouds; then these clouds are supported by
the current of air until they come to mountains, where they are broken up from
the shock of the collision and the gales, turn into water on account of their
own fullness and weight, and in that form are dispersed upon the earth.”</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Most of Book
VIII describes many legendary springs with strange properties attributed to the
different types of soil and the ‘juices’ they contain. Not only are there
sulfur springs and hot springs, salty, bitter and sweet waters, but springs
that emit oil, or asphalt, or pitch with their water; springs that are good for
bathing but will kill those that drink from them, or make their teeth fall out,
or make them intoxicated, or cure madness, or induce stupidity, or give good
singing voices. <span style="mso-spacerun: yes;"> </span>Given the potential
dangers of water sources, testing is a good idea before building aqueducts and
cisterns to channel and store it. The easiest way is to check the health of the
people and animals that drink it, but boiling some in a bronze vessel and
checking for sedimentation is recommended for new wells.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Aqueducts
require gradients “of not less than a quarter of an inch for every hundred
feet”, a task done with <a href="http://en.wikipedia.org/wiki/Chorobates">leveling
tools</a>. Although pipes were commonly made of lead or clay, it was known that
lead was poisonous: “lead is found to be harmful for the reason that white lead
is derived from it, and this is said to be hurtful to the human system. Hence,
if what is produced from it is harmful, no doubt the thing itself is not
wholesome.” That last part is interesting to think about in our modern world
full of untested chemicals. He cites the deep pallor that plumbers acquire and
concludes, “water ought by no means to be conducted in lead pipes”.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Without
springs to tap, wells must be dug. The way to find a good place to dig is to
look for mists rising from the ground at dawn, as well as looking for
vegetation of certain kinds. The dangers of suffocation whilst well-digging are
explained as poisonous “exhalations” from the earth, and testing with a lamp
flame is recommended, digging air shafts if it goes out.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Vitruvius
begins Book IX by lamenting the lavish awards given to the champions of
athletic games who provide only momentary entertainment, but none given to the
authors of books that help all of humanity continuing into the future. As
examples of practical knowledge acquired by such intellectuals, he cites
Plato’s solution to making a square twice the area of an initial square using
the diagonal of the first square, which he says can’t be done “by means of
arithmetic” There was still an idealism of whole numbers at this time. What we
now call the Pythagorean Theorem is also cited, using geometry instead of
algebra, of course. The story of Archimedes discovering volume displacement in a
bath is told, including the interesting bit that after he runs naked through
the street crying, “Heureka!” (the Greek in this edition gives a rough
breathing mark), he does a series of experiments to determine that a golden
crown had indeed been adulterated with silver.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Before
closing with a description of sun dials and the mechanics of water clocks, Book
IX provides a good description of ancient astronomy. The motion of the stars
and planets about the poles is covered in some detail, with the occasional
retrograde motion of the planets explained by the sun attracting them when at
certain angles and thus slowing and reversing them in their courses. Two
theories for the phases of the moon are given. Aristarchus of Samos’
explanation is more or less the modern one, making Berosus’ the more
interesting. He thought that the moon was half luminous and half dark, and that
the attractive power of the sun kept the luminous half aimed at the sun. A
description of the stars composing the constellations of the zodiac, with their
beginning and end points includes the interesting fact that the equinoxes and
solstices were to fall at one eighth of a sign into the sign that normally
begins a season, such that Spring Equinox fell when the sun was one eighth of
the way into Aries. This implies a correction for the precession of the
equinoxes, but Vitruvius doesn’t mention the phenomenon. A couple chapters are
devoted to the arrangements of many of the constellations familiar to us today,
some with different names. It was fun to try to follow the descriptions with a
star chart. The only mention of astrology is that it originated with the
Chaldeans. </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
All of this
has been preparatory to describing the <a href="http://en.wikipedia.org/wiki/Analemma">analemma</a>, for which there is a
complex geometric construction. Due to different shadow lengths being cast from
gnomons of the same height in different locations, the analemma has to be
determined at any given spot so that the hour marks of sundials can be placed
and remain correct throughout the year with its changing day and hour lengths.
