tag:blogger.com,1999:blog-85292916508581955062024-02-22T19:12:36.692+00:00Liminal WhispersI have always enjoyed walking the shadowed liminal spaces between the worlds. Places where the boundaries of past, present and future collapse into a supersensory fugue. Places where we can encounter Ghosts and Elementals. It is here that we can still find the monsters which lurk at the threshold. Here that we find revenants returning from beyond. Here that we find Angels pacing the void and Demons seeking a return to their previously blessed state.Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.comBlogger17125tag:blogger.com,1999:blog-8529291650858195506.post-81814036212763920802014-10-02T19:52:00.000+01:002014-10-02T20:09:01.002+01:00The Starry Wisdom: A perichoresical perambulation through the works of Kenneth Grant<!--[if gte mso 9]><xml>
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<![endif]--><span style="mso-bidi-font-style: normal;">This article first appeared in issue 7 of <a href="http://www.dailygrail.com/" target="_blank">The Daily Grail</a>'s Journal Darklore. There are plenty of other articles by other authors on the <a href="http://darklore.dailygrail.com/index.php" target="_blank">Darklore</a> site and please do consider buying a copy of the periodical to support such a great site.</span><i style="mso-bidi-font-style: normal;"><br /></i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgleNNDCIfdq_YWZbj0KMgXVdka42INA8wn3Yx_8Lgapfjpbiscg4XHUZ3gRcXFIOhMF2h9UBBDu9LKIg6jqHA-F_bS1anHTZGRa_VqjycuYvYJEMa21KFfIlGlkwr3627EszQTWKxpEZtl/s1600/grant1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgleNNDCIfdq_YWZbj0KMgXVdka42INA8wn3Yx_8Lgapfjpbiscg4XHUZ3gRcXFIOhMF2h9UBBDu9LKIg6jqHA-F_bS1anHTZGRa_VqjycuYvYJEMa21KFfIlGlkwr3627EszQTWKxpEZtl/s1600/grant1.jpg" /></a>Kenneth Grant (1924 to 2011) was one of the most noted
magicians of the 20<sup>th</sup> century. Well known as Aleister Crowley’s
final student in the mid 1940s, he went on to develop his own interpretation of
Thelema and take the Great Work through Yuggothian gateways and out towards
wholly new starry dimensions. However despite his massive opus, he frequently
received criticism and has (I feel unfairly) gained a reputation for being
incomprehensible or worse. This misunderstanding has blighted perception of his
writings and perhaps contributed to it having a slower uptake than it deserves,
as a highly insightful body of work which forms a complex and interwoven
commentary upon so many esoteric subjects. </div>
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By the end of his long writing career, Kenneth Grant had
written an entire shelf of books, most notably the <i style="mso-bidi-font-style: normal;">Typhonian Trilogies,</i> which built upon the occult background
radiation left behind by orders such as the Hermetic Order of the Golden Dawn
and luminaries such as Aleister Crowley, Jack Parsons and Dion Fortune. Extending
his Typhonian Gnosis, he allowed concepts such as trafficking with entities,
sexual gnosis and an entire night-side<sup>1</sup><a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""></a>
tradition to seep into his novels which were often shorter works featuring a sidereal<sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2</span></sup><a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""></a>
connection to his own person, thus creating a strange symmetry where Kenneth
Grant himself walked within his own fiction, and the beings and energies and
indeed the sense of <i style="mso-bidi-font-style: normal;">other</i> which he
evoked bleed back from his prose into our reality. As many of his readers will
note, there is a dreamlike, unnerving quality to Grantian fiction where the
borderland of fact and fantasy dissolve into a compelling narrative where one
is caught within the bindings and the firmament of the story.</div>
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This is all a part of his magic, and one of the reasons why
his books are often described not so much as being about magic, but as being magical
objects in their own right. This is their real value, as Grant enfolded magic
into the very linguistic structure of his text, making it a jumping off point
to other realities. I have certainly found this for myself, and reading his
work late at night I am often lead into to a sense of reverie which mutates
very easily into deeper states of meditative consciousness. Indeed, often the <i style="mso-bidi-font-style: normal;">Typhonian Trilogies</i> seem to transmute
and reflect to the reader exactly what they <i style="mso-bidi-font-style: normal;">need</i>
to read at that particular time to further their magical development.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH0GpbY0D3Iqr8V7PcqP4pdE0ceFRN2VmE6euaykK4ss6ej3CoD4opW-D0eB6AWgZROYTMn0UD_NoPfd-l5E56B0Xl13-OT_Hacg-e1y7_i5l2-tZgs9m3kkonv9VsOuaY8MGqsuDzWhI3/s1600/Kenneth_Grant_by_AOS_c1951.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH0GpbY0D3Iqr8V7PcqP4pdE0ceFRN2VmE6euaykK4ss6ej3CoD4opW-D0eB6AWgZROYTMn0UD_NoPfd-l5E56B0Xl13-OT_Hacg-e1y7_i5l2-tZgs9m3kkonv9VsOuaY8MGqsuDzWhI3/s1600/Kenneth_Grant_by_AOS_c1951.jpg" height="320" width="236" /></a>Kenneth Grant did not write for beginners, and one will not
find set rituals such as the <i style="mso-bidi-font-style: normal;">Lesser
Banishing Ritual of the Pentagram</i> or the <i style="mso-bidi-font-style: normal;">Middle Pillar</i> within his books; rather one is expected to ponder
over the information and accounts given and design one’s own path through the
mysteries which he so tantalizingly unveils. His writing style is unique, and
very different from the formulaic precision we find with Aleister Crowley. Grant
polarised Thelemites in that many people feel that has detracted from the
spirit of what Crowley was trying to achieve. However in contrast to this, many
people feel that Kenneth Grant, in following his own stars (not those of
Aleister Crowley) opened new doors to insight, exploration and mystery. Furthermore,
some of Grant’s work is remarkably prescient regarding the effects on human
consciousness from the universe at large. For example his commentary on UFOs in
<i style="mso-bidi-font-style: normal;">Outer Gateways<sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3</span></sup> </i>references and builds upon ideas suggested by Arthur Machen in <i style="mso-bidi-font-style: normal;">The Great God Pan</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span> </sup>and John Keel in books such as <i style="mso-bidi-font-style: normal;">The
Mothman Prophecies</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span></sup>, and describes a non-<i style="mso-bidi-font-style: normal;">nuts-and-bolts</i>
model of UFOs from the esoteric perspective, a view which is really only recently
becoming more prominent.</div>
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<b style="mso-bidi-font-weight: normal;">Telepathic
Transmissions from Yuggoth</b></div>
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One of the more problematic areas within Grant’s corpus of
writing is that which connects to HP Lovecraft’s Cthulhu mythos. We know as a
fact that HP Lovecraft made up this mythos, seeding it both with entities found
in mythology (such as Dagon) and those that he invented (such as Yog-Sothoth or
Hastur the Unspeakable). Furthermore Lovecraft was an ardent materialist, who
in his letters frequently commented that it was all invented, using names such
as the <i style="mso-bidi-font-style: normal;">Necronomicon</i> or <i style="mso-bidi-font-style: normal;">Abdul Alhazred</i> simply because he just liked
the sound to that word. Finally, a scan of the literature shows that there are
no reliable references to the <i style="mso-bidi-font-style: normal;">Necronomicon</i>
or the made up entities prior to Lovecraft’s stories being published. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8y3OPULnr9Cw0PZMgNY0saUiURpth4kzKkPzVjOcs-LSA1MSjNLDzMAEKURE1jFABiPW2hLwqO2ULctgnLysuRhaJ1O1eJ6T8HaPt54KchpukIRY1xu-96wW92otokkA2W3A8LMjGaF34/s1600/necronomicon.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8y3OPULnr9Cw0PZMgNY0saUiURpth4kzKkPzVjOcs-LSA1MSjNLDzMAEKURE1jFABiPW2hLwqO2ULctgnLysuRhaJ1O1eJ6T8HaPt54KchpukIRY1xu-96wW92otokkA2W3A8LMjGaF34/s1600/necronomicon.jpg" height="320" width="232" /></a>In order to add authenticity to his stories Lovecraft created
a fictional history of the <i style="mso-bidi-font-style: normal;">Necronomicon</i>
which referenced real historical persons such as John Dee and Olaus Wormius, a
scheme that ‘went viral’ as other authors continued adding to the mythos in
subsequent years. It is remarkable that even recently, after the subject has
been debunked to death and excellent books upon the subject such as <i style="mso-bidi-font-style: normal;">The Necronomicon Files</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span></sup> have appeared – which clearly present in a well referenced manner the facts of
the case – there are still people accepting the literal truth of HP Lovecraft’s
blasphemous confection.</div>
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How then are we to unify these facts with the knowledge that
Kenneth Grant referenced the <i style="mso-bidi-font-style: normal;">Necronomicon</i>
throughout his work from the beginning? Grant was a true scholar and very well
read, as the list of references in the back of his books testify, so we can be
certain that he was aware of the mundane non-history of the <i style="mso-bidi-font-style: normal;">Necronomicon</i> and that <span style="mso-spacerun: yes;"> </span>– on our level at least – it is all fiction. In
fact he acknowledges that Lovecraft invented the <i style="mso-bidi-font-style: normal;">Necronomicon</i> in the beginning chapter of <i style="mso-bidi-font-style: normal;">Outer Gateways</i>. In Grant’s words:</div>
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<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">“A number of arcane
texts claiming non-terrestrial provenance are of supreme significance in the
sphere of creative occultism. Perhaps the most mysterious and certainly the
most sinister is the Necronomicon, the first mention of which appears in the
fiction of the New England writer H. P. Lovecraft. Said to have been written by
a mad Arab named Al Hazred, the Necronomicon actually exists on a plane
accessible to those who, either consciously like Crowley, or unconsciously like
Lovecraft, have succeeded in penetrating it.”<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7</span></sup></span></b></span></span></span></i></div>
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<br /></div>
<div class="MsoNormal">
This paragraph succinctly sums up everything that Kenneth
Grant has to say on the <i style="mso-bidi-font-style: normal;">Necronomicon</i>.
He is clear that HP Lovecraft made it up, and equally clear that he believes
that Lovecraft’s work was being enthused from a deeper level of reality. Indeed,
the Necronomicon; as a primal grimoire; is a source of inspiration throughout
all of Grant’s primary work, beginning with <i style="mso-bidi-font-style: normal;">The
Magical Revival<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8</span></sup></span></b></span></span></span></i> where Grant lists a number of correspondences between Lovecraftian Mythos Lore
and Thelema. </div>
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Since then Grant has added to the number of connections using
gematria<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9</span></sup></span></span></span></span> with names and words found in other traditions, not least Aleister Crowley’s <i style="mso-bidi-font-style: normal;">Book of the Law</i>. This has included
connecting words which have a linguistic or gematrical similarity to
terminology found in the Mythos, such as “Set-Hulu” or “Tutulu” - a word heard
by Crowley whilst scrying the Enochian Aethyrs in the Sahara desert in 1909 with
the poet Victor Neuberg<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10</span></sup></span></span></span></span> – which Grant relates to <i style="mso-bidi-font-style: normal;">Cthulhu</i>. Throughout
the later volumes, Grant references the Necronomicon in the same manner that he
references other traditional sources such as Gnostic, Hebrew and Sanskrit. This
theme continues throughout the Trilogies, however I feel that it reaches its
climax in the erudite “Hecate’s Fountain” where Grant speaks of rituals to
summon Cthulhu and it is here that we find the mentioned comparison between the
<i style="mso-bidi-font-style: normal;">Book of the Law</i> and the <i style="mso-bidi-font-style: normal;">Necronomicon</i>. </div>
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<br /></div>
<div class="MsoNormal">
But returning to the question as to whether the mythos is
literally real, we might best answer it by comparing it to humanities other
‘accepted’ ancient traditions. <span style="mso-spacerun: yes;"> </span>All
myths, religions and spiritual practices start with a mystic contacting the ineffable
and building a link. So maybe we need to look at HP Lovecraft himself. Although
a materialist and sceptic on the outside, Grant suggests that Lovecraft may
have been an unconscious seer who could perceive deeper patterns of reality,
although being uninitiated to their true nature, he would then shy away with
fear. Certainly a lot of Lovecraft’s tales originated in dreaming, and some
tales were almost exact recounts of his dreams, illustrating that their origin was
not from his regular dayside consciousness, but at the very least an
unconscious source separate from his wakeful materialism. However, even if
Lovecraft consciously made up the mythos, this does not break the validity of
Kenneth Grant’s connection to it. Grant would recognise the familiar mystical
patterns that Cthulhu and the Great Old Ones fall into and weave his practice
around this. All myths and religions started in a similar way, and in this
sense the mythos is as real and valid as any other mythology and religion,
albeit one from our repressed collective unconsciousness.</div>
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<br /></div>
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Perhaps we could understand this idea more if we consider a
fictional storyteller who is creating a new serial killer character for a
novel. They would use certain patterns and archetypes in their creation of the
character with their origin in the behaviour of real serial killers. As such
our virtual serial killer is a symbol for the spirit of serial killings which
underlies the madness in all the ones we encounter (or hopefully not) in our
world. So in a sense a fictional Hannibal Lector, properly realised, is as real
as Jack the Ripper and Ted Bundy.<br />
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<b style="mso-bidi-font-weight: normal;">Taking a Walk on the
Night Side</b></div>
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<br />
From here perhaps we could ask why one would <i style="mso-bidi-font-style: normal;">want</i> to encounter night-side entities such as Cthulhu. I believe
that Grant‘s work has an unfairly gained reputation for being overly dark, and
that perhaps this reputation is due to ‘fluffy-bunny’ occultists not really
understanding that the Universe (and by extension ourselves) is composed of both
light and darkness. It is vital to carefully (and safely) explore these
energies, since on one level they are out there and nasty, but they are also
within us and potential. Remember Freud’s ideas of the need to express, then assimilate
repressions; in a magical sense this is why one faces the darkness, to bring it
into the light rebirthed as a wholesome energy rather than left as a repressed
dark time bomb ready to explode. A lot of Grant’s work here is really an
insightful glimpse into the Theosophic concept of the Dweller on the Threshold
– and serious occultists do not work with the dark-side to harm, but rather to
regenerate their own darker repressions into the light of a loving self.<br />
<br />
The highest grade of occultism according to the Hermetic Order of the Golden
Dawn is “Ipsissimis” which means “one’s self complete”: one has healed and
assimilated all one’s fractures, all one’s broken parts, all one’s personal
demons into a perfect being in knowledge of their true (unified) will. This is
more potent and far more healing than meditating upon dolphins and unicorns,
and I feel that to misunderstand “dark” as being creepy and scary is to totally
miss the ideas in Kenneth Grant’s writing, which in actuality shows him to be
one of the sanest occultists out there. In that respect, the mythos serves
perfectly as a vehicle for these ideas.</div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Aleister Crowley
meets Dracula and the Mummy</b></div>
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<br /></div>
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Strange, eldritch fiction was very important to Kenneth
Grant, and his use of the Lovecraftian mythos clearly shows that he saw it as a
vessel capable of transmitting deep esoteric ideas. <span style="mso-spacerun: yes;"> </span>Many occultists testify that the occult novel
often serves as a better conveyer of ideas than the occult textbook, and Grant
himself embraced this concept. For example, Grants own novella <i style="mso-bidi-font-style: normal;">Gamalial<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11</span></sup> </span></b></span></span></span></i>shows how clearly he understood the <i style="mso-bidi-font-style: normal;">occult</i>
concept of vampirism, as opposed to the somewhat stereotypical Eastern European
in a dinner jacket and Bela Lugosi smile. Grant (in <i style="mso-bidi-font-style: normal;">The Magical Revival</i>) traces vampirism back to ancient Egypt, referencing
black magic practices designed to maintain the earth-bound part of the soul
(the <i style="mso-bidi-font-style: normal;">ka</i>) to the service of a
necromancer (utilising this bound <i style="mso-bidi-font-style: normal;">ka</i>
as a familiar), although the original practice was to protect the tombs of the
dead. This is a theme also explored by Dion Fortune in <i style="mso-bidi-font-style: normal;">The Demon Lover</i><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12</span></sup></span></span></span></span><a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn12" name="_ftnref12" style="mso-footnote-id: ftn12;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></span></span></a>,
however Fortune approaches it slightly differently given that her fictional
“vampire” was not properly dead in the first place!</div>
<div class="MsoNormal">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja5UG_2X3o73fya02BCN9DnxUyHBQo0QuxvW1yHLEKqlFAzAU7VZG929OxlkteCByWyC0zagCfQL1QIGYyPLD2bm1x7Mgb_RcFpKTO8icgyD04R7B0A2b6ngiSu63TNmiNO5xENnTGAiIt/s1600/mummy_1929_poster_02-1024x803.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja5UG_2X3o73fya02BCN9DnxUyHBQo0QuxvW1yHLEKqlFAzAU7VZG929OxlkteCByWyC0zagCfQL1QIGYyPLD2bm1x7Mgb_RcFpKTO8icgyD04R7B0A2b6ngiSu63TNmiNO5xENnTGAiIt/s1600/mummy_1929_poster_02-1024x803.jpg" height="250" width="320" /></a> </div>
<div class="MsoNormal">
In the <i style="mso-bidi-font-style: normal;">Typhonian Trilogies</i>
we see vampirism expounded as a transaction of energy with a deeper level which
can lead to a depletion of vitality, of life and of being, with the host and
the vampire both exchanging something – usually resulting in the persistence of
the vampire and the diminution of the host. </div>
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<br /></div>
<div class="MsoNormal">
Both Aleister Crowley and Austin Osman Spare dipped their
toes into the subject of Vampirism in their writing; Grant however jumped right
into the pool, clothes and all.<span style="mso-spacerun: yes;"> </span>Indeed,
the subject is central to a theme found throughout Grant’s work, the idea of
‘stellar gnosis’. One of the historical threads which Grant explores is that of
Queen SobekNoferu, who historically ruled Egypt for four years at the end of
the 12<sup>th</sup> Dynasty, leading Egypt out of the Middle Kingdom period. We
know very little about the historical SobekNoferu, however her name (which
means “Beloved of Sobek”) suggests a connection with the Egyptian crocodile god
Sobek. </div>
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<br /></div>
<div class="MsoNormal">
This connection forms part of the origin myth of the
Typhonian tradition, which looks back into antiquity and early religious
practices connecting humanity with our Goddesses. Dion Fortune in <i style="mso-bidi-font-style: normal;">Moon Magic<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13</span></sup></span></b></span></span></span></i> alluded to a similar tradition, and the idea of civilisations predating Egypt
in the Nile region is still something considered today via the controversial
research by the likes of John Anthony West and Robert Schoch and their revised dating
of the Great Sphinx. Grant saw SobekNoferu as a revivalist who brought through
this tradition from deep antiquity into closer antiquity:</div>
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<br /></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">“The oracle is ThERA<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14</span></sup></span></b></span></span></span><a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn14" name="_ftnref14" style="mso-footnote-id: ftn14;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></span></span></a>,
Queen of the Seven Stars who reigned in the Thirteenth Dynasty as Queen
Sebek-nefer-Ra. She was it who brought over from an indefinitely ancient past,
prior even to Egypt, the original Typhonian Gnosis.”<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15</span></sup> </span></b></span></span></span></i><br />
<br /></div>
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<br /></div>
<div class="MsoNormal">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUuPsNKEtwabIcDEO42k_cStWMhb0Nwrm1Cod1K4Kyay-O73QYNnCmT_i9RlBFoH9im1ypXJ4aHJnPFqj7NixM-JB_cMU_X9GMlHxPStPKnhAY64Lic_TEPqpQjJ0ClntqBu0AZ2WtrG4b/s1600/bloodmummystomb.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUuPsNKEtwabIcDEO42k_cStWMhb0Nwrm1Cod1K4Kyay-O73QYNnCmT_i9RlBFoH9im1ypXJ4aHJnPFqj7NixM-JB_cMU_X9GMlHxPStPKnhAY64Lic_TEPqpQjJ0ClntqBu0AZ2WtrG4b/s1600/bloodmummystomb.jpg" height="171" width="320" /></a>The Hammer House of Horror interpretation of Bram Stoker’s <i style="mso-bidi-font-style: normal;">Jewel of the Seven stars</i> in <i style="mso-bidi-font-style: normal;">Blood from the Mummy’s tomb</i> oozes pure
1950s elegance with the half-naked Valerie Leon as the (un)mummified and still
vital and highly sexy corpse of Tera<sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16</span></sup><span style="font-family: "Calibri","sans-serif";"> </span>surviving through the centuries to revive in modern times; a more modern and
occult take on Bram Stokers tale, and one more true to the sidereal legacy of
Grant and Austin Osman Spare and perhaps capturing some of the Nu-Isis ambience
which Kenneth Grant was steeped in during the 1960s. In my view this is the
most Typhonian film ever made; albeit slightly less accurate (on an
archaeological level) than other films of the story<sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17</span></sup>,
but one can easily slip into a state watching the film where the learned
Kenneth Grant steps out of the shadows to explain the narrative (in fact he
practically does in the early volumes of his Trilogies). </div>
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I think that part of the importance to Kenneth Grant
regarding Queen Sobek-Nefer-Ra is that she is female. Aleister Crowley whilst
brilliant in his way; was an iconoclast who moved occultism forward in the
difficult formative years of the twentieth century.<span style="mso-spacerun: yes;"> </span>However he was basically a Victorian
gentleman with I feel some misogynistic tendencies which persisted into his
teaching. It is clear from his writings that he saw his <i style="mso-bidi-font-style: normal;">scarlet women</i> as subservient to his work and that they all had
roles within his path. In fact one of the reasons why I do not think that
Aleister Crowley had much influence on Gerald Gardner during the formation of
the Wicca movement is that Crowley certainly was not the sort to submit to a
Priestess; all that is from Gardener.</div>
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Kenneth Grant however is much more balanced in his writings,
and avoiding the pitfalls of both Crowley and Gardner and gives equal merit to
both male and female mysteries in his work, recognising that both sexes add in
their own way to initiation and the moving forward of the magical current. In
Kenneth Grant’s work we read about esotericism from both a male and a female
perspective and important themes such as Kalas are introduced and developed.</div>
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<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">The Twilight between
Fiction and Fact</b></div>
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<br /></div>
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Strange experiences move throughout Kenneth Grants work as
part of a deeper weave with provides connections to these occurrences.<span style="mso-spacerun: yes;"> </span>These often begin as weird events which are
described and then later developed in subsequent books often growing in a
tangential fashion as<span style="mso-spacerun: yes;"> </span>Grant attaches
these manifestations to different concepts. </div>
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Once such thread concerns the statue of Mephistopheles
(affectionately nicknamed “Mephi” by Grant) which we first find mentioned in <i style="mso-bidi-font-style: normal;">Hecate’s Fountain</i> as a statue which
Kenneth bought from Busche’s emporium on Chancery Lane, a premise which seems to
have flourished before the Second World War. This statue seemed to have had a
life of its own, apparently following Grant home rather than being purchased in
the more traditional manner, with Grant finding a short while later, upon
attempting to return the statue discovers that the emporium had closed<sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18</span></sup><a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn18" name="_ftnref18" style="mso-footnote-id: ftn18;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></span></span></a>.
A little later in <i style="mso-bidi-font-style: normal;">Hecates Fountain<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">19</span></sup></span></b></span></span></span></i> we find that Mephi finds his way into a Nu-Isis rite of Oolak (one of the <i style="mso-bidi-font-style: normal;">Great Old Ones</i> of Grant’s system) and
serves to ground the powers raised in the rite. Mephi then pops up mysteriously
in the Novella <i style="mso-bidi-font-style: normal;">Against the Light</i> as
an illustration on the cover, as well as being referenced in the book where
Grant gives us a account of the purchase of the statue. All this may sounds
rather strange and unlikely, however odd things do happen like this to
occultists, and some objects enthused with presence do seem to often have a
purpose of their own. I feel that the accounts of Mephi, in all Kenneth Grant’s
books, represent strange happenings which really occurred whilst he owned the
statue.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVBp7mV4VPFlpS7AreIjv778CI9thbUK6umgGfTcuRSP_Fv8GZ1DczzAHXm5vBqrAzodjjjkIeEqHJpBbDty6K0cPvgzoQHSmbNRZjcZZD7Eu_eXyL7KcaUmHyHQriTpkRPSqRm8Ns5KlK/s1600/Against_the_Light.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVBp7mV4VPFlpS7AreIjv778CI9thbUK6umgGfTcuRSP_Fv8GZ1DczzAHXm5vBqrAzodjjjkIeEqHJpBbDty6K0cPvgzoQHSmbNRZjcZZD7Eu_eXyL7KcaUmHyHQriTpkRPSqRm8Ns5KlK/s1600/Against_the_Light.jpg" height="320" width="196" /></a> </div>
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My favourite novel by Kenneth Grant is <i style="mso-bidi-font-style: normal;">Against the Light,</i> which I feel is an absolute gem (it is worth
noting that the ‘Against’ of the title means <i style="mso-bidi-font-style: normal;">next to,</i> as if with a lover, and certainly not <i style="mso-bidi-font-style: normal;">opposed to </i>or suggesting diabolical black magic). <i style="mso-bidi-font-style: normal;">Against the Light</i> is woven through with
threads from Grant’s own past; as noted he mentions the dealer in Charing Cross
Road in London from where he obtained his statue of Mephistopheles; there are
references to the (maybe fictional) <i style="mso-bidi-font-style: normal;">Grimoire
Grantino</i>, fictional personages from various strange tales such as Helen
Vaughan and a constant blurring of fiction and reality. This is all to the good
since it leaves us all wondering what reality actually is. Perhaps the truth is
that it is all fiction; all true. Perhaps our own lives are all fiction, all
truth. The borderline haziness is where the magician, the artist and the poet
all stand within their own cadences – and it is clear that Grant was all these,
and perfectly comfortable in this twilight zone.</div>
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<br /></div>
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The noted writer and magician Alan Moore wrote a playfully
written and erudite review<sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">20</span></sup> of this book which I understand Kenneth Grant liked very much. In his review
Moore describes the value and power of Grant’s novels as emerging from their unique
place between fact and fiction. <span style="mso-spacerun: yes;"> </span>Here,
framed in fiction, we see magic pour into our dimension infusing all it
touches.</div>
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<br /></div>
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Grant is simultaneously extremely playful yet deadly
serious. Oolak (mentioned above) is a form of Count Orlok from <i style="mso-bidi-font-style: normal;">Nosferatu</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">21</span></sup><i style="mso-bidi-font-style: normal;"><a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn21" name="_ftnref21" style="mso-footnote-id: ftn21;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></span></span></a></i>.
Again, like the Lovecraftian connection through which Grant explored vampirism in
ritual these fictional nodes can serve as entrances for the energies which
underlie their existence. <span style="mso-spacerun: yes;"> </span>Grant gives
few hints in his work regarding exactly how he worked, and to understand more
of this we need to read between the lines and engage in some speculation. We
read some fantastic accounts in the books, such as the following from <i style="mso-bidi-font-style: normal;">Hecate’s Fountain,</i> which gives the greatest
number of accounts of the practices which the Nu-Isis lodge carried out. Most
wonderfully we read on page 53 of the Skoob edition:</div>
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<i style="mso-bidi-font-style: normal;">“The lodgeroom was
prepared to exhibit the snowy vastness of that abominable plateau, situation in
astral regions which coincide terrestrially with certain regions of Central Asia
not precisely specified by Al Hazred. The walls and floor were white, and white
were the seven coffins ranged upon trestles before a dazzlingly white altar
where snowdrifts sparkled and traced upon the ice-smooth slopes of three
pyramids…”<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">22</span></sup> </span></b></span></span></span></i></div>
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Clearly we need to read descriptions such as this with a careful
eye and realise that Grant is not talking about some decoration in an upstairs
spare bedroom! Whilst there may have been some physical decoration in their
place of working (given the artistic talents of both Kenneth and Steffi Grant),
it is doubtful that a room for magical working would be so big. A further clue
however is suggested from the following account:</div>
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<br /></div>
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<i style="mso-bidi-font-style: normal;">“The lodgeroom was
prepared for the performance of a type of lycanthropic and necromantic sorcery
associated with two specific tunnels of Set. Imagine therefore, a miniature
through more complex version of the Dashwood caves with – in lieu of the
various grottoes provided for sensual dalliance – a serious of shell-shaped
cells, like petrified vortices, designed with the sole purpose of attracting
into their convolutions the occult energies of Yuggoth, and focusing them
through the kalas of Nu Isis, represented by a gigantic vesica-shaped prism. The
décor was weird in the extreme, the illuminations cunningly arranged to impart
a sinister and shifting play of light and shade combined with audible images
suggestive of rushing waters and whistling astral winds; an altogether eerie
atmosphere created by a few deft touches of supreme artistry”</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">23</span></sup><br />
<i style="mso-bidi-font-style: normal;"></i></div>
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<br /></div>
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Notice the use of words and phases such as <i style="mso-bidi-font-style: normal;">imagine</i> and <i style="mso-bidi-font-style: normal;">astral winds</i>. Such terminology is suggestive that these settings
were imagined in the minds of the participants of the work. This is not as
strange as one would expect since skills in visualisation are crucial to occult
work, and it is within the minds-eye that phenomena is seen. We are all
familiar with the idea of a memory palace, where a building is visually
committed to memory as a collection of anchor points holding specific objects
in their locus. Exactly the same thing is happening here and Grant, whilst
writing in an evocative way, is I believe describing how the participants of
Nu-Isis lodge would begin their work by creating an internal “vision space” as
a mental location, ready to contact the entities which were the subject of the
ritual in progress.</div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">On Stranger Tides</b></div>
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<br /></div>
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One of the most notable themes within Kenneth Grant’s body
of work is his recognition of the work of other occultists as they tap into the
current of magical work which he describes. Most notable of these superstars was
of course the occult artist Austin Osman Spare, who was a close friend of both
Kenneth and Steffi Grant right up until his death in 1956. It is well worth
obtaining a copy of <i style="mso-bidi-font-style: normal;">Zos Speaks</i><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">24</span></sup></span></span></span></span> by Grant, which details the communication between himself and Spare ,as well as
publishing Spare’s grimoire <i style="mso-bidi-font-style: normal;">The Book of Zos
vel Thanatos</i>. It has often been noted that without Kenneth Grant
continually championing his work, there is a danger that Spare would have been
forgotten by now. Certainly Spare, in being somewhat reclusive, had faded from the
public limelight by the time he had met Kenneth Grant and his return to
prominence only really began in 1975 when Grant’s <i style="mso-bidi-font-style: normal;">Images and Oracles of Austin Osman Spare<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">25</span></sup></span></b></span></span></span> </i>was published. We have come a long way from the monochromatic images found
in this almost-40-year-old book, to the beautifully talismanic books that modern
publishers such as Starfire and Fulgur produce today, in which we can see
Austin Spare’s glorious artwork lavishly reproduced in full high definition colour.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNxIJs-5Cnitcym_XlfOncRDPiAhPEB1outjqDB8UFwj8SW7q_VHU6P3i-y-ZqJZ40kXasglPimqr5kOFazfuWxfDBaWOiA6zA34qiFHO5UHLMdRr67z6ibgenNYX9Kt5-CpPBm87WtecN/s1600/imagesandoracles.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNxIJs-5Cnitcym_XlfOncRDPiAhPEB1outjqDB8UFwj8SW7q_VHU6P3i-y-ZqJZ40kXasglPimqr5kOFazfuWxfDBaWOiA6zA34qiFHO5UHLMdRr67z6ibgenNYX9Kt5-CpPBm87WtecN/s1600/imagesandoracles.jpg" height="263" width="320" /></a>Another notable occultist brought to prominence by the work
of Grant is Michael Bertiaux, whose work is recently undergoing a renaissance
thanks to the reprint of his famously obscure and previously unobtainable <i style="mso-bidi-font-style: normal;">Voudon Gnostic Workbook</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">26</span></sup>.
