More on Geomantic Epodes and Intonations

One of my colleagues on Facebook, Nic Raven Run of Ravens Hall Press, asked me an interesting question to follow up on my post on epodes for the elements and geomantic figures from the other day.  In that post, I offered a set of single syllables that could be chanted or intoned like a bīja, or “seed syllable” mantra, for each of the four elements based on an obscure geomantic method of interpretation (the BZDḤ technique), which I also extrapolated into a system of single syllable intonations for each of the sixteen geomantic figures.  To that end, here are the two systems I would most likely use in my own practice, one based on the BZDḤ system and one based on strict stoicheia for the elements:

  • Hybrid Greek system
    • Fire: bi (ΒΙ)
    • Air: zu (ΖΥ)
    • Water: (ΔΗ)
    • Earth: ha (Ἁ)
  • Exact Mathēsis system
    • Fire: kho (ΧΟ)
    • Air: phu (ΦΥ)
    • Water: ksē (ΞΗ)
    • Earth: thō (ΘΩ)

And their corresponding expansions into the two systems of geomantic epodes using the two systems I would recommend (with the pure elemental epodes in bold text showing their location in the geomantic systems):

Hybrid Greek System (ΒΖΔΗ)
Primary Element
Fire Air Water Earth
Secondary
Element
Fire ΒΙ
BI
Laetitia
ΖΙ
ZI
Puer
ΔΙ
DI
Puella

HI
Carcer
Air ΒΥ
BU
Fortuna Minor
ΖΥ
ZU
Rubeus
ΔΥ
DU
Via

HU
Caput Draconis
Water ΒΗ

Amissio
ΖΗ

Coniunctio
ΔΗ

Albus


Fortuna Maior
Earth ΒΑ
BA
Cauda Draconis
ΖΑ
ZA
Acquisitio
ΔΑ
DA
Populus

HA
Tristitia
Exact Mathēsis System (ΧΦΞΘ)
Primary Element
Fire Air Water Earth
Secondary
Element
Fire ΧΟ
KHO
Laetitia
ΦΟ
PHO
Puer
ΞΟ
KSO
Puella
ΘΟ
THO
Carcer
Air ΧΥ
KHU
Fortuna Minor
ΦΥ
PHU
Rubeus
ΞΥ
KSU
Via
ΘΥ
THU
Caput Draconis
Water ΧΗ
KHĒ
Amissio
ΦΗ
PHĒ
Coniunctio
ΞΗ
KSĒ
Albus
ΘΗ
THĒ
Fortuna Maior
Earth ΧΩ
KHŌ
Cauda Draconis
ΦΩ
PHŌ
Acquisitio
ΞΩ
KSŌ
Populus
ΘΩ
THŌ
Tristitia

What this gets us is a system of single-syllable units that can represent not only the four elements but all sixteen figures.  In addition to being useful for energy work exercises among other magical practices, it also gives us an interesting method of encoding geomantic figures phonetically.  For instance, we could encapsulate an entire geomantic chart based on the four Mother figures, such that e.g. BIZAZIDĒ would be interpreted as Laetitia (BI), Acquisitio (ZA), Puer (ZI), and Albus (DĒ).  Another way we could use these is to encapsulate one of the 256 combinations of figures in two or three syllables: for instance, the combination of Coniunctio (ZĒ) and Acquisitio (ZA) to form Fortuna Maior (HĒ) could be written succinctly as ZĒZA or more fully as ZĒZAHĒ.  There are plenty of ways to extend such a system, ranging from Abulafia-like meditating on the 256 permutations of syllables to using them in geomantic candle magic a la Balthazar Black’s technique.

However, note that each such epode is basically considered a unit; yes, it’s composed of an elemental consonant and a vowel that, although they are inherently based on the Greek notion of planetary associations, can be reckoned as elemental symbols as well, and the combination of them composes a single syllable based on the primary (consonant) and secondary (vowel) elements of the geomantic figures.  What Nic was asking about was an alternative system of epodes: how could we use the elemental epodes to “compose” a geomantic figure in the sense of describing which elements were active and passive?  For instance, we could simply describe Via as BIZUDĒHA since it has all four elements, but how might one represent a figure with one or more passive elements?  Nic suggested a phonetic approach using a system of using two sets of vowels, using open vowels for active elements and close vowels for passive elements.  The system Nic was suggesting would be to effectively use a series of diphthongs to approximate such vowels.

I didn’t like this approach, to be honest.  For one, the reason why I’m using the vowels I’m using (which themselves are a mix of open and close in the systems I suggest) are (a) because the Greek system is particularly amenable to occult works and (b) because I’m relying not so much on phonetics as I am the occult symbolism and correspondences of the letters to the planets and, by those same correspondences, to the elements.  In that framework, diphthongs really mess with the system, because a diphthong involves several vowels which “muddle” the planetary/elemental symbolism that I’m trying to accomplish.  Plus, such a system would necessitate eight distinct but more-or-less balanced vowel sounds, and the Greek alphabet or phonetics isn’t really geared for that.  Now, that said, the idea isn’t a bad one!  However, because I’m not operating from purely phonetic principles, it’s not for me to go along that route.  I encouraged Nic (and I encourage others as well, if there are others to whom this idea is appealing) to explore such a phonetic approach to representing elements and their compositions to form geomantic figure representations.

There are other approaches to creating composed epodes for the geomantic figures, though, which I also discussed with Nic.  The first hunch I had was to simply include or omit the basic letters needed; for instance, if the consonants BZDḤ represent Fire, Air, Water, and Earth respectively, then combinations of those letters would represent the active elements in a figure, and we could fill in the vowels according to the rules of instinctual Arabic methods or the methods of pronouncing Greek generated words from before.  So, Via (with all four elements) would simply be BZDḤ or “bahz-dach”, Amissio (with just Fire and Water) would be BD or “bahd”, Fortuna Maior would be DḤ or “dach”, and so forth.  Populus, however, having no elements active, could be represented through silence, soft breathing, or something else entirely like “hmmmm” (using the notion that the Semitic letter for M, Arabic mīm or Hebrew mem, has its origins in the hieroglyph and word for “water”, which is the dominant element of Populus).  It’s an idea, but one I don’t particularly like, either, as it seems clunky and inelegant to use without regularity or much appeal, especially since the use of Ḥ only really works in Arabic, as we’d just end with a vowel in the Greek system which could be unclear.  We could use the mathētic approach of using ΧΦΞΘ instead, but we can do better than that.