Sundials can thus be of many types, and rather than describe the works of
others as his own, Vitruvius simply lists some sundials and their creators,
expecting his future readers to be able to look them up.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
At last, we
come to Book X. Anyone having initially glanced through the book, has likely
been waiting for this, as it deals with machines and siege engines. Ancient
architects were also engineers, expected to design and build cities as well as
the weapons to defend and destroy them.<span style="mso-spacerun: yes;">
</span>They also built various mechanical contraptions for practical work and to
entertain people at theaters and festivals.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
A machine is
defined as “a combination of timbers fastened together, chiefly efficacious in
moving great weights.” However, it’s the “timbers fastened together” part that
matters most, as ladders count. Indeed, “In the climbing class are machines so
disposed that one can safely climb up high, by means of timbers set up on end
and connected by crossbeams… The climbing machine displays no scientific
principle, but merely a spirit of daring. It is held together by dowels and
crossbeams and twisted lashings and supporting props.” Of course, the
interesting machines run in circles, force air about (pneumatics, such as
organs), or hoist weights into new places, and while simple machines like
mills, bellows, lathes, and carriages are commonplace conveniences, Vitruvius
intends to discuss more rare and complex machines.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
First up,
due to their utility in lifting and placing stones for construction, are
hoisting machines based on various pulley schemes, several of which are
described in detail, but would benefit greatly from illustrations (an
unfortunate theme in Book X). It’s interesting that Vitruvius thinks machines
are derived by copying nature and that they all depend on the combination of
linear motion with circular motion, whether simple levers or <a href="http://en.wikipedia.org/wiki/Steelyard_balance">steelyards</a>, presses
or water wheels. <span style="mso-spacerun: yes;"> </span>A few machines for
raising water are explained including detailed instructions for making a water
screw, a device normally credited to Archimedes, but not so by Vitruvius. The force
pump of <a href="http://en.wikipedia.org/wiki/Ctesibius">Ctesibius</a> is also
described, followed by the water organ which is explained with the caveat that
it’s really complicated and he’s doing the best he can to describe it in words.
We are referred to the writings of Ctesibius for further details and
inventions; unfortunately, his works did not survive. There is an additional
chapter on odometers for carts and ships called “hodometers”, the mechanics of
which use the circumference of a wheel to measure distance and turn a couple of
gears such that a small stone is dropped into a pan every mile. It’s apparent
from the description that Vitruvius thought pi was equal to 3 1/8; the cult of
rationality at the time expressed itself in the rejection of the existence of
irrational numbers. Incidentally, the Roman mile was only 5000 feet.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Since
Vitruvius was himself a siege engineer, the descriptions of catapults,
ballistae, and scorpions are given as an arcane list of proportions for the
various oddly named pieces composing them; again, illustrations would be most
helpful. This section also suffers from quite a few lacunae, such that even if
we wanted to follow the plans, there would be a lot of guess work. The
discussion of battering rams, mobile siege towers, borers, and tortoises is less
technical with some bits of history and monstrously huge siege towers
described. Protecting all these contraptions from fire involved wrapping them
in rawhide, hair mixed with clay, or seaweed imbedded between rawhides. Yet, at
the end, he admits that effective defense of a city against such machines is
not often done with other machines, but by the ingenuity of some citizen
realizing a simple way to disable the machines, such as making a ‘swamp’ of
sewage for towers to get stuck in, lowering a noose around a battering ram and
hoisting it up with a windlass, or flooding attempts at mining under the walls.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
In
conclusion, I found Vitruvius to be an enjoyable read from which I learned
much, though not quite what I expected. The overwhelmingly complex lists of
proportions are never justified by any explanation beyond the aesthetic, while the
explanations given for many observations are now known to be completely
erroneous. Nonetheless, I now have a better understanding of ancient technology
and a greater appreciation for the history of ideas. It is easy for modern
people to be bewildered by the accomplishments of the ancients. How did they
move those giant stones? Well, they had cranes. We are fortunate that this book
was rediscovered and led to the restoration of some of the wonders of
antiquity, kick starting the Renaissance. I would hope that some
architect/engineer would take up the task of writing a similar volume including