We also have Nema (mentioned in the Trilogies as Soror Andahadna), whose
channelled piece <i style="mso-bidi-font-style: normal;">Liber Pennae Praenumbra</i>
beautifully evokes the best of Thelema, speaking of a magical universe so much
greater than us, full of mystery and wonder. </div>
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<div class="MsoNormal">
In Grant’s later books we even see reference to the late Andrew
D. Chumbley, whose reboot of traditional witchcraft in his <i style="mso-bidi-font-style: normal;">Azoëtia</i><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">27 </span></sup></span></span></span></span><sup><span style="font-family: "Calibri","sans-serif";"></span></sup>harks back to some of the themes developed by Austin Spare in “The Witches
Sabbath”. There are many other references to emerging occultists in Grant’s
work, and there can be little doubt his endorsement helped bring these writers
to the attention of both occultists, and in some cases, the wider public.</div>
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<br /></div>
<div class="MsoNormal">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPbUj4DGfkPYcRJEMN62OPQ1t2BQ0E-r_sSsujw1vFZV9WyBTU-c1kaNMNYbC7Kl2zu4q0df9-Rn_SiqgsYbQowdOhb15qYkngn4xN8uvH56uDZIAGxL-3tYOMBXWhI-c0jy6iYK_V_t5y/s1600/tales-shop.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPbUj4DGfkPYcRJEMN62OPQ1t2BQ0E-r_sSsujw1vFZV9WyBTU-c1kaNMNYbC7Kl2zu4q0df9-Rn_SiqgsYbQowdOhb15qYkngn4xN8uvH56uDZIAGxL-3tYOMBXWhI-c0jy6iYK_V_t5y/s1600/tales-shop.jpg" /></a>Kenneth Grant’s writings have been published since the 1960s,
and until his recent passing, there has always been a new book to eagerly await.
Alan Moore notes in his review of <i style="mso-bidi-font-style: normal;">Against
the Light</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">28</span></sup> “why do most occultists that I know, myself included, have more or less
everything that Grant has ever published resting on our shelves?” Despite his
passing, his influence continues to grow and we are already seeing work by writers
enriched by the <i style="mso-bidi-font-style: normal;">Typhonian Trilogies</i>
move into the day-side – for example, the English experimental group <a href="http://www.english-heretic.org.uk/Shop.htm" target="_blank">EnglishHeretic</a> produced an album called <i style="mso-bidi-font-style: normal;">Tales of
Nu-Isis Lodge</i><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">29</span></sup></span></span></span></span> which playfully choreographs the accounts in <i style="mso-bidi-font-style: normal;">Hecate’s Fountain</i> to music and the weird fiction found in literature
and cinema such as the original <i style="mso-bidi-font-style: normal;">The Mummy<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">30</span></sup></span></b></span></span></span><a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn30" name="_ftnref30" style="mso-footnote-id: ftn30;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></span></span></a></i>,
Lovecraft’s <i style="mso-bidi-font-style: normal;">Fungi from Yuggoth<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">31</span></sup></span></b></span></span></span></i> and <i style="mso-bidi-font-style: normal;">Invasion of the Body Snatchers</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">31</span></sup><i> </i><i style="mso-bidi-font-style: normal;">which inspired Grant</i>. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Sadly the last title published was the recent <i style="mso-bidi-font-style: normal;">Grist to Whose Mill</i><sup><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">33</span></sup><a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn33" name="_ftnref33" style="mso-footnote-id: ftn33;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-GB; 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: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></span></span></a>, which ironically was Kenneth Grant’s first novel, written in the early 1950s, which
has only just now emerged from the publishing darkness into the light. It is
sad that we shall see no more wonderful, magical books by Kenneth Grant although
his work shall live on and grow in our hearts, minds and souls.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
© Paolo Sammut 2012 </div>
<div style="mso-element: footnote-list;">
</div>
<div style="mso-element: footnote-list;">
<hr align="left" size="1" width="33%" />
<div id="ftn1" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<h3>
References and notes</h3>
<br />
1) Pertaining of information, contacts and concepts which originate from
“elsewhere” and enter sphere of human consciousness via the unconsciousness.</div>
</div>
<div id="ftn2" style="mso-element: footnote;">
<div class="MsoFootnoteText">
2) The word <i style="mso-bidi-font-style: normal;">sidereal</i> is here used to
describe how a particular perspective is needed when looking at some of the
characterise and concepts which Grant describes.</div>
</div>
<div id="ftn3" style="mso-element: footnote;">
<div class="MsoFootnoteText">
3) Kenneth Grant, Outer Gateways, Skoob books, 1994</div>
</div>
<div id="ftn4" style="mso-element: footnote;">
<div class="MsoFootnoteText">
4) Arthur Machen, The Great God Pan, John Lane, 1984</div>
</div>
<div id="ftn5" style="mso-element: footnote;">
<div class="MsoFootnoteText">
5) John Keel, The Mothman Prophecies, Panther Books, 1975</div>
</div>
<div id="ftn6" style="mso-element: footnote;">
<div class="MsoFootnoteText">
6) Daniel Harms and John Wisdom Gonce, The Necronomicon Files, Red Wheel/Weiser,
2003</div>
</div>
<div id="ftn7" style="mso-element: footnote;">
<div class="MsoFootnoteText">
7) Kenneth Grant, Outer Gateways, Skoob Publishing, 1994, pp5</div>
</div>
<div id="ftn8" style="mso-element: footnote;">
<div class="MsoFootnoteText">
8) Kenneth Grant, The Magical Revival, Muller, 1971</div>
</div>
<div id="ftn9" style="mso-element: footnote;">
<div class="MsoFootnoteText">
9) Technically speaking gematria is the process of assigning numbers to meaningful
words and then looking at words with the same number to find meaningful
connections. Kenneth Grant expands upon this with creative gematria which takes
things further as we shall see later.</div>
</div>
<div id="ftn10" style="mso-element: footnote;">
<div class="MsoFootnoteText">
10) Interestingly this suggests that the word may be Enochian in nature.</div>
</div>
<div id="ftn11" style="mso-element: footnote;">
<div class="MsoFootnoteText">
11) Kenneth Grant, Gamaliel: The diary of a Vampire & Dance, Doll Dance,
Starfire, 2003.</div>
</div>
<div id="ftn12" style="mso-element: footnote;">
<div class="MsoFootnoteText">
12) Although the idea of a vampire as a life-force hungry ghost is very important
and crops up frequently in folklore and the occult.</div>
</div>
<div id="ftn13" style="mso-element: footnote;">
<div class="MsoFootnoteText">
13) Dion Fortune, Moon Magic, Red Wheel/Weiser, 2003.</div>
</div>
<div id="ftn14" style="mso-element: footnote;">
<div class="MsoFootnoteText">
14) Tera. See Bram Stokers <i style="mso-bidi-font-style: normal;">Jewel of the Seven
Stars.</i></div>
</div>
<div id="ftn15" style="mso-element: footnote;">
<div class="MsoFootnoteText">
15) Kenneth Grant, The Ninth Arch, Starfire Publishing, 2002, pp386</div>
</div>
<div id="ftn16" style="mso-element: footnote;">
<div class="MsoFootnoteText">
16) In Stoker, she is called Tera as a pun on Margaret, the female protagonist in
the tale. Tera is of course the last four letters of Marg<i style="mso-bidi-font-style: normal;">aret.</i></div>
</div>
<div id="ftn17" style="mso-element: footnote;">
<div class="MsoFootnoteText">
17) Such as Awakening (1980) and Legend of the Mummy (1997)</div>
</div>
<div id="ftn18" style="mso-element: footnote;">
<div class="MsoFootnoteText">
18) We find with this tale echoes of Aleister Crowley’s tale <i style="mso-bidi-font-style: normal;">The Dream Circean</i> which is itself a retelling of an older tale
about a person visiting and being entertained within a house, only to find a
short while later that it has been boarded up for years.</div>
</div>
<div id="ftn19" style="mso-element: footnote;">
<div class="MsoFootnoteText">
19) Kenneth Grant, Hecate’s Fountain, Skoob, 1992</div>
</div>
<div id="ftn20" style="mso-element: footnote;">
<div class="MsoFootnoteText">
20) Alan Moore, Beyond Our Ken, http://www.fulgur.co.uk/authors/grant/articles/beyond-our-ken/</div>
</div>
<div id="ftn21" style="mso-element: footnote;">
<div class="MsoFootnoteText">
21) Dieckmann and starring Max Schreck, Nosferatu, 1922</div>
</div>
<div id="ftn22" style="mso-element: footnote;">
<div class="MsoFootnoteText">
22) Kenneth Grant, Hecate’s Fountain, Skoob Publishing, 1992, pp53</div>
</div>
<div id="ftn23" style="mso-element: footnote;">
<div class="MsoFootnoteText">
23) Kenneth Grant, Hecate’s Fountain, Skoob Publishing, 1992, pp10</div>
</div>
<div id="ftn24" style="mso-element: footnote;">
<div class="MsoFootnoteText">
24) Kenneth Grant, Zos Speaks, Fulgur Publishing, 1999.</div>
</div>
<div id="ftn25" style="mso-element: footnote;">
<div class="MsoFootnoteText">
25) Kenneth Grant, Images and Oracles of Austin Osman Spare, Muller, 1975.</div>
</div>
<div id="ftn26" style="mso-element: footnote;">
<div class="MsoFootnoteText">
26) Michael Bertiaux, The Voudon Gnostic Workbook, Red Wheel/Weiser, 2007</div>
</div>
<div id="ftn27" style="mso-element: footnote;">
<div class="MsoFootnoteText">
27) Andrew D. Chumbley, Azoëtia, Xoanon, 1992, 2002</div>
</div>
<div id="ftn28" style="mso-element: footnote;">
<div class="MsoFootnoteText">
28) Alan Moore, Beyond Our Ken, http://www.fulgur.co.uk/authors/grant/articles/beyond-our-ken/</div>
</div>
<div id="ftn29" style="mso-element: footnote;">
<div class="MsoFootnoteText">
29) English Heretic, Tales of the New Isis Lodge, 2009. <a href="http://www.english-heretic.org.uk/">http://www.english-heretic.org.uk/</a>,
</div>
</div>
<div id="ftn30" style="mso-element: footnote;">
<div class="MsoFootnoteText">
30) Universal Studios, The Mummy, 1932</div>
</div>
<div id="ftn31" style="mso-element: footnote;">
<div class="MsoFootnoteText">
31) HP Lovecraft, Fungi From Yuggoth, Various, 1929 to 1930</div>
</div>
<div id="ftn32" style="mso-element: footnote;">
<div class="MsoFootnoteText">
32) Invasion of the Body Snatchers, 1956</div>
</div>
<div id="ftn33" style="mso-element: footnote;">
<div class="MsoFootnoteText">
33) Kenneth Grant, Grist to Whose Mill, Starfire Publishing, 2012</div>
</div>
</div>
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<![endif]--><br />Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com3tag:blogger.com,1999:blog-8529291650858195506.post-366329759327048252014-05-13T19:35:00.001+01:002014-05-13T19:39:33.032+01:00<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-large;"><b>Computer Lore for Occultists</b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">This blog entry has been written in order to help some of my
magician friends who do not specialize in computing, navigate around the occult
trials of working safely on a Windows computer.<span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span>The idea is not to exhaustively
cover every possible problem but to try to identify some easy tasks which will
help a computer run smoother and problem free.<span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span>As with all demons, it is
important to maintain the master/slave relationship with your computer and not
get things reversed.<span style="mso-spacerun: yes;"> </span>Computers work for
us and if that relationship fails a lot of work may be necessary to
re-establish control.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">However just as if you have a serious possession you should
consult an exorcist, if you have serious computer problems see an expert.<span style="mso-spacerun: yes;"> </span>The final section in the document will cover
some of the things you should do before speaking to a professional so that
their job of fixing the issue is as easy as possible.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Most problems are resolved by rebooting.<span style="mso-spacerun: yes;"> </span>Generally I advise people to always make sure
they reboot once a day – I turn my computer off every night and back on again
in the morning.<span style="mso-spacerun: yes;"> </span>This closes everything
down and clears the memory.<span style="mso-spacerun: yes;"> </span>Using
options like hibernate or sleep are not so thorough and not everything gets reset.<span style="mso-spacerun: yes;"> </span>This option is Ok for on-off procedures
during the day such as if you have to pop out but try to do a full reboot once
a day or shut off your computer every night.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Finally, Should this page be useful, please send me your questions
and I’ll maintain a Frequently Asked Questions document in case the question and
answer will be of help to other people.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>1.0 Know your
tradition</b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">There are a number of versions of Windows currently in use
most likely ranging from Windows XP, through to Windows Vista, Windows 7 and
Windows 8 (now 8.1).<span style="mso-spacerun: yes;"> </span>So whilst I have
tried to keep these instructions as generic as possible there may be slight
differences in the instructions.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">There could well be some differences with future versions of
windows (and I may have got some XP details wrong, so if you notice an inaccuracy
here please let me know and I’ll keep this document updated. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>2.0 Cleansing and Protection.</b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Like any good practice, regular cleansing is necessary in
order to keep your computer free from attachments.<span style="mso-spacerun: yes;"> </span>Rogue entities called viruses and spyware can
potentially sneak in whenever they find a weakness is your defences and it is
worth stepping back on occasionally and running a check to see if anything has
managed to invoke itself onto your computer.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Sadly this is not as easy as soaking in a salt bath, however
like any good practice routine is essential and this should be done once <span style="mso-spacerun: yes;"> </span>every lunar cycle or thereabouts.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>2.1 Installing and
updating your Anti-Virus software</b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">A good anti-virus is the equivalent to Angelic protection
and is totally required to clear out the devilish unclean filth which can get
onto our computers.<span style="mso-spacerun: yes;"> </span>Anti-virus software
is essential and Microsoft does have a free version which is often
pre-installed on computers. <span style="mso-spacerun: yes;"> </span>You can install
it from this link if you don’t already have it:</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://windows.microsoft.com/en-GB/windows/security-essentials-download">http://windows.microsoft.com/en-GB/windows/security-essentials-download</a></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">To use this however always ensure that you have the
automatic downloading of updates switched on.<span style="mso-spacerun: yes;">
</span>This means that any updates will be automatically added (see section 7 for
instructions on opening control panel then look at Windows Updater.)</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Additionally you may wish to enter into a compact with
another agency to keep your computer clean and secure.<span style="mso-spacerun: yes;"> </span>Many tools are free and are just as good as
the expensive packages such as Norton/Symantec and MacAfee.<span style="mso-spacerun: yes;"> </span>In a deal as loathsome as that made by Doctor
Faustus these companies have made deals with computer distributors so that
their software is distributed pre-installed on new PCs and will provide free
protection usually for a month, although in some cases a full year and then
they try the extortion game to keep people buying updates from them.<span style="mso-spacerun: yes;"> </span>Symantec is notorious however in that it is a
greedy program and steals processor cycles like a demon would eat childrens souls.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">However I have been using computers for over 20 years now.<span style="mso-spacerun: yes;"> </span>Whilst I agree that Anti-virus software is <b style="mso-bidi-font-weight: normal;">totally essential</b>, using these packages
is not and I recommend avoiding them.<span style="mso-spacerun: yes;">
</span>First thing I always do with a new computer is install a different solution
and then uninstall anything by Symantec or MacAfee.<span style="mso-spacerun: yes;"> </span>This involves downloading and using the free
version of Avast (or similar tool).<span style="mso-spacerun: yes;"> </span>This
has a firewall and anti-virus built in which is very good and not given me any
problems in 5 years (since I have been using it).</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.avg.com/gb-en/av_download_2014_ppc_test">http://www.avg.com/gb-en/av_download_2014_ppc_test</a></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Avast is free however they do have premium alternatives
(which I do not use).<span style="mso-spacerun: yes;"> </span>It does however
require a licence which means you need to register with then (this is still free).<span style="mso-spacerun: yes;"> </span>They will then send you a registration code
by owl-mail which you need to enter into your computer using the instructions
provided and renew this once a year.<span style="mso-spacerun: yes;">
</span>Occasionally it will ask you to buy the premium version however those
requests can be ignored.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>2.2 Other tools and
checks</b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">The first and most important of these is Microsoft Safety
Scanner.<span style="mso-spacerun: yes;"> </span>This is a free tool which has a
ten day licence.<span style="mso-spacerun: yes;"> </span>This means that you
need to download it afresh each time so that you are always using the latest
version (which is primed to deal with the latest threats).</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.microsoft.com/security/scanner/en-gb/default.aspx">http://www.microsoft.com/security/scanner/en-gb/default.aspx</a></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">The link above is where you need to go to download the
latest version.<span style="mso-spacerun: yes;"> </span>Download it, run it then
let it do its work.<span style="mso-spacerun: yes;"> </span>I have found that
this tool sometimes catches out things which sneak by other anti-virus packages
so a regular check as useful in preventative care and I usually run this once a
month.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>2.3 Ongoing habits
and safe surfing</b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Like the reckless use of the Ouija board, frequenters of the
lurid underside of the web are where people are most likely to encounter
nightside viral denizens and malign stray spirits.<span style="mso-spacerun: yes;"> </span>It is generally best to only ever download
anything from a known source and before you do anything only ever download once
your firewall and Anti-virus software are up to date and active.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Also ensure that you are careful with links and read the
instructions on the installation package.<span style="mso-spacerun: yes;">
</span>Many on-line application libraries exist as portals to find software
tools however they have been set up in such a way as to be confusing and to
mislead unwary surfers into downloading ad-ware and other such traps.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">So it is important to check what is being downloaded.<span style="mso-spacerun: yes;"> </span>It is also important to ensure that you read
the installation questions when you install software.<span style="mso-spacerun: yes;"> </span>A great many installers try to trick you into
installing extra rubbish as the same time you are installing your legitimate tools
– usually this is parasitical nonsense such as toolbars for browsers linking to
now desperate past-revenants such as “Ask Jeeves”.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">For example:</span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=8529291650858195506" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: Arial,Helvetica,sans-serif;"><img alt="" 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" /> </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">The above screenshot was generated whilst writing this
document, it comes from a legitimate Google site (always check the URL address at
the top – this is the sigil which tells you whose page you are on).<span style="mso-spacerun: yes;"> </span>I looked to temporarily download the Google
toolbar so I can describe toolbars and how to clean them.<span style="mso-spacerun: yes;"> </span>Look at the area which I have encircled.<span style="mso-spacerun: yes;"> </span>Google also tries to steal my homepage and
make itself a default.<span style="mso-spacerun: yes;"> </span>This is fairly
innocuous compared to what some software installers tries to do, but it shows
that it is always worth reading what software tries to do.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>3.0 Building your
circle of protection – Firewalls</b></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">
</span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Your firewall is your magical circle and is designed to only
permit particular traffic between your computer and the seething chaos which is
the internet.<span style="mso-spacerun: yes;"> </span>Windows comes with its own
firewall which should be enabled.<span style="mso-spacerun: yes;"> </span>To do
this go to your Windows Firewall settings in Control Panel (see section 7) and ensure
that it is on.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>4.0 Manage your
skrying tools</b></span></span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">There are three main ways in which you can skry the
internet; Internet Explorer, Firefox and Chrome.<span style="mso-spacerun: yes;"> </span>Each is more of less equal and really down to
individual preference.<span style="mso-spacerun: yes;"> </span>However browsers
do present problems in that they (and allied software) will try to install
additional toolbars.<span style="mso-spacerun: yes;"> </span>Occasionally it is
worth running a check and uninstalling anything superfluous.<span style="mso-spacerun: yes;"> </span>I generally consider anything except the
default toolbars to be unacceptable.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">These need to be first removed from the Browser and then
uninstalled (see section on Banishing) from “Programs and Features”</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><img alt="" 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" /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-fareast-language: EN-GB; mso-no-proof: yes;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">In the above diagram, right clicking the blue area will
bring up an option to remove toolbars from the browser.<span style="mso-spacerun: yes;"> </span>This doesn’t actually remove the toolbar,
merely deactivate it from the browser.<span style="mso-spacerun: yes;"> </span>I
have seen users who have had so many toolbars invading their browser that half
the screen was lost.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">When working with browsers I always recommend that you allow
the browser to automatically update itself and install the latest updates.<span style="mso-spacerun: yes;"> </span>This may mean that there will be an occasional
interruption whilst it does this work but it means that the latest security
patches are also available.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>5.0 Banishing and un-installing</b></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Software does sneak onto your computer and it is worth
periodically checking to see what is installed and have a purge.<span style="mso-spacerun: yes;"> </span>This can also potentially free up space if
there are things that you do not use.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Open up the Programs and Features page as described in Section
7.</span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-fareast-language: EN-GB; mso-no-proof: yes;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><img alt="" 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" /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-fareast-language: EN-GB; mso-no-proof: yes;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-fareast-language: EN-GB; mso-no-proof: yes;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">The first trick here is to look at the “Installed On”
column.<span style="mso-spacerun: yes;"> </span>Clicking this will sort the list
by date and you will be able to see what has been installed.<span style="mso-spacerun: yes;"> </span>So if your computer has suddenly started
acting weirdly check that first.<span style="mso-spacerun: yes;"> </span>If
there is software here which claims that it has been installed around (or
slightly before) high strangeness started effecting your computer it may be
that something has snuck in.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">This could be due to something you legitimately installed
(software does not always work well on all systems) or it could be something malicious.<span style="mso-spacerun: yes;"> </span>If you know what it is (and remember to skry
on Google if you are not sure) then you can uninstall the software and things
should improve.<span style="mso-spacerun: yes;"> </span>It is always better to
err on the side of caution though if you don’t know and get advice before
deleting.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">You can see in the illustration above that the top is the
Google toolbar which I downloaded and installed earlier as an example.<span style="mso-spacerun: yes;"> </span>That can go, so a quite right-click will
remove it.<span style="mso-spacerun: yes;"> </span>Some installers take you to a
web page where they ask questions, answering these is optional so please feel
free to ignore or be as rude as the software was in initially installing
itself.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>6.0 Psychic
Attack. – Is your computer compromised?</b></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Despite all of the above, rogue daemons will occasionally
sneak into your system.<span style="mso-spacerun: yes;"> </span>The constant
arms race between virus writers and anti-virus writers means that occasionally
the diabolists are a step ahead and whilst this may all very well be part of
the cosmic balance it is a nuisance if you have a virus or piece of malware
running on your computer.<span style="mso-spacerun: yes;"> </span>You will
notice it straight away since your computer will be running really slowly.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Usually the above tools such as the Microsoft Safety Scanner
will catch practically everything.<span style="mso-spacerun: yes;">
</span>However sometimes it is useful to dig around and see what is happening.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">The trick here is to see what is running.<span style="mso-spacerun: yes;"> </span>To do this you will need to use the task
manager and skry into your system to see what is running.<span style="mso-spacerun: yes;"> </span>When you invoke the task manager servitor a
windows will open which tells you everything that is running.<span style="mso-spacerun: yes;"> </span>It looks like this:</span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-fareast-language: EN-GB; mso-no-proof: yes;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><img alt="" 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" /></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-fareast-language: EN-GB; mso-no-proof: yes;"><br /></span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Notice at the top there is a processes tab.<span style="mso-spacerun: yes;"> </span>Click on that to bring you to the list and
then click the CPU column to sort the list so you can see what is taking up the
most CPU processes in order.<span style="mso-spacerun: yes;"> </span>You may
need click the CPU tab twice to bring the most processor intensive processes up
are on the top.<span style="mso-spacerun: yes;"> </span>If you see “System Idle
Processes” on top such as we see here that is a good thing since this means
that the computer is not running to maximum.<span style="mso-spacerun: yes;">
</span>However if another process is continually taking this position then
something may be wrong.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">A process hogging the processor can be caused by any of the
following</span></div>
<div class="MsoListParagraph" style="margin-left: 54.0pt; mso-list: l3 level1 lfo1; text-indent: -36.0pt;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 54.0pt; mso-list: l3 level1 lfo1; text-indent: -36.0pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="EN-US" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">i)<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span lang="EN-US">It could have a lot to do and
is grabbing what resources it needs to complete its task.<span style="mso-spacerun: yes;"> </span>This can be for legitimate reasons.<span style="mso-spacerun: yes;"> </span>For example if you cut and paste a very large
amount of data it can take time to process everything, especially if you have a
few applications running at once.<span style="mso-spacerun: yes;"> </span>Give
it some time such as 5 minutes and it should catch up.</span></span></div>
<div class="MsoListParagraph" style="margin-left: 54.0pt; mso-list: l3 level1 lfo1; text-indent: -36.0pt;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 54.0pt; mso-list: l3 level1 lfo1; text-indent: -36.0pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="EN-US" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">ii)<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span lang="EN-US">A bug in a program may mean
that it has got itself a bit stuck.<span style="mso-spacerun: yes;"> </span>It
should resolve itself after a few minutes, if it does not resolve and save your
work, then reboot.<span style="mso-spacerun: yes;"> </span>That should fix that.</span></span></div>
<div class="MsoListParagraph" style="margin-left: 54.0pt; mso-list: l3 level1 lfo1; text-indent: -36.0pt;">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 54.0pt; mso-list: l3 level1 lfo1; text-indent: -36.0pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="EN-US" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">iii)<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span lang="EN-US">A rogue process has snuck in
and is carrying out its own unauthorised actions.<span style="mso-spacerun: yes;"> </span>In a worse-case scenario malware could be controlling
your PC and sending out spam messages.<span style="mso-spacerun: yes;">
</span>This is rare but possible.</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">If you see something which you don’t understand look up the
name of the process (under the Image name column and the command line column) from
the window and type this into Google.<span style="mso-spacerun: yes;"> </span>It
does look that some of this may be in Enochian, but do not be alarmed, it is susceptible
to the ultimate sorcery, that of a google search.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Almost certainly if there is a rogue programme running
someone would have written about this so it should come up in a google search.<span style="mso-spacerun: yes;"> </span>They should also give you some instructions
as to how to banish it into the /dev/Null abyss forever.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>7.0 Shortcuts and
opening pages</b></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">
</span></span><br />
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"> </span> </span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">This section details some methods to open some of the
windows described through this guide.<span style="mso-spacerun: yes;"> </span>There
are other ways however this is one method.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">7.1 Opening the Programms and Features</span></span></b></div>
<br />
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;"> Click the Start Menu. In
the “search programs and features” box type in “control panel”. Then
press enter. This should bring up the control panel</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">When the control panel opens
look at the top right hand corner where there is a question “View By”
and select “small icons”. This makes everything visible.</span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;">Look for the Programs and Files icon and click that.</span></li>
</ul>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>7.2 Opening the task
manager</b></span></span></div>
<div class="MsoNormal">
<br /></div>
<br />
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-list: Ignore;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="EN-US">Right click the bar at the
bottom of the screen</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-list: Ignore;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="EN-US">Select “Start Task Manager”</span></span></li>
</ul>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>7.3 Quick shortcuts</b></span></span></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b><a href="https://www.blogger.com/null" name="_GoBack"></a></b></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Press these buttons at the same time to get the effect.</span></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-list: Ignore;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="EN-US">[CTRL] + C = Copy</span></span></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-list: Ignore;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="EN-US">[CTRL] + X = Cut</span></span></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-list: Ignore;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="EN-US">[CTRL] + V = Paste</span></span></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-list: Ignore;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="EN-US">[CTRL] + [Print Screen] = Copy
entire desktop view (including all open windows)</span></span></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="mso-list: Ignore;">·<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="EN-US">[CTRL] + [ALT] + [Print Screen]
= Copy open window</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">These combinations can be used to cut and paste data
quickly.<span style="mso-spacerun: yes;"> </span>So if you have an error you can
use this to save the error message.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>8.0 Asking for help</b></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">
</span></span><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Most people are always happy to help others with computer
problems.<span style="mso-spacerun: yes;"> </span>There are some things that you
can do to make the task of the helper easier.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Arial,Helvetica,sans-serif;">Try
to record in as much detail everything that happens. If you get an
error message write it down exactly. Remember you can also google
error messages to find out what they are saying. Sometimes people find
error messages intimidating and panic before reading them but sometimes
they do say exactly what to do. Don’t forget to look at the quick
shortcuts section in 7.3 to find out how to quickly cut and paste errors
into an email or document to pass onto anyone helping. </span></div>
<div class="MsoNormal">
<br /></div>
Copyright Paolo Sammut 2014<br />
<br /></div>
Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-60961190301865539992013-02-09T18:55:00.001+00:002013-02-09T19:04:25.604+00:00UFO Mysteries and Human Evolution<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
Ever since I started listening to the <a href="http://binnallofamerica.com/" target="_blank">Binnall of America</a>
podcast I have found that my interest in UFOs has found itself
reignited.<span style="mso-spacerun: yes;"> </span>In fact I have noticed that
interest in this phenomena comes in waves and we are on the crest of a
new wave of UFO encounters about to hit as I see an escalation in reports from
around the world steadily increase.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Ever since I read Jacques Vallee’s monumental <i>Messengers of Deception</i> and John Keel’s wonderful books such as <i>The Mothman</i>.
<span style="mso-spacerun: yes;"></span>I have stood by the perspective that
whatever is happening, UFOs are clearly not spacemen visiting Earth in a style
similar to that portrayed on <i style="mso-bidi-font-style: normal;">Star Trek</i>; clearly something even more spooky is going on.<span style="mso-spacerun: yes;"> </span>It seems that the best place to spot UFOs
also happens to be the best place to spot ghosts and cryptids such as
Bigfoot.<span style="mso-spacerun: yes;"> </span>Such as idea seems preposterous
but points the way to an exciting avenue of research.</div>
<div class="MsoNormal">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwxBAqQG8ASYfIEKZ4118WT61-Vfo4rh1iuZWlFAmvgiged4UK53e29b20IrrKaODz28cHDZY5irViOQJO9doG51LIwp2yiimLwlYS5NsyDBk5W8wZXeCDuIjbX_4ty5A67HCvtEgxgyER/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwxBAqQG8ASYfIEKZ4118WT61-Vfo4rh1iuZWlFAmvgiged4UK53e29b20IrrKaODz28cHDZY5irViOQJO9doG51LIwp2yiimLwlYS5NsyDBk5W8wZXeCDuIjbX_4ty5A67HCvtEgxgyER/s400/images.jpg" width="400" /></a></div>
<br />
<br /></div>
<div class="MsoNormal">
It is difficult for a grown man to sound rational when
speaking about fairies.<span style="mso-spacerun: yes;"> </span>However it is
clear that there is a lot of overlap with Fairy Lore and UFO lore.<span style="mso-spacerun: yes;"> </span>Both mysteries involve <i>little green men</i>,
time distortions and lost time, similar hill/spaceship symbolism and often (perhaps
most importantly) UFO landing sites are often sites where people have had fairy
encounters, such as within Rendlesham Forest.<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>This is suggestive that we are looking at a common phenomena but viewed
through different cultural lenses, in this case that of a medieval agrarian community
and a modern technological one.</div>
<div class="MsoNormal">
The phenomena is bigger than just aliens or fairies
however.<span style="mso-spacerun: yes;"> </span>In the past there are certainly
records that we have encountered these beings and given them various names
through history such as witches (African tribes referred to flying lights as
witches), Faerie, Djinns etc. <span style="mso-spacerun: yes;"> </span>At the
very least, the following features are found in all forms of the phenomena:</div>
<br />
<ul>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Appearance: Often we have accounts of UFO
occupants appearing similar to the descriptions given by people encountering fairies.