Instead of using consonants, let’s think about a system that just uses the seven pure Greek vowels.  Recall in the systems above from the earlier post that there’s a way to use the Greek vowels, which normally represent the planets, to represent the four elements as well:

In the last row of my mathētic Tetractys, note how we have the four non-luminary and non-Mercury planets each associated to one of the four elements: Mars with Fire, Jupiter with Air, Venus with Water, and Saturn with Earth.  Though this system doesn’t quite match Cornelius Agrippa’s Scale of Four (book II, chapter 7), it does with his broader and more fuller explanations and detailing of the planets earlier in his Three Books of Occult Philosophy (book I, chapters 23 through 29).  Thus, as applied in my exact mathētic system of epodes, we can use Omicron (Mars) for Fire, Upsilon (Jupiter) for Air, Ēta (Venus) for Water, and Ōmega (Saturn) for Earth.  The letters Iōta (Sun), Alpha (Moon), and Epsilon (Mercury) are not used in the exact mathētic system of epodes, but are in the vague hybrid system from before, being a little easier to use and distinguish.

The connection I made for using these vowels was based on another notion I had of arranging the seven planets into the geomantic figures.  In that topic, one could envision taking seven planetary objects (talismans, coins, stones, etc.) and arranging them on an altar in a regular way to represent the graphical forms of the geomantic figures.  The method I gave for doing this was described like this:

Since we want to map the seven planets onto the points of the figures, let’s start with the easiest ones that give us a one-to-one ratio of planets to points: the odd seven-pointed figures Laetitia, Rubeus, Albus, and Tristitia.  Let us first establish that the four ouranic planets Mars, Jupiter, Venus, and Saturn are the most elementally-representative of the seven planets, and thus must be present in every figure; said another way, these four planets are the ones that most manifest the elements themselves, and should be reflected in their mandatory presence in the figures that represent the different manifestations of the cosmos in terms of the sixteen geomantic figures.  The Sun, the Moon, and Mercury are the three empyrean planets, and may or may not be present so as to mitigate the other elements accordingly.  A row with only one point must therefore have only one planet in that row, and should be the ouranic planet to fully realize that element’s presence and power; a row with two points will have the ouranic planet of that row’s element as well as one of the empyrean planets, where the empyrean planet mitigates the pure elemental expression of the ouranic planet through its more unmanifest, luminary presence.  While the ouranic planets will always appear in the row of its associated element, the empyrean planets will move and shift in a harmonious way wherever needed; thus, since the Sun (as the planetary expression of Sulfur) “descends” into both Mars/Fire and Jupiter/Air, the Sun can appear in either the Fire or Air rows when needed.  Similarly, Mercury can appear in either the Air or Water rows, and the Moon in either the Water or Earth rows (but more on the exceptions to this below).

This led us to having the following arrangements:

Note that Via is the only figure that uses only the so-called “ouranic” planets Mars, Jupiter, Venus, and Saturn, because Via is the only figure with all elements active.  All the other figures, having at least one element passive, will involve one or more of the planets Mercury, Sun, or Moon, because those “empyrean” planets mitigate and lessen the elemental presence of the row that they’re found in.  The only major exception to this arrangement is—you guessed it—Populus, which uses a different arrangement entirely.  For more information about how and why these figures are arranged with the planets in the way they are and how they might otherwise be used, see the relevant post on my blog, linked just above.  The terms ouranic and empyrean are a distinction I make in my Mathēsis work to distinguish the twelve non-zodiacal forces into three groups, as demonstrated in this post.

Now, remember that each planet has its own vowel, and note where the planets appear in the arrangements above for each figure.  We can come up with a rule that transforms the figures into sequences of vowels to represent the figures like this:

  1. For all figures except Populus:
    1. Every row will have either a single ouranic planet (Mars, Jupiter, Venus, Saturn) or both an ouranic and empyrean planet (Moon, Sun, Mercury).
    2. If a given elemental row has an empyrean planet present as well as an ouranic planet, use the vowel of the empyrean planet there.
    3. Otherwise, if a given elemental row has only an ouranic planet present, use the vowel of the ouranic planet.
  2. For the figure Populus:
    1. All planets are present in their own arrangement to represent the voids of Populus.
    2. Use all the vowels, some mutually-exclusive set, or just keep silent.

Thus, consider the figure Via.  In each row, it only has an ouranic planet, so we simply use their corresponding vowels: ΟΥΗΩ.  For Coniunctio, note how we have two empyrean planets in the figure, the Sun alongside Mars and the Moon alongside Saturn; we would use their corresponding vowels instead of their ouranic equivalents, getting us the vowel string ΙΥΗΑ (Iōta instead of Omicron and Alpha instead of Ōmega).  Likewise, Puer has the empyrean planet Mercury present alongside Venus, so its vowel string would be ΟΥΕΩ (Epsilon instead of Ēta).  The only exception to this would be Populus, as noted above, which could be represented either as the entire vowel string ΑΕΗΙΟΥΩ or as simple, holy silence, but we can talk more about that later.

This gets us the following vowel epodes for the figures:

  • Laetitia: ΟΙΕΑ
  • Fortuna Minor: ΟΥΙΑ
  • Amissio: ΟΙΗΑ
  • Cauda Draconis: ΟΥΗΕ
  • Puer: ΟΥΕΩ
  • Rubeus: ΙΥΕΑ
  • Coniunctio: ΙΥΗΑ
  • Acquisitio: ΙΥΑΩ
  • Puella: ΟΕΗΑ
  • Via: ΟΥΗΩ
  • Albus: ΙΕΗΑ
  • Populus: More on that in a bit.
  • Carcer: ΟΙΑΩ
  • Caput Draconis: ΕΥΗΩ
  • Fortuna Maior: ΙΑΗΩ
  • Tristitia: ΙΕΑΩ

What’s nice about this system is that, at least for all the non-Populus figures, we have four vowels that we can intone.  Anyone familiar with the classical Hermetic and Neoplatonic texts and techniques is familiar with how vowel-intoning was considered a pure and sacred practice, and now we can apply it to the figures as well as the planets!  Even better, since each geomantic figure uses a distinct set of vowels, we can permute them in any which way.  Thus, if we wanted to engross ourselves in the world of, say, Laetitia, we could intone all possible variations of its vowel string:

ΟΙΕΑ ΟΙΑΕ ΟΕΙΑ ΟΕΑΙ ΟΑΙΕ ΟΑΕΙ
ΙΟΕΑ ΙΟΑΕ ΙΕΟΑ ΙΕΑΟ ΙΑΟΕ ΙΑΕΟ
ΕΟΙΑ ΕΟΑΙ ΕΙΟΑ ΕΙΑΟ ΕΑΟΙ ΕΑΙΟ
ΑΟΙΕ ΑΟΕΙ ΑΙΟΕ ΑΙΕΟ ΑΕΟΙ ΑΕΙΟ

For each of the non-Populus figures which have four distinct vowels, there are 24 possible permutations of its vowel string, with six permutations that begin with each one of the vowels.  Going through and intoning each permutation could be a powerful meditative practice for each of the figures, and probably especially effective for magical practices, too.