a modern understanding of things like <a href="http://en.wikipedia.org/wiki/Earthship">Earthships</a>, bicycles, cold
storage, windmills, solar devices, radio, and other gadgets not dependent on
industrialism as we slide into a deindustrialized future. That is, of course, <a href="http://guymcpherson.com/2013/01/climate-change-summary-and-update/">assuming
we get that far</a>.<span style="font-family: "Arial","sans-serif"; mso-fareast-language: JA;"></span></div>
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<![endif]-->Derek Lorianhttp://www.blogger.com/profile/05819004607974510903noreply@blogger.com0tag:blogger.com,1999:blog-3849318437071708958.post-58483712739691510112010-08-30T11:12:00.000-07:002014-03-18T19:05:33.624-07:00The Water-bearer Has ComeI missed the dawning of the Age of Aquarius. Not in any metaphorical sense, but literally. By my calculations, which I’ll explain, the Age of Aquarius began on December 5, 2009 at 2:53am Pacific Standard Time.<br />
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Based on former calculations, I had thought for some years that the arrival occurred this year (2010), and hadn’t bothered to resolve it more precisely until last April. As it turned out, the new astrological age had already begun and I missed any chance of doing some sort of synchronous ritual. Oh well, I’m not sure how much I believe in astrology anyway. Nor can the calculations be considered absolutely certain. They are, however, good enough for me, especially as the timing lined up with massive transitional changes in my own life.<br />
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The problem with determining when one age ends and another begins depends, of course, upon the phenomenon of the Precession of the Equinoxes. I won’t bother to explain it except to say that because of precession, the constellations (sidereal zodiac) don’t line up with the division of the ecliptic into twelve thirty degree sections with the starting point being the position of the sun on the spring equinox (tropical zodiac).<br />
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The sidereal zodiac also divides into twelve equal portions, and the question becomes where it starts. Different reference points produce different sidereal zodiacs, and thus different results for age calculations. In keeping with my early training as a Golden Dawn style ceremonialist, I referenced Mathers through Regardie’s The Complete Golden Dawn Tradition. There is a page where Mathers explains an “initiated” version of astrology using a sidereal zodiac with the star Regulus marking zero degrees Leo. He also gave a table of adjustments to the tropical zodiac.<br />
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From there I used the excellent, but now primitive, free astrology program Astrolog. It does tropical and a sidereal zodiac of some sort. By definition, the Age of Aquarius begins when the separation between the tropical and sidereal zodiacs is 30 degrees. In order to calculate the separation for any time in Astrolog, one just subtracts the Sun’s position in sidereal mode from its position in tropical mode. But because Astrolog is not using Mathers’ zodiac, it gives the age shift as not occurring in our lifetimes. That’s no fun! I wanted to see when it happened with Mathers’ zodiac.<br />
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First, Mathers gave 100 years of sidereal corrections for the tropical zodiac. I confirmed this with Astrolog by calculating the sidereal-tropical separation for these years; the difference of 5 degrees 7 seconds stayed the same. Therefore Astrolog and Mathers were accounting for Precession accurately. And if 5deg7sec is added to the difference in sidereal-tropical zodiacs, the result should be the separation between Mathers’ sidereal zodiac and the tropical zodiac. Thus, with Regulus as 0deg Leo, the Age of Aquarius began December 5, 2009. Of course, I could be wrong, Mathers could be wrong, Astrolog could be wrong. It doesn’t really matter to me. Which is why, back around 2001 I didn’t bother to refine the calculations, just checking each year until it exceeded 30 degrees. I must have been using a test date before December 5th, just changing the year. So I missed the fact that the transition happened near the end of 2009, and thought it occurred in 2010.<br />
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For some reason, everyone I have mentioned this to says that they thought the Age of Aquarius started in the 1960’s, and then they usually begin reciting bits of the tune from Hair. This is unfortunate, as the new age beginning around us is not going to be one of peace and harmony. That would be nice, but Aquarius is ruled by Saturn, and accordingly this age will be about harsh limitations, struggle, labor, and death. Even without astrological considerations, this could be predicted from the evidence all around us. Resource depletion, particularly oil, will undo our industrial civilization within a few generations. Times are changing once again. Even the stars say so.Derek Lorianhttp://www.blogger.com/profile/05819004607974510903noreply@blogger.com0