We could perhaps ask does the term “little green men” refer to aliens or
leprechauns. Similarly it has often been remarked how similar our friend Lam
(as channelled by Aleister Crowley) looks is to the iconic grey alien.</li>
<li>Time distortion – Often people encountering
either will experience some sort of time distortion</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span>An interest in babies and fertility. In fairy
lore we have the concept of a changeling. In UFO lore we have accounts of
breeding-programs etc</li>
<li><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span>Accounts of flying lights. These are one of the
most common parts of the phenomena and seem to be universal.</li>
<li>The experience of going into the hill or going
into the saucer.</li>
<li>Ability to drastically harm – elfshot or strange
cancers developing.<span style="mso-spacerun: yes;"> </span>In medieval
fairy-lore branches of magic developed with regards to protecting from these
beings and healing some of the damage they can do, which charms and anti-fairy talismans
(such as iron) being developed.</li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq2G8UKGkxInbpHx8ne_E4zbq6qOPCGSu29J9O_YXfv-KTroqyaEfV3p5HUNywZSG5ATJV2tq12Ext6hyphenhyphenERF3s_izMqa8C6MCB7aqcV90BvmHEpLoj38x1kHjZIC15xbc36ZMehM3QUqy1/s1600/6a00d8341c683453ef00e54f58d6908833-800wi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjq2G8UKGkxInbpHx8ne_E4zbq6qOPCGSu29J9O_YXfv-KTroqyaEfV3p5HUNywZSG5ATJV2tq12Ext6hyphenhyphenERF3s_izMqa8C6MCB7aqcV90BvmHEpLoj38x1kHjZIC15xbc36ZMehM3QUqy1/s400/6a00d8341c683453ef00e54f58d6908833-800wi.jpg" width="266" /></a></div>
<br />
<br />
<div class="MsoNormal">
On the other hand however there are also a number of
accounts of UFO's being witnessed by trained astronauts in outer space.<span style="mso-spacerun: yes;"> </span>Does this blow the idea that UFO's may be
some earth related phenomena such as what we would have called fairies a
death-blow?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
One of the most fascinating witnesses is Dr Ed Mitchell. He
was one of the original Apollo astronauts. flying to and landing on the Moon
with Apollo 14. Among other things he holds the record for the longest Moonwalk
(9h17m). He is also noted to have an interest in psychic phenomena being the
astronaut who conducted ESP experiments with his associates on Earth whilst in
flight. His background was as a pilot in the Navy before joining NASA and he
holds several degrees including a number of doctorates, some being honorary but
at least one being research based. As such I think we can say he is a highly
intelligent man, a trained observer and a reliable witness.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
In recent interviews he has gone on to express a belief in
UFOs (as spacemen) and shocked the scientific world with some views. For
example </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<a href="http://www.youtube.com/watch?v=RhNdxdveK7c">http://www.youtube.com/watch?v=RhNdxdveK7c</a></div>
<br />
If it was just one astronaut we might be forgiven in
thinking that there could be other factors involved. However other astronauts
and NASA staff have seen UFO's and ET's including Neil Armstrong and Dr Buzz
Aldrin.<span style="mso-spacerun: yes;"> </span>There are in fact many testimonies
from astronauts regarding UFOs they have encountered as detailed <a href="http://www.syti.net/UFOSightings.html" target="_blank">here</a>.<span style="mso-spacerun: yes;">
</span>There are also very interesting albeit slightly ambiguous records of the
dialogue between Neil Armstrong and Mission Control whilst he was on the
moon.<span style="mso-spacerun: yes;"> </span>The moon itself is very
interesting and I shall be returning to the moon in a future post, discussing
some of its many mysteries.<br />
<br />
<div class="MsoNormal">
I could equally well have dug into the thousands of
testimonies of people who have reported UFO's and other encounters throughout
history. However I have started with astronauts because these are a class of
people who are very intelligent, highly trained both in terms of observation
skills and also scientifically (although perhaps not as blinkered by a <i>political </i>scientific perspective as we might find in academia).
Also and I think this is important astronauts encountering "aliens"
and "UFOs" seems to suggest a "nuts and bolts" "Star
Trek" view of the phenomena - a view which I do not share so am interested
in looking to see if all is not as it appears.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Let’s now take a look at another perspective. <span style="mso-spacerun: yes;"> </span>For years, a number of researchers such as
Vallee have been suggesting that UFO's and entity experiences are something
other than spacemen visiting from another world. There argument suggests that
Aliens/UFOs have always been here and originate from elsewhere, what might
popularly be labelled another dimension.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
I am always a bit coy about bandying words like dimension
around so let us define what I mean. Rather than say dimension perhaps we can
say from a parallel reality existing and mingling with our reality as we know
it. If you imagine our reality as slides from a filmstrip and the other reality
as another filmstrip held next to ours I hope this illustrates what I am
saying.<span style="mso-spacerun: yes;"> </span>Certainly there is nothing that
I am aware of in physics to suggest such a view is impossible.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Some UFO accounts emphasis strongly the trickster aspect
commonly entangled with fairy experiences and some accounts are blatantly
absurd (although not necessarily fictional)! <span style="mso-spacerun: yes;"> </span>One of my favourites is the pancake giving
alien. The only witness here was one Joe Simonton who was in his house making
breakfast one April morning. He heard a sound like tires on a wet pavement and
went outside to investigate. On doing so he saw a round disk about 12 ft high
and 30 ft in diameter. From this a hatch opened when three men came out and
telepathically asked Joe to fill a jug with water. He did so and was then given
three pancakes before the UFO closed up and flew off. The pancakes were genuine
and I believe tested and shown to be totally unremarkable.<span style="mso-spacerun: yes;"> </span>As absurd as this account is there is no
evidence to suggest that Simonton was lying or mad except that this encounter
is totally bonkers to our consensus sense of reality; something which may itself be an
illusion.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ9DumPdpThVX6K493zOq4Bu9JNut9-r6jLJo7AyTRevinu1oeFBzdzVnUfFER9rsJB6tT7EDVBF0S5UCCMr67LJhyu3BF8J9mhsAu3MSo4SIL7eccMZJFoIEU-8imca3Me-rSDsxzpaez/s1600/pancakes2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ9DumPdpThVX6K493zOq4Bu9JNut9-r6jLJo7AyTRevinu1oeFBzdzVnUfFER9rsJB6tT7EDVBF0S5UCCMr67LJhyu3BF8J9mhsAu3MSo4SIL7eccMZJFoIEU-8imca3Me-rSDsxzpaez/s320/pancakes2.JPG" width="320" /></a></div>
<br /></div>
<div class="MsoNormal">
With cases like this one the mind begins to boggle. It
certainly breaks the "nuts and bolts" mould simply by being so
absurd. <span style="mso-spacerun: yes;"> </span>Yet there was clearly a
technologically gloss to this instance. We have a spaceship and the
"aliens" were described as wearing tight fitting uniforms so beloved
of 1950s/60s era B movie science fiction. But the event itself is more
suggestive of a trickster entity such as faeries are reputed to me. I can
imagine them in their mushroom/spaceship after this literally killing
themselves with laughter over this and seen in this light it is hilarious.<br />
<span style="font-size: small;"> </span> </div>
<div class="MsoNormal">
Other accounts are more sinister and fairies have been known
to turn nasty. There is a similar aspect to this with UFOs where phenomena such
as Cattle Mutilations and Men in Black rear their ugly heads. <span style="mso-spacerun: yes;"> </span>Many examples of Men in Black seem to suggest
an inhuman quality to the visitors as if there are something not quite human
and doing an imperfect job as masking themselves as such.<span style="mso-spacerun: yes;"> </span>More interesting we could also examine this
inhumanity and wonder if the inhuman sense is itself deliberate in order to
create even more disquiet – if you can create illusions, why create almost perfect ones?<br />
<br /></div>
<div class="MsoNormal">
I suppose we could ask the question as to which is the truer
picture. Are alien spacemen being seen though an olde-worlde earth perspective
and encountered as fairies or are we seeing fairies through a scientific gloss
perceiving them as spacemen?</div>
<div class="MsoNormal">
<br />
Actually I rather think that to categorise them as one or
the other would be naive. Throughout history they have shown many forms.
However the Pancake incident does seem to reinforce the idea that there is a
cultural filter over what we humans are perceiving. Our minds work by symbols
and once a symbol is used to associate with a manifesting energy then it seems
that the mind likes to keep it that way. In other words if one tends to
perceive an energy as a spaceman one probably always will.<br />
<br />
</div>
<div class="MsoNormal">
One of the most common aspects of these phenomena is that of
the flying lights. These are described variously as spacecraft, fairies, flying
witches etc. It is even possible that the Will-o-the-wisp phenomena is more
complex that simply marsh gas as suggested in some cases, although just as some
UFO's can be Venus, presumably some will-o'-the-wisps will be marsh gas. Some
researchers such as Michael Deveraux have suggested that flying lights are
linked to places of high electro-magnetism on the earth’s crust and this does
seem to be a variable in the phenomena. Michael Persinger’s work in Canada has
also suggested that electromagnetic fields can distort human perception,
activate transcendent states and give one the sense of being abducted and/or
out of one’s body.<br />
<br />
</div>
<div class="MsoNormal">
I think that this research is incredibly important and in no
way invalidates the paranormal aspect of these phenomena. Rather it is saying
that the brain is capable of these states (which is interesting and wondrous in
itself) and that these states can be triggered by electromagnetism. It points
to electromagnetism as being a component in the phenomena but does not make
this a necessity.</div>
<div class="MsoNormal">
<br />
For example, I can create an illusion of heat and burning in
my mouth by eating "hot" chillies. The capsaicin in the chillies
stimulates the same nerves in my mouth that get stimulated when I eat hot (as
in heated) food. This shows that senses and experiences can be fooled and
stimulated by other means and just as chillies are not really hot (in the
heated sense) phenomena may not be really electromagnetic, rather the
electromagnetism is stimulating the same parts of the being that gets
stimulated by phenomena. We don’t know of course and it would be hasty to
assume anything here other than that much more research is needed.<br />
<br /></div>
<div class="MsoNormal">
Given that astronauts also perceive UFO's not only on the
moon but also in the empty stretch between the Earth and the Moon, I would
suggest that the electromagnetism in the earth crust is not the only factor in
this. Perhaps this phenomenon needs a carrier to transmit it to us. One such
carrier may be electromagnetic radiation, another may be marsh gas etc, and
another may be orgone energy as postulated by Wilhelm Reich. <span style="mso-spacerun: yes;"> </span>Again we are really on the edge of speculation
here and are jumping into unknown territory.<br />
<br />
</div>
<div class="MsoNormal">
Perhaps a form of perichoresis takes place through the
transmitting medium whether it be EM radiation, marsh gas and orgone each being
relatively simple "building blocks" so any influence from another
dimension may find it very easy to impress and emerge in our reality through
this media. This is sort of like those pictures we see of flying birds in the
work of MC Escher – If one gets caught in the detail one sees the birds but if
one steps back and looks at the picture as a whole we see a larger picture
emerge.</div>
<div class="MsoNormal">
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfT_PSv_VYBvPiDUOfxfeMxV4fSBiRYHefcHBPzoxS5Dx2D0XQmOZVZJ0s4OTHROR5EX04p6T0F8aQXP00oF4ruuB3QZ4zMtE9we_S0nbYFbyDWfdjQ77xA2q7EVZ6UHA7maE3PzH_2aGj/s1600/Day+and+Night.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfT_PSv_VYBvPiDUOfxfeMxV4fSBiRYHefcHBPzoxS5Dx2D0XQmOZVZJ0s4OTHROR5EX04p6T0F8aQXP00oF4ruuB3QZ4zMtE9we_S0nbYFbyDWfdjQ77xA2q7EVZ6UHA7maE3PzH_2aGj/s400/Day+and+Night.jpg" width="400" /></a></div>
<br />
<br /></div>
<div class="MsoNormal">
There is a wonderful example of perichoresis in Salvador Dali's
"<a href="http://www.youtube.com/watch?v=1GFkN4deuZU" target="_blank">Destino</a>" animated film. If you do watch it take
a look at how Zeus "emerges" from the archway. The goodies start at 4m and 50s into the piece.</div>
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Perichoresis might also be a component towards an explanation
for Crop Circles. <span style="mso-spacerun: yes;"> </span>Andrew Collins
excellent book <i>The Circlemakers</i> suggests that orgone is responsible
for the circles, and this may well be correct. <span style="mso-spacerun: yes;"> </span>However orgone may suggest the mechanism by
which circles are formed but doesn’t necessary address the issue as to the
nature of the information coming through and this I believe is where need to look
towards perichoresis. Something elsewhere is <span style="mso-spacerun: yes;"> </span>impressing these patterns on our reality.<br />
<br />
</div>
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It has been suggested that astronauts are changed by the
simple fact of going into space and we do see a lot of returning astronauts
being caught up in paranormal projects, getting religion or simply being awed
with wonder, something many of us lose as we get older, more cynical and jaded.</div>
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Certainly for me I find images such as the opening sequence
of Carl Sagan’s "Cosmos" very moving and would love to experience
something like space-flight and really see and experience some of the images
NASA release. I can imagine that being out there, would really open the mind to
wonder and perhaps create an "enflamed with prayer" type of state
where magic happens. There is an updated space flight sequence based upon the one in Cosmos in Jodie Fosters "Contact" based upon Sagan's book</div>
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<br />
<a href="http://www.youtube.com/watch?v=PLQF-4uyD4Y" target="_blank">Contact Space Flight</a> <br />
<br />
Could this act of wonder have the effect of switching
astronauts on, perhaps making them more spiritual and psychic? Is it possible
that "reality" is loaded so that the act of a species travelling into
space switches them on in a way similar to magic does opening up the larger
universe?</div>
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In a sense something similar happened a billion or so years
ago when life on earth evolved vision. At that point the visual universe opened
up and because visible to all. Granted this was actually for our distant
very-very-pre-human relatives but the event is rather staggering, nature went from
being blind to being able to see. Our very language of spiritual attainment
uses this as a metaphor. Words like “Enlightened”, “Illuminated” may in some
deep atavistic way still remember this event and carry it on in our being and
terminology for extended awareness.<br />
<br />
</div>
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There are some very interesting peculiarities surrounding
the evolution of vision. First of all it seems to have developed on several
places independently, so all life with vision does not share a common ancestor
who was the first creature with sight. Rather there are several possible
ancestors. This sort of suggests that the pattern of sight was programmed into
evolution (in a very heretical and non-Darwinian way) to emerge perhaps in a
similar process to how Sheldrake’s Morphic resonance is presented.<br />
<br />
</div>
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More interesting still is the fact that sight is supposed to
have evolved before the brain at least in its current form developed. This is confirmed by looking at the human pineal
gland in the centre of the brain. It actually possess some photosensitive
properties suggesting that whilst atrophied will have certainly acted as an eye
in our ancestors. It seems that the brain grew around the eye, adding abilities
to process the new visual data being received. The brain of course does a lot
more than think, and it does act as a filter and translator to what we see. For
example at its simplest it filters out the blood vessels in our eyes which we
do not see. It also tends to take out unexpected anomalies in our vision.<span style="mso-spacerun: yes;"> </span>The problem however with the idea that the
pineal gland is an eye is that this is not supported by the fossil record.<span style="mso-spacerun: yes;"> </span>However if not, why does it have
photo-sensitive properties?<br />
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</div>
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Some experiments were done years ago involving a man dressed
as a gorilla running onto a baseball game and waving at the audience. The
majority of the audience didn’t even notice him because it was so far outside
our expected vision that it simply processed the data out. This can work
conversely as well and expected objects can appear in our visual matrix.<br />
<br />
</div>
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I think that we are on the verge of a perceptual leap
perhaps similar to what was experienced when life evolved the ability to see
portions of the electromagnetic spectrum. Changes are taking place both through
our personal evolution as magicians and as individuals as a part of the human
species going into space which are shifting our perspective and as a result
enhancing and mutating our perceptions to see the universe in a more connected
magical state where we will be able to see the fairies, UFO's etc in all their
myriad forms and maybe not understand but certainly communicate and interact
with.<br />
<br />
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Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-46635334203053258032012-12-31T14:34:00.002+00:002012-12-31T14:38:53.544+00:00<h2>
<span style="font-size: x-large;">Occult Themes in Childrens Television</span></h2>
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I was quite thrilled this Christmas holiday to be reminded
that I have a secret vice; that of going back and recapturing all the classic
fantasy programmes which haunted my childhood. This spark has always been with me of course and over the years I have maintained
a fondness for shows such as the <i style="mso-bidi-font-style: normal;">Box of
Delights</i> and of course <i style="mso-bidi-font-style: normal;">Doctor Who</i>.<span style="mso-spacerun: yes;"> </span>Now adding to this there are stories such as <i style="mso-bidi-font-style: normal;">The Children of the Stones</i>, <i style="mso-bidi-font-style: normal;">The Moon Stallion</i> and <i style="mso-bidi-font-style: normal;">The Owl Service</i> all of which are a pure
delight and are genuine time machines taking me back to the 1970s when it was
safe and reasonable for children to go on quests and adventures without over
protective parenting fuelled by hate and fearful politics and media wanting to
coddle everything in cotton wool and anti-bacterial spray.</div>
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I will hit my 42nd year this coming February and so I was
lucky enough to have grown up through the 1970s and early 80s which were a
golden age in Children’s Television.<span style="mso-spacerun: yes;">
</span>Since the mid 1990s however I have been haunted by half remembered enchantment,
television stories that I watched but to which many details are forgotten.<span style="mso-spacerun: yes;"> </span>Shows such as the <i style="mso-bidi-font-style: normal;">Box of Delights</i> or <i style="mso-bidi-font-style: normal;">The
Enchanted Castle</i> have left a silver seam of magic seared across my memory
ever reminding me of their presence but leaving me with the echoes of so much
lost and eluded until recent research shined some light illuminating these
forgotten places.<span style="mso-spacerun: yes;"> </span>Over the years it has
become very frustrating and trying to recapture a half-remembered magic is in
many ways worse then not being able to find it at all.<span style="mso-spacerun: yes;"> </span>Sometimes I could not even remember the names
of the programme in question and I wasted ages searching for “Elizabeth and the
Witch” when I should instead have searched for <i style="mso-bidi-font-style: normal;">Lizzy Dripping. </i><span style="mso-bidi-font-style: normal;">Mem</span><span style="mso-bidi-font-style: normal;">ory can be fickle in this way.</span><i style="mso-bidi-font-style: normal;"><br /></i></div>
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It was in these early days when the occultist fire started
burning brightly.<span style="mso-spacerun: yes;"> </span>I was 12 and picked up
and read (smuggling home from the library without my mother seeing) two occults
books, "Astral Doorways" by JH Brennan and "The Magician, his
training and work" by WE Butler.<span style="mso-spacerun: yes;">
</span>Both were (and still are) cracking reads, classics on the occult and as
I later found out ones which still influence me greatly.<span style="mso-spacerun: yes;"> </span>Both books lead to my reading other books by
these authors and others, some of which were illuminating and other which
turned out to be blind alleys which wasted a couple of years.<span style="mso-spacerun: yes;"> </span>There is serious learning here however and I
feel that when I have children getting them to read Mr Butler's books will be a
high priority.<span style="mso-spacerun: yes;"> </span>Many of these books speak
about the power and important of the imagination and exactly what can be done
with a trained mind.<span style="mso-spacerun: yes;"> </span>All this however
started with the fiction which inspired me to read more.</div>
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Childrens fantasy fiction can be truly magical, in enthusing
our minds with such potent symbolism the magic grows within us as we assimilate
this imagery and concepts binding them into our deepest consciousness creating genuine
possibilities for change regardless of the colder logics of the waking world.<span style="mso-spacerun: yes;"> </span>The fact that these shows work themselves in
deep is clear whenever we re-watch an older show as an adult.<span style="mso-spacerun: yes;"> </span>The same emotions experienced as a child are
still remembered and stirred up when the show is reviewed.<span style="mso-spacerun: yes;"> </span>For example go back and watch a classic
Doctor Who story which you have not seen as a child, one which scared you
then.<span style="mso-spacerun: yes;"> </span>You will feel the same emotions as
you did as a child, albeit hopefully as an adult you will be able to temper
those feelings better.</div>
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Science Fiction and Fantasy really go hand in hand and both
are often saturated in occultism.<span style="mso-spacerun: yes;"> </span>We see
this blended most adeptly in television of this era with Doctor Who remaining
one of my favourites.<span style="mso-spacerun: yes;"> </span>For all his protestations
as to being a scientist, the good Doctor is clearly a magician first and
foremost and understands the need to work towards maintaining a balance rather
than being strictly a good guy.<span style="mso-spacerun: yes;"> </span>Very
much a trickster and avatar of Mercury, the Doctor walks through reality like a
dream, showing us how to counter the terrors of our nightside and bring them
into the day.</div>
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Some early Doctor Who stories bleed occultism to my absolute
delight.<span style="mso-spacerun: yes;"> </span>Most fondly remembered of
course is <i style="mso-bidi-font-style: normal;">The Daemons</i>.<span style="mso-spacerun: yes;"> </span>Here we see Roger Delgardo as the Master
dressed up like a Golden Dawn magician, epically misquoting Aleister Crowley
with "<i style="mso-bidi-font-style: normal;">To do my will shall be the
Whole of the Law</i>"[sic].<span style="mso-spacerun: yes;"> </span>We see
other occult concepts also appear here such as the idea of the energetic
rebound.<span style="mso-spacerun: yes;"> </span>The concept here is simple, one
sends of a magical attack in the direction of a target who has a defence in
place.<span style="mso-spacerun: yes;"> </span>The attach will then rebound off
that person and hit the sender.<span style="mso-spacerun: yes;"> </span>Whilst
clever occultists will usually have a timey-wimey way to get around such
limitations these strictures are staples of beginner books and occult fiction
and serve mostly to keep wannabe students on the straight and narrow.</div>
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The writer of this tale, Barry Letts was an esoteric Buddhist
with a massive interest in magic and we really see this shine with a later
story which became Jon Pertwee's swansong as the Doctor - <i style="mso-bidi-font-style: normal;">The Planet of the Spiders</i>.<span style="mso-spacerun: yes;">
</span>This tale could really have been written by the esteemed Kenneth Grant -
it is very esoteric.<span style="mso-spacerun: yes;"> </span>On Earth we have
Tibetan Bon Buddhist monks who are secretly Timelords existing in self-imposed
exile.<span style="mso-spacerun: yes;"> </span>There is a heavy suggestion that
tulpas are used by Timelords to shape their future regenerations, each future
self is a new tulpa.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>All this is framed in mauve with a very
Typhonian gloss of spiders from a distant world seeking to impinge themselves
upon the Sphere of sensation of wannabe black-magicians and rule our
world.<span style="mso-spacerun: yes;"> </span></div>
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This story was released in the very early 1970s just after Kenneth
Grant had released <i style="mso-bidi-font-style: normal;">The Magical Revival</i>.<span style="mso-spacerun: yes;"> </span>However if it turns out that Letts had read a
copy of Kenneth Grant's <i style="mso-bidi-font-style: normal;">Beyond the Mauve
Zone</i> which had somehow got itself caught in the time distortion left in the
wake of <i style="mso-bidi-font-style: normal;">Children of the Zones</i> and
sent back in time I would not be surprised.</div>
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Tom Bakers swansong as the Doctor (Logopolis, 1979) also included
a watcher; his future self existing as a projection, a tulpa already able to influence
events.<span style="mso-spacerun: yes;"> </span>This idea was abandoned by
subsequent writers and producers of Doctor Who but in its day these ideas are
very suggestive.<span style="mso-spacerun: yes;"> </span>The idea of rebirth
enriches much fiction, as shown, in <i style="mso-bidi-font-style: normal;">The
Lion the Witch and Wardrobe</i> with Aslan regenerating after the White witch
sacrifices him.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>The idea of a phoenix as a bird of
regeneration is also a common motif which pops up, of course in E Nesbit’s “Phoenix
and carpet” and more recently in the Harry Potter mythos.</div>
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Occultists have always written fictional stories and
embedded their ideas within fiction as a way of getting past our sceptical
censor.<span style="mso-spacerun: yes;"> </span>An early story was the seminal
Zanoni, written by Bulwer Lytton and plugged as a "Rosicrucian tale".<span style="mso-spacerun: yes;"> </span>Zanoni definitely influenced Samuel MacGregor
Mathers whose wife, Moina; used it for him as an affectionate nickname.<span style="mso-spacerun: yes;"> </span>Moina of course crossed astral swords which
another seminal occultist, Dion Fortune who really made use of the occult novel
as a way to transmit ideas.</div>
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I must admit that I really hate Fortune's writing style.<span style="mso-spacerun: yes;"> </span>She cannot characterise men in her books and
they all too often end up an impotent and effeminate fools seeking a stronger
woman to complete them.<span style="mso-spacerun: yes;"> </span>However in
fairness to her I understand that her later books were meant as romantic
fiction rather than occult novels. Her books are loaded with occultism however and many things she left out from her non fiction made its way into her novels, so they are well worth working through despite the prose.<span style="mso-spacerun: yes;"> </span>Her
first book however; “Doctor Tavener” makes up for this in advance and (Oh look)
the Doctor is an adept who helps resolve a number of problems with his esoteric
knowledge and intelligence. </div>
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Weaving back to television, <i style="mso-bidi-font-style: normal;">Children of the Stones</i> is rightly held up as a classic and is
fondly remembered by many people.<span style="mso-spacerun: yes;"> </span>Re-watching
it recently it was nice to spot a copy of Elizabeth St George's <i style="mso-bidi-font-style: normal;">Casebook for a working occultist</i> on the
shelf in episode 2 (about 5 mins into the episode).<span style="mso-spacerun: yes;"> </span>This is a rather obscure book now and St
George has sadly faded into history and not really remembered nowadays.<span style="mso-spacerun: yes;"> </span>In her day however she was a noted occultist
who worked with the esteemed (and lovingly bad-tempered) William Gray who for
all his faults certainly knew his stuff and is respected for his occult
knowledge.</div>
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I feel that the story captures all the important elements of
an occult tale.<span style="mso-spacerun: yes;"> </span>We have a stone circle,
a dastardly black magician (also called a priest and magus) seeking to control
the population.<span style="mso-spacerun: yes;"> </span>A lot of the modern
tools used by psychic researchers, psychic questers and paranormal researchers
are also shown here such as looking at stellar alignments and tracking lines on
maps.<span style="mso-spacerun: yes;"> </span>We also see a remarkably open
minded scientist (played by Blake’s 7 actor Gareth Thomas) encouraging his son
in experiments in psychometry.<span style="mso-spacerun: yes;"> </span>His line
"There is a lot we don’t understand" is priceless in context and I
wish that the likes of Richard Dawkins and Stephen Hawking focus upon that
rather than the tiny amount achieved by humanity so far.</div>
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The story is not perfect however and there are leaps of
logic which may sound scientific but degenerate into silliness.<span style="mso-spacerun: yes;"> </span>For example arguing that the stones were
aligned to a supernova is fairly plausible if unlikely.<span style="mso-spacerun: yes;"> </span>But then saying that since the star then
became a black hole things reversed is just silliness.<span style="mso-spacerun: yes;"> </span>Similarly the whole time slip thing at the
end where the protagonists drive out of Milbury (Avebury) to pass the much
younger and still alive bad guy driving in at the start of his wicked
adventures is not a clever twist but silliness which cheapens the whole
story.<span style="mso-spacerun: yes;"> </span>However these faults do not
really matter in what is basically a fascinating and engaging romp through
magic and esoteric lore.</div>
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<br /></div>
<div class="MsoNormal">
We see other elements of magic in <i style="mso-bidi-font-style: normal;">The Moon Stallion</i> which features elements of magic much popularised
by the late Andrew Chumbley over the past decade, namely the infamous Toad
ritual.<span style="mso-spacerun: yes;"> </span>This nasty ritual has several variants
all of which basically involve finding a (sometimes already dead) toad, buying
it in an anthill until the flesh has been picked away then at the right time
tossing the skeleton in a river at midnight, then selecting a particular bone
to keep as a talisman.<span style="mso-spacerun: yes;"> </span>Accounts differ
as to whether the required stone floats, sinks last or on the more unlikely
accounts floats up against the current where the devil appears to try to wrest
it from the magician.<span style="mso-spacerun: yes;"> </span></div>
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Here is how The Moon Stallion dramatised this:</div>
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<br /></div>
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<a href="http://www.youtube.com/watch?v=nC2oFmOEC7I">http://www.youtube.com/watch?v=nC2oFmOEC7I</a></div>
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<br /></div>
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The child in the above clip rightly says "who would
want to do a nasty thing like that" and it is rather unpleasant and
certainly anything which involves mistreating animals in any way should be
utterly condemned in my opinion.<span style="mso-spacerun: yes;">
</span>Certainly it should be remembered that toads are protected in the UK and
a very serious view with be taken with those foolish enough to harm wildlife.</div>
<div class="MsoNormal">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH1Xhed4fSZchage_5LMkIsqaD3qtSo-sBBve394lG8WvtAgpdOPya6XIOTicsm1Ng8g7Ro2puaak3N3UsJkzqg4IMGsd9D6o2hRRN_MxsJWe1_ixWzvnFLlxxCG5QeQUfthHjz_-6j6Fo/s1600/moonstallion.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH1Xhed4fSZchage_5LMkIsqaD3qtSo-sBBve394lG8WvtAgpdOPya6XIOTicsm1Ng8g7Ro2puaak3N3UsJkzqg4IMGsd9D6o2hRRN_MxsJWe1_ixWzvnFLlxxCG5QeQUfthHjz_-6j6Fo/s1600/moonstallion.jpg" /></a></div>
<div class="MsoNormal">
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<div class="MsoNormal">
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<div class="MsoNormal">
It is however relevant to note that these traditions are out
there and we do see them reflected in children’s television.<span style="mso-spacerun: yes;"> </span>Is this a bad thing?<span style="mso-spacerun: yes;"> </span>I do not think so since most children know
the difference between good and evil and these programmes emphasis this and
teach children to be willing to get up and make a stand.<span style="mso-spacerun: yes;"> </span>It is telling that the children in the Moon
Stallion make a stand against Todman.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
It is nice to know that there was a time when writers were
still there weaving the magic into children fiction and subtly influencing children
underneath the radar of fundamentalists or the new puritans such as
mumsnet.<span style="mso-spacerun: yes;"> </span>Magic is a crucial part of our
childhood and long may it remain so.<span style="mso-spacerun: yes;"> </span>But
also this is a tribute to these forgotten writers who wrote such wonderful
tales for television.<span style="mso-spacerun: yes;"> </span>Screenwriters are
never remembered but the ones who gave us these stories deserve a moment of
respect and a glass in their honour.<span style="mso-spacerun: yes;"> </span>Long
may these stories be told and retold and maybe one day we will see a new golden
age of powerful childrens fiction being dramatised and shown<span style="font-size: large;">.</span></div>
Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com2tag:blogger.com,1999:blog-8529291650858195506.post-76334901992890927232012-10-24T22:38:00.002+01:002012-10-24T22:38:40.124+01:00Happy Birthday Alexandra David-Néel<span class="userContent">Today, October the 24th I shall be raising a
glass to wish Alexandra David-Néel a very happy birthday. Alexandra was
awesome as a sorceress, buddhist and adventurer, she penetrated Lhasa,
indeed Tibet when it was still a closed Kingdom. She was also an
anarchist fighting the fight against oppression and a brilliant writer
who influenced luminaries such as Allen Ginsberg and Alan Watts.<br /> <br /> Amongst the many reasons to remember this remarkable lady is the fact that she brought m</span><br />
<div class="text_exposed_show">
agical
tales of Tulpas to the West. Tulpas are vital game changers of which I
shall have a lot (one hell of a lot in fact) to speak about very soon.