What about Populus?  For that, we have all seven vowels ΑΕΗΙΟΥΩ, and to permute all seven of those would…take a considerably longer time than the other figures (there are 5040 possible permutations).  Though going through all such permutations would also be a powerful practice, there are better ways we can use our time.  For one, what about the sequence ΑΕΗΙΟΥΩ itself?  It’s simple and straightforward, but it doesn’t really reflect the arrangement of planets we use for Populus: note how we have the empyrean planets (Sun, Mercury, and Moon) down the middle with the ouranic planets (Mars, Jupiter, Venus, Saturn) around the sides in a distinctly mathētic pattern.  For this arrangement, we could use the vowel string ΙΟΥΕΗΩΑ: we have Iōta at the beginning, Epsilon in the middle, and Alpha at the end, with the other four vowels in their elemental order interspersed between them, the hot elements Fire and Air in the first half and the cold elements Water and Earth in the second half.  Using this pattern, we could imagine a kind of lightning-bolt descending from the Sun down to the Moon through Mars, Jupiter, Mercury, Venus, and Saturn, a pattern that would take us from the hottest, brightest, most active powers down to the coldest, darkest, most passive powers.

Another way is to use a condensed vowel string: rather than using the ouranic planets’ vowels at all, why not limit ourselves to the empyrean planets, which are only ever used for passive elements anyway in this scheme?  In this reckoning, we could reduce ΙΟΥΕΗΩΑ to ΙΕΑ (reflecting the center empty “gap” of the dots in the figure Populus), just as we commonly figure that the divine name ΙΑΩ is a reduction of the full string ΑΕΗΙΟΥΩ.  Plus, we only ever see the string ΙΕΑ in the (permutations of) the string for the figures that are mostly passive anyway: Laetitia (ΟΙΕΑ), Rubeus (ΙΥΕΑ), Albus (ΙΕΗΑ), and Tristitia (ΙΕΑΩ).  If there were any vowel string that could be considered the inverse of that of Via (ΟΥΗΩ), the mutually-exclusive remaining set of vowels ΙΕΑ would be it!  We could then permute this string in a simple set of six permutations, too:

ΙΕΑ ΕΑΙ ΑΙΕ
ΕΙΑ ΙΑΕ ΑΕΙ

Instead of doing either ΙΟΥΕΗΩΑ or permutations of ΙΕΑ, though, there’s another approach to us: if Populus is devoid of elements, then it has nothing at all, and thus has nothing to intone, so Populus could simply be represented by a pure, holy silence devoid of intonations.  This is also entirely appropriate, and would symbolically make Populus a vacuum of empty space, a blank template upon which the other elements could be applied.  Entirely fitting to represent Populus on its own.

Of course, using that logic, then why would we bother using the empyrean planets’ vowels at all to represent the passive elements in a figure?  We could just stick with the ouranic planets that are active, which would get us the following “short” set of vowel intonations, such as Ο for Laetitia, ΟΥ for Fortuna Minor, ΟΥΗ for Cauda Draconis, and so forth.  Not nearly as elegant, perhaps, but could also work.  I’m not a fan, personally, as it then begins to conflate the elemental presences of the figures with purely planetary ones.  For instance, Laetitia being simply represented by Omicron would then conflate Laetitia with the planet Mars, even though Laetitia is solidly linked to Jupiter, and likewise Rubeus with Upsilon to Jupiter and not Mars.  I wouldn’t recommend this system, personally.

So, where does that leave us?  At this point, there are three systems of epodes I would recommend for working with the geomantic figures, two of which are single-syllable epodes (one based on the BZDḤ system with Greek vowels, and one derived from that same system using a purer stoicheic/mathētic approach), and one of which is based on mathētic principles to come up with intonable, permutable vowel strings.

Figure Single Syllable Vowel String
Hybrid Mathēsis
Laetitia ΒΙ
BI
ΧΟ
KHO
ΟΙΕΑ
Fortuna Minor ΒΥ
BU
ΧΥ
KHU
ΟΥΙΑ
Amissio ΒΗ
ΧΗ
KHĒ
ΟΙΗΑ
Cauda Draconis ΒΑ
BA
ΧΩ
KHŌ
ΟΥΗΕ
Puer ΖΙ
ZI
ΦΟ
PHO
ΟΥΕΩ
Rubeus ΖΥ
ZU
ΦΥ
PHU
ΙΥΕΑ
Coniunctio ΖΗ
ΦΗ
PHĒ
ΙΥΗΑ
Acquisitio ΖΑ
ZA
ΦΩ
PHŌ
ΙΥΑΩ
Puella ΔΙ
DI
ΞΟ
KSO
ΟΕΗΑ
Via ΔΥ
DU
ΞΥ
KSU
ΟΥΗΩ
Albus ΔΗ
ΞΗ
KSĒ
ΙΕΗΑ
Populus ΔΑ
DA
ΞΩ
KSŌ
ΙΟΥΕΗΩΑ or ΙΕΑ
or just keep silent
Carcer
HI
ΘΟ
THO
ΟΙΑΩ
Caput Draconis
HU
ΘΥ
THU
ΕΥΗΩ
Fortuna Maior
ΘΗ
THĒ
ΙΑΗΩ
Tristitia
HA
ΘΩ
THŌ
ΙΕΑΩ

This is all well and good, but where does this actually leave us?  What the past few posts on these tangentially-geomantic topics are accomplishing is taking the sixteen geomantic figures and coming up with new ways to apply them in ways outside of strict divinatory purposes, giving them new media such as sound to be “played” or transmitted through, and using those media to accomplish other tasks.  If the planets can be used for astrology as well as magic, there’s no reason why the figures can’t be used for geomancy as well as magic, either.  The ability to form meditative or magical epodes for concentrating, contemplating, and connecting with the figures on deeper levels plays into the same systems that geomantic gestures or energy centers or altar arrangements do: using these figures for a magical, world-changing purpose instead of a merely predictive one.