Her description of the fabled Dubthab rite was very hard to trace and
even then assumes that the reader can read-between-the-lines; such was
early 20th century esotericism! Even Google doesnt know everything
<wicked occultist="occultist" smirk="smirk"><br /> <br /> A tulpa is basically an imagined
idea which through intensity of envivification is brought into reality
as a solid object. They are different from the thoughtforms of western
magicians (although often confused) in that they take a lot more work to
create and are visible to other people much as a ghost is. However
with work a tulpa can be as solid as a punch in the nose.<br /> <br /> Happy
Birthday Alexandra David-Néel. I say "awesome" a lot nowadays, but you
really were that. If I only ever manage to follow in your footsteps I
will have achieved much and lived a life worth living. October the 24th
will forever be your day!</wicked></div>
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Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com1tag:blogger.com,1999:blog-8529291650858195506.post-19807150704439927562012-10-21T20:21:00.000+01:002012-10-21T21:36:26.360+01:00The Pantacles of Solomon by S. AlderanayThis exellent book by S. Aldaranay couldnt have come to me at a better time. I have recently been looking at the Pantacles for a project of my own (watch this space) and walk away from the various versions in disgust. Many editions (including the Mathers edition) have errors, the psalms cast around each circle are often unclear squiggles and it is all hard work to go through. This version has the pantacles cleaned, corrected and redrawn and is a breathe of fresh air after pouring through so many dusty grimoires.<br />
<br />
So this book has come to us at a perfect time and I am sure that Ceremonial magicians and Hoodoo practictioners alike will find this new version invaluable. Get it now from Hadean press.<br />
<br />
<a href="http://www.hadeanpress.com/portfolio/the-pentacles-of-solomon/">http://www.hadeanpress.com/portfolio/the-pentacles-of-solomon/</a><br />
<br />
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<a href="http://www.hadeanpress.com/wp-content/uploads/2012/10/The-Pentacles-of-Solomon.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="http://www.hadeanpress.com/wp-content/uploads/2012/10/The-Pentacles-of-Solomon.jpg" width="320" /></a></div>
Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-12954159379341782012-10-20T23:00:00.002+01:002012-10-21T20:29:05.255+01:00The Starry Wisdom: A perichoresical perambulation through the works of Kenneth GrantThe Starry Wisdom: A perichoresical perambulation through the works of Kenneth Grant<br />
<br />
It seems that like buses my writing comes across in twos. Here is a link to an article I have written for Darklore which is the awesome journal put together for <a href="http://www.dailygrail.com/" target="_blank">the Daily Grail</a>. I have been following the Daily Grail for ten years now and I am certain that there is not a finer source of esoteric news.<br />
<br />
This link here will take you to a page detailing <a href="http://www.dailygrail.com/Darklore/2012/10/Darklore-Volume-7" target="_blank">Darklore</a> and includes links to Amazon in the UK and US. <br />
<br />
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<br />Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-16198552013453280082012-10-11T10:19:00.001+01:002012-10-11T10:20:50.643+01:00<h2>
Walking the Spectral Path</h2>
My book, "Walking the Spectral Path" is due to be published by <a href="http://www.hadeanpress.com/2012/10/walking-the-spectral-path-new-release/" target="_blank">Hadean Press</a> on the significant date of the 31st of October. This short work looks at ghosts from the magical perspective examining what a ghost may actually be and details some occult methods of exploring the paranormal. It is very much a personal piece which also details a number of my own experiences.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMWCgSJRytgJThlNj3-QAq51sWqJ_4kHjAjhHoVO2CKzo1CntuicquHZIuME_OYI98MhlSWxVPHYBrFCLINY4o7quSXKspC90PENpq8sSJ52JrTzvJ8Y-L2FcIjDiZHzJVxmHIjGyIgbza/s1600/walking+the+spectral+path.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="316" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMWCgSJRytgJThlNj3-QAq51sWqJ_4kHjAjhHoVO2CKzo1CntuicquHZIuME_OYI98MhlSWxVPHYBrFCLINY4o7quSXKspC90PENpq8sSJ52JrTzvJ8Y-L2FcIjDiZHzJVxmHIjGyIgbza/s400/walking+the+spectral+path.jpg" width="400" /></a></div>
<br />
It will be available from Amazon (UK (soon) and <a href="http://www.amazon.com/Walking-Spectral-Path-Paolo-Sammut/dp/1907881158/ref=sr_1_1?ie=UTF8&qid=1349947180&sr=8-1&keywords=paolo+sammut" target="_blank">US</a>) from Halloween but available now direct from Hadean Press.<br />
<br />
<br />Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-62981235964180663542012-09-07T21:41:00.001+01:002012-09-07T21:41:59.376+01:00Dangers of forgetting the past<!--[if gte mso 9]><xml>
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<br />
<h2 class="MsoNormal">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="line-height: 115%;">Dangers of forgetting the past</span></span></span></h2>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"> Gareth Hewitson-May in <i>Dark
doorway of the Beast</i> (New World, 1992) starts with the following paragraph
which I feel is very relevant to people such as myself who are interested in
taking things apart to see how they work.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1" style="margin-left: 36pt;">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><i>The
utter devastation that has swept through the esoteric fraternities for the last
two thousand years has unfortunately completely dissolved the coherence of
attitude that is necessary to the understanding of the system. It is therefore
of monumental importance that all attempts to recover such complete doctrines
should be abandoned as futile. The very fact that language, understanding,
communication, terminology, relevance of material are now so very different,
that it is plainly obvious that the 'return' of any such 'recovered doctrines'
in today’s culture would only serve to confuse, rather than to illuminate.</i></span></span></div>
<div class="Body1">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="line-height: 115%;">I feel that this paragraph is very
important and it does point out that there will be (at best) problems if we try
to truly recapture, recreate and practice an ancient tradition exactly as it
was practiced in the past. We have
changed, the world has changed and so our interface with magic must also
change. We have moved away not only from
the mental processes which our ancestors followed, but even our physiology has
changed – we are very different to our ancestors.</span></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="line-height: 115%;">An often quoted<a href="http://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn1" name="_ftnref1" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span style="line-height: 115%;">[1]</span></span></span></a>
example of this transformation concerns Homer’s reference to the <i>wine-dark</i> sea. In no way can the Mediterranean Sea be said
to be “wine-dark”. Part of this
“evolution” seems to stem from how our thinking processes have changed from being
a tribal consciousness (which was perhaps closer to a group mind) to an
individual consciousness. In antiquity
perhaps this shift was still happening and we did not necessarily have the same
consciousness then that we have now. This
transformation is continuing and even within the lifetimes of our grandparents we
can spot differences.</span></span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">As another example, consider how our use of the English language
is always mutating and we use different terms and phrase things differently in
modern times. I remember that at school
during the 1980s the word “wicked” was used to describe something which was totally
brilliant, nowadays “wicked” just means very bad again and like people using “swell”
or “fab” its use in the schoolyard has thankfully declined.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">For another example of this consider how we find different things
funny. Modern sitcoms have a very
different humour to sitcoms written only 30 years ago and (for example) <i>Terry and June</i> is vastly different from
say <i>One foot in the grave</i> even though
they both involve a middle-aged couple living their life. Perhaps I am speaking
personally, perhaps not, but the older comedy seems much more dated and
arguably less funny that the later. In
20 years time <i>One foot in the grave</i>
will also seem dated compared to whatever is shown in our future. It is sobering to contemplate that many
people from the generation reading this blog will be the generation satirised
in that future comedy.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">As a final example, Victorians used to entertain themselves in the
evening by watching jellies wobble. To our minds that seems to be the formulae
for the most inconceivably tedious evening. And whilst cannabis was perfectly
legal, acceptable and obtainable in the Victorian era I don’t think that can
account for this mad behaviour.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Some of this change is driven by technology. For example before the creation of gas
lighting, human sleep patterns were very different to what they are today, with
people commonly going to bed at around 6pm, waking up for an hour or two around
midnight and then returning to bed until morning. Literature referred to people having a first
and then a second sleep. Interestingly the
liminal period between first and second sleep was the “witching hour” where
people were more likely to see ghosts. I
suspect that this is due to the effects of the first sleep on brainwaves.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Author and Enochian magician Scot Stenwick recently gave a fabulous
interview<a href="http://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftn2" name="_ftnref2" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span style="color: black; line-height: 115%;">[2]</span></span></span></a> on the awesome <i>Deeper down the rabbit hole</i> series of
podcasts. He makes the point in relation
to Enochian scrying that a short burst of alpha/theta from a mind-machine prior
to scrying makes everyone a seer. I
suspect that this is the state many people are in between their first and
second sleep and thus being highly psychic are able to pick up on anything
which may be around them. Similarly the
entities which people pick up on during sleep paralysis are detected because
whilst the brain is in a highly receptive state when awake; even though the body
is “asleep” – actually paralysed by the body in order that dreams are not acted
out. The paralysis is purely
physiological and definitely not supernatural.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">So, we have changed and we will continue to change as our past recedes
into the distance and we humans are continually reinventing ourselves. </span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">So, I am not sure what to think when we read about modern
magicians seeking to recapture an authentic tradition and attempting to reconstruct
it exactly as it was. Could this be the equivalent of trying to compile and run
a computer program written in say Java 1 with a Java 7 compiler? Sure you may get something working but also
lots of errors given that we are so substantially different to the magicians of
antiquity.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">I feel that one engine of change which affects us is language and
perhaps this is the most fundamental driver of all, since we frame our thoughts
in language even though it is in a continual state of flux. Whilst our true selves are deeper than just a
conscious layer which processes the input from our perceptions on a
linguistic/semantic level and which equates to our everyday conscious selves,
researchers since Freud and Jung have shown that we are far deeper than that. So there is the question as to how much our language
influences our thinking? This idea is
referred to in linguistics as the <i>Sapir-Whorf</i>
hypothesis which proposes that a person’s language sets constraints upon how
they think. This idea is by no means universally accepted, but it does seem to
be partially accepted as one of the factors which influences our thought
processes.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Cliff Pickover in <i>Sex,
Drugs, Einstein and Elves</i> gives several examples of how language shapes and
constrains things. In one example he illustrates how language compartmentalises
words. Let us consider the words “Strawberry, Raspberry, Mulberry and
Blueberry”, all words linked by the suffix “berry”, which we can use to link
these as examples of “berries”. Thus through the English language we can
process these words and categorise then as examples of “berry” without any
further information. We will know
without actually needing to examine the objects exactly what class they belong
to. </span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Now let us consider the French equivalent of these words –
“Fraise, Framboise, Mure, Myrtille”. Clearly they do not share any common parts
such as a “–berry” suffix. Any thinking
processes working with these cannot unify them except with a knowledge that is
larger that the words themselves, a meta context which places them into an
information-order.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">We frame our thoughts in language, and so without any form of
mystical practice, our thoughts become very much limited by that language.
Mysticism is accessing the ineffable, takes us to places where language cannot
describe because these are places not visited by evolutionary humans developing
language; and so we often come back “mind-expanded” but at a loss for words to
describe the experience, often in trying to reach for the language we have to
stretch to metaphor and/or take the risk of sounding nuttier than the average
squirrel’s dinner. Our languages have evolved,
growing out of the human experience and so are strong in describing deeper
experiences; concepts such as food, sex, fight, flight etc. They are however weak in describing deeper
spiritual encounters which are rarer and less embedded within our day-to-day
consciousness; particularly now since we have grown more materialistic over
time. </span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Perhaps we can learn something from the emerging culinary art of
molecular gastronomy. Chefs such as Heston Blumenthal and Ferran Adria are true
alchemists literally applying the alchemical processes of “salve et coagula”;
divide and recombine; to create new experiences that push the limits of taste
into creating interesting new sensations. Whilst I think that in pure food
terms what these researchers are achieving is phenomenal, I also think that we
can learn a lot from them and apply these ideas back to magic.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">As an aside (which may or may not be relevant) I don’t think we
can eat food such as Heston and Ferran cook every day. As ever a good diet
based on organically grown natural produced ingredients seems to be the key.
Whether this also applies to magic remains, I believe, to the discretion of the
magician.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Just to give you a taste of what I am on about, here is an article
on Ferran which I think is particularly profound in that it discusses Ferran's
thoughts.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Source: <a href="http://www.guardian.co.uk/lifeandstyle/wordofmouth/2008/nov/25/foodanddrink-chefs">http://www.guardian.co.uk/lifeandstyle/wordofmouth/2008/nov/25/foodanddrink-chefs</a> </span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Most importantly from the clip:</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><i>He kept
referring to a new language and that to create a new language you need a new
alphabet, new grammar, new tools and processes. He argues that his style of
cooking is this new language and that, with every new technique, he's building
up the alphabet.</i></span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">I think that this is vitally important; taking things into a
modern direction needs this sort of mentality, this sort of fresh angle. Austin Osman Spare wrote about an alphabet of
desire; this is exactly what chefs like Heston and Ferran Adria are doing,
breaking their “reality” down into base ingredients and processes and building
things up from there – solve et coagula.
</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Let us go back to Hewitson-May’s original quote. How much of this do I actually accept? </span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Part of the problem with magic is that unless one were lucky (or
unlucky!) enough to have been born as a natural psychic producing a continually
repeatable result is actually very difficult, especially for a beginner. So whilst with chemistry we know that every
time we mix hydrogen and oxygen we will get an explosion and water, this does
not happen so readily in sorcery. The magical arts are not repeatable in the
same way that a scientific process is.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">This makes it incredibly difficult to quickly and efficiently build up a toolbox
of magical techniques where one can go from meditating one day to raising
demons a week later. These things take
time whilst we learn to meditate, tune our visualization abilities and begin
working with an energy practice such as opening our chakras (or using the
Middle Pillar exercise enough) that we then start realising that our psychic
awareness is tuned enough to then begin making contacts and eventually obtain
useful and practical information from spirits.
This is the point where we really begin to become a magician and can
change the universe.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">It has taken humanity a very long time to work out the above
usually in scenarios where the trailblazers had much more free time on their
hands to think and to practice. I very
much doubt that we will get very far at all if we literally bin everything we
know (or think we know) and say something like “Ok how do I make the universe
do this” then work out how. It will be
easier for a Stone Age society to discover physics and then decide to build a
rocket to the moon. </span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">The problem with discovering physics however is that I suspect it
is like working with the operating system of the universe. Once you start working with that however you
are also limited to its rules. With
magic I very much see us learning how to hack the machine code which underlies
but is not dependant upon physics. You
will not be limited by annoyances such as the speed of light or the Planck
length and I feel in principal that one is able to do absolutely, literally anything;
however it is very very difficult to get out of the fact that we ourselves are
composed of matter which is part of (and therefore limited by) the operating
system, by physics itself.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">So I have to disagree with Hewitson-May up to a point. I do not think that we should bin the past
and of course to forget the past is also to forget the lessons of the
past. I do agree however that we are
different now that we will need to recalibrate our knowledge to reflect the
fact that we are different.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Much as I have argued against the incompatibility between science
and magic elsewhere on this blog; science has and will continue to push human
development for the foreseeable future and most importantly science has lead us
down a path where humanity does not and should not take things as gospel, but
rather we must ask, question and evaluate then more on. This is true for every field we look at, as
true for physics as it is for sorcery and whilst I still stand by my argument
that physics and sorcery are incompatible and we will never arrive at an
explanation of one using the other, the “method of science” to quote Aleister
Crowley is still valid in all human endeavours since it is a methodology, a way
of thinking rather than a solution or an explanation within itself, even though
paradoxically the method of science can be limiting when its light is fully
turned onto psychic experience which is holistic in nature and dependant upon a
human and the universe; a reductionist interpretation required by Popperian
science erodes the magic.</span></span></div>
<div class="Body1">
<br /></div>
<div class="MsoNormal">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="line-height: 115%;">There
is still a massive value in researching and understanding the past. There are fragments of lore which we still
need to learn, things to rediscover and reweave into our practice; not
forgetting that our practice is constantly new.
</span><span style="line-height: 115%;">The power in Andrew Chumbley’s reboot
of traditional witchcraft in the Azoetia is that it itself is not traditional
but rather it is contains traditional elements which have been reformulated to
be of relevance to the modern mind. Perhaps even more prominently work such as the
corpus left by the respected Kenneth Grant gives us keys to sort the
information and understand what worked in the past ready for us to mould ready
for future work. Grant powerfully left
us whole connected strands of interpretation which not only shows how concepts
evolved, but how concepts stretch from our deepest unconsciousness out to the
light of our everyday right-brain selves. </span></span></span></div>
<div class="MsoNormal">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="line-height: 115%;">Similarly we can inherit a lot of
techniques which have been knocking around for millennia such as the qabalistic
middle pillar exercise, Austin Spares method of creating sigil-entities (which actually
goes back to Agrippa) or even reformulate a practice of creating a tulpa based
upon Tibetan Bon techniques but using a qabalistic rather than a Bon/Tantra
paradig<a href="http://www.blogger.com/blogger.g?blogID=8529291650858195506" name="_GoBack"></a>m. There
are massive differences between a true Tibetan style Tulpa and a thoughtform as
I will be examining in a future post.
These techniques are still present and waiting to be practices and
understood from a modern magical mindset, something humanity has yet to fully
achieve.</span></span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">However I feel that we must be mindful always that a lot of what
we have inherited are dry techniques, divorced from their spiritual
underpinnings. Communication and
interaction with spirits may not be the only component in magic, in fact it may
not be the most important component.
However it is an important component of all magical practice and whilst
I feel that this is somewhat downplayed by the Golden Dawn and its inheritors
this is something which needs to be remembered.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">I feel that one of the biggest points to be almost lost is that we
are in danger of losing contact with the spirits; and these always mediate the
magic. Magic as taught by the offshoots
of the GD seem more about visualisation and banishing rather than actually
learning to still the mind and speaking to those presences which are around us. As I dig deeper and learn to effectively use
practices such as Enochian and Hoodoo I find that taking this as literally true
becomes more useful than an abstract idea that this may be my subconscious
talking; an idea which I do not accept.
Ultimately it does not matter but for someone like me who gets bugged by
the tiniest details it is important and whilst it does go against my scientific
knowledge, accepting the literal existence of spirits is the most honest way I
can move forward. It doesn’t really
matter if I am wrong since acting in this way creates results, which is
definitely the most important thing.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">This avoidance or even fear of spirits seems endemic to many
modern groups. Newbies then either go
goetia crazy and try to hold everything in a triangle of art – a barbaric
offshoot of a medieval mentality which leads to a nasty albeit symbolic (at
least on our level) torturing of spirits to compel them into obedience. This always ends very badly and I feel that
authors such as Joseph Lisiewski are particularly wrong here. His background is in physics and it seems
that he is trapped in a philosophy which leads him to act as if magic is a
recipe book such as depicted in Harry Potter.
He does not understand the underlying principals and so is stuck in the
medieval mindset which the writers of the grimoires existed within.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">There are other examples here, Dolores Ashcroft-Nowicki of the
Servants of the Light in her “Ritual magic workbook” instructs students not to
investigate ghosts or touch Enochian, despite these activities being two
excellent ways in which we can learn to reach out and touch the spirit world. How can people learn to be mediators and
magicians if they are forbidden to speak to spiritual entities! I find it interesting that Dolores then goes
off to recount her own Enochian experiences – a classic case of “do as I say,
not as I do”.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">This spiritism is a vital part of magic and whilst I have no idea
as to what the underlying “physics” is as to what is happening (if that is even
a valid question – perhaps it is liking asking about the physics of the dream
world I found myself in last sleep!), working with entities whether we are
talking about contacts in the sense that the esteemed WE Butler describes,
venerating the Vudou Loa or pestering ghosts to see what happens is vital
stuff. This approach gives a range of
results ranging from inner knowledge to outer experiences and at the very least
helps to develop ones psychic perceptions.
That alone is vital since it teaches one to realise that personal
experience is important, regardless of what sceptics such as Susan Blackmore
might say.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">So let us remember that we have changed, the past is past and not
totally relevant to us. However it is
still very important and digging through ancient practices and techniques will
give us a vast wealth of otherwise impossible to obtain knowledge which we
might not be able to rediscover today.
Ultimately this will help us to grow into a new understand of magic,
tempered by modern concepts and consciousness and really evolve as individuals. We must never however forget that in missing
out the spiritist perspective we are potentially ignoring half of creation.</span></span></div>
<div class="Body1">
<br /></div>
<div class="Body1">
<br /></div>
<div style="mso-element: footnote-list;">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><br clear="all" /></span></span>
<br />
<hr align="left" size="1" width="33%" />
<div id="ftn1">
<div class="MsoFootnoteText">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><a href="http://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftnref1" name="_ftn1" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span style="line-height: 115%;">[1]</span></span></span></a>
First in <i>The Origin of Consciousness in the Breakdown of the Bicameral Mind</i> by Dr Julian Jaynes</span></span></div>
</div>
<div id="ftn2" style="mso-element: footnote;">
<div class="Body1">
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><a href="http://www.blogger.com/blogger.g?blogID=8529291650858195506#_ftnref2" name="_ftn2" title=""><span class="MsoFootnoteReference"><span class="MsoFootnoteReference"><span style="color: black; line-height: 115%;">[2]</span></span></span></a> <a href="http://deeper-down-the-rabbit-hole.com/2012/06/episode-61-scott-michael-stenwick-discusses-mastering-mystical-heptarchy/">http://deeper-down-the-rabbit-hole.com/2012/06/episode-61-scott-michael-stenwick-discusses-mastering-mystical-heptarchy/</a></span><span style="font-size: 10pt;"></span></span></div>
<div class="MsoFootnoteText">
<br /></div>
</div>
</div>
Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-45954582930650929642012-06-13T18:45:00.000+01:002012-06-13T18:49:12.968+01:00Is there ever really a case for the academic study of the occult?<br />
<div class="yiv834958271msonormal">
I originally wrote this several years ago for a
forum I used to run, however decided that it was time to update and refresh
it. I have added a few biographical details here at the beginning since I
feel that the whole piece makes more sense if I describe where I am coming from
and why my attitude is as it is. </div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
I did intend my last posting on “Liminal Whispers”
to be my last piece on the social and scientific impact of the occult for the
time being but on reflection I wanted to get this one out there first to close
these thoughts for a time, freeing myself to write about something more
experiential next, probably something new on tulpas if I can get all my
material together in a coherent fashion. I also feel that in getting all
this out there I had drawn myself a line and can move on from the
fundamentalists on all sides of this argument.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
I am writing this as someone whose background
has always been scientific and “rational” despite a firm acceptance of the
existence of magic and the paranormal. This is mostly due to a number of
very strange experiences growing up that have convinced me that there is a
larger reality out there than the likes of Dawkins and Randi can dream off in
their limited philosophies. So for me it is not even really about trying
to prove that the paranormal is real, it is very much my trying to live in and
understand the world with both a scientific and a magical worldview. </div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
This has probably left me a little eccentric in
my views, which is fine with me. Frankly I am surprised that I cope so
well since many in my family have either gone nutty-religious or
nutty-materialist. I have managed to disentangle and dispel some of the
more religious aspects of my family to the extent that they no longer think
that I am a diabolist and my mother has been known to borrow and read my
Crowley books, not that I think too highly of Aleister Crowley, which is a
story for another day. The materialists are actually more trouble since they
are convinced I am bonkers and that it is their job to make me see reason. However I suspect in at least two cases this is
more a fear reaction to their own psychic sensitivity. My sister in
particular is very psychic but wants nothing to do with the paranormal which is
really annoying on those days when I need a really good seer…</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
For example, there is one experience which
happened when I was quite young and playing with my younger brother back in our
house in Lincolnshire. We both stopped for a moment and I remember seeing
an apparition of our niece, Jennifer standing just next to us. Aaron (my
brother) asked me if I had just seen Jenny there. I said yes and we
were both a little started by that. We could both describe the image
identically including the fact that she was wearing her yellow dress etc.
Since the house was empty apart from us and Jenny was 20 miles away in the
nearby town of Boston it couldn’t have been her physical self. My nasty
rationalist mind has pondered and broken down this event for 25 years or so now
and I still can’t explain this in “rational terms” although I can draw on a
number of paranormal theories to explain this. It doesn’t really matter
to me what the explanation is as much as the fact that events like this show
that the phenomena is real and that we are immersed in it as a part of out
reality.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
I know that modern psychologists would try to
explain this sort of thing away as a shared fantasy or shared hallucination or
something. However they would be utterly
wrong. There was no two way discussion
of details where this could happen. I
saw the apparition and my brother described it exactly how I saw it.</div>
<div class="yiv834958271msonormal">
My education was formally academic up to MSc
level, and at the time I dallied with the idea of taking a PhD which would have
probably been in a mathematical or computational subject. One of my
regrets however is that I did not study physics to A level and if I could live
the early part of my life over again (or win the lottery) I shall certainly
take an A level in physics and use that as a springboard back into academia and
some hard sciences. This is more for
personal interest however rather than feeling a need to prove anything to the
world. </div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
I hesitate to use the word “psychic” to describe
myself. Despite a number of very odd experiences which are only
explainable in terms of the paranormal, my day-to-day mindset is generally
analytical and left-brained. I have had to (and continue to) work very hard
to open up to different consciousness and experience the paranormal in a willed
sense. Years of meditation and visualization exercises have helped,
however the biggest switch on point was joining the ghost club and actually experiencing
a number of hauntings where I found that the psychic part of me switched on very
quickly to dramatic effect and I have found subsequently that it is much easier
for myself to switch this on now that I know what that state feels like and
have developed my own personal routine to activate it.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
I am generally my own worst enemy however in
that I try to over analyze when I should be sensing. This is something
which I am working on however and it just takes time, effort and
self-control. I can easily see this taking another twenty years or so, in
fact it is probably a lifetime task.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
Those states of mind where the psychic facility
is active however are fascinating to me, and alike those dreams which we get
sometimes, that seem deeper and more “real” than other dreams, than “reality”
itself sometimes. I assume that I am fairly average in the sense that
most (if not all) other people have similar weird experiences and dreams, so I
am frankly a bit surprised that most other people are not really interested in
the paranormal or occult except as in a vague voyeuristic way and in fact many
people are openly hostile to it. I have really given up trying to
persuade people to be interested in the extraordinary things which happen
around us all the time and see myself basically as an explorer, exploring
solely for myself to learn and find out rather than find the proof to enlighten
humanity. </div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
I am at heart a bit of an academic however in
that I like things to be nicely and precisely defined all with terms of
reference etc. I am all for furthering occult knowledge, however I feel
that given the experiential nature of the experiences it is not something which
works well within the academic environment. I have commented elsewhere on
this blog my issues with physics and the paranormal. However conversely with magic we also have to
deal with the concept of studying spirits, in fact of communicating with the spirits
you wish to study.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
So, let us start by defining the term “occult”
so we are all on the same level here. Occult derives from the Latin
“occultus” which means “hidden” or “secret”. The association of this word
with the paranormal or magical began somewhere around the 17<sup>th</sup>
century. I tend to use it synonymously with “paranormal” to denote the
range of phenomena ranging from psychicism to haunted houses to the effects of ritual
magic.</div>
<div class="yiv834958271msonormal">
I think that academia itself is quite odd and in
many ways academics are a law unto themselves. They see themselves as the
holders and the guardians of sacred knowledge and the only ones who can grant
access to it, knowledge which is not academic is often seen as not quite
acceptable. A person outside that
community often finds that it is very hard to be accepted or even printed in
Journals such as Nature. This causes massive problems in that subjects which
are seen as “politically” bad choices for research are automatically ignored.
Placing them below the discussion threshold means that this can happen without
debate. We see this happen frequently with the rise of the sceptical
movement, totally dismissing (and even name calling) researchers such as
parapsychologists.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
I see this “political correctness” as the first
barrier with regards to the academic study of these subjects. Doubtless
over time it will be overcome and if there is any truth in these subjects then
eventually proper study will come about. However to expose them to an
environment of disbelief could bring about considerable short term damage
preventing them from being studied for much longer.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
We see a similar situation arise with the
evolution debate. Broadly (very broadly) speaking the argument is polarized
between monotheists who either argue for the old Garden of Eden chestnut, or
slip their God in with the intelligent design sophistry. The other side
of the argument is dominated by sceptics such as Dawkins who insists upon the
literal truth of Darwin’s model for evolution; “Natural Selection”.
Before Wallace and Darwin independently postulated “Natural Selection” as the
mechanism behind evolution there were other theories which have long been
discredited such as “Lamarckian inheritance” where acquired characteristics are
passed on. So a Blacksmith would have strong arms and we would then
expect his children to inherit this trait. Clearly this is not what
happens. Darwin himself however had some doubts as to whether Natural
Selection explains everything but it is widely accepted as the whole story.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
As far as I am concerned we (humanity) came
about by evolution, so I have no time for the monotheists arguments at
all. However I am a bit annoyed that these monotheists are the only ones
causing a fuss here – We don’t see Odinists arguing that mankind was made from trees
as some Northern traditions suggest. It all seems to me to be all about a
big mouth middle-eastern storm deity who now has a lot of big mouthed
followers.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
However the problem arises when one wants to
study the mechanism of evolution to a deeper level. To scientifically
suggest that there may be more to the theory is academic suicide and any actual
problems with the theory are suppressed to the favour of the purist
neo-Darwinian argument. </div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
A number of noted academic such as Lynn Margulis
(<a href="http://en.wikipedia.org/wiki/Lynn_Margulis" target="_blank">http://en.wikipedia.org/wiki/Lynn_Margulis</a>
(beware Wikipedia is a bit one-sided)) have raised theories such as the
endosymbiotic theory which argues that Eukaryotic (complex) cells can
assimilate less complex cells to build up their complexity. Other
researchers have raised questions such as noting that bacteria is the most
prolific of all life on earth and is also very simple, then asking where is the
impetus towards more complex life forms evolving including humans coming
from. </div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
These are totally slated by the neo Darwinists,
however I think that Margulis etc have a point that questions still need to be
answered, these questions still agree with the mechanism of evolution, even
with natural selection as the mechanism by which evolution (at least generally
operates) but (as with any science) there are quibbles and questions about
the details which need research. However the political climate has
suppressed and largely ridiculed this kind of research whilst it wastes time
with the children who still think their God did it in 6 days. Remember we
are talking about cases where peer review and research should come to a
scientific consensus rather than a spat between a sect of religionists and a
sect of scientists. A cynical part of me
suggests that perhaps the neo-Darwinists are going after the easy targets
rather than having to try to break down the research built up by the likes of
Lynn Margulis.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
Another slightly older example occurred with the
dating of the Sphinx in the 1990s. I remember the outcry among
archaeologists when John West and Robert Schock argued for the water erosion of
the Giza Sphinx. In the Horizon documentary it was reported that geologists
were given pictures of the Sphinx with the head taped over (so it looks like
any mass of rock). Many (if not all) argued that this was water erosion until
the tape was removed, revealing the familiar Sphinx, They then refused to be
associated with the work since it was not politically correct at the time to
question the archaeological "history" in place. It seems
that archaeologists might be even less flexible than the neo-Darwinists when it
comes to opposing scientific theories. <br />
<br />
Similarly we have Robert Bauval's Orion correlation. As far as I know no
academic would even look at the research. Regardless of whether the
correlation is true or coincidental it should have been looked at since the
work was brought to the academic gatekeepers as a well-developed theory, not a
“loony new-age” idea. Refusing to look at research keeps these
ideas below the threshold of debate, entrenching set ideas and reinforcing set
positions and textbook sales. </div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
As a minor digression, nowadays I am more
included to accept Andrew Collins work on a Cygnus correlation which seems to
place a tighter correlation between the stars and the pyramids and also
correlates with other objects on the Giza plateau. However what I or
anyone else thinks is not really relevant in the larger context. Both
ideas should be subject to peer review and studied, rather than the case at the
moment where we break into the Collins or Bauval camp on the subject.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
Finally we have the case of the sceptical
parapsychologists such as Richard Wiseman, putting on a show to enforce their
ideas (and hide their bad science). Wiseman is a very poor researcher however
he is very good at whipping up a sensationalist fervour which the media
love. One piece of “research” involved his stunningly unoriginal thesis
that scary places make people imagine ghosts. There seems to be a global
academic belief that ghosts are not real and that therefore they must be imagined.
This is nonsense of course, since the dawn of history, consistently across all
cultures, ages, both genders, a broad range of intelligence and education,
ghosts are consistently experienced by people. Parapsychologists should
be asking questions such as what exactly is being experienced rather the
belittling the actual experience.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
Wiseman’s “research” means getting a lot of
silly people to scare themselves in his academic ghost train, to a lot of media
witnessing so he can make his sweeping and uninformed statements. His
research does not come anywhere towards looking at the broad spectrum of
ghostly phenomena which gets reported including crisis apparitions,
poltergeists and possession. Stepping back for a moment there doesn’t
seem to be much thought amongst academics regarding psychic perception in cases
of apparitions and people are still looking for (and expecting to photograph)
ghosts made of a form of matter. Our
state of knowledge in these areas is now so tenuous that people like Wiseman; who
have clearly and absolutely no experience with ghosts or the paranormal in
general; defining “reality” and “knowledge”.
This is a reversal of the work open minded Victorian investigators such
as Sir Oliver Lodge accomplished who went into the field with an open mind and
brought back knowledge gained from experience.</div>
<div class="yiv834958271msonormal" style="margin-bottom: 12.0pt;">
<br /></div>
<div class="yiv834958271msonormal" style="margin-bottom: 12pt;">
Wiseman and many
others often use a tactic of ridiculing serious researchers or battling the
more dodgy and fringe people in the field, then using their inevitable victory
to blanket-declare it all “woo”. Richard Dawkins argues against phenomena
in “The Blind Watchmaker” by using the example of statues moving and discussing
the number of atoms which would need to move for this to happen, James (The
amazing) Randi spends his time tilting with Uri Geller and Sylvia Browne using
the absurdity and question marks which often surrounds these people as
ammunition for an assault against more serious people such as Rupert Sheldrake,
Dean Radin or Brian Josephson. Finally they resort to name calling.
Randi (I know he is not an academic but he is used by academics in supporting
their claims - eg the Jacques Benveniste "water memory" episode)
labels us all WooWoo's. Dawkins labels atheistic scientists
"Brights". </div>
<div class="yiv834958271msonormal" style="margin-bottom: 12.0pt;">
There are a lot of
scientists out there with a genuine interest in the occult and the
paranormal. However the noise created by posturers such as Randi and
Dawkins or “nobbers” (to use his word) such as Brian Cox means that their
chances of funding are reduced to practically zero.</div>
<div class="yiv834958271msonormal">
I could go on here, but there are many examples
available on line and an attack of these sceptics is not so much my concern as
is my question as to whether magical subjects really need a place in academia.<br />
<br />
When we do find a supporting academics who at least research the subject and
seriously consider the evidence; luminaries such as Jacques Vallee, or John
Mack in UFO research; they do produce often startling and paradigm shifting
research which is often worth the hassle we get from the rest, however these
true pioneers are rare and often caught in the quagmire of backwards thinking
from the mouthy establishment which are more interested in protecting the
status quo, watching each others backs or the "validity" of their
latest book. A kind of “old boys network” kicks in and established myths become
self perpetuating in a strange sidereal way as illustrated in Borges
"Tlön, Uqbar, Orbis Tertius" where a false and synthetic archaeology
and history begins to supplant real history.<br />
<br />
So, it will be a long uphill battle to get these subjects ever studied
academically. However I also believe that even with acceptance the
academic approach will cause problems. I think that should magic and psychicism
ever become accepted there are limits to where academia can go. Perhaps we should
ask ourselves what role academia plays in magic? <br />
<br />
Should it should be there to record occult history, recording the acts (and
claims) of magicians throughout history and if this is the case, what purpose
does this serve? Most people are not interested in magic as I have shown above,
and occultists will already know the histories of other magicians. Also the
academic “fact” ignores the mythic element - as a magician I am more interested
in the mythic Merlin rather than any historical person who may or may not have
even existed.<br />
</div>
Let us take Dr Dave Evans’ recent “The History of British Magic After Crowley:
Kenneth Grant, Amado Crowley, Chaos Magic, Satanism, Lovecraft, the Left Hand
Path, Blasphemy and Magical Morality” at face value and pretend that it did not
have the following faults:<br />
<ul>
<li><span style="font-family: Symbol;"></span>Lack
of Accuracy, in that he doesn’t make incorrect assertions such as Dion Fortune
founding the Servants of the Light </li>
<li><span style="font-family: Symbol;"></span>Lack
of Relevancy: He waste time discussing pointless questions such as how many
occultists are in the UK or devoting an overly large part of the book to the
very minor Amado Crowley</li>
<li><span style="font-family: Symbol;"></span>Poorly
referenced with a reliance on anonymous anecdotes. </li>
</ul>
Even if such a book (or rather the Phd to which
this book is the dramatization) were to exist, would it have any value to
anyon? It is only recording history within a very narrow band (in terms of time
and scope) and has only limited use.
<br />
<div class="yiv834958271msonormal">
<br />
Speaking academically I think his use of anonymous people such as "Starbeam"
rather damning. A historian relies on a
paper trail and spends a lot of time looking at documents and other evidence
rather than hearsay which is effectively what it is. I have no way of tracking
his sources and for all I know he might have made them up. This means that no
future work can build on this “history” of magic and I cannot see how this
contributes to the sum of human knowledge given its inherent unreliability -
not even necessarily because bits are wrong, but simply because we cannot
verify them. His PhD supervisor must have cotton-wool for brains if he
accepted this.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
As a digression, it does seem to be a factor of
both the occult community and the internet community to live under pseudonyms
which I find rather silly. This goes back to at least Edward Alexander
Crowley becoming “Aleister” and then taking on a myriad of other names
(obviously some as a joke). However here, Aleister became an identity
which he could be recognised under. The internet, with its myriad of
forums all with people speaking authoritively under pseudonyms leaves me rather
speechless.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
In the world of “Dennis Wheatley”, academic
study of magic is often life-saving, especially when the Duc de Richleau runs
off to the British Library to look up a rare ritual before returning in time to
save the day. In reality I doubt that de Richleau would even get past the
guards at the door of the British Library who are far more brutal than Cerberus
ever was.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
However this sort of research (at least on a non
fictional level) doesn’t seem to interest academics and it is
scholar-occultists such as Kenneth Grant or Jake Stratton-Kent who study
folklore and magical tradition within the context of the occult who do this
work so admirably. Then it is the occultists who use this work to
magically bringing through a gnosis of lost knowledge to light documenting and
exploring these fragments, which can then be used to form a ritual capable of
keeping the likes of Mocata at bay or in reality enable a user to expand their
magical horizons.<br />
<br />
However magicians also have a great deal of insight which comes about from
their own personal gnosis. This is something which does not have a paper trail
and whilst of massive value to us as magicians not something academics will be
able to work with. That is one of
the reasons why we are all told to keep diaries.</div>
<div class="yiv834958271msonormal">
I would like to differentiate the study above of
the occult or esoteric; with the study of genuinely useful history and
archaeology which is generally about an aspect of life which is interesting to
us. So academic books “Curse Tablets and
binding Spells” by John Gager, “The Greek Magical Papyri in Translation” by
Hans Dieter Betz or the wonderfully written (and titled) “Magico-Medical Means
of Treating Ghost-Induced Illness in Ancient Mesopotamia” by JoAnn Scurlock are
all wonderful studies, not because they are studies of magic. They are studies of archaeology which happen
to be of interest to magicians. </div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
They do not care about whether this “mumbo
jumbo” works or not, which is very different to Evan’s questions as to whether
Kenneth Grant is giving genuine accounts or whether ghosts and OBEs are a
reality. In stunts such as questioning
the reality of trans Yuggothian planets, Dr Evans is failing to keep his work
as a history (such as his title suggests) and ineptly beginning a step into a
field of magical parapsychology. Something
which (as I have suggested) the stars are not yet right for mostly for
political but partially for practical reasons.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
Having said all that I do believe that there is
value in a rigorous academic study of the history of magic in that it does
bring a perspective on the state of societies and how they change over time. It
must be accurate however or there is a risk of placing undue emphasis on
history and personality rather than magical practice, which must be the most
important thing. The danger there however is that it slowly begins to
morph into either debunking under a materialistic world view, or religion under
a mystical world view. With the magic
not being present within the structure it will tend to distort then fall apart.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
As a magician it is the magic which interests me
the most, and a grimoiric mishmash of traditions can have much value to an
occultist, even though it is historically inaccurate or even made
up. An example of this is Andrew Chumbleys’ reboot of traditional
witchcraft with the “Azöetia” where he pulls elements from Egyptian Magic ,
Qlippothic practice and Enochian to form the whole. None of this is
really traditional witchcraft, but it can become a working system which could
replicate the results of traditional magic.<br />
<br />
Perhaps we need to ask with work such as this; which many people find valuable;
is this value coming from Andrew Chumbley as a scholar or Andrew Chumbley the
Magician? My money is on the latter, the working practices of the magician are
imperative. However the pedantic bastard running in my soul also wants to ask
whether we are not better working with the sources afresh rather than working
with someone else’s vision. Well, I
think the answer to that is actually yes and no. Yes, since one forges ones own path, however
there is value in others paths which show people what to expect, what sort of
things work and so on.</div>
<div class="yiv834958271msonormal">
<br /></div>
<div class="yiv834958271msonormal">
However until the politics of research sorts
itself out and our generally materialistic society decide that it will open up
a new stream of knowledge, magic and the paranormal as itself, separate and
independent to physics and certainly and most definitely and clearly defined as
different to the vulgar “history of magic” it seems that academically we are
going nowhere. Which is a pity since a title such as <i>Doctor of Practical
Magic</i> at Oxford University sounds like a great job and a damn site more
interesting than corporate IT.<br />
<br />
Until then however and speaking as a psychical explorer I don’t really feel the
need to seek academic justification to my beliefs and actions. Maybe we have
all achieved an initiation of sorts in we known such things as ghosts and
spirits exist and have encountered them, have worked with them and even made
deals with them, whilst academics are either debating their existence or
denying it entirely.<br />
<br style="mso-special-character: line-break;" /></div>Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com4tag:blogger.com,1999:blog-8529291650858195506.post-13028634944895012482012-06-06T22:22:00.002+01:002012-06-06T22:26:05.276+01:00Language and magic<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-size: small;"><span style="font-family: "Calibri","sans-serif"; line-height: 115%;">Some
time ago, I got to discussing Psychic Questing with one of the guests who was
at a talk I delivered on psychic questing.
The talk in question is actually reproduced elsewhere in this blog. This lady (apparently a psychologist) seemed
very obsessed with labelling things and fitting things into these labels, using
a hammer if necessary. It was clear that throughout this she didn’t really
understand a lot of terms common in our culture such as "wiccan" as
well as common terms such as "group". Part of this can of course be
put down to the academic use of words which occasionally has become so specialised
that they lose any real meaning in the real-world. She seemed to have
particular problems with the term "group mind". <br />
<br />
All this has got me thinking a little and I started wondering what the impact
of the language we use is to the understanding and practice of magic. Judging
by this woman’s reaction I believe that she never had very clear definitions in
her head of what she was talking about and this lead to her labelling people
completely out of context. I feel that labelling people and generalising is dodgy
at the best of times, however when one doesn’t even know the meaning of the
terms being used it becomes linguistic and social suicide.<br />
<br />
My first thoughts on this is that in magic we have inherited a very messy
jargon and often peoples meaning of these words has changed, often in a very
imprecise way leading to much confusion. Sometimes the words have stuck even
though the original ideas leading to these words have died. Another problem is
that we have several different definitions of the same word which can cause
further problem.<br />
<br />
For example we often find the word "<i>Etheric</i>" bandied about. I
would imagine that this word entered the vocabulary in the later years of the
Victorian era. Physics at the time was working on how light (as a wave)
propagates across an area and postulated a "fluid" substance between
the points where light is shining called the "<i>Luminiferous Ether</i>"
or just "Ether". It is the vibrations in this fluid which is the
medium on which the light waves travel, imagined in a similar way to how sound
waves travel in air. <br />
<br />
I should be clear here that my use of the word "<i>fluid</i>" is not
meant to intend a liquid such as the common use of the word implies, rather it
is a substance filling a volume in the same way that a liquid might - this
nicely illustrates the confusion the use of an incorrect word or jargon can
cause and emphasises the importance of defining terms when speaking about
complex technical subjects such as magic or physics. Science certainly wasn’t
postulating that space was filled with a liquid which would be a possible
misconception readers might have if I were to not define the word "<i>fluid</i>".<br />
<br />
Anyway, physicists early ideas on fluid were initially popular and much mention
of this was made in the relevant journals. This was jumped on by the
Theosophists who incorporated this term in their jargon to describe the vessel
which carried the consciousness in an out of body experience. It has also been
used by magicians, spiritualists etc and was seen as science catching up with
magic and as a consequence the scientific terms of the day were pulled into the
jargon.<br />
<br />
Sadly science moved on and the ideas of a Luminiferous Ether were discarded.
One of the nails in its coffin was Einstein’s <i>Special </i>Relativity which
redefined many concepts previously expressed through "ether physics"
with electrodynamics theory (Maxwell’s rule etc) which proved more accurate.
These showed that ether was not necessary for light waves to propagate across a
space. It was finally killed off when it was realised that particles possess
wave/particle duality so a medium for waves to travel were not required in
order to explain the observations. Wave/Particle duality itself is a big
problem still being worked on, however it has left us in a world where ether
has been superseded; mostly by Einstein’s <i>General </i>Relativity. <br />
<br />
This is great because it allows a much more interesting universe to exist (or
at least be described) and (very importantly) allows us to frame concepts in
physics such as Time Travel which were previously not possible. I believe that
in the future this greater ability to frame concepts will have a tremendous
influence on magic. That’s a whole different discussion however. It also sadly means that I will never get to
buy a Luminiferous Etheromatic detector which sounds too cool for words.<br />
<br />
For occultists however a consequence of all this is that journals stopped
publishing papers on the Ether. At this point in history the scientific canon
of knowledge was much smaller that it is today and it was very possible for
someone to know everything known. As knowledge increased this became harder and
harder until the need for specialisation developed. This was also the point at
the turn of the 20th century where a lot of new concepts started emerging all
at once. General Relativity was being discussed in the "New
Scientist" type journals of the day, Quantum theory was just around the
corner and Science was ablaze even though Einstein (one of its founders) hated
many of the consequences of it. Science also started getting very inaccessible
for the layperson. I suspect this is why it took so long for occultists to
start bringing these ideas into magic. <br />
<br />
For example it was relatively recently when Peter Carroll reframed the four elements
in terms of the four basic natural interactions (Gravity, Electromagnetic,
Strong Nuclear and Weak Nuclear). I am not sure this was altogether a good idea
on Carroll’s part simply because it makes them even more inaccessible. How many
people get a feel of the elements from the original terms (Earth, Air, Fire,
Water compared to those who get a feel for terms such as "Weak Nuclear
force"? <br />
<br />
The Ether was left in the jargon of the occult however as a relic. It wasn’t
simply relevant anymore and clearly not linked to the 21<sup>st</sup> century science.
In practice this has not really been a problem as we can say that Ether is
still something, just not the same sort of thing physics was talking about. <br />
<br />
I think that one thing we can learn from this is that I don’t think we need to
connect magic and science or seek justification of one in another. One is
experiential, the other empirical, both are fantastic and I don’t want to be
seen as dismissing science as it has formed a large chunk of my academic
background and I am not deserting it, merely trying to place it in context. <br />
<br />
I also feel that we are in danger of making the same “etheric blunder” by
comparing and trying to redefine magic in terms of “quantum theory”, “chaos
theory” “brane theory” or whatever the next big topic will be. Parts may have
similarity with magic but we need to see this in context not just draw on
elements which match a small part and disregard the whole. Perhaps we are
looking at the trees but missing the wood.<br />
<br />
At this point in history I do not think that Science is able to explain how
magic works. I am being very careful with my words here. Science can not and
should not explain magic (in the explaining away sense); to do so would be to
accept that magic is really a part of physics and I don’t think that it needs
bringing under this umbrella. Neither magic nor science needs to seek
justification in each other and I personally have no problems living in a
universe where the two (or more) world-views are inconsistent with each other.<br />
<br />
Inconsistencies seem to be a part of reality. For example Quantum theory and
classical theory are inconsistent with each other and there is no (known) way to
map the two together. We might be able to understand this by looking at Godel's
theorem.<br />
<br />
My use of the term theorem here is important, and I don’t want to lapse into
jargon. A theory is something which looks likely based on the observed evidence
however can never be completely proven because to do so we would need to
examine every case of the phenomena in question. For example I could have a
theory that all swans are white based upon my observation of swans, however I
could never be sure of this as to do so would be to examine every swan that
ever lived. A theorem is however a mathematical proof and it is something we
can be certain of. For example Pythagoras's theorem that a<sup>2</sup> + b<sup>2</sup>
= c<sup>2</sup> is shown to work for any right angled triangle mathematically -
we don’t have to measure every such triangle to test this.<br />
<br />
My swan example is also interesting as it shows how to disprove my theory that
all swans are white. Rather than test all white swans (impossible), all one
needs to do is produce one black swan. As we can see science works by
disproving things. Again we have the instance where the need to be sceptical
forms the basis of scientific enquiry which would be antagonistic to the
demonstration of magic which requires a level of belief. I also suggest that a
sceptical approach means one will not be open to holes in ones model of the
world which might allow such phenomena.<br />
<br />
For example if we consider the case for apports. The record of peoples
paranormal experience suggests that apports exist. However physics in lacking a
mechanism to work with the phenomena can only look at each individual case and
attempt to dismiss the case. It cannot look into the underlying mechanism
behind the phenomena to understand how one might be generated. This failure in
epistemology is I believe the problem experienced when physics hits any
paranormal subject.<br />
<br />
Kurt Godel was a logician who postulated two incompleteness theorems. The
theorems themselves are largely incomprehensible in their technical statement -
I refer you to the relevant wikipedia pages for an idea of this. However what
they bottle down to is saying that no system of description can be perfectly
consistent - eventually inconsistencies and strange loops will become apparent
which form paradoxes.<br />
<br />
For example "<b>This statement is a lie</b>” cannot be resolved. If true,
it becomes false and if false becomes true. So it will be eternally flipping
between one state or another. The works of MC Escher provide a more graphical
example of a strange loop such as shown with his picture of hands drawing each
other<br />
<br />
</span><span style="font-family: "Calibri","sans-serif"; line-height: 115%;"></span></span><span style="font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 115%;"><span style="font-size: small;"></span></span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 115%;"><span style="font-size: small;"></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirm27u0K7UR0_DwTqHQrA-XRSdii0M9m60yP2q43dki9r1fhg95SKs5KHnGcwQXE5qGdyDl4mDlekAjNWo2QwqgYe1ZjBoUXolV-M5OZgr2gpwiAUzVJ-kPtH69MDyngVCsqDRQEszuoV5/s1600/DrawingHands.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirm27u0K7UR0_DwTqHQrA-XRSdii0M9m60yP2q43dki9r1fhg95SKs5KHnGcwQXE5qGdyDl4mDlekAjNWo2QwqgYe1ZjBoUXolV-M5OZgr2gpwiAUzVJ-kPtH69MDyngVCsqDRQEszuoV5/s320/DrawingHands.jpg" width="320" /></a></div>
<span style="font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 115%;"><span style="font-size: small;"><br /><br />
This shows that inconsistencies and paradox are actually a part of reality and
that we (are lucky enough to) live in such a world where we can express and
produce examples of paradox so simply, perhaps shows that the universe has no
problem with paradoxes. </span>
<span style="font-size: small;"><br /><br />
Actually I think that that might depend on the nature of reality and
dimensionality. A paradox will be invisible to anyone caught up inside it, and
to see it one needs to step outside. The inconsistent sentence above provides
an example of this. Each time it is read it remains internally consistent. It
is only when it is read and evaluated does its meaning crystallise and
immediately change its nature. </span>
<span style="font-size: small;"><br /><br />
Similarly with MC Escher’s hands it is only by looking from outside onto the
image does the strange loop become apparent. In their own context each hand is
existing in a perfectly consistent reality.</span>
<span style="font-size: small;"><br /><br />
So, I don’t see a problem with a universe consisting of numerous descriptions -
magic, science, various creation myths etc all conflicting with each other yet
forming a part of a greater pattern. We don’t need to resolve whether science
or magic is true just because the two are inconsistent with each other, the
universe has shown us that it doesn’t mind inconsistencies - and we have just
demonstrated this both artistically and linguistically.</span>
<span style="font-size: small;"><br /><br />
In fact these inconsistencies might need to be necessary at least with regards
to magic. If we step back and consider results magic for a moment, it generally
works following the path of least resistance and generating a coincidence.
Crowley made a comment once (I think it was in Confessions) where he mentioned
a working to get a friend to write to him. He reported success and also
suggested that the working had to reach back in time as the letter must have
been posted before his working was performed in order to reach him the next
day.</span>
<span style="font-size: small;"> To make one change means that all
of reality will need to be rewoven.<br /><br />
Similarly often I feel the energy for a working building the whole day before
it starts (usually in the evening). Occasionally this has happened even when I
achieved an invite for an evening working without expecting it - ruling out
autosuggestion, which is given far too much credence than it really deserves.</span>
<span style="font-size: small;"><br /><br />
I don’t think in either case we can say that the magic is reaching back in
time. I would rather suggest that magic works (or at least reaches) outside the
current context and somehow is able to reweave part of reality in order to
achieve its results from outside. In this sense it is the hand drawing itself,
but it is not possible to perceive that from the angle we are looking from.</span>
<span style="font-size: small;"><br /><br />
I feel I have digressed somewhat so lets get things back on track talking about
language. Western magic is left in a somewhat embarrassing position in that we
have very little native jargon of our own. The most common terms we have are
inherited from a number of sources including:</span>
<span style="font-size: small;"><br /><br />
i. Science or Superseded Science</span>
<span style="font-size: small;"><br />
ii Eastern Sources such as tantra<br />
iii Sources inherited from a particular tradition such as Qabalah. Often these
are used generically.<br /><br />
This is no bad thing and the eclectic nature of magic brings in many philosophies.
Each of which may (or may not) be equally valid. However a confusion of the
terms can cause problems and lead to all sorts of situations. For example in
Tantra we have the concepts of the Chakra's. In the West we often find systems
based upon this and use a system of Chakra's which is not necessary the same as
what was taught in the east. This too is fine. What I have problems with is
when terminology such as chakra's is used (for example) to describe the
sephiroth in the middle pillar.</span>
<span style="font-size: small;"><br /><br />
We see this everywhere for example a scan through recent publications shows
that there are now</span>
<span style="font-size: small;"><br /></span></span><br />
<ul>
<li><span style="font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 115%;"><span style="font-size: small;">
Voodoo and Enochian Tarot Decks</span>
</span></li>
<li><span style="font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 115%;"><span style="font-size: small;">
Goetic Reiki</span></span></li>
<li><span style="font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 115%;"><span style="font-size: small;">
What next - Satanic healing?</span></span></li>
</ul>
<span style="font-family: "Calibri","sans-serif"; font-size: 10pt; line-height: 115%;"><span style="font-size: small;"><br />
I think that there is a potential "physical" danger in this with
people bringing in Eastern breathing techniques which should really be taught
on a one-on-one basis being mixed with whatever system the writer thinks would
work well - for all we know with no experience on the authors part apart from a
bit of reading. </span>
<span style="font-size: small;"><br /><br />
I think an equally dangerous result of this is also that all this mixing is
going to create a lot of white noise. Very specific terms get diluted too much
and we lose the meaning of the original terms. "Chakra" becomes
synonymous with any energy centre regardless of the underlying philosophy,
"Reiki" might start referring to any form of healing etc</span>
<span style="font-size: small;"><br /><br />
My view is this can cause problems. Whilst there are similarities in practice
between working with kundalini energy by activating each chakra in sequence,
compared with performing the Qabalistic Middle Pillar there are also massive
differences and (for example) the Yesod Sephiroth does not correspond to the
Svadhisthana chakra although (like anything) correlations can be found. Each
term is really the produce of different philosophies and will inherit a ton of
cultural baggage. I don’t have any problems with cultural appropriation (maybe
I should?) but I think that if we are going to do this, as well as the respect
needed to take up any spiritual practice, we also need to maintain a rigorous
discipline to understand the background and history of the practice as much as
possible and not take in terms in a woolly sense. To use an analogy this really
needs the equivalent of a PhD level study in the subject – something we should
all have in our chosen subjects anyway; regardless of the need for a formal
academic paper.</span>
<span style="font-size: small;"><br /><br />
We frame our thoughts in language but it is more that that, because our
language arises out of experience - in part what we are taught from our parents
as we learn to speak, but afterwards from out own thoughts, they define what we
focus on and at least for myself most of my vocabulary, my use of words and
concepts which (as with everyone) grow beyond childhood proto-conversations
through experience in life, study choices and also a desire to play with words.