By the same token, however, so much of this is highly experimental.  All magic is at some point, but given the novelty and how mix-and-match I’m being between Greek letter magic and geomantic systems, this is all deserving of some deep practice and reflection and refinement.  I’m sharing this on my blog because…well, it’s my blog, and it’s interesting to share my theories here, and to spread some of my ideas out there to get feedback on by those who are interested.  At the same time, so much of all this is just theoretical and musings on how to apply certain ideas in certain ways.  I’m confident I can get them to work, but that’s not a guarantee that they will.  Experimentation and practice is absolutely needed, not only to get my own aims and goals accomplished, but even just to see whether certain methods work at all for anything.

Still, while we’re at it, let’s make up a new practice, shall we?  Let’s say we want to have a formalized way of conjuring up the power of a given figure, such as for some intense contemplation or pathworking.  In my Secreti Geomantici ebook, wherein I talk about lots of different magical practices involving geomancy and geomantic figures, I provide a set of sixteen prayers for each of the figures.  We can use those in combination with the geomantic epodes above to come up with a more thorough invocation of a figure.  The process I have in mind would be to recite the hybrid single-syllable epode as few as four or as many as sixteen times (or as many times as there are points in the figure), recite the given orison of the figure, then permute through its vowel string.  Thus, for Laetitia, we could do the following, while sitting before an image of Laetitia (or an altar of planetary talismans arranged in the form of the figure Laetitia) while holding the geomantic hand gesture of Laetitia:

ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ

Jovian Laetitia, standing tall
Granting hope in the hearts of all
Blazing spirit, o fulgent flame
Flashing brightest, of rousing fame
In our dark minds you spark pure Fire
Calcining spite to high desire
Grand arch of joy, embrace us here
And bring us tidings glad and clear

ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ

ΟΙΕΑ ΟΙΑΕ ΟΕΙΑ ΟΕΑΙ ΟΑΙΕ ΟΑΕΙ
ΙΟΕΑ ΙΟΑΕ ΙΕΟΑ ΙΕΑΟ ΙΑΟΕ ΙΑΕΟ
ΕΟΙΑ ΕΟΑΙ ΕΙΟΑ ΕΙΑΟ ΕΑΟΙ ΕΑΙΟ
ΑΟΙΕ ΑΟΕΙ ΑΙΟΕ ΑΙΕΟ ΑΕΟΙ ΑΕΙΟ

ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ ΒΙ

See?  By coming up with small, individual innovations and extrapolations and translations of one set of symbols from one medium into another, we can start using each on their own effectively, or we can start plugging them in to come up with bigger, better, and more profound practices that can really pack a punch.  Geomancy has every potential and every capability to become a full magical and spiritual practice in its own right that can fit right in with any other Western or Hermetic practice based on their own symbol sets; just because extant literature is lacking on the subject doesn’t mean it can’t be done, after all, and with a bit of thought and ingenuity, there are so many avenues that open themselves up for ready exploration.

One final thought about the use of these vowel epodes: we know that for any non-Populus figure, there are 24 permutations of the vowel string epodes.  So, that makes 15 × 24 = 360.  Which is a…stupidly pleasing number, to be honest.  As we all know, Using this little tidbit, we could conceive of a sort of year-long geomantic practice, focusing on one of the permutations of vowel epodes for the figures per day.  This gives us 15  24-day “months” of figures, with five or six days leftover at the end of the year.  In leap years that have six epagomenal days, we could use the permutations of the short epode ΙΕΑ for Populus; in non-leap years, we could just focus on the whole epode ΙΟΥΕΗΩΑ, or we could just keep silent (perhaps more fitting for epagomenal days).  It’s not entirely balanced in that regard, but it does have its own logic and cleanliness that could make it a viable yearly-daily practice for meditating on the epodes of the figures.  I might expand on this idea at a later point, or perhaps rework my geomantic Wheel of the Year to match it in some sense, but it’s something to mull over for now.  The next leap year isn’t for another year and a half, after all.

On the Elemental and Geomantic Epodes

Ever since I wrote that post about how the physical body can be represented by geomantic figures, I’ve been trying to puzzle something out for myself.  At the end of the post, I introduce the concept of a system of geomantically-derived energy centers in the body based on four centers and four elements: the Fire center in the head, the Air center in the throat, the Water center in the upper belly, and the Earth center at the perineum.  This is based on the Geomantic Adam diagram given in MS Arabe 2631, which divvies up the geomantic figures to the parts of the body in a way that’s untied to any astrological method (which is the usual method used in European and Western geomancies):

In addition to proposing four such energy centers, I also propose three possible sets of intonations based on the obscure BZDH technique from some forms of geomancy, and also suggest that the sixteen geomantic gestures or “mudras” can be used in addition with these to form the basis of a kind of geomantic energy practice.  However, I didn’t really describe any implementation beyond laying these individual parts of such a hypothetical practice down, because I hadn’t yet come up with a way to put the parts together into a whole.  I’ve been puzzling over how to do just that since the post went up earlier this summer.  I mean, it’s not hard to just slap some energy into parts of the body and call it a day, but let’s be honest: I want to do this right and be able to incorporate it into my own practice in a way that’s not harmful, and as we all know by now, it’s just as easy to use energy to make a body awful as much as it can be made awesome.

Now, I was originally going to just write a post about a more-or-less solid energy practice that uses four energy centers in the body, one for each of the four elements.  I’m still going to write that post, because I already started it, but I realized that there’s a significant chunk of it that needs to be clarified in its own post, because there’s a number of options one might choose for it with different bits of logic and arguments for and against each choice.  This section kept growing and growing, and it eventually dwarfed the actual point of the post itself, so I decided to get this bit out of the way first, especially since I’ve already introduced the topic when I brought up the notion of a geomantic energy practice to begin with.

For me in my magical practice, the spoken word is important, especially when it comes to things that are intoned, such as barbarous words or particular chants.  For instance, the seven Greek vowels are absolutely vital to my work, because each vowel is associated with one of the seven planets.  In fact, each of the letters of the Greek alphabet has its own spiritual associations to the planets, signs of the Zodiac, and elements.  It’s the elemental letters that are the focus here now: if I wanted to intone a special word to attune myself to the power of an element just like how I’d intone a vowel to attune myself to the power of a planet, what would I use?  I can’t really intone a consonant, so I invented special “power words” for the four elements by taking the corresponding consonant for the element, intoning ΙΑΩ, and ending with the consonant again, as below:

  • Fire: ΧΙΑΩΧ (KHIAŌKH)
  • Air: ΦΙΑΩΦ (PHIAŌPH)
  • Water: ΞΙΑΩΞ (KSIAŌKS)
  • Earth: ΘΙΑΩΘ (THIAŌTH)

This method works, but to be honest, I’ve never really liked it.  It’s always felt kind of imbalanced and inelegant, especially compared to some of the more refined barbarous words of power or the simplicity and clearness of the vowels for the planets.  When I first started thinking of what I could intone for a geomantic energy practice, my routine use of these words first came up, but I quickly remembered that there are other options available to me besides just this.  All I need to find is some appropriate, elegant system of four words for intoning for the sake of attuning to the four elements.

Also, what am I calling this particular type of power word, anyway?  These are small, usually single-syllabled things to intone or chant to attune with a particular force.  I suppose that these are barbarous names of a sort, but the fact that they’re so easily constructed doesn’t seem quite appropriate to call them “barbarous”.  The closest thing I can think of are bīja, which is a Sanskrit term meaning “seed”, but referring to single syllable mantras that can be intoned and thought of as encapsulating or emanating particular elements or powers.  Think of the syllables oṃ, dhīḥ, hūṃ, or other single-syllable such mantras found in tantric Buddhism or Hinduism.  These are powerful syllables and contain some aspect of the cosmos or dharma in their own right, and many deities, bodhisattvas, buddhas, and other entities or powers have their own bījas.  That’s a good concept and term for this, but I can’t think of any Western or non-Sanskrit term to call them, like how we might have “chant” or “orison” for the word mantra, “gesture” for mudra, or “energy center” for chakra.  Since I like having Greek-based terms, here are a few I would think are appropriate:

  • Odologue, which could come either from ᾠδόλογος ōidólogos meaning “song-word” or, alternatively, ὁδόλογος hodólogos meaning “road-word”, and either Greek word could be used here.  Odology, after all, can refer to “the study of the singing voice” or “the study of roads and paths”, and considering the purpose and use of these bīja-like words,
  • Rhizophone, from Greek ῥιζόφωνη rhizóphōnē, literally meaning “root sound”.  This is about as close a calque to bīja as I could think, helpfully suggested by Kalagni of Blue Flame Magick (who has a new website now, go update your RSS readers and links!).
  • Epode, which is simply the Greek word ἐπῳδή epōidé, meaning “song sung to something”, and more figuratively an enchantment, charm, or spell.  Unlike odologue or rhizophone, epode is actually a known word, both in Greek and in English, and though it can be used more broadly for spells or charms in general, the notion of something being sung here is important, which is basically intonation.  Though I like the above two words, let’s be honest: epode here is probably the best to go with.
    • There are other words used in Greek to refer to magic spells or charms, like kḗlēma or thélktron or other words, so we can reserve “epode” for what are basically mantras.
    • “Epode” could be used to give a useful Greek translation of “mantra” generally, as opposed to just bīja syllables, which are themselves considered single-syllable mantras.  For this, “root epode” or “small epode” could be used to clarify single-syllable epodes.
    • Likewise, “epode” wouldn’t necessarily be of the same type of word as “names”, ὀνόματα onómata, referring to the barbarous words of power that may simply be spoken, shouted, or intoned depending on the situation.  Plus, the barbarous names themselves aren’t usually constructed, patterned after anything, or even understood as having distinct or intelligible meanings.

So, what we’re doing here is coming up with elemental epodes, simple words that can be intoned or sung to attune or call down the forces of the elements, just how the intonation of the seven Greek vowels can do the same for the planets.  In fact, those vowels, when sung in a magical way, would become epodes in their own right.

Anyway, back to the topic at hand.  One straightforward option is to just use the Arabic or Greek words for the four elements themselves as things to intone:

  • Arabic:
    • Fire: nar (نار, pronounced “nahr”)
    • Air: hawa’ (هواء, pronounced “HAH-wa” with a sharp stop in the throat)
    • Water: ma’ (ماء, pronounced “ma” with a sharp stop in the throat)
    • Earth: turab (تراب, pronounced “tuh-RAHB”)
  • Greek:
    • Fire: pũr (πῦρ, pronounced “pür” like with the German ü or French u, or as “peer”)
    • Air: aḗr (ἀήρ, pronounced “ah-AYR”, smoothly without a stop in the sound)
    • Water: húdōr (ὕδωρ, pronounced “HEE-dohr” or “HÜ-dohr”, again with that German/French sound)
    • Earth: gē̃ (γῆ, pronounced “gay”)

However, I’m not a fan of doing this.  For one, the words themselves aren’t necessarily important if the resonance and link between what’s uttered/intoned and what’s being connected with is strong.  Here, all I really have to go is the semantic meaning of the words.  Plus, I don’t like how some of them are two syllables and others only one, and they all feel inelegant in some of the same ways as my *ΙΑΩ* words from above.  So, while the words for the elements could be used, it’s not one I’d like to use.

And no, I won’t use Latin or English for such things, either.  I don’t hold either to be a very magical language like how I’d hold Greek or Hebrew or Arabic, largely due to the lack of meaningful isopsephy/gematria or stoicheia of the letters for the Roman script common to both Latin and English.  I also didn’t list Hebrew here because, for the sake of my energy work, I largely focus on Greek stuff (for the Mathēsis side of things) or Arabic (for the geomantic side), and Hebrew doesn’t fit into either category.

However, there is another option for coming up with an intonation that is rooted in geomantic practice: the BZDH (or BZDA) technique.  This is a little-known technique in Western geomancy that seems to have had more use in Arabic geomancy.  As I said in the earlier post about the geomantic figures and the human body:

From my translation of the 15th century work Lectura Geomantiae:

By the Greek word “b z d a” we can find the house of the figures, which is to say in which house the figures are strongest, wherefore when the first point starting from the upper part of the beginning figure is odd, the second house is strong; when the second point is odd, the seventh house is strong; when the third point is odd, the fourth house is strong; when the fourth and last point is odd, the eighth house is strong. Thus we will find by this number the proper houses of the figures; by “b” we understand 2, by “z” 7, by “d” 4, by “a” 8, as in this example: “b z d a”.

This may not make a lot of sense on its own, but compare what Felix Klein-Franke says in his article “The Geomancy of Aḥmad b. `Alī Zunbul: A Study of the Arabic Corpus Hermeticum” (AMBIX, March 1973, vol. XX):

The best taskīn is that of az-Zanātī; it bears the key-word bzdḥ: according to the principle of Gematria, the transposition of letters of a word into numbers, in place of bzdḥ there result the numbers 2748. Thus the Mansions of the taskīn are indicated; each spot denotes one of the four elements; in the 2nd Mansion there is only the element Fire (Laetitia, ḥayyān), in the 7th Mansion only Air (Rubeus, ḥumra), in the 4th Mansion only Water (Albus, bayāḍ), and in the 8th Mansion only Earth (Cauda Draconis, rakīza ẖāriǧa).