In this sense our language is as much dependant upon our thoughts as our
thoughts are upon our language. Again, we have another strange "self
defining" loop constantly reiterating and redefining itself.</span>
<span style="font-size: small;"><br /><br />
My language itself took a quantum leap when I discovered Kenneth Grants
Typhonian trilogies. Initially I found Grant very difficult to read even
through his wordplay evoked such scintillating worlds in my mind. Grant
stretches language to its limits, finding the language to express that which is
often ineffable. Speaking for myself I have found that taking these concepts
and allowing them to expand the mind provides a bridge across the
inconsistencies in the fabric of reality enabling us to explore these worlds.</span>
<span style="font-size: small;"><br /><br />
I think this is vital. If we take a view that our thoughts are dependant upon
language and the act of expanding our language and the concepts expressible in
our language will expand our minds and ultimately our magical reach.</span>
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span>Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-74072600336955637072011-10-18T21:53:00.002+01:002015-03-22T12:25:28.188+00:00Solve et Coagula<!--[if gte mso 9]><xml> <o:officedocumentsettings> <o:relyonvml/> <o:allowpng/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>EN-GB</w:LidThemeOther> <w:lidthemeasian>X-NONE</w:LidThemeAsian> <w:lidthemecomplexscript>X-NONE</w:LidThemeComplexScript> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> 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mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <br />
<div class="MsoNormal" style="font-family: times new roman; font-weight: bold;">
<span style="font-size: 100%;"><i><span style="font-style: normal;">Solve et Coagula</span></i></span></div>
<div class="MsoNormal" style="font-family: times new roman; font-style: italic;">
<span style="font-size: 100%;"><i><span style="font-style: normal;">An optimistic look at how we can progress the study of paranormal and occult subjects.</span></i></span></div>
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<span style="font-size: 100%;">I have been thinking a great deal about quantum theory recently and the increasingly popular claim that we will find the answer to mysteries such as psychic phenomena and magic within its folds.<span style="mso-spacerun: yes;"> </span>I must admit that whilst I would be happy to see a comprehensive, and above all working theory of this phenomenon emerge, I am sceptical, highly sceptical in fact that this is the direction we need to be looking in to explore this phenomena.</span></div>
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<span style="font-size: 100%;">Even since the earliest "scientists" looked at the world and concluded that reality was composed of four elements; earth, air, fire and water, magicians have been jumping on the bandwagon and claiming that these components were also the substrata of magic.<span style="mso-spacerun: yes;"> </span>For example let us look at the Victorian idea of the luminiferous ether which was proposed as the medium through which light as a wave propagates as it travels.<span style="mso-spacerun: yes;"> </span>The idea is that just as a sound wave travels through air, so therefore if light were a wave it must also travel through a substance analogous to air; this substance was dubbed the ether.<span style="mso-spacerun: yes;"> </span>As soon as this idea was proposed it seems that occultists (particularly Theosophists) jumped on this and used the term etheric in an occult context; claiming that the substance of the bodies we walk about in when experiencing an "out of body experience" is etheric.<span style="mso-spacerun: yes;"> </span>Science moved on and disproved the idea of the ether, leaving us with some rather embarrassing jargon.</span></div>
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<span style="font-size: 100%;">We see another example of occultists trying to appropriate scientific concepts with another favourite, DNA.<span style="mso-spacerun: yes;"> </span>Theories arise which attempt to explain phenomena such as reincarnation with <span style="mso-spacerun: yes;"> </span>"Genetic Memory" because it sounds scientific and therefore attracts a pseudo-acceptability and proxy-respectability.<span style="mso-spacerun: yes;"> </span>Let us disprove that one now as a quick aside.<span style="mso-spacerun: yes;"> </span>Many accounts of reincarnation include a description of the subjects’ death.<span style="mso-spacerun: yes;"> </span>If genetic memory were an explanation I would like to know how these memories get into the DNA since one is very unlikely to have children to pass on the DNA at or after death.<span style="mso-spacerun: yes;"> </span>As a final nail to its coffin, let us remember that (with the exception of the odd random mutation) DNA does not change through life, so the idea that it is a reservoir for memory is preposterous, since if it doesn’t change therefore it is not the store to which new memories are added.</span></div>
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<span style="font-size: 100%;">Another example concerns uninformed people putting the effect of the moon down to gravity, which is pure nonsense.<span style="mso-spacerun: yes;"> </span>I do not doubt in the slightest the emotional effects of the moon; in fact Selene is happy to give me a full dose of depression whenever she is fully lighting our sky, however gravity clearly cannot be the answer.<span style="mso-spacerun: yes;"> </span>First of all, the amount of moon does not change through its 28 day cycle, all that changes is the amount of the moon which is reflecting light; the position of the sun dictates how much illuminated moon-surface we can see from Earth; that is all.<span style="mso-spacerun: yes;"> </span>So since the gravity of the moon does not change, that cannot be responsible for the common mood-swings many many people experience in sympathy with the moon.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: 100%;">The more astute person might cite the tides as evidence of the moons effect, however whilst; with the correct equipment; it is perfectly possible for the tides in a teacup to be detected; I doubt that they are relevant here.<span style="mso-spacerun: yes;"> </span>Tides work because the gravitational pull of the moon changes due to the location of the moon in relation to the earth (or more particularly bodies of water on earth).<span style="mso-spacerun: yes;"> </span>So as the moon travels round the earth it is basically pulling the water with it.<span style="mso-spacerun: yes;"> </span>If I were to stand perfectly still for 24 hours, the moon may well pull the various fluids in my body with it as it circles us.<span style="mso-spacerun: yes;"> </span>However this must have a cancelling effect since I do not stay very still during the day, and probably face each direction for an approximately equal period each day.</span></div>
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<span style="font-size: 100%;">Please remember (and I will repeat this) that whilst I am totally against these pseudoscientific explanations I do not doubt that the phenomena that it is trying to explain exists.<span style="mso-spacerun: yes;"> </span>Elemental Magic does work, Out of Body experiences do happen and memories reaching back into to past lives do exist.<span style="mso-spacerun: yes;"> </span>I have experienced each of these on occasional and absolutely accept their existence.<span style="mso-spacerun: yes;"> </span>It is the explanation of the phenomena that I am objecting to since it is leading us onto a blind path.</span></div>
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<span style="font-size: 100%;">I feel very much that we are doing something very similar with quantum theory.<span style="mso-spacerun: yes;"> </span>It is as if people are taking something which they don’t understand such as psychic phenomena and then taking something else that they do not understand such as quantum theory and saying that this mysterious thing explains that mysterious thing.<span style="mso-spacerun: yes;"> </span>It is very worrying logic and I feel that it is of a similar vein to what occultists have been doing since we first discovered that we can travel out of out body, pick up on thoughts and emotions and encounter ghosts and other entities and then desperately trying to make it acceptable by plugging in the science of the day.</span></div>
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<span style="font-size: 100%;">In "The Character of Physical Law" super-genius Richard Feynman said "I think I can safely say that nobody understands quantum mechanics".<span style="mso-spacerun: yes;"> </span>This is true and quantum theory is very unintuitive.<span style="mso-spacerun: yes;"> </span>It, along with Einstein’s general and special theories of relativity are the two most tested theories in all of human history.<span style="mso-spacerun: yes;"> </span>Both are shown to be correct to a high degree of accuracy and alleged superluminal neutrinos at CERN aside, it is fairly safe to say that both models of reality describe our universe very well and whilst there are incompatibilities between the two models; quantum and relativity; these will doubtless be ironed out in time with a theory of everything.<span style="mso-spacerun: yes;"> </span>It doesn’t even matter if exceptions to these laws are found such as the recent CERN news, between them, they still describe the (physical) universe to both an infinitesimal and cosmic level of detail.<span style="mso-spacerun: yes;"> </span>Newton’s models of celestial mechanics also break down in certain areas such as close to a black hole.<span style="mso-spacerun: yes;"> </span>It doesn’t mean that they is wrong, just that it is only accurate to a certain scale; which in this case happens to be finer that that described between quantum and relativity physics.<span style="mso-spacerun: yes;"> </span>If Newton were wrong we would not have been able to get to the moon using his laws of motion, if Einstein were wrong, in-car Navigation systems would not work since the constant triangulation calculations they need to make must factor in relativity.</span></div>
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<span style="font-size: 100%;">As an aside, we must also be wary of sensationalism.<span style="mso-spacerun: yes;"> </span>The media are happy to claim that Einstein has been proved wrong with the finding of alleged superluminal neutrinos, however even if this is the case; general relativity (which is general because it includes gravity in its description of nature) only says that one cannot accelerate from rest to the speed of light and beyond.<span style="mso-spacerun: yes;"> </span>There is nothing about starting from rest then moving straight to a superluminal speed or of particles travelling this fast without ever slowing down (although we do not have a clue how to do this or whether it is possible).<span style="mso-spacerun: yes;"> </span>Theories and mathematics have also modelled particles called Tachyons (small fast ones) which only travel faster than light and these remain within the allowable parameters of relativity.<span style="mso-spacerun: yes;"> </span>Like Newton’s celestial mechanics we will doubtless find exceptions to Einstein’s rule in areas such as nanoseconds after the big bang where the rules break down and that is fine, all we are talking about are levels of accuracy.<span style="mso-spacerun: yes;"> </span>All these areas within our universe are explainable by science, and the fuzzy bits which we cannot explain will one day be explained.</span></div>
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<span style="font-size: 100%;">I also feel that is it imprudent to attack science and say that these are only theories.<span style="mso-spacerun: yes;"> </span>The term theory is often used to say that "therefore scientists only think this is the case".<span style="mso-spacerun: yes;"> </span>In mathematics we can produce theorems which are seen as a proof because the expressions of mathematics show that such a theorem is universally true.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: 100%;">So if we consider Fermat's last theorem that "no three positive integers a, b, and c can satisfy the equation a<sup>n</sup> + b<sup>n</sup> = c<sup>n</sup> for any integer value of n greater than two".<span style="mso-spacerun: yes;"> </span>For a long time the proof to this statement was a mystery; in fact Jean-Luc Picard in Star Trek: The Next Generation pondered this in an episode.<span style="mso-spacerun: yes;"> </span>However in 1994 a mathematician Andrew Wiles established a final proof that this was the case 358 years after Fermat scrawled a note in a margin of a book describing something he knew but did not elaborate upon.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: 100%;">Basically a theorem such as we find in mathematics can be indisputably proven.<span style="mso-spacerun: yes;"> </span>Let us take another theorem; that of Pythagoras who stated that in any right angle triangle, the areas of the square of the hypotenuse is equal to the sum of the squares of the other two sides.<span style="mso-spacerun: yes;"> </span>This can be expressed as a<sup>2</sup> + b<sup>2</sup> = c<sup>2</sup>.<span style="mso-spacerun: yes;"> </span>There is not a single right angled triangle in the universe which breaks this rule and this can be shown because every single right angle triangle in the universe can be mathematically modelled and expressed within Pythagoras’s theorem.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: 100%;">Theories rather than theorems are what are found in physics.<span style="mso-spacerun: yes;"> </span>This is because at its root physics is concerned with observing and describing nature and then making predictions upon its behaviours.<span style="mso-spacerun: yes;"> </span>Because philosophically we cannot check all of nature in an exhaustive way such as we can verify all of mathematics, we refer to these models as theorems.</span></div>
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<span style="font-size: 100%;">Let us take an example.<span style="mso-spacerun: yes;"> </span>I have a theory that “all swans are white.”<span style="mso-spacerun: yes;"> </span>I cannot call this a theorem because in order to do so I would need to examine all swans and show that each one is white.<span style="mso-spacerun: yes;"> </span>Since that is impossible we can never we absolutely sure; however since each scientist, using concepts such as repeatability and peer review always comes up with the same results we can be fairly sure that as a description of reality, this is accurate.<span style="mso-spacerun: yes;"> </span>So, let us not get hung up on the term “theory”.<span style="mso-spacerun: yes;"> </span>To all practical intents and purposes they can be treated as “practically proof” and whilst exceptions may be found, all that this means is that that the theory will need fine-tuning, it is still basically correct.<span style="mso-spacerun: yes;"> </span>With the recent CERN results; supposing that they are vindicated in peer review; all that it means is a tweak to relativity; it will not be a sensationalist case of throwing relativity out of the window, whatever reporters tell you.</span></div>
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<span style="font-size: 100%;">The other point I wish to make with regards to scientific models is that generally they are all connected to each other and never really stand in isolation.<span style="mso-spacerun: yes;"> </span>The exception seems to be the apparent inconsistency between quantum mechanics and relativity.<span style="mso-spacerun: yes;"> </span>However generally speaking, the findings of physics, chemistry and biology are all interconnected and consistent.<span style="mso-spacerun: yes;"> </span>We can use the physics explanation of electron shells to explain the properties of a particular chemical in chemistry and the chemistry of a protein; DNA; to explain the properties of a particular organism etc.<span style="mso-spacerun: yes;"> </span>This is important because the consistency between the physical sciences show that a unified and consistent model of reality is being built up; a fact which further adds to its strength as a valid description of nature.<span style="mso-spacerun: yes;"> </span>To find a fatal flaw in one of these is to find a flaw in everything and such an unthinkable finding would go against the conclusions of many modern researchers in the field.</span></div>
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<span style="font-size: 100%;">The above statement is very important because it shows that research is more-or-less on the right track.<span style="mso-spacerun: yes;"> </span>There is of course room for new things, however the consistency of each description of reality suggests that science is unlikely to experience any paradigm shifts such as discovering a fifth force.<span style="mso-spacerun: yes;"> </span>If such a force were to be discovered, the mathematical models which describe the physical mechanics will fall over, which means our models in chemistry will fall over and so will our models of biology etc.<span style="mso-spacerun: yes;"> </span>The fact that everything fits together so consistently strongly suggests that this is unlikely to happen and that science is therefore correct in describing (physical) reality.</span></div>
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<span style="font-size: 100%;">One aspect of quantum theory I have particular trouble with in relation to the paranormal is quantum entanglement.<span style="mso-spacerun: yes;"> </span>This is described very well on its Wikipedia page.<span style="mso-spacerun: yes;"> </span>Essentially it has been shown that two particles (typically electrons or photons) which have been paired show predictable behaviour in particular defiance of Heisenberg when separated.<span style="mso-spacerun: yes;"> </span>This occurs when paired properties (such as energy and location) are measured.<span style="mso-spacerun: yes;"> </span>Heisenberg’s uncertainty principal shows that with a single particle you cannot measure both properties because the act of observation affects the properties.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: 100%;">The relationship between entangled particles is profound however.<span style="mso-spacerun: yes;"> </span>If you were to measure a property of a single entangled particle, say spin (which can be either up or down) and find it is an up spin, the entangled particle will always be the opposite.<span style="mso-spacerun: yes;"> </span>This is an important feature of the system, that the quantum superimposition of the two will be zero.<span style="mso-spacerun: yes;"> </span>If one particle has a property value of 1, the other particle will have a property particle of -1.<span style="mso-spacerun: yes;"> </span>So, it doesn’t matter how far apart the two particles are, you will be able to find the properties of the distant particle at the same time you “read” the properties of the near particle, meaning (sort of) that the information has travelled faster than light; a fact which bothered Einstein a great deal.</span></div>
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<span style="font-size: 100%;">In a thought experiment, Einstein, Podolski and Rosen showed that Heisenberg’s uncertainly principal and the violation of the speed of light limit are both consequences of entanglement.<span style="mso-spacerun: yes;"> </span>With a single particle, Heisenberg showed that it is impossible to measure it location <i style="mso-bidi-font-style: normal;">and</i> its energy accurately, you can have one or the other; there is no magic here; the act of measuring one property affects the state of the other property.<span style="mso-spacerun: yes;"> </span>However with two entangled particles you can use a timey-wimey-wibbly-wobbly way around this limitation, since you can measure the location of one particle, and the energy of the other particle.<span style="mso-spacerun: yes;"> </span>Since the net effect of properties will always add up to zero, you can not only work out the other property and violate Heisenberg’s uncertainty principal, you can get the answer at superluminal speeds even if one of the entangled particles is on the other side of the universe; thus violating relativity.<span style="mso-spacerun: yes;"> </span>This is referred to as the Einstein, Podolski and Rosen (EPR) Experiment or sometimes as the EPR Paradox.<span style="mso-spacerun: yes;"> </span>This really bothered Einstein, however I do urge everyone to research why there is a speed-of-light limit in the first place; it is beyond my scope here however very interesting.</span></div>
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<span style="font-size: 100%;">So, entanglement allows us to gather some information faster than light and in defiance of both titans, Einstein and Heisenberg; violating relativity and the uncertainty principal.<span style="mso-spacerun: yes;"> </span>However one property of this information is that it is fairly useless.<span style="mso-spacerun: yes;"> </span>To quote Michio Kaku (Physics of the impossible, Page 61 and Location 1324 of the Kindle edition):</span></div>
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<span style="font-size: 100%;"><i style="mso-bidi-font-style: normal;">“You cannot send a real message, or Morse code, via the EPR experiment even if information is travelling faster than light.</i></span></div>
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<span style="font-size: 100%;"><i style="mso-bidi-font-style: normal;">Knowing that an electron on the other side of the universe is spinning down is useless information.<span style="mso-spacerun: yes;"> </span>You cannot send today’s stock quotations via this method.<span style="mso-spacerun: yes;"> </span>For example, let’s say that a friend always wears one red and one green sock, in random order.<span style="mso-spacerun: yes;"> </span>Let’s say you examine one leg, and the leg has a red sock on it.<span style="mso-spacerun: yes;"> </span>Then you know faster than the speed of light, that the other sock is green, Information actually travelled faster than light, but this information is useless.<span style="mso-spacerun: yes;"> </span>No signal containing non-random information can be sent via this method.”</i></span></div>
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<span style="font-size: 100%;">I would be remiss however if I also failed to point out the entanglement is proving to be critical in the new science exploration of teleportation.<span style="mso-spacerun: yes;"> </span>However don’t reach for your Blake 7 video’s yet, teleportation works by using entanglement to transfer properties from one pair of entangled particles to another.<span style="mso-spacerun: yes;"> </span>This is wonderful, brilliant stuff, but I feel not of interest from an occult perspective.</span></div>
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<span style="font-size: 100%;">I hope that I am wrong, however for something like entanglement to serve as the mechanism behind telepathy it is not enough to say that one entangled particle is in each one persons head, and the other particle in the other persons head.<span style="mso-spacerun: yes;"> </span>We have seen that the sort of information transmitted by entanglement is limited to the state of the particle.<span style="mso-spacerun: yes;"> </span>Even if we could encode information relative to concepts viable on a human scale (such as don’t travel on that plane, or that the lottery numbers on a given week are 1, 5, 12, 15, 17, 29) into this and transmit that information from entangled particle A to it sister-particle B, we would need a mechanism for that to happen in and a decoder in the recipients brain.<span style="mso-spacerun: yes;"> </span>Furthermore, we have occasions when a number of psychic people pick up the same information.<span style="mso-spacerun: yes;"> </span>Entanglement only links pairs of particles so there would need to be a mechanism which propagates the entangled state onto other particles.<span style="mso-spacerun: yes;"> </span>Such a mechanism is not impossible and in fact recent advances in teleportation suggest that this is at least partially possible, however on the scale where psychic information becomes meaningful to humans it seems to me that this is very unlikely to be the mechanism behind it.<span style="mso-spacerun: yes;"> </span>I also feel that I must point out that effects such as entanglement require some fairly exotic technology to demonstrate, suggesting further that these effects are not in action when humans experience the paranormal.</span></div>
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<span style="font-size: 100%;">Rather than filling us with dismay this should thrill us to the core.<span style="mso-spacerun: yes;"> </span>It means that we do not need a scientific model to valid our experiences.<span style="mso-spacerun: yes;"> </span>Let me be clear that I fully accept that paranormal phenomena exists and happens, I am not trying to disprove it but show that the explanation for its existence does not lie within physics and our models of the world.<span style="mso-spacerun: yes;"> </span>In accepting that this phenomena is real and that it is not a part of the standard models opens a door to a more mysterious and wonderful reality than we can yet imagine.</span></div>
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<span style="font-size: 100%;">This also explains the objections of alleged sceptics such as James Randi and Richard Dawkins.<span style="mso-spacerun: yes;"> </span>If we can imagine people who have not experienced any phenomena and then experienced the wonder of science at its greatest, separate from academic funding, we can understand why they can have such issues with the subject.<span style="mso-spacerun: yes;"> </span>To me it doesn’t matter, the tiniest experience trumps the greatest scientific model so my world-view has no issues with accepting this sort of phenomena.<span style="mso-spacerun: yes;"> </span>However my intellectual understanding also accepts that physics is correct with respect to its status as a description of physical reality I feel the need to stand up and ask questions when we are perhaps over enthusiastic of using quantum theory as the explanation to psychic phenomena.</span></div>
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<span style="font-size: 100%;">There is further evidence that we will not find the explanation to paranormal phenomena within physics, which is by looking at its track record in studying psi within laboratory conditions.<span style="mso-spacerun: yes;"> </span>Apart from a few threshold results as suggested by experiments such as those carried out by JB Rhine at Duke University in the 1930s science has returned a practically total blank in generated psychic effects in the lab. <span style="mso-spacerun: yes;"> </span>Let us compare this with what is experienced in the field, where poltergeists (generating physical effects) get encountered relatively frequently, cryptids defy common sense and so many people experience psychic dreams and accurate out-of-body experiences with regularity.<span style="mso-spacerun: yes;"> </span>Speaking from experience it is easy to visit a genuinely haunted house, and as soon as one puts down the distracting toys and “tunes in” experiences, even shared experiences are easy to find.</span></div>
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<span style="font-size: 100%;">I feel that part of this comes down to scientific methodology.<span style="mso-spacerun: yes;"> </span>Do you remember my swan example, elsewhere in this essay?<span style="mso-spacerun: yes;"> </span>A scientist in testing the rigor of a theory cannot believe in White Swans.<span style="mso-spacerun: yes;"> </span>Rather he or she must be sceptical and look for the black swans which break the theory.<span style="mso-spacerun: yes;"> </span>Remember that without finding the crucial black swan (which should be easy if they exist) he or she must check that all swans are white, something philosophically impossible.<span style="mso-spacerun: yes;"> </span>In physics a scientist can (in fact should) be separate from the experiment or that being observed and so can dispassionately record the results and evaluate accordingly.<span style="mso-spacerun: yes;"> </span>However this is not possible with psychic phenomena, so much depends upon a group-mind being generated which serves to energise (be careful with this word), shape and direct results.<span style="mso-spacerun: yes;"> </span>However when one approaches this as a sceptic the group mind fails to form properly preventing results from occurring (even if one is working with genuine psychics).<span style="mso-spacerun: yes;"> </span>This in fact is why parapsychologists who “believe” get results whilst those that don’t believe fail to receive results.</span></div>
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<span style="font-size: 100%;">Where therefore do we stand as psychics, occultist and magicians?<span style="mso-spacerun: yes;"> </span>How are we to work with concepts such as telepathy if there is not a general theory underlying their existence?<span style="mso-spacerun: yes;"> </span>Can we expect to find hidden forces which point to the explanation of this sort of phenomena?<span style="mso-spacerun: yes;"> </span>Well, ultimately I do not think that underlying theories matter.<span style="mso-spacerun: yes;"> </span>In fact basing a magical philosophy on physics will serve only to limit rather than inspire ourselves.<span style="mso-spacerun: yes;"> </span>In science there is always a list of impossibilities, things such as the superluminal barrier which we cannot transgress; a list which has poisoned the intellects of the like of Carl Sagan and Richard Dawkins, in magic we can transcend this unless we believe otherwise.</span></div>
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<span style="font-size: 100%;">Dion Fortune was very clear about not confusing the planes, confusing the worlds where we are investigating and I feel that this advice is crucial to our evolution as occultists.<span style="mso-spacerun: yes;"> </span>Science is impregnable in its home area and I feel that, just I do not believe that we should use scientific models to explain the paranormal; we also must shy away from arguing that science has it wrong.<span style="mso-spacerun: yes;"> </span>This may appear to leaving myself backed in a corner as I still stand firm in insisting that paranormal effects are real, however all I am really trying to do is open up research in areas which will be more relevant (and certainly more fruitful) in the investigation of magical and psychic phenomena.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-size: 100%;">We already have a toolbox to help us explore this phenomena and this toolbox has tools rooted in a myriad of cultures, traditions and interpretations.<span style="mso-spacerun: yes;"> </span>Whether we chose to use Tibetan methods to explore Bardo states, Hindu Tattwa’s to explore elemental planes within the astral light or simple meditation to go with the flow, I guarantee you will get better results than you would with spectrometers and infra-red sensing technology.</span></div>
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<span style="font-size: 100%;">I hope that with this essay I am helping us to disregarding those aspects of investigation which are not really relevant for psychic and magical exploration.<span style="mso-spacerun: yes;"> </span>In releasing this conceit that physics will explain all, we open ourselves to a world of real magic which underpins physical reality, makes it more interesting and meaningful and most of all frees us from the paradox that psychic phenomena works, however it cannot be explained by physics.<span style="mso-spacerun: yes;"> </span>We need to accept this and then use our own methods to investigate, explore and study.<span style="mso-spacerun: yes;"> </span>Let us not confuse the planes!</span></div>
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<span style="font-size: 100%;">I do welcome further discussion on this subject however so please do argue and feedback. <span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">:)</span></span></div>
Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-77505363010441793922011-09-23T15:25:00.005+01:002011-09-23T16:03:05.956+01:00Where are all the Spider-Cats: Thoughts on tulpas, cryptids and atavisms<!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> <w:ignoremixedcontent>false</w:IgnoreMixedContent> <w:alwaysshowplaceholdertext>false</w:AlwaysShowPlaceholderText> <w:donotpromoteqf/> <w:lidthemeother>EN-GB</w:LidThemeOther> <w:lidthemeasian>X-NONE</w:LidThemeAsian> <w:lidthemecomplexscript>X-NONE</w:LidThemeComplexScript> <w:compatibility> <w:breakwrappedtables/> <w:snaptogridincell/> <w:wraptextwithpunct/> <w:useasianbreakrules/> <w:dontgrowautofit/> <w:splitpgbreakandparamark/> <w:dontvertaligncellwithsp/> 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mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-fareast-font-family:"Times New Roman"; mso-fareast-theme-font:minor-fareast; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <p class="MsoNormal" style="font-family:times new roman;"><span style="font-size:100%;"><b>Where are all the Spider-Cats: Thoughts on tulpas, cryptids and atavisms</b><br /><br /><span style="font-size:100%;"><span style="font-family:lucida grande;">Having just got back from this years excellent Psychic Questing conference (1) organised by Andrew Collins in Avebury and also recently re-read Nick Redfern’s "Monster Hunting" series (2), I am all fired up with thoughts on crypto-zoology. </span></span></span><span style="font-family:lucida grande;font-size:100%;"><br /><br />I enjoyed "Three Men seeking Monsters" very much and equally enjoyed the follow ups. Nick is a very informative and entertaining writer who makes reading a total pleasure. This is not hard-core occultism but an interesting and informative account of some of the stranger byways of weirdness. Nick is perhaps more famous as a ufologist rather than a monster hunter however he very much takes the paranormal entity rather than "nuts and bolts" view of this phenomena - a view I very much agree with. </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />There are a couple of themes in the book which are not explicitly discussed and are perhaps worth playfully discussing, these are that points of high strangeness occur and that many of the beasties encountered seem to have a human component such as the Mothman, Owlman etc. </span><span style="font-family:lucida grande;font-size:100%;"><br /><br /><b>Points of high strangeness occur.<br /></b><br />The idea that UFOs are paranormal entities rather than physical spacemen such as portrayed in Star Trek is gaining a lot of ground. Traditional UFO lore, possibly influenced from 1950s American paranoia suggested that the UFO and alien abduction experiences are basically spacemen from Zeta Reticuli (or other places) visiting us, taking soil or DNA samples, mutilating our cattle and then flying off. </span> <span style="font-family:lucida grande;font-size:100%;"><br /><br />As a phenomena this started taking its current form in the late 1940s and 1950s which culturally were a very interesting time, especially in the USA where a lot of accounts influencing our popular culture derive from. There are however a lot of problems with this interpretation, not least of which is that there is not a single physical shred of evidence to suggest physical entities are visiting. However when we strip of the spaceman veneer we find that similar events have been reported throughout history; most prominently we find this in fairie-lore where experiences of lost time, going into the hill (modern UFO's allegedly park in underground bases), an interest in human sexuality, whether as a fairiewife or through alien DNA tests and stories of alien-hybrids. The description "little green men" seems equally apt whether we are describing aliens or leprechauns! </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />Part of this perception seems to be something imposed by ourselves when encountering these beings. A modern, scientifically oriented person in a growing technological environment such as 1950's USA, just after the Manhattan project, Apollo on the horizon or happening and computers rapidly becoming a reality would experience entities in this context. A person living in rural Ireland (say) at the turn of the century when Evanz-Wentz wrote "The Fairy-faith in Celtic Countries" would perhaps perceive these in a way closer described in folk-lore. In Africa there are accounts which link unexplained lights at night with witches (more in the Skinwalker sense than Gerald Gardner’s derivative cult!) and of course many people have heard the Biblical accounts in Ezekiel of "wheels within wheels" which could be imagined as UFO like from the rather sparse description. </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />Things may actually be more complex than the fact that just our expectations shape these experiences however. Patrick Harpur in "Daimonic Reality" links this phenomena to the trickster and it may be possibly that we don’t actually have that much control over how these things appear to us. Entities seem to have a sense of humour and perhaps can impose upon us how these are experienced. Maybe they appear as spacemen now because this is something which those experiencing them will relate to the most, or maybe this is something which will key in an emotional response the most. Redfern in a recent Binnall or America podcast (3) suggests that these entities are somewhat vampiric and feed off strong emotions such as fear which they may actually stimulate within their lucky victims. This trickster aspect is very slightly disturbing in that the implication is that we don’t even have an unconscious control over how some things get perceived; but then perhaps it is a human conceit that we can control things. </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />This theme seems repeated with cryptids such as Bigfoot and the Loch Ness Monster, with a lot of these cases where we have an apparent "fur and feathers" case, what a lot of crypto zoologists seem to gloss over is that these active locations also seem to attract other phenomena such as close encounters with UFOs, ghosts etc. If creatures such as Bigfoot were purely what they seem (simply as an undiscovered ape perhaps similar to a gorilla or orang-utan) it strikes me as strange that other phenomena would appear in their vicinity. Something very odd is going on if the same locations are hotspots for both UFO phenomena (whatever that is) and Bigfoot. The fact that these points of high strangeness occur is crucial and shows that all this phenomena is closely entangled. </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />Not all crypto-zoologists take the fur and feathers view. Please listen to the remarkable interview with Joe Fex regarding the Sasquatch (4) which takes the whole thing from a more esoteric perspective. From the interview I feel that it is important to note that Joe walks away with Bigfoot experiences. Researchers who step back and try to be truly scientific do not seem to get any results, those who jump into the phenomena do walk away with experiences which can be analyzed. I am reminded of the philosophy which Andrew Collins and Graham Phillips adopted with Psychic Questing, arguing that 100 years of psychic research trying to prove that psychic phenomena has produced nothing, however in assuming that it was real and then working with it, they achieved (and continue to achieve) remarkable results. </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />All this strongly reinforces the idea the we should be looking for many cryptids in the spirit world rather than under bushes. </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />There will probably still be some blurring with this idea. As well as Bigfoot, it has been suggested that Lake monsters and even some big cats are also energy beings or even perhaps a tulpa. However I do recall that in the in the 1970s a law was enacted preventing people keeping dangerous animals like tigers as pets (5). </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />There are numerous urban legends suggesting that rather than having their dangerous pets trapped in an inhumane zoo or put down people released them into the wild. To be honest that is certainly what I would do and places like the Yorkshire moors, Dartmoor or Bodmin in Cornwall sound like perfect isolated places where Spot the pet Bengali tiger or snowflake the puma could live and hunt in peace. Backing this up there is also evidence to suggest that some big cats leave a trail of hunted animals such as sheep etc. This suggests a fur and feathers explanations for some sightings and we must be careful with regards to assuming everything is spectral in nature </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />However there are also cases where creatures disappear without trace, leave no marks of their passage or remains of hunted prey. Other accounts have big cats stepping out of stone circles or seeing Bigfoot associating with UFO's. These cases are more intriguing. </span><span style="font-family:lucida grande;font-size:100%;"><span style="mso-spacerun:yes"> </span>A common example is perhaps the Loch Ness monster. Whilst a part of me suspects that the early 20th century accounts were stirred up by Aleister Crowley whilst he was living in Boleskine (working on the Abramelim operation) several decades before the media jumped on the story. I also have to admit that their were cases of sightings going back to at least the time of Saint Columbia. The sheer length of time over which a large number of sightings have taken place suggest that something is going on, even if it is perhaps not a physical being.<br /><br />However whilst it is easy to hope that it is perhaps simply a survivor of prehistoric times such as a plesiosaur I think that if it were the case that a small colony of plesiosaurs were surviving in the Loch (remember that cold blooded creatures in freezing Scotland wont be very comfortable) there would be more corporeal evident. Over the centuries why hasn't at least one corpse been washed up, more recent research find a sonar trails or even more frequent sightings which one would expect with a real creature. We should be seeing David Attenborough making a documentary if they were solid. </span> <span style="font-family:lucida grande;font-size:100%;"><span style="mso-spacerun:yes"> </span>It sort of suggests that Nessie is not physical or perhaps that Nessie lives in a different world which overlaps with this one.<br /><br />This theme is taken up very well in a great book by writer Ted Holiday's "The Goblin Universe". It is pretty hard to find nowadays but well worth checking out of you come across a copy. I wouldn't go as far as suggest that all encounters with unexpected animals are brushes with the paranormal, but perhaps many which are assumed to be encounters with rare and supposedly extinct animals are. </span><span style="font-family:lucida grande;font-size:100%;"><br /><br />I think that we must to be very careful with the word 'tulpa' which is one that Nick uses regularly. In it's most traditional sense this refers to the Monk like entity which Madam Alexandra David-Neel created whilst in Tibet. For a long time I was slightly worried by this as this example of a Tulpa is the only one which books reference and there appeared to be no other anecdotes regarding creating one outside of fiction; furthermore there is no clear manual which says how to make a tulpa, one does not find instructions in the "Tibetan Book of the Dead" or within "Tibetan Yoga and Secret Doctrines" for example. </span></p> <p style="font-family: lucida grande;font-family:times new roman;" class="MsoNormal"><span style="font-size:100%;"><br />More recently (2010) Alan Moore refers to a tulpa which Steve Moore (no relation) created in "Unearthing", a recently published piece of Moorian prose exploring the life of Steve Moore. Steve Moore as a devote of Selene created a tulpa as a vessel for this Goddess which was visible to Alan Moore on at least one occasion as described within the narrative.<br /><br />Moore's Selene tulpa at least seems to be created using eastern techniques rather than western ceremonial and whilst Alan Moore is a bit coy about how to exactly go about creating a tulpa (I have high hopes for "The Moon and Serpent Bumper book of Magic" being written by both </span> <span style="font-size:100%;"><span style="mso-spacerun:yes"> </span>Moores and due for release over the next couple of years) we can read between the lines and begin to work out how one might go about his.<br /><br />The key seems to be more than just visualisation which is often vaguely given by commentators describing David-Neels experience. The clues suggest that chakras are the important factor in creating a Tulpa. A magician starts by developing a set of energy centres such as the chakras (other systems such as the Qabalah has similar but not identical structures which are built up in a similar way) through breathing and visualisation. </span><span style="font-size:100%;"><span style="mso-spacerun:yes"> </span>This may create and empower the chakras, or possibly just activate already present chakras, and whilst doing this one begins to develop a psychic awareness, experience out of body experience etc. Speaking from experience this really does work.