Stephen Skinner clarifies this even further in his works on geomancy.  From his 1980 book “Terrestrial Astrology: Divination by Geomancy”:

Further specialized configurations or taskins are outlined together with mnemonics for remembering their order. Gematria, or the art of interpreting words in terms of the total of’ the numerical equivalents of each of their letters, is introduced at this point. Using the mnemonic of a particular taskin such as Bzdh, Zunbul explains that the letters represent the four Elements, in descending order of grossness. Each letter also represents a number in Arabic, thus:

b – 2 – Fire
z – 7 – Air
d – 4 – Water
h – 8 – Earth

This mnemonic therefore indicates House number 2 for Fire, House number 7 (Air), House number 4 (Water), and House number 8 (Earth). For each of the Houses indicated in this taskin, we see that the second is most compatible with Fire, the seventh with Air, and so on. Therefore, if the geomantic figure Laetitia (or in Arabic Hayyan), which is solely Fire, occurs in the second House, this would be. an extremely favourable omen. Likewise, the occurrence of Rubeus (or Humra), which is solely Air, in the seventh House would also be extremely auspicious. Further chapters are devoted to even more complicated combinations of the basic figures, and to labyrinthine rules for everything from marriage to medicine. Diagnosis by raml even became a lay rival of the latter, and tables were educed of the relationship between specific parts of the body and the geomantic figures.

In other words, based on these letters, we could intone a particular sound that starts with the letter “b” for Fire, “z” for Air, “d” for Earth, and “ḥ” (think of the guttural “ch” of German, but further back in the throat).

So, in this technique, we have four consonants that correspond to four elements.  We could use this BZDH technique to use these four consonants, each associated with one of the four elements according to an obscure technique in Arabic and early Western geomancy, to create a simple, clear syllable for each element when paired with a simple long vowel:

  • Arabic method:
    • Fire:  (با)
    • Air:  (زا)
    • Water:  (دا)
    • Earth: ḥā (حا)
  • Greek method:
    • Fire:  (ΒΗ)
    • Air:  (ΖΗ)
    • Water:  (ΔΗ)
    • Earth:  (Ἡ)
  • Latin method:
    • Fire: ba
    • Air: za
    • Water: da
    • Earth: a

Note that I’m largely using the “ah” sound a lot for these.  For one, in Greek, this is the vowel Alpha, which is associated with the Moon, which is one of the planets closest to the sphere of the Earth and which is one of the planets most aligned with the element of Earth.  Additionally, this would be represented in Arabic with the letter ‘Alif, which has the form of a straight vertical line, much like the geomantic figure Via (or Tarīq using its Arabic name), which is also a figure associated with the Moon and which is important as it contains all four elements; in this case, the “ah” sound would be most aligned to that of the powers of geomancy as a whole, I would claim.  Note, also, how the Latin transcription of ḥ (to represent the element Earth) turned into “a”; if you wanted to think of geomancy as primarily being an oracle of Earth (which is a claim I take some issue with), then the “ah” sound would indeed be closest for phonologically working with the elements from a geomantic perspective and from our worldly, manifest basis.  Yet, we’re using Ēta for the Greek method given above; for one, this is because there’s no distinct vowel for “long a”, but “long e” is a close-enough approximation.  Using ΒΑ, ΖΑ, ΔΑ, and Ἁ for them would work as well, but using Ēta is also acceptable in this case.

Now, remember that these four consonants are used because they have their origins in being specifically labeled as elemental in the original geomantic technique from whence they come due to their numerological (gematria or isopsephic) significance. The mnemonic BZDḤ was used based on the numerological values of those letters in Arabic: bāʾ for 2, zāy for 7, dāl for 4, and ḥāʾ for 8.  Interestingly, these same consonants were used in the European version of the technique as BZDA (with A replacing Ḥāʾ, though it makes more sense to consider it H) even though it’s not technically the letters that were important, but their numerical equivalents.  If we were to simply go by their numerological (or numeric order) basis, then we should use ΒΔΗΘ for Greek or BDGH for Latin.  I suppose that one could use these letters instead for the BZDH technique-based intonation syllables, but I feel like using the original BZDH (or BZDḤ) is truer to the elements themselves, though the true Greek system could also work given their stoicheic meanings: Bēta associated with the Fire sign Aries, Delta associated with the Air sign Gemini, Ēta (used consonantally as an aspiration/aitch letter) representing the planet Venus which can be associated with the element of Water, and Thēta associated with the element of Earth itself.  So, one could also use a Greek ΒΔΗΘ system like this (using Ēta below, but again, Alpha would also work):

  • Fire:  (ΒΗ)
  • Air: (ΔΗ)
  • Water: (Ἡ)
  • Earth: thē (ΘH)

Or a Latin BDGH system as:

  • Fire: ba
  • Air: da
  • Water: ga
  • Earth: ha

Again, I’m not a fan of using Latin generally, but I can see an argument for using a BDGH system here because it’s not really words, isopsephy, or stoicheia here that are necessarily important.  However, if we were to use Greek isopsephy for determining which letters to use to represent the four elements for a Greek ΒΔΗΘ system, why not use the Greek stoicheia for them, instead?  It breaks with why we were using numbers to begin with, but we already know the letters Khi, Phi, Ksi, and Thēta work quite well for the four elements themselves, so if we were taking a purely elemental approach, it seems more proper to just use the elemental letters instead of the numerologically-appropriate letters and their natural vowels (specifically their long versions to keep with the theme of using long vowels for the epodes):

  • Fire: khei (ΧΕI)
  • Air: phei (ΦΕI)
  • Water: ksei (ΞΕI)
  • Earth: thē (ΘH)

There are definitely arguments for the use of the stoicheically-appropriate letters (ΧΦΞΘ) over the others, or the isopsephically-appropriate ones (ΒΔΗΘ), or the transliterated Arabic ones (ΒΖΔΗ).  In a more Mathēsis-pure approach, I’d probably go with the stoicheic letters, but in this particular case, I’d recommend most the transliterated Arabic ones, because that set of letters ties this energy practice closest to the original geomantic technique.  I suppose experimentation would show which is best, but I’m most comfortable sticking with the BZDH technique.

However, even using the BZDH technique as a foundation for this, an interestingly extensible system of syllables can also be devised where the BZDH technique of using different consonants is mixed with using Greek vowels that were similar enough in element to those four consonants.  For this mashup, I used my Mathēsis understanding of the planets and their positions on the mathētic Tetractys or the planetary arrangement for the geomantic figures to get vowels for the elements, and settled on using Iōta (Sun) for Fire, Upsilon (Jupiter) for Air, Ēta (Venus) for Water, and Alpha (Moon) for Earth.  Though Mars would be more appropriate for Fire and Saturn for Earth, their corresponding vowels are Omicron and Ōmega, which may not be distinct enough for this purpose, as I feel like it should be, so I made a sufficiently-acceptable substitution to use the Sun for Fire instead of Mars, and the Moon for Earth instead of Saturn.

What’s nice about combining the BZDH technique with the planetary vowels is that we can mix and match both systems and, using our system of primary and secondary elements of the figures, get a distinct epode not only for the four elements but also for each of the sixteen geomantic figures, which can be extraordinarily useful in its own right for other magical and meditative purposes.  (And here I thought that little innovation of mine was no more than “a few sprinkles on the icing of the cake of Western geomancy” when it’s come in use time and time again!)  So, let’s see about making such a full system for all sixteen figures using the three competing Greek systems (Transliterated ΒΖΔΗ, Isopsephic ΒΔΗΘ, Stoicheic ΧΦΞΘ):

Transliterated ΒΖΔΗ System
Primary Element
Fire Air Water Earth
Secondary
Element
Fire ΒΙ
BI
Laetitia
ΖΙ
ZI
Puer
ΔΙ
DI
Puella

HI
Carcer
Air ΒΥ
BU
Fortuna Minor
ΖΥ
ZU
Rubeus
ΔΥ
DU
Via

HU
Caput Draconis
Water ΒΗ

Amissio
ΖΗ

Coniunctio
ΔΗ

Albus


Fortuna Maior
Earth ΒΑ
BA
Cauda Draconis
ΖΑ
ZA
Acquisitio
ΔΑ
DA
Populus

HA
Tristitia
Isopsephic ΒΔΗΘ System
Primary Element
Fire Air Water Earth
Secondary
Element
Fire ΒΙ
BI
Laetitia
ΔΙ
DI
Puer

HI
Puella
ΘΙ
THI
Carcer
Air ΒΥ
BU
Fortuna Minor
ΔΥ
DU
Rubeus

HU
Via
ΘΥ
THU
Caput Draconis
Water ΒΗ

Amissio
ΔΗ

Coniunctio


Albus
ΘΗ
THĒ
Fortuna Maior
Earth ΒΑ
BA
Cauda Draconis
ΔΑ
DA
Acquisitio

HA
Populus
ΘΑ
THA
Tristitia
Stoicheic ΧΦΞΘ System using Vague Elemental Vowels
Primary Element
Fire Air Water Earth
Secondary
Element
Fire ΧΙ
KHI
Laetitia
ΦΙ
PHI
Puer
ΞΙ
KSI
Puella
ΘΙ
THI
Carcer
Air ΧΥ
KHU
Fortuna Minor
ΦΥ
PHU
Rubeus
ΞΥ
KSU
Via
ΘΥ
THU
Caput Draconis
Water ΧΗ
KHĒ
Amissio
ΦΗ
PHĒ
Coniunctio
ΞΗ
KSĒ
Albus
ΘΗ
THĒ
Fortuna Maior
Earth ΧΑ
KHA
Cauda Draconis
ΦΑ
PHA
Acquisitio
ΞΑ
KSA
Populus
ΘΑ
THA
Tristitia

Note that in the ΧΦΞΘ system below, instead of using Iōta for Fire and Alpha for Earth (as given in the “vague elemental vowels” table immediately above), I went with Omicron for Fire and Ōmega for Earth because, well, if we’re going to go all the way and stick solely to using stoicheically-appropriate consonants, it makes sense to follow through and stick to using the most precisely, stoicheically-appropriate vowels. However, it breaks with the other systems here, so while this is perhaps the most suited to a pure Mathēsis or purely-Western approach, it doesn’t fit with any of the others and it makes a total break with any BZDH system we have.  Additionally, the similarity between Omicron and Ōmega here can cause some confusion and difficulty for those who aren’t precise with their pronunciations, even if the system is precisely correct as far as stoicheia goes.

Stoicheic ΧΦΞΘ System using Exact Elemental Vowels
Primary Element
Fire Air Water Earth
Secondary
Element
Fire ΧΟ
KHO
Laetitia
ΦΟ
PHO
Puer
ΞΟ
KSO
Puella
ΘΟ
THO
Carcer
Air ΧΥ
KHU
Fortuna Minor
ΦΥ
PHU
Rubeus
ΞΥ
KSU
Via
ΘΥ
THU
Caput Draconis
Water ΧΗ
KHĒ
Amissio
ΦΗ
PHĒ
Coniunctio
ΞΗ
KSĒ
Albus
ΘΗ
THĒ
Fortuna Maior
Earth ΧΩ
KHŌ
Cauda Draconis
ΦΩ
PHŌ
Acquisitio
ΞΩ
KSŌ
Populus
ΘΩ
THŌ
Tristitia

deep breath

Okay.  So, that’s all a lot of tables and lists and examples and options to pick from, all of which are nice and all, but where does that leave us?

What we wanted to come up with was a set of four simple intonable syllables—our “epodes”—to work with the four classical elements of Fire, Air, Water, and Earth, much as how we have the seven Greek vowels to work with the seven traditional planets.  While a straightforward option would be to simply intone the words for the elements themselves, we can use an obscure geomantic technique that gives us four consonants to reflect the four elements, which we can then intone by adding a vowel to it.  However, we can make variants of this system based on how far we want to take the logic of why we have those four consonants to begin with, even going so far as to come up with a set of sixteen epodes for each of the geomantic figures.  These geomantic epodes work within the same overall system because the geomantic figures are compositions of the four elements, and the figures Laetitia, Rubeus, Albus, and Tristitia are the geomantic figures that represent single elements unmixed with any other, which is a fact I’ve been able to use before for coming up with gestures for the four elements using the same logic.

Now, because of all the possibilities of what script to use (Arabic, Greek, Roman), what consonants to use (BZDH or the script-appropriate variants based on numerical order within that script’s alphabet), and what vowels to use (the “ah” sound, Ēta for Greek variants, or using stoicheically-appropriate vowels based on the planetary affinities towards the elements), we end up with quite a few different options for our elemental epodes:

Fire Air Water Earth
Words Arabic نار
nar
هواء
hawa’
ماء
ma’
تراب
turab
Greek πῦρ
pũr
ἀήρ
aḗr
ὕδωρ
húdōr
γῆ
gē̃
Latin ignis aer aqua terra
ΙΑΩ Names ΧΙΑΩΧ
khiaōkh
ΦΙΑΩΦ
phiaōph
ΞΙΑΩΞ
ksiaōks
ΘΙΑΩΘ
thiaōth
Transliterated Arabic با
زا
دا
حا
ḥā
Greek
Ēta
ΒΗ
ΖΗ
ΔΗ

Greek
Alpha
ΒΑ
ba
ΖΑ
za
ΔΑ
da

ha
Roman BA ZA DA A
Isopsephic Greek
Ēta
ΒΗ
ΔΗ

ΘH
thē
Greek
Alpha
ΒΑ
ba
ΔΑ
da

ha
ΘΑ
tha
Roman BA DA GA HA
Hybrid Transliterated ΒΙ
bi
ΖΥ
zu
ΔΗ

ha
Isopsephic ΒΙ
bi
ΔΥ
du

ΘΑ
tha
Mathēsis Natural
Vowels
ΧΕΙ
khei
ΦΕΙ
phei
ΞΕΙ
ksei
ΘΗ
thē
Vague
Vowels
ΧΙ
khi
ΦΥ
phu
ΞΗ
ksē
ΘΑ
tha
Exact
Vowels
ΧΟ
kho
ΦΥ
phu
ΞΗ
ksē
ΘΩ
thō

See now why I had to break all this out into its own separate post?

Originally, I was using the ΙΑΩ-based epodes, but I never really liked them, especially compared to all the other elegant options we have now based on the BZDH technique or its variants.  Of course, we have quite a few options now, and there are plenty of arguments for and against each one.  Here’s what I recommend based on your specific approach:

  • If you’re using a strict Arabic or classically “pure” geomantic system apart from planetary or other concerns and want to stick to the root of geomancy as much as possible, despite any other advantages out there from the other systems, use the Transliterated BZDH system, most preferably the Arabic system (bā/zā/dā/ḥā) or the Greek-Alpha system (ΒΑ/ΖΑ/ΔΑ/Ἁ), depending on how good your pronunciation skills at pharyngeal consonants are.
  • If you’re using a purely Greek system that wants to use the advantages of the stoicheia of the Greek alphabet as much as possible, use the Mathēsis system with exact vowels (ΧΟ/ΦΥ/ΞΗ/ΘΩ).
  • If you’re a general Western geomancer with no particular leanings towards or against any particular niche, use the Hybrid system with transliterated consonants (ΒΙ/ΖΥ/ΔΗ/Ἁ).  This would be considered the middle approach between the two extremes of “original root source” and “Mathēsis-only stoicheia please”, and is probably appropriate for the largest number of people given its ease of use and pronunciation.

Likewise, for the use of the geomantic epodes:

  • If you want a more general use, go with the Transliterated ΒΖΔΗ System.
  • If you want a specialized mathētic use, go with the Stoicheic ΧΦΞΘ System with exact vowels.

Of course, given all the options above, there’s plenty of room for experimentation, and I’m sure one could extend the logic of the BZDH system (whether through transliteration, isopsephy, or stoicheia) even further and combining it with other vowel systems to come up with more options, or there would be still other ways to come up with elemental epodes (and maybe even geomantic epodes, as well) that aren’t based on the BZDH or ΧΦΞΘ systems!  As with so much else with geomantic magic, there’s so much to experiment and toy with, because it’s such a fertile and unexplored field of occult practice, so if you want to experiment with these or if you have other systems you use, I’d love to hear about them in the comments!

On Sounds and Silences

In preparation for some more mathetic exploration, I took another look at the Tetractys and how I want to approach the exploration of paths.  To refresh your memory, dear reader, this is my version of the Tetractys, a kind of Pythagorean “Tree of Life”, with Greek letters forming the 24 οδοι between the ten σφαιραι that collectively compromise the ten Hermetic realms.

alchemical_planetary_tetractys_gnosis_paths

Any particular path will connect two particular spheres.  As mentioned an age ago, I separated out the 24 paths into two sets of twelve paths: the Gnosis Schema and the Agnosis Schema.  The Gnosis Schema connects all ten spheres in a cyclical manner, starting with the Sphere of Mercury and returning back to it multiple times.  We start at Mercury, continue down to Jupiter, then to Mars, then to the Sun, then back to Mercury, then to the Moon, and so forth.  This was the foundation for the assignment of letters to these paths, and each path in this order has the letter that corresponds to each of the twelve Zodiac signs.

alchemical_planetary_tetractys_paths_circuit1

Having the letters for the paths is good, since given we have several techniques to meditate on the power of individual letters.  However, even if we have means to access the powers of the paths, what might I do to access the powers of the spheres themselves in a similar fashion?  The paths lead to the spheres, but how do I embrace the spheres?  My instinct would be to use meditation on the seven vowels that correspond to the seven planets, but that only works for the lower seven of the spheres that correspond to the seven planets.

In the subfield of linguistics known as phonology, there are different ways to categorize a vowel.  A vowel can be produced in the front, middle, or back of the mouth; it can be produced with the tongue elevated or lowered; it can be produced with the lips rounded or unrounded.  A specific diagram is often used, known as the vowel trapezium, that illustrates the different vowels used for a given language, such as the one below for standard Californian English.  The more to the left a vowel is, the closer the tongue is towards the front; the more to the right, the closer the tongue is towards the back; the higher, the more closed the mouth is; the lower, the more open the mouth is.

California_English_vowel_chart.svg

Using Ancient Greek phonology, which is what I prefer for ritual, the resulting scheme that demonstrates (roughly, per Wikipedia) what the vowel qualities are for the seven Greek vowels:

Front Back
unrounded rounded
Close Ι Υ
Close-mid Ο
Middle Ε
Open-mid Η Ω
Open Α

Take a look at how these vowels are associated with the planets on the Tetractys.  We’ve previously grouped the ten spheres into three groups: the Hot Initiatory Cycle (Mercury, Jupiter, Mars, Sun), the Cold Initiatory Cycle (Mercury, Moon, Saturn, Venus), and the Cosmic Initiatory Cycle (Mercury, Stars, Monad, Earth).  If we look at the Hot and Cold cycles, we can separate the vowels like this:

  • Hot: Ε, Υ, Ο, Ι
  • Cold: Ε, Α, Ω, Η

The Hot vowels are all middle-to-closed vowels (formed by the tongue in the middle of the mouth raised upward to the roof), while the Cold vowels are all middle-to-open (formed by the tongue in the middle of the mouth lowered down to the floor).  The vowel Ε, representing Mercury in the middle of the Tetractys, is fittingly part of both cycles as well as the only true middle or neutral vowel formed in the mouth.  Additionally, the most extreme closed vowel is Ι, representing the Sun which “descends” into Jupiter and Mars according to the Tetractys, and the most extreme open vowel is Α, representing the Moon which “descends” into Saturn and Venus.