<br /><br />The next step is to begin to visualize the tulpa in front of oneself, visualise chakras within its being and then pass energy from ones own chakras into its chakras. This needs to be done repeatedly over many sessions until the entity starts to become alive and ones energies become enmeshed within the Tulpa. The converse, to pull energy from these points will be the process to break down the tulpa if it gets out of hand, and speculatively this is the process (or something similar) which David-Neel would have followed when her Monk slipped from her control. This process can take months, even years to refine to the point where the being beings to become real for other people. </span><span style="font-size:100%;"><br /><br />A similar process is alluded to by Dion Fortune in "Psychic Self Defence". In the section where she discusses the wolf emanation from herself which got out of control, she speaks about having to pull its force back within herself. </span></p><span style="font-family:lucida grande;font-size:100%;"> <span style=" line-height: 115%; ">I haven’t got as far yet as being able to create and sustain a tulpa. However initial experiments based upon the above suggest that this is the way to go and I am sure that I shall have more to say here in the future. For anyone wishing to experiment I will say that this seems to work best during a full moon which suggest quite a lot regarding the nature of the forces being worked with here.<br /><br />Magicians and occultists often refer to thought forms in a very similar way to Tulpas although they do not seem to be created to visible appearance (a very convoluted concept anyway), but rather just to perform an action, so they are not quite the same as Tibetan Tulpas.<br /><br />This process is markedly different from the process to create a Tulpa and is much more simple. There are a number of techniques to create an artificial elemental which can perform tasks, and like anything the more one puts into such things, the more one receives. However at its simplest the idea here is not to create a being, so much as to create a servitor which will be deleted when its task is finished (think of them as computer programs). Such entities are never (or at least rarely) created to visible appearance with the intention of giving them any persistence of being, they are real, but tenuous<br /><br />This latter type of thoughtform is fairly common and occasionally occurs implanted within books sold as talismanic editions, one book I own by the late Andrew Chumbley has such an embedded entity within it which can be used to generate experiences, although sometimes it is best to leave sleeping dogs alone unless one was deliberately working the system.<br /><br />The thing to keep in mind however is that these magical thoughtforms are fairly easy to create (see "Creating Magickal Entities" by David Michael Cunningham, Taylor Ellwood and Amanda Wegener) however generally have no persistence and are created in a different, more complex and time consuming way to true Tulpas.<br /><br />When we come across entities in the wild, we need to ask whether they were deliberately created or occur naturally regardless of human intervention. I generally think the latter is the case so whilst they are certainly imaginal beings I don’t think that humans set out to create them, although (regardless of my trickster comments above) I think that human expectation or cultural templates certainly affects how we experience these entities, even if it is not the only variable at work here.<br /><br />My comment above that I don’t think that imaginal beings are exactly the same as the tulpa as described by David-Neel perhaps deserves some expansion. Naturally nothing is ever as it seems and perhaps these are occasionally present too. Had David-Neel not gone to the trouble to erasing her Monk would he still be out there as a ghostly presence pestering travellers in the Himalayas? Anecdotal accounts suggest that a tulpa may survive the death of their creators. I do remember as a child reading fairy tales about what was called a dragon but described as a chimera-like beastie with the teeth of a lion, claws of a bear etc, This sort of account suggest to me as originating from a real account of a created tulpa, where the magician in question created a monster to visible appearance using the animal parts that he supposed were the most scary, i.e. lion jaws, bear claws etc.<br /><br />If most (or practically all) imaginal beings are not therefore directly created by occultists creating exotic astral guard-dogs, we need to ask where these beings come from. This is a very big question which I will save for another post. However perhaps we need to disentangle our mindset of assuming that they are discrete beings similar to ourselves (as physical beings) and perhaps begin to think about everything as existing as a field, projections of which impose upon our perception of reality.<br /><br />Perhaps we walk past paranormal projections all the time. If I walk past a tabby cat in the street I assume that it is real, but unless I stop and say hello to it I could never really know. The paranormal world is funny in that sometimes it likes to play the trickster and finds it hilarious to appear as Bigfoot in a UFO, at other times it seems to want to not attract attention to itself and hides on the edge of consciousness and perception, covers its presence and encourages people not to discuss the matter such as in encounters with the alleged Men In Black.<br /><br /><b>Chimeras and Therianthropes<br /></b><br />The other point I would like to make regarding Nick's book (and many other accounts) refers to the numerous human/animal hybrids which appear. We see accounts of GoatMen, Wolfmen and Owlmen. John Keel has written extensively about the Mothman and there are numerous other examples.<br /><br />Why do we see these as human hybrids but never see chimera's without human components such as Spider-Cats, Squid-Dogs and (thankfully) Slug-flies. Perhaps this is not quite true - in mythology there are hybrids such as Griffins and Cerberus which do not seem to have any human components, however such beasties do not seem to crop up<br />often, if at all in contemporary accounts.<br /><br />Maybe as humans we can contact or experience chimeras with human parts more easily than those with purely animal parts. This seems to make sense. Of the top of my head I am thinking of purely animal chimeras in mythology and almost all I can think of contain (mostly) mammal components. Again it makes sense to me that we can contact close relatives easier than those which are more distant such as a reptile hybrid.<span style="mso-spacerun:yes"> </span>All this brings to mind the idea of atavisms such as discussed by Kenneth Grant and Austin Spare. I think we need to consider the possibility that there is a relationship between atavisms buried inside ourselves and theriomorphs/chimeras we might encounter in the environment<br /><br />Occasionally these ideas are put down to genetic memory (GM), and I must admit that I do have several issues with this as the explanation behind the phenomena (much as I do with the idea that GM is behind reincarnation). My problems with GM can be summarised as: DNA does not change through our lives so where are the memories stored - how can memories be stored within the unchanging array of our DNA?<br /><br />There doesn't seem to be much evolutionary advantage in a GM to help creatures survive (assuming a Darwinian model). IF GM were real, memories can only be passed on up to the point where offspring are conceived. At that point the DNA is fixed. So parents could not pass on information concerning their death - yet a number of regressed subjects recall their deaths showing that whatever the source of this information it is not stored in their DNA.<br /><br />It is possible to reach back into oneself and (say) pull out (the strength of) a tiger to use an example Austin Osman Spare once wrote about. However tigers are not human ancestors so whilst I do not doubt Spare's experience I think the information composing tigerness which he worked with came from elsewhere.<br /><br />I think that rather than look to genetics to provide an answer, we need to look at a nonlocal explanation such as Sheldrakes Morphogenetic fields for insight as to what is happening here. I suspect that these fields exist in what we might call the astral or etheric levels and this is where the information is stored that presents itself internally as surfaced atavisms and externally an close encounters with entities such as Mothman or chimeras such as Cerberus.<br /><br />I must admit I am not really comfortable with referring to these as "Morphogenetic fields" because I think due to the scientific approach Sheldrake took the ideas haven't been extended far enough yet to cover some of the possibilities which I am writing about.<span style="mso-spacerun:yes"> </span>Having said that I do have a lot of time and respect for Sheldrakes’ work, I just want to see it taken further and so far it is all too left-brained for my thinking.<br /><br />My first thought is to refer to these as information fields however that is still not really strong enough to become a movement towards a working hypothesis in that I suspect these fields possess a consciousness and quite possibly a sense of humour - the trickster again. In fact maybe we could say that many of the qualities we attribute to Gods and Goddess can be attributed to these fields.<br /><br />I would like to add that we can only ever see a small portion of these fields at any one time so much as a four dimensional fractal can only be perceived piecemeal, if there is a connection between certain Gods and Goddess and certain entity-based phenomena. I don't think we are doing anything a disservice, merely saying that the universe is very strange and we are groping for answers by looking for patterns. I'll come back to this in another posting soon.<br /><br />We also have the idea from many shamanic cultures of the idea of a Grandfather or template animal which is the guardian of that particular species. This also seems related to the field idea and the grandfather creature can be approached and worked with as a magical being in the same way to what we would work with any other entity.<br /><br />Over the past couple of years my thinking has moved very much away from the idea that anything (including us) is actually a discrete entity and that what we are looking at are interactions within a sentient field of conscious. My belief is very much that our experiences are composed out of interactions with these fields (or field) which supplies the form and function of whatever entities are being encountered.<br /><br />There does remain the question as to whether this field (if it exists) can be localised around a particular place or not. I rather think it does (at least partially). We have places such as Rendlesham forest where strangeness seems so deeply embedded that accounts have gone back centuries. Similarly the book "Hunt for the Skinwalker" discusses a location in Utah were similar phenomena can be encountered. If the book is to be believed - and it comes across as highly convincing - then the scientific investigators were as mystified by the events as the people living in the location.<br /><br />It has been said that the universe is not only stranger than we image, but is actually stranger than we can imagine. I think that this is true and excited and happy that there is still so much mystery and wonder to explore and experience.<br /><br /><b>References<br /></b><br />1) http://www.andrewcollins.com/page/conference/conferencenews.htm<br />2) Nick Redfern's excellent monster books are:<br />• Three men seeking monsters: Six weeks in pursuit of Werewolves, Lake Monsters,<br />Giant Cats, Ghostly Devil Dogs and Ape-men<br />• Memoires of a monster hunter: A five year journey in Search of the unknown<br />• There's something in the woods<br />3) http://binnallofamerica.com/BoAclassic/boaa12.30.7.html<br />4) http://binnallofamerica.com/BoAclassic/boaa5.13.6.html<br />5) http://en.wikipedia.org/wiki/Dangerous_Wild_Animals_Act_1976</span></span><!--[if gte mso 9]><xml> <w:worddocument> <w:view>Normal</w:View> <w:zoom>0</w:Zoom> <w:trackmoves/> <w:trackformatting/> <w:punctuationkerning/> <w:validateagainstschemas/> <w:saveifxmlinvalid>false</w:SaveIfXMLInvalid> 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mso-bidi-theme-font:minor-bidi;} </style> <![endif]-->Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-49569484750684495262011-02-08T00:04:00.004+00:002011-02-08T00:33:41.911+00:00Beyond the Pylons: A tribute to Kenneth Grant<div style="text-align: center;"><span style="font-size:130%;">Beyond the Pylons.<br />A tribute to Kenneth Grant<br /></span></div><br /><div style="text-align: center;">Beyond the utmost pylons<br />Of life’s limit<br />an endlessly echoing gong<br />reverberates my anguish<br /><br />and throngs with eerie song<br />the shadow-haunted place<br />where sound itself lies dumb<br />and weaves its mantras out of space.<br /></div><br /><div style="text-align: right;">From “Beyond the pylons”<br />Kenneth Grant, Convolvulus<br /></div><br />I am deeply saddened to hear of the recent passing of Kenneth Grant on January 15th 2011. Although I have never met, spoken or even written to him, I find myself engulfed with a great sadness that a man whose work has (and will continue) to provide such insight, inspiration and wisdom is gone and have been moved to write a few words to perhaps help others to discover his work and wisdom.<br /><br />We know very little about Kenneth Grant, by all accounts he was an intensely private man. I am perhaps fortunate in that whilst I have never met Mr Grant, I know, love and respect some of his friends; and know that people who do know him speak of him as a kind generous man, a perfect gentleman and a devoted husband to his wife Steffi. All this is supported by the many people around the world who have written to him; to which he has written back, adding deep insight and wit to his fans revelations and ideas.<br /><br />One of my eternal regrets is that I did not write to him myself despite plenty of opportunity. I felt at the time that I did not want to waste his remaining years with my own occult ramblings; however now in sadness I wish I could have created that slight touch of personal contact. Not necessarily so as to receive a reply, but rather to have just sent him a letter saying thank you for the inspiration he has given.<br /><br />Kenneth Grant was one of the most notable occultists and magicians of the 20th century. As the last student of Aleister Crowley, Grant spent time with him in Netherwood. Crowley must have been highly impressed with Kenneth Grant when in his diary he noted “"Value of Grant: if I die or go to U.S.A., there must be a trained man to take care of the English O.T.O.". There are however suggestions that like any relationship, there were disagreements between the two men; but never so deep as to cause a lasting friction between them. Notably Aleister Crowley gifted Kenneth with the portrait of Lam and inspired in him a deep understanding of Thelema.<br /><br />After Aleister Crowley’s death we know from the excellent Zos Speaks that the Grants were in London in very regular contact with the visionary artist Austin Osman Spare. From here, through the 1960s to almost the present day Kenneth Grant founded the Nu-Isis lodge and then produced a number of highly respected tomes on magic; notably the Typhonian Trilogies although there are a number of other important and interesting books also in his opus. It is interesting to note that many occultists, even those which have been somewhat antagonistic to the politics surrounding the OTO keep a full shelf of Grants books.<br /><br />I don’t really wish to dwell of the politics between the various OTO’s which have manifested since Crowley. There are; of course; earthly orders which hold that name; perhaps the most prominent two are the Caliphate and the Typhonian OTO. I am not a member of any occult organisation and am saddened that such wisdom as we have inherited from the past, reified through Grant, Crowley and many others has become distastefully coloured with issues of copyright and vulgar law, especially since there are many wise teachers in both OTO’s. This is sad and perhaps a condition of our times where Mammon rules and corporate greed whores the world. Really I wish that all people who study the secret ways can get on in harmony. Together we will all be able to do extraordinary things.<br /><br />In many ways I see both OTO’s are incorporating different aspects of Aleister Crowley’s legacy. The Caliphate very much preserving the body and the teachings of Crowley, preserving the work of a great teacher (and for all his flaws, let us look past them to what his writings teach) and propagating the law of Thelema. If the Caliphate can be said to be the body, the Typhonian OTO embody Crowley’s spirit, his energy and dynamic. The eternal questing part of Crowley; enflamed with the burning starfire of Aiwas, opened vistas anew and set humanity on a new vision of magickal growth. This really is one of the sidereal stars which illuminate Kenneth Grants work.<br /><br />Kenneth Grant carried this on and took us into to new realms entirely. Beyond the earthly OTO’s there is a deeper OTO, that of the heart. Here I believe the true magical realities first come into perception and the spirit and soul of the current descends into our awareness. For this OTO, outside of earthly politics and manoeuvring, Kenneth Grant was the true head of the order, embodying the questing energy of Crowley, teaching us to not fear the depths and yet soar to new heights. Grant’s Typhonian trilogies; works of genuine magic in its most literal sense; opened the way for so many people to arcane, magickal and mystical heights showing that he really was an earthly representative to the inner planes; the true OHO of the OTO. No one else has extended the current since Crowley quite like Grant.<br /><br />There are a number of themes with which Kenneth Grant’s work is famous for and I feel that they are topics which are easy to misinterpret. I am not convinced that I understand many of Kenneth’s concepts but I would like to think that I am at least approaching his orbit with my thoughts on his work.<br /><br />I think that one of the most famous (or infamous) concepts woven into the Typhonian trilogies is that of HP Lovecraft’s Cthulhu mythos and his references to the dread Necronomicon. Let us start by saying that we know HP Lovecraft invented (or stole from mythology) many of the names of entities in his stories. Cthulhu was made up (or may be Kutulu, Sumerian “Man of the underworld”, Dagon is a Palestinian God). We also know as a fact from scanning the literature there are no references to the Necronomicon prior to Lovecraft.<br /><br />However, this really does not matter. Kenneth Grant (in “The Magical Revival”) lists a number of similarities between the Cthulhu mythos and concepts in the work of Crowley. In the rest of the trilogies he evokes the mythology of these concepts further with their climax perhaps occurring in the erudite “Hecates fountain” where Kenneth speaks of rituals to summon Cthulhu and compares Crowley’s “Book of the Law” with the Necronomicon.<br /><br />This is beautiful writing and I am certain that Kenneth was aware of the literary history of Lovecraft’s creations. All human myths, all human religions, all human spiritual practices start with a mystic contacting the ineffable. Maybe Lovecraft was an unconscious mystic/psychic who could perceive these things; then shied away with uninitiated horror. Maybe Lovecraft made them up. At the very least Grant was able to recognise familiar mystical patterns in the Cthulhu mythos and weave them around his practice. All myths and religions started in a similar way; and quite literally and with utter respect (to) Cthulhu is a real as any other mythological being; albeit one from our repressed darker sides<br /><br />Perhaps we could understand this idea more if we consider a fictional storyteller who is creating a new serial killer for a novel. They would use certain patterns, certain archetypes in their creation which are actually manifested in real serial killers. As such our virtual serial killer is a symbol for the spirit of serial killings which underlies the madness in all the ones we encounter (or hopefully not) in our world. So in a sense a fictional Hannibal Lecter, properly realised is as real as Jack the Ripper and under the correct circumstances the Peter Sutcliffes and Fred Wests of this world.<br /><br />From here perhaps we could ask why would one want to encounter night-side entities such as Cthulhu. I believe that Mr Grant has an unfairly gained reputation for being dark and that perhaps this reputation is due to fluffy-bunny occultists not really understanding that the Universe (and by extension ourselves) is composed of light and darkness. It is vital to carefully (and safely) explore these energies because whilst on one level they are out there and nasty, they are also within us and potential. Remember Freud’s ideas of the need to assimilate repressions; in a magickal sense this is why one faces the darkness, to bring it into the light rebirthed as a wholesome energy rather than left as a repressed dark time bomb ready to explode. A lot of Grants work here is really an insightful glimpse at the Theosophic concept of the Dweller on the threshold; and serious occultists do not work with the dark-side to harm; bit rather to regenerate their own darker repressions into the light of a loving self.<br /><br />The highest grade of occultism according to the Hermetic Order of the Golden Dawn is “Ipsissimis” which means “ones’ self complete”, one has healed and assimilated all ones fractures, all ones broken parts, all ones personal demons into a perfect being in knowledge of their true (unified) will. This is more potent, more healing than meditating upon dolphins and unicorns and I feel that to misunderstand “dark” as being creepy and scary is to totally miss the ideas in Kenneth Grants writing and actually his work shows him to be one of the sanest occultists out there.<br /><br />There is much more here which we could explore. For example Grants novella “Gamalial” shows how clearly he understood the occult concept of Vampirism, not as poncy Eastern Europeans in a jacket and a Bella Lugosi smile, not even as hungry ghosts such as Dion fortune explored in “The Demon Lover” (although that is an important aspect of this phenomena). More as a transaction of energy of a deeper level which can lead to a depletion of vitality, of life, of being. Both Aleister Crowley and Austin Spare touch on Vampirism in their writing; Grant jumps straight in however and this is one of the sidereal strands which tie his writings together.<br /><br />Kenneth Grants fiction goes deeper that eldritch horror however and his work illuminates all sorts of glittering vistas. Some stories are very Lovecraftian; others deeper and more esoteric. The Psychic Quester and mystic Paul Weston recently commented to me that there is an underlying connection between the Egyptian Queen (technically King) Sobek-Noferu, Bram Stokers “Jewel of the Seven Stars” and Grants own “The stellar Lode”. There is a theme here from ancient Typhonian practices (which even Dion Fortune hinted at in “Moon Magic”) through to modern horror as a vessel and flume of occult ideas.<br /><br />My favourite interpretation of “Jewel of the Seven stars” is Hammer Horrors “Blood from the Mummies Tomb”. This is pure 1950s elegance with the half-naked Valerie Leon as the (un)mummified and still vital and highly sexy corpse of Tera (aka Sobek-Noferu aka Sa’re) surviving through the centuries to revive in modern types; a more modern and occult take on Stokers tale, and one more true to the sidereal legacy of Grant and Spare. In my view it is the most Typhonian film ever made; albeit slightly less accurate (on an archaeological level) that other films of the story, but one can easily slip into a state watching the film where the learned Kenneth Grant steps out of the shadows to explain the narrative (in fact he practically does in the early volumes of his Trilogies). The lustre of the starry plough however; so beloved of Sobek-Noferu still shines and SHE is returning with the gnosis.<br /><br />I think that Grants message with the nightside is that we must not be afraid of it; however we should be cautious with it. Jack Parsons was not afraid, but perhaps not wise and his adventures ended in tragedy and horror. Grant expects bravery but caution; not foolhardiness. We all have a nightside which must be explored, with wisdom. I remember being fortunate enough to attend the book launch of Kenneth Grant’s “The Ninth Arch” to hear Michael Staley note in his address that “The adept stands with his feet in hell and his head in heaven”. These are wise words indeed.<br /><br />Grant’s novels do plunge us into sheer eldritch excitement however; My favourite novel is “Against the Light”, and here we need to understand that “against” means “next to” and certainly not “opposed to”. “Against the light” is woven through with threads from Kenneth Grant’s own past; he mentions the dealer in Charing Cross road in London where he purchased a stature of Mephistopheles ; the same dealer is mentioned in the factual “Hecate’s Fountain”. There are references to the (maybe fictional) Grimoire Grantino, fictional personages from various strange tales such as Helen Vaughan and such a blurring of fiction and reality that the levels shatter. This is all to the good in that as it leaves us all wondering what reality it. Perhaps the truth is that it is all fiction; all true. Perhaps our own lives are all fiction, all truth. The borderline haziness is where the magician, the artist and the poet all stand and it is clear that Grant was all these and perfectly comfortable in this twilight zone.<br /><br />I am sure that I can go on forever. Kenneth Grant lived an extraordinary life and he was truly an extraordinary man. Mike Magee recently posted a picture of Kenneth Grant smiling happily next to a shelf of esoteric tomes; this really is a wonderful picture to see a man so happy with his life and grinning with such, well, niceness. To see this framed in a room of esoteric books, some of which were written by Kenneth just adds the icing to the cake.<br /><br />I am sorry not to have taken the opportunity to have written to him and would love nothing more than for Starfire to produce a book such as “Remembering Kenneth Grant” as a collection of memories from the people who knew and loved him. The world is a poorer place with his passing, however I am certain that he is still out there somewhere, touching our dreams and exploring outside the Circles of Time, probably sharing an adventure with Queen Sobek-Noferu under the stellar radiance of Nuit-Isis and the light of the Starry Plough.<br /><br />Kenneth Grant, you are sorely missed. Thank you so much for all you have done for the Magickal traditions and for keeping alive things worth preserving, you and your work will never be forgotten.Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-37508316792200038702010-04-01T15:31:00.000+01:002010-04-01T15:32:10.246+01:00Psychic Questing and the Paranormal<p align="right"><b><span style="font-family:Times New Roman;font-size:180%;">Psychic Questing and the Paranormal</span></b></p> <p class="MsoNormal"><span style="font-size: 11pt;">This essay was presented as a talk to the London Earth Mysteries Circle on 22<sup>nd</sup> May 2007.</span></p> <p class="MsoNormal" align="right"><b><span style="font-size:180%;"> Introduction</span></b></p> <p class="MsoNormal"><span style="font-size: 11pt;">I have been involved with psychical research and investigating haunted locations for quite a number of years and as well as being involved with a number of groups including the GhostClub, I run my own paranormal research group called “The Spectral Light”. As a result of these activities I have investigated something like 100 to 150 haunted locations and evolved an approach to ghost hunting based on the psychic questing method having found that it does produce some useful results. </span> </p> <p class="MsoNormal"><span style="font-size: 11pt;">My methodology is a little at odds with what is currently in vogue with regards to paranormal investigation in that I have for the present moved away from an empirical, more scientific approach utilising tools such as thermometers and emf [1] detectors and focussed more on developing my own perceptions and verifying as much as possible after the investigation.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Whilst my approach is very experiential it does allow a strong interaction with the energies and entities which might be present at a particular site. Whilst I think one day science will answer these questions at the moment I do not think that the necessary tools and methodologies are present in order to allow us to provide a proper explanation and analysis of such phenomena.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">A second reason why I take this approach is I am interested in the historical aspects of locations and entities and use of the tools such as a thermometer or even camera do not really facilitate an analysis of the content of any information and impressions psychically received. I have found that if I spend the time on an investigation focusing on equipment I become too distracted to be able to focus on the more psychic perceptions which I might be able to receive. Strangely, and I really do now know why, but often I have found that the very presence of equipment reduces any activity on an investigation.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There is only one thing we can say for certain regarding the supernatural and that is that ordinary people from all walks of life and throughout history have been experiencing these occurrences. Whatever the ultimate explanation might be with regards to what a ghost or other entity is, we can be sure that people are experiencing something and that there is therefore a phenomena to explore. I hope to be able to convince at least some of you here that my approach is at least worth a look and if I can persuade you to try these methods and then you receive results I will feel that this talk has been successful.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">First of all I would like to begin with a potted history of psychic questing. I will not go into too much detail here as a lot of this is already well known or available through sources such as <a href="http://en.wikipedia.org/wiki/Psychic_questing" style="text-decoration: none;">wikipedia</a>, <a href="http://www.andrewcollins.com/" style="text-decoration: none;">Andrew Collins</a> and <a href="http://www.grahamphillips.net/" style="text-decoration: none;">Graham Philips</a> books etc. however will ensure that everyone is aware of what I mean by the term. I do refer you to questing books or the internet for further information on this. For further information please see the references at the end of the essay or the <a href="http://www.spectrallight.net/research.html" style="text-decoration: none;">research page</a>.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I will then talk in more detail defining psychic questing with reference to the psychic landscape. Here I will discuss how entities and psychic phenomena fit into this almost shamanic world view and what the implications of this are. At this point I will also be able to explore why the more empirical approach has so many difficulties with this subject.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Then I will</span><span style="font-size: 11pt;"> take a look at entities which might be encountered, dividing them into two broad categories; active and residue and discuss the implications of this.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Finally I will more on to discuss in practical detail some of the methods which have produced very good results for me. From this I hope that everyone interested in taking this further will be able to build a questing toolbox which they can use in going out to explore and experience the unknown..</span></p> <p class="MsoNormal" align="right"><span style="font-size:180%;">Psychic Questing</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">First of all then lets talk a little bit about “psychic questing” or just “questing”.</span></p> <p class="MsoNormal"><i><span style="font-size: 11pt;">History</span></i></p> <p class="MsoNormal"><span style="font-size: 11pt;">The terms “psychic questing” or just “questing” were coined by researcher Andrew Collins in the late 1970s to describe the activity of utilising psychic methods to gather information and using this as a directive force in working with the psychic landscape, interacting with particular sites and entities and when taken to a “black questing” extreme undoing the nefarious activities of dubious magicians such as the infamous Black Alchemist.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Often the sites explored are sacred sites such as stone circles or holy wells however this need not always be the case and questing can just as easily take place in range of less likely locations such as Victorian follies and stately homes.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Andrew Collins accounts are detailed in several seminal books including “<a href="http://www.amazon.co.uk/gp/product/0099888009?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0099888009" style="text-decoration: none;">The Seventh Sword</a>” which details Collins and his associates attempts to recover the Meonia swords. We also have the “Black Questing” books such as “<a href="http://www.amazon.co.uk/gp/product/0099165511?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0099165511" style="text-decoration: none;">The Black Alchemist</a>” and “<a href="http://www.amazon.co.uk/gp/product/0099251515?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0099251515" style="text-decoration: none;">The Second Coming</a>” which detail his work in countering the activities of the Black Alchemist. Later questing books include “<a href="http://www.amazon.co.uk/gp/product/0753510138?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0753510138" style="text-decoration: none;">Twenty-First Century Grail: The Quest for a Legend</a><img src="http://www.assoc-amazon.co.uk/e/ir?t=specligh-21&l=as2&o=2&a=0753510138" alt="" style="border: medium none ! important; margin: 0px ! important;" width="1" border="0" height="1" />” detailing a modern Grail quest.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;"> There are also other questing books including Graham Philips’s “<a href="http://www.amazon.co.uk/gp/product/0586200444?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0586200444" style="text-decoration: none;">Eye of Fire</a><img src="http://www.assoc-amazon.co.uk/e/ir?t=specligh-21&l=as2&o=2&a=0586200444" alt="" style="border: medium none ! important; margin: 0px ! important;" width="1" border="0" height="1" />” and “<a href="http://www.amazon.co.uk/gp/product/0586060235?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0586060235" style="text-decoration: none;">The Green Stone</a><img src="http://www.assoc-amazon.co.uk/e/ir?t=specligh-21&l=as2&o=2&a=0586060235" alt="" style="border: medium none ! important; margin: 0px ! important;" width="1" border="0" height="1" />”, Jack Gales’ “<a href="http://www.amazon.co.uk/gp/product/1861630131?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=1861630131" style="text-decoration: none;">The Circle and the Square</a><img src="http://www.assoc-amazon.co.uk/e/ir?t=specligh-21&l=as2&o=2&a=1861630131" alt="" style="border: medium none ! important; margin: 0px ! important;" width="1" border="0" height="1" />” and Alex Langstones’ “<a href="http://www.amazon.co.uk/gp/product/0952004801?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0952004801" style="text-decoration: none;">Bega and the Sacred Ring</a><img src="http://www.assoc-amazon.co.uk/e/ir?t=specligh-21&l=as2&o=2&a=0952004801" alt="" style="border: medium none ! important; margin: 0px ! important;" width="1" border="0" height="1" />”. Generally all these books are in high demand due to their initial limited print run and the popularity and growth of the questing movement. The books themselves are well worth chasing however and sources such as ebay often produce bargains.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Despite the modern coining of the term, questing activities have probably been going on since humanity began. We see examples of this in Bligh Bonds excavations at Glastonbury[2], Jeffrey Goodmans “<a href="http://www.amazon.co.uk/gp/product/0399118438?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0399118438" style="text-decoration: none;">Psychic Archeology</a><img src="http://www.assoc-amazon.co.uk/e/ir?t=specligh-21&l=as2&o=2&a=0399118438" alt="" style="border: medium none ! important; margin: 0px ! important;" width="1" border="0" height="1" />” and also the Terma tradition of Tibet to name a few. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">These methods have also appeared in popular media with (for example) the Grail sequence in John Boormans classic film “Excalibur” and examples of Black Questing in Katherine Kurtz and Deborah Harris’s Adept series which features a hunting lodge in Scotland using questing techniques to undo the black magic of a rival lodge. Activities not that far removed from the real life activities of Andrew Collins and Bernard in The Black Alchemist.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;"> </span><i><span style="font-size: 11pt;">The psychic landscape</span></i></p> <p class="MsoNormal"><span style="font-size: 11pt;">Questing invokes the psychic landscape and works from the perspective that around our mundane world there is another world. In this world we step outside our everyday awareness and discrete partitioning of objects and embrace concepts such as spirits, a freer information flow based on psychic awareness and where concepts such as “magical energy” and thought forms take a life of their own.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Questing provides a complement to the more regular method of gathering information through more regular experience and scholarly research and whilst superficially it might be viewed as purely subjective it is important to remember two key points.</span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">i.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Psychic information <i>must</i> be tested and backed up. In isolation it can be next to useless however when a persons channelled information becomes backed up by collaboration or library research it shows itself as a potent method of gathering leads and whole areas of data.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;"> </span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">ii.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Often psychics report the same information. Taking into account the cultural filter of which I will speak more of later I have often found psychics pick up on the same information in circumstances where we can rule out autosuggestion or fraud.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;"> For example a psychic picking up the ghost of a priest in a church is not particularly remarkable since we might expect to see priests in such locations and so need to be aware that autosuggestion is not playing a part. However several psychics picking up on ritual magic activity in a particular cave under a courthouse in central Nottingham is remarkable, especially when they receive the same imagery, symbols and often traces left after an entity is summoned over several different visits. Once possibilities such as fraud are eliminated from the equation we can see that a psychic event cannot be simply categorised as objective or subjective and this sort of result indicates that whilst the details of the perception may depend upon a persons “cultural filter” there is an objectivity in that something is present for separate individuals to “pick up” upon and experience.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I find that when I am in such places and find myself being aware of particular details just before someone else reports the same perceptions often nothing short of remarkable and is one of the reasons why I find this sort of activity so addictive.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Whilst questing often refers to magical and psychic techniques, there is actually a very fundamental difference between a questers' use of some techniques and the approach taken by one with a more ceremonial magic perspective and that is related to control. A quester will surrender this and go with the flow, seeing what entities want to present themselves, what information wants to come through etc. Trying to dictate what will come through, when and ensure that it only happens at 5pm Saturday afternoons is enough to kill the activity dead. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">From a questers viewpoint the landscape becomes alive and investigating a haunted location from within this framework one can bring out encounters with entities, allow one to tune into the lives of people long gone and recover, often experience details of their lives and deaths. This is partially because the necessary world view does not see things in isolation; rather it sees a lot of the variables involved as all interrelated and able to play a part on intensifying and helping to collaborate any experiences. In a sense this is almost like a web where pulling different strands will reveal certain details, each of which is connected to each other.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">It does take a bit of practice and a little patience to develop the ability to enter and interact with the psychic landscape, however mostly this simply getting ones head around the world view and suspending disbelieve for the interval. Whilst it is very important to be a bit sceptical later and test everything, this must never be a factor during the activity itself as the necessary scepticism needed to test things tends to rapidly switch things off and kill any activity.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Questing is never a complete all or nothing activity, but rather one which is learned and further developed by the use and practice of these techniques. I have found that the more one does this sort of activity the more in tune and psychic one becomes and in many ways this can guide psychic development as much as regular meditation or a magical daily practice.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">At first it is very hard to believe that such a framework is possible and exists and it is the act of being there and working with it is real which instantiates it and manifests these results. Andrew Collins and Graham Phillips took a vital step in saying (as described in the beginning of The Seventh Sword) that despite 100+ years of psychical research, next to nothing has been proven, despite the testimony of so many people. They took the unprecedented step of assuming that something was out there and work with it wherever it might lead.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Looking at the questing phenomena perhaps we can speculate why this approach worked so well. Going from both the accounts of Collins et al and also having found from personal experience we have a group of people who were close friends to each other, believed what they were doing and absolutely loved this to the extent that they must have ate, slept and breathed Questing. I don’t think that the phrase “controlled hysteria” is too strong a word to describe this enthusiasm. Here we are talking about people willing to (for instance) go on a 100 mile drive at 2am to explore a site based upon a dream. No wonder enough energy was built up to generate poltergeist phenomena, lead them to lost gems and channel information of incredible accuracy.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">This also gives us an important pointer towards forming our own questing groups. Such groups need to be closed. As well as the enthusiasm, it is the absolute trust and reliance such groups generate coupled with the magical silence implicit in serious work that becomes the foundation from which the phenomena springs. I have found that such an approach is as true when looking at a site, as it is when investigating historical mysteries and working towards unravelling any magical activities which might have gone on at a particular location.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">An open group perhaps organised more simply with members coming and going and continual discussion and analysis short circuiting the energy is doomed to failure from the onset.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">One other facet of this which is linked to group management is that of observing “magical silence” when on a quest. Once you have your circle of close questing friends ready you must keep the details of the quest, even the fact that you are on a psychic quest a close secret. This will keep the group mind built up from the activities private and to use a metaphor – “on a steady boil” not diluting the energies by mixing with the mundane world. Once the quest if over its fine to say what you want but silence during the quest is essential.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">This generation of a closed group mind also takes us a step towards understanding why the scientific approach has such problems working with this phenomena. Key to questing is the concept of group minds, belief in the process and an almost reckless willingness to go with the flow. This is the opposite approach to that which a scientist should take, stepping outside of the situation and analysing without participating in the experiment, rather than being caught up emotionally with the content. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Another facet of this is the nature of the phenomena. I am going to stand on a bit of a limb here and speak about how our minds work, first by saying that we do not perceive the environment directly. Rather our minds assemble the world based upon the data gathered by our senses in effect placing each of us in our own virtual world which is in essence a self-generated simulation, and this is where we live all day. In the process of doing this we also pass the information received from our senses through a number of filters which transform the data, modifying some things and erasing others.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">For example the veins in our eyes, the ticking of a clock and the traffic flowing the street outside are all examples of edited data. It is all too easy to assume we experience the world directly however in reality this is not the case.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The filters which we place over our perceptions explains to an extent why psychic perception is initially so difficult to work with. If we step back for a moment and consider (for example) how we fail to notice a ticking clock we find that we can focus or reduce our attention on this phenomena and in the process intensify or diminish the experience. To an extend this is therefore under our own control however as soon as awareness slips, habit reinforces itself and the sound slips below our attention threshold. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The same thing happens with psychic ability. With the exception of people we refer to as natural psychics, most of us live under a particular habit where we are not aware of our psychic senses, which initially are relatively weak. However the process of overcoming the habit and exercising the talent strengths them, both in terms of being aware of them and (through use) the ability to perceive ever finer degrees of detail and information.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There is one other filter (or rather overlay) which influences our psychic perception and that is what I call the “cultural filter”. This is the symbol set which provides the form which the experience takes on and the context that it presents itself to us in. This enables us to experience the unusual in a way which can weave itself seamlessly into a context which we will be familiar with. At other times however this filter might simply make an unexpected phenomena invisible to us. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There was an experiment done which required a number of people watching a basketball game (</span><span style="font-family:Arial;font-size:85%;">Simons &</span><br /><span style="font-family:Arial;font-size:85%;">Chabris, 1999</span><span style="font-size: 11pt;">). Afterwards they were asked if they noticed anything unusual with the match – all said no, having failed to notice the man in a gorilla suit walk across the play area. Because this was so at odds with the usual expected experience of a football match the filter simply removed it from the perception of the experience.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There are also examples which describe how this effect takes place in terms of modifying the perception rather than simply removing it. In the field a common example concerns fairy lore and the UFO abductee phenomena as pointed out by a number of UFO researchers including John Keel. Jacques Vallee etc who all have removed themselves from the “nuts and bolts” model of UFOology pointing out that we are not dealing with physical phenomena here.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;"> Typical correspondences between the two sets of experiences include: </span></p> <p class="MsoNormal" style="text-indent: -18pt; margin-left: 36pt;"> <span style="font-size: 11pt;">1)<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Appearance. Often we have accounts of UFO occupants appearing similar to the descriptions given by people encountering fairies. We could perhaps ask does the term “little green men” refer to aliens or leprechauns</span></p> <p class="MsoNormal" style="text-indent: -18pt; margin-left: 36pt;"> <span style="font-size: 11pt;">2)<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Time distortion – Often people encountering either will experience some sort of time distortion</span></p> <p class="MsoNormal" style="text-indent: -18pt; margin-left: 36pt;"> <span style="font-size: 11pt;">3)<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>An interest in babies and fertility. In fairy lore we have the concept of a changeling. In UFO lore we have accounts of breeding-programs etc</span></p> <p class="MsoNormal" style="text-indent: -18pt; margin-left: 36pt;"> <span style="font-size: 11pt;">4)<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Accounts of flying lights</span></p> <p class="MsoNormal" style="text-indent: -18pt; margin-left: 36pt;"> <span style="font-size: 11pt;">5)<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>The experience of going into the hill or going into the saucer are also very similar.</span></p> <p class="MsoNormal" style="margin-left: 18pt;"> <span style="font-size: 11pt;"> </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There are other similarities also. I would be interested to know if anyone has done any research regarding people using attempting to use traditional charms such as iron or St Johns wort against UFO’s. It might produce a very interesting study.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;"> This cultural filter affects our perceptions and also to an extend tunes our perceptions so that the psychic with an interest in UFO lore will be drawn to and more prone to pick up on this level, within this context. A psychic with an interest in magic will pick up on these energies rather than others present and generally perceive magical entities rather than (say) more regular ghosts. I do think it is important to never be too swayed by appearances and to take this filter into account when analysing the content of any experience.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;"> </span></p> <p class="MsoNormal" align="right"><span style="font-size:180%;">Ghosts and entities</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">My main focus has been in exploring hauntings and alleged entity incursions so this is probably a good point to explore what such an entity might actually be.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There is a wealth of information out there and I do not want to go into describing a psychic bestiary here. Rather I would like to discuss the broader types of apparent entity we might encounter. There are some very good books on the types of entity out there and if people would like me to email them a list afterwards please contact me.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Broadly speaking we can breakdown the phenomena into two categories; interactive and non interactive. By this I mean things which communication during an investigation and things which do not communicate. Often the inactive type of encounter is referred to as a residual haunting, and the interactive type as an a active haunting.</span></p> <p class="MsoNormal"><i>Residue hauntings</i></p> <p class="MsoNormal"><span style="font-size: 11pt;">The non interactive entities are the easiest to deal with so I will speak about them first. We often find the term “Stone tape” used to describe these. This term derives from a television program written by Nigel Kneale and shown in the early 1970s. The hypothesis behind this is that the stone in the room can somehow record the events which are replayed in the haunting.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Whether the recording medium is stone, or water as suggested by Tom Lethbridge, or something else entirely such as the earth magnetic field, it certainly seems that this form of haunting exists. Several examples spring to mind </span></p> <p class="MsoNormal"><span style="font-size: 11pt;"><i>i. Roman Soldiers in a York cellar</i> </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The first of these concerns a witness to an event, Harry Martindale who encountered what appeared to be a “stone tape” ghost whilst fixing the plumbing in the Treasurers house in York. Whilst he was working he heard the sounds of a horn and was startled o see a troop of Roman Legionaries, followed by a Horse and Cart march our of one wall, across the cellar and march into the opposite wall.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There are several details are this account are in indicative that we have a recording on our hands. </span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">i.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>The apparitions did not respond to Harry in any way, and is original account does include him attempting to communicate.</span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">ii.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>We have a group of apparitions, including a horse and cart. Whilst I can accept that some ghosts are truly entities, to have so many non-responsive entities at once suggests that the haunting was the entire experience and we cannot break this into individual ghosts. A battlefield haunting would be a similar example to this</span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">iii.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Their feet and shins were invisible as if the road on which they were marching was below the ground of the cellar. As we know floor levels tend to sink over time and it would be a reasonable guess that a road in Roman times would have sunk deep enough to be just below the floor of a cellar in modern times.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The detail in this case is very high. Harry reported that the soldiers looked exhausted and dishevelled. Importantly he noticed that the soldiers all wore round shields, a detail which was unknown at the time Harry made the report, but was later vindicated. It has also been found through later excavations that there was indeed a Roman road under the cellar. These points are fantastic, because it reiterates the point I made at the beginning that whatever the explanation behind ghosts, people are honestly reporting their experiences and we clearly have a phenomena to explore.</span></p> <p class="MsoNormal"> </p> <p class="MsoNormal"><span style="font-size: 11pt;">ii.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Fading ghost as reported by Andrew Green</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">A second case concerns a haunting reported by the late Andrew Green. This concerned an unnamed stately home in the South East of England. Sadly the details such as location are lost but the accounts that we have do give us some more details suggestive of a recording.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">In our stately home have a set of reports over time detailing a ghostly lady. The accounts are characterised by the gradual changes in them over time. The earlier accounts have our lady dressed in red, later this became pink and then as the colour faded altogether we have accounts of a lady in grey. Finally the image disappears altogether and all we have are the sounds of her footsteps.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Sadly Green reports that the house has since been demolished so it is not possible to go back and see if even the sound of footsteps has faded. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">These accounts are again very suggestive of a recordings in that here, the tape appears to be on replay, but unlike the account of the Roman soldiers seems to be fading. We can of course only speculate what the cause of this might be.</span></p> <p class="MsoNormal"> </p> <p class="MsoNormal"><span style="font-size: 11pt;">iii.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Neolithic horseman</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Paul Deveraux[3] reports a case experienced by an prehistorian called R.C.C Clay which involved encountering a bronze age rider on horseback travelling alongside where he was driving in his car. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The fact that Clay was a prehistorian encountering a prehistoric figure is also perhaps relevant. Deveraux goes on to recount a conversation with folklorist Jeremy Harte who goes on to say that before Roman history was taught in Dorset schools where are were no accounts of ghost sightings involving Roman soldiers. Its as if the knowledge of the history gave the witnesses the symbol set needed to perceive the phenomena.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The important fact to note regarding the entities experienced here is that apart from being visible, audible and occasionally producing a smell these ghosts do not communicate with the witnesses. There is no sense of a communication or sense that the ghost is even aware of the human witnesses.</span></p> <p class="MsoNormal"> </p> <p class="MsoNormal"><i>Active Hauntings</i></p> <p class="MsoNormal"><span style="font-size: 11pt;">The opposite to a residual haunting is an active haunting. Here there is a sense of communication and interaction between the witnesses and the entities. This is not necessarily in the form of a conversation such as you or I might have, but information can get communicated and often the process of working with the entities has a reaction with them sometimes calming and at other times exacerbating to the haunting.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I myself am not particularly clairvoyant so rarely do I see anything. However in terms of sensing this type of ghost appears more common that the residual type. In many investigations there is a sense of interaction suggesting that there is a sentience behind any presences. We have also found that when we investigate a property which has never before been investigated there is often a sense of surprise as if anything there was not expecting people to be probing it for information.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There are a number of accounts suggesting an active entity, perhaps the clearest is that concerning the case of Flight 401 captained by Bob Loft and second office Don Repo. On the evening of 29<sup>th</sup> December 1972 a Lockheed L-1011 crashed into the Florida everglades resulting in a high number of casualties.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">After the crash site was cleaned up many of the recovered components were used in other aircraft – often identical planes – I find this somewhat macabre. In theses airplanes the ghosts of the captain and second officer were often reported, often in these instances this was in a protective sense.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">For example in one instance an airhostess reported that an oven was fault and later saw an engineer fix it. However the actual flight engineer had not fixed this. The person who did this remained a mystery until the hostess identified Don Repo from his photograph.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">On another occasion Bob Loft was seen by both the captain and both his flight attendances. They all spoke to Loft and then cancelled the flight when he disappeared.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">As I have said, I am not particularly clairvoyant, so cannot report actually having seen a full interactive apparition, however on several occasions however I have seen balls of light produced on request. This is a very visible luminescent ball and very different to the photographic anomaly called “orbs” which are solely the product of particles in the camera field of view.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">However on numerous occasions there is often an invisible presence which responds in a very interactive way. I will be speaking more about this later on when I come to discuss vigils.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Over the past few years I have done a lot of thinking about this type of entity. I was working on the problem that it would be hard to tell whether such an entities was not simply a more sophisticated type of recording similar perhaps to how a computer program is basically a recording which can interact with people. I needed to devise a Turing test for ghosts and find a way to see if I can find a way to discover whether entities which were apparently interactive were really sentient and not simply sophisticated recordings.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The Turing test was coined by Alan Turing when working on early attempts and artificial intelligence. He postulated an experiment which was technically impossibly at the time, but possible now where we have a human interrogator communicating with the occupants of two rooms. In one room we had a computer programmed to respond to questions in an intelligent way and in another we have a human as capable of conversation as you or I. Keeping things simple so all the interrogator, the human and the computer have to communicate with are a keyboard and a computer screen the test is designed to find out whether a computer could fool the interrogator into thinking it was a human.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I was faced with the same problem. Are sophisticated recordings fooling us into thinking that they are really sentient when they were in reality nothing of the sort. After much thinking and working with entities I concluded that they really are sentient. This was for the following reasons. </span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">i.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Some entities are proactive. They can work with a person or group in a way very suggestive of an agenda of their own and are not simply responding to events or stimuli. The examples of Bob Loft and Don Repo spring to mind here. From a personal perspective I have come across ghosts which seem to enjoy startling people on the investigation. There is a strong sense of these entities approaching and withdrawing, even withdrawing entirely and then re-entering the room. On two separate occasions an entity, whilst invisible was able to make its presence known by creating electric shocks in both myself and one other person, often simultaneously, suggesting that autosuggestion was not a factor in this.</span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">ii.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Whilst so much of this is unknown and there they may well be variables which need a greater understanding, repeating a stimuli does not always repeat identical results. </span></p> <p class="MsoNormal" style="margin-left: 18pt;"> <span style="font-size: 11pt;"> </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I was recently told of some evp’s[4] conduced by the GhostClub where several recordings were made at a particular location over several weeks. The same questions were asked and the tapes left to play. The resulting evp’s held the same information but expressed in a different way, utilising a different choice of words etc.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">This conclusion is also supported by the questing record. Collins reports encounters where a particular entity makes contact and passes on a quest or new information. For example an entity called Joanna communicating with Graham Phillips information concerning the Meonia stone and historical details regarding the Egyptian Pharaoh Arkenaten. This event is itself intriguing because Joanna wasn’t a ghost as such because the Joanna which Graham previously knew was alive and well at the time and unaware of all this, perhaps suggesting one of three things</span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">i.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>A cultural filter on Graham Philips part so that he perceived Joanna using a familiar symbol – a person he once knew.</span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">ii.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>The entity communicating the new information assuming a form familiar to him</span></p> <p class="MsoNormal" style="text-indent: -36pt; margin-left: 54pt;"> <span style="font-size: 11pt;">iii.<span style="font-style: normal; font-variant: normal; font-size: 7pt; font-family: Times New Roman;"> </span>Something unknown about the human psyche allowing the real Joanna to take on a spectral form and communicate in this way.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I have experienced a similar phenomena; although sadly without the massive communication of information which Collins and Phillips received. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">On this occasion I was experiencing an out of body experience. I had woken up from sleep and divided to get up. At this point I felt what can only be described as a mild electric shock in my head. I also heard the sounds of the electrical arcing sound. I then tried to switch the light on but found my hand passing through the wall. I turned round to see my body still lying prone on the bed, however the shock of this pushed me back into my body</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">This happened twice more and throughout this entire experience I was in a very confused state. Whilst I became aware that I was out of body I did not realise why I couldn’t switch the light on. I thought that we were experiencing a power outage. On the third time I had the idea of moving closer to the window. Whilst the curtains were shut there was some light coming in around the edges. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I walked to the end of the room and became aware of someone standing behind me and a little to my right. I became aware of a woman standing there. At first she looked like someone I new slightly from work. (I don’t even know here name and hadn’t seen her in months). Then she started walking around me in clockwise fashion. As she did so she became slimmer and taller, here black hair became blonde and long. She looked about 35-40.. She had a braid down the left side of her hair. I asked her if she meant me any harm and she said no. I was not afraid or even really startled as any point. There were no bad vibes at all. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I know that there was more conversation between us than I can recall. Things were very confused at this point and I remember having difficulty speaking. She said something to do with my circumstances at the time and that there was some stuff coming up in the future which will be of relevance. I was confused and tried to ask for clarification on this. She tried to stop me asking (as if time was limited) however I persisted. To silence me she made a motion as to put here fingers on my lips and at her touch I felt a similar electric shock and found myself back in my body.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">This encounter is very interesting in that my impressions were the original image of the woman was not her real form but almost something to put myself at ease rather than seeing a complete stranger in my room. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Sadly, like anything else in this field I am left with more questions than answers. </span></p> <p class="MsoNormal" align="right"><span style="font-size:180%;">Practical questing tips</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I would like to move on and discuss some of the methods I use when working with the supernatural. As mentioned earlier however I feel that everyone should develop their own based upon their own practices, beliefs and background.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I have found that the best way to develop ones senses and develop ones psychism is to actually go out there and do things, I feel that this must be in a way which encourages such development. I do not feel that going out on locations with a camera, and various meters etc will develop you very much. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">As such it is important to go out with the intention to see what you can sense and feel without the added distraction of equipment. At first don’t really worry how subjective this is, just learn to relax and be aware of your perceptions and feelings. Also don’t try to force things but be patient and see what wants to happen. Its very important to adopt a playful approach here and see what wants to play back. Look around and ask if there is any suggestion of anything in a particular area, then focus on there. Perhaps walk around and see if you feel different. </span> </p> <p class="MsoNormal"><span style="font-size: 11pt;">When you find a hotspot there will often be a sharp change between stepping in and out of it. You might feel the sensation as a headache, as heat, or as tingling or even perceive it as a ringing in the ears. Also try to get other people to experience the same point and see how their reactions change in different points.</span></p> <p class="MsoNormal"><i>Vigils</i></p> <p class="MsoNormal"><span style="font-size: 11pt;">Once you find a location which give you reason to suspect that there might be something supernatural going on, there are a number of tools you can use. However time and again I find that one of the best starts is to begin with a vigil.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The idea here is to see what happens when a number of people are sitting quietly observing the location. Usually this is done in very low light, however complete darkness is not necessary. All that is necessary is to sit around in the room being observant for any changes. Opinions do differ however I have found that relaxed quiet conversation seems to help, in fact sometimes the subject of speaking about ghosts itself can somehow draw attention and somehow attract them.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">When sitting vigils there are some points to beware of. Many of us are predominantly visual so often expect to be given things in visual terms and I feel that there is too much emphasis on this one sense. I am often asked the next day if I saw a ghost. The answer to the question is almost always no, however if I would be asked did I experience a ghost the answer is sometimes a yes. This may be one of the reasons why darkness seems to work very well in investigations and vigils and just a person who is blinded finds their other senses make stronger, so in a dark room we find our other senses also improved and made more sensitive.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Of course we can all be susceptible to autosuggestion and when in a dark room waiting for ghosts the likelihood of this is quite high. However there are things we can do which reduce the possibility showing that we are looking at an objective phenomena.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">First we must be unafraid to describe exactly what we are feeling. If we sense a presence in one corner of the room then it important to say. Others might have the same sense and similarly if you are feeling a specific presence and someone else comments on it, it shows that what is being encountered is not purely subjective.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">If this occurs try to get everyone to write down what they are feeling. Try to get as much detail as possible and try to “tune in” to see what information come through. Do not speak about this but compare notes afterwards and try to establish common points which will be indicators that you are working with psychic perceptions.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">You might also see flashes of light often of a particular colour which other people might observe. On some sessions there is also a greyness about an area, suggestive of something.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">From here it is impossible as to say what to do, but rather it is important to be guided by the events which are happening. Play with the events, encourage what might be there to manifest itself as a light or a noise and see where it leads. If you have a medium or psychic present then their reactions and reports can guide what to do, but often this is not necessary and simply going with instinct will often guide a deeper encounter.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">You might find that different people will pick up on different layers of the history and entities in the place. Because of my interest in magick I tend to tune into this level and into entities which are meaningful here. Others tune into layers meaningful to them, however stepping back and once recording it is good idea to compare notes and see where common points begin to connect together.</span></p> <p class="MsoNormal"><i>Banishing</i></p> <p class="MsoNormal"><span style="font-size: 11pt;">I would also like to say a few words about banishing. Whether you use the famous Lesser Banishing Ritual of the Pentagram, surround things in white light or use a method of your own I think it is important to step back and consider its use before you use it.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">There are many books which suggest one banishes often, however in terms of investigation this is not always a good idea. I do not think that it is ever appropriate to go to a location and start banishing. First of all do not think we have a right to banish from such locations, and secondly as a start to an investigation all you would do is kill things off before you start. However even when leaving a site it is not appropriate to cleanse it unless there is a specific reason to do this, and a new age magic book suggesting it is ok to banish is not such a reason. Similarly a site does not need contaminating with crystals, herbs or other paraphernalia, all this can change the energy and feel of the place and move it away from its natural state.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">However I feel that this is occasionally a call to cleanse oneself, and banishing techniques work great for this as long as one is clear with the intention that one is banishing from within, not on this site – I often do this before I leave home so as to be clear that I am not changing the site in anyway. In clearing anything in ones personal space (including simple stresses and pressures) one becomes more receptive to what might be present and les distracted.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The literature often speaks about entities latching on. I have experienced the odd entity latching on and following me home however this is not particularly common when investigating a site or house. What might be present at the location could have been there to centuries or more so it is unlikely to attempt to follow a particular person home or even show much interest in the investigators after the event.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">However many entities do not really possess such as thing as a location and it is possible to attempt remote communication using a skrying technique such as using a black mirror or a picture. This can create a temporary connection for communication and influence dreams etc.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">The type of entity which is more prone to latch on are those which are not associated with a place and so more free to move as they wish. Entities brought through using tools such as the ouija board are good candidates for this sort of behaviour and normally a good banishing (again on the self) is needed to wash them away.</span></p> <p class="MsoNormal"><span style="font-size: 11pt;">I would also like to add that a lot of books play on paranoia and often serve to switch people off so much they are afraid to reach out and encounter anything. </span></p> <p class="MsoNormal"><span style="font-size: 11pt;">Other pages on this site give more details on the types of techniques which can be employed in psychic questing and imvestigating.</span></p> <p> </p> <p align="right"><span style="font-size:180%;">References and Notes</span></p> <p>1. Electromagnetic field detectors such as the GaussMaster or the Trifield.</p> <p>2. Bligh-Bond, Fredrick. <a href="http://www.amazon.co.uk/gp/product/0766107795?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0766107795" style="text-decoration: none;">Gate of Remembrance (1918)</a><img src="http://www.assoc-amazon.co.uk/e/ir?t=specligh-21&l=as2&o=2&a=0766107795" alt="" style="border: medium none ! important; margin: 0px ! important;" width="1" border="0" height="1" />. Oxford. 1921</p> <p>3. Deveraux, Paul. <a href="http://www.amazon.co.uk/gp/product/0749923571?ie=UTF8&tag=specligh-21&linkCode=as2&camp=1634&creative=6738&creativeASIN=0749923571" style="text-decoration: none;"> Haunted Land: An Investigation into Ancient Earth Mysteries and Modern-day Phenomen</a><img src="http://www.assoc-amazon.co.uk/e/ir?t=specligh-21&l=as2&o=2&a=0749923571" alt="" style="border: medium none ! important; margin: 0px ! important;" width="1" border="0" height="1" />. Piatkus books, 2003</p> <p>4. Electronic Voice Phenomena. There is an interesting account of this on <a href="http://en.wikipedia.org/wiki/Electronic_voice_phenomenon" style="text-decoration: none;"> wikipedia</a></p>Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-9614199189999910682009-11-22T23:35:00.004+00:002014-12-04T20:30:05.036+00:00Spirits of ChristmasWith Christmas/Yule approaching we are getting to the time of the year where ghosts seem to be traditionally more present. In many ways this seems to be more profound than Halloween which on first impressions seems spookier but perhaps less ghostly.<br />
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The Christmas spirits feel very different to the Halloween spirits however, much more primal and elemental in nature. They are very varied and start by taking us to those cosy warm firesides laced with mulled wine, laughter and hot mince pies. But there is another very different aspect to these spirits. This is full of snowy glaciers, superluminal reindeer arcing across a freezing sky laced with the glittering Aurora Borealis and painted with blizzards of perfectly designed crisp symmetrical snow crystals and bleak icy pine forests haunted by spirits of ancient times. Paradoxically it is domesticated indoors but in the northern wastes the Yule magic is perhaps one of the wildest and least tame of all.<br />
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Serafina Pekkala summarised this very well in Philip Pullmans "<i>Dark Materials trilogy</i>" which I will paraphrase. When asked if it was cold flying on those snowy wastes she said, yes but without the cold she wouldn’t feel the icy magic and the exultation of flight "<i>the bright tingle of the stars, or the music of the Aurora</i>" . She is right and to truly feel the spirits and their gifts we need to give up some of the trappings of the warm fireside at least for a time so that we can go out and see the world with glacial magelight. I would take the ice and the cold every time.<br />
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I think that the idea of ghosts at Christmas descends from (or is at least strengthened by) our literary traditions. We are all aware of Charles Dickens’s "A Christmas Carol" with Ebenezer Scrooge and his encounters with the ghost of Jacob Marley and also the more archetypal ghosts of Christmas Past, Present and Future. Thinking about it the idea of very abstract ghosts such as "Christmas past" is very sophisticated from an occultist point of view. As far as I know Dickens was rather atheistic in his world view but could certainly tell a spooky story.<br />
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Has anyone ever tried magically working with the ghosts of Christmas Past, Present, Future? As archetypal entities I rather suspect that exploring the universe around such entities might be extremely fruitful.<br />
In the UK there is also a tradition with the BBC to show a traditional "Victorian" ghost story usually over Christmas Eve. This tradition seems to have declined somewhat over previous years but happily this year we are beginning to see a return to seeing a ghost story as a part of Christmas.<br />
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I do wonder if this is enough to account for the idea of Christmas ghosts or whether something else is coming through our collective consciousness making the period more magickal. I rather suspect that society will tend to interpret phenomena, experiencing the energies of various supernatural beings but perceiving them as ghosts simply because we have lost our folklore lexicon of wild spirits.<br />
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Christmas is a very magical time with elements which far pre-date the current Christian "desktop theme" society places on the period. As we all know that, if there is any truth in a historical Jesus he would have been born later in the year when shepherds would have been in the fields by night (Ironically it seems to me this would have been around Easter when sheep were lambing) and Christmas is placed here to supplant the pagan festival of the Sun with themes which would earn Rome revenue.<br />
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I am not sure what really to make of the Christian hijacking of Christmas. It seems strange that a festival I always associate with snow and ice and winter forests is replaced by a Middle Eastern cult from lands where there is no snow or reindeer and one cannot hear the bright tingle from the stars.<br />
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In fact barring imagery relating to the nativity itself, most of the Yule symbols are pagan. These symbols range from the use of holly, mistletoe and ivy, through to flying reindeer, Christmas trees and even the giving of gifts. With the latter of course we are all aware of the magi, but Sami cultures in Lapland have accounts of spirit messengers also flying down chimneys and through windows to give gifts. <br />
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Even that patriarch of Christmas variously known as Santa, Father Christmas etc seems much more pagan that Christian. We are told about how St Nicholas used to give dowries to women of ill repute so they could marry, but this seems a far cry from the jolly figure we have today. It has been suggested in various places that he has more in common with images such as the Woodwose; The Wildman of the woods; who is possibly a form of Herne the hunter. <br />
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There is another, this time female, figure, steeped in magic and prehistory which also stands here. This is the Goddess Elen who is so strongly associated with reindeer and trees that I am surprised that she is not more associated with Christmas. For more information on Elen I will refer you all to Caroline Wise's remarkable essays which are hosted on Andrew Collin's Psychic Questing website:<br />
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<a href="http://www.andrewcollins.com/page/articles/elen_1.htm">http://www.andrewcollins.com/page/articles/elen_1.htm</a><br />
<a href="http://www.andrewcollins.com/page/articles/elen_2.htm">http://www.andrewcollins.com/page/articles/elen_2.htm</a><br />
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There is a bit of an urban myth that Santa’s red and white fur trappings come from an advertising campaign by Coca Cola sometime in the early 20th century. Whilst it is true that Victorian images of Santa included him wearing yellow and green, we must also consider the fact that Sami shamen and spirit travellers also wore (in fact still wear) red felt. <br />
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We must also consider the colour of the fly agaric mushrooms here, those beautiful “fairie tale” toadstools which are red capped with white spots of which there are some lovely specimens in Epping Forest. I am sure many of know how these work, in that they are a bit unpleasant for humans to eat neat, but reindeer can process them with no problems and pass out the active ingredient in their urine. The shaman would then drink the reindeer urine and then experience spirit walking, and flying through the air. <br />
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The reindeer are so sacred to the Sami that they would certainly have been around whilst the Sami were spirit walking and (speaking as a believer) quite possibly joined the shamen in their journeying. So it is not surprising that reports of flying reindeer circulated from these regions.<br />
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There are darker elements which also intrude upon the Father Christmas mythology. Less known are the myths of his darker allies and servants such as Zweite Piet who some accounts place as being a traveller or a slave from Africa, but other accounts have him more demonic, sometimes making him a servant of Satan. We are all aware of the similarity between the words Satan and Santa or course.<br />
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Zweite Piet is known to give children a good flogging if they are naughty which is a bit more interesting that just not getting any presents. Perhaps we should all look to magically strengthen this sadly depleted astral form in the hope that we could help better behaviour develop in future generations. :)<br />
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Yule is big and we also encounter snowy forests full of life and ancient spirits, the idea of Christmas ghosts is perhaps too small and cynical 20th century, a faded remnant of past glory. For me at least it is a very ancient, primal time where the spirits of the ancient forests come alive and walk the earth. We see trees in many forms associated with Christmas, as well as the Christmas tree which adorns our houses and of course this brings us back to Elen again.<br />
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My beliefs are beginning to take me back out into the wildest places in the universe where magic is still untamed, unchained by gematria, free from Qabalah and cosmology and unshaped by letter. It just is, ancient and wild, uncontrolled and uncontrollable. In my wildest moments I dream of being reborn in this world, walking here away from the trappings of civilisation and just free to explore eternity as myself.<br />
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This "darker" underside to Christmas is unexpected but strangely wholly appropriate. After all wonderland wouldn’t be so without the danger. I think this bleak, wilder elemental nature is the key to what might be linked to the ancient forces behind the Yule. Are the older woodland, elemental references pointers to ancient, primeval fairy lore which I feel but cannot yet prove underpins Christmas?<br />
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My mother always used to tell me that if you leave decorations up after the 6th of January goblins would come. This seems to be pure fairy mythology with the idea that upsetting the natural order of things angers the fey and thus causes disruption. I always used to hide a decoration in the hope of attracting a goblin or two in the New Year, but sadly none ever showed up I think this year I might leave a bit of tinsel around to see what happens however<br />
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When one touches this elemental wild magic it is intoxicating and mad. This virtue in it persists to the present day, and everyone touched by the seasonal spirit without its commercial trappings is enflamed with prayer, not to the western god of the day, but rather to the ancient world, the wild magic and power which penetrates our houses at this time, full of Sami spirit walkers granting gifts, snow queens in their icy palaces and the ancient beautiful forest Goddess walking the wilds with her train of flying reindeer.<br />
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I hope with this short piece that I have tried to capture some of what the season means to me, and hopefully this will encourage others to either pick up on these points or say what the season means to them.<br />
I would like to leave you all with my favourite recipe for mulled wine. It one to make and drink on a cold snowy evening, listening to the wind in the trees whilst contemplating the remarkable spirits with which we share the world.<br />
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<span style="font-size: 85%;"><b>Mulled Wine</b><br />1 bottle of Red Wine (A shiraz wine works well, as does a bottle of Elderberry wine)<br />1 Lemon<br />1 Orange<br />1 8 inch Cinnamon stick<br />9 Juniper Berries<br />2 Bay leaves<br />Demera Sugar to taste (about 200-250gms works well)<br />1/2 teaspoon vanilla extract (or a pod)<br /><br />1) Pour the wine in a saucepad<br />2) Zest the citrus fruit and add the zest and the juice to the pot<br />3) Add the rest of the ingredients<br />4) Heat gently (we dont want the alcohol is evaporate) when steaming close the lid and leave for 5-10 mins<br />5) Then reheat gently and serve hot</span><br />
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Enjoy :)<br />
<span style="font-size: 85%;"><br /></span>Paolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0tag:blogger.com,1999:blog-8529291650858195506.post-14208270244779479282009-06-17T16:33:00.001+01:002010-04-01T15:42:08.477+01:00Hello WorldContent coming soonPaolohttp://www.blogger.com/profile/01383786801759206704noreply@blogger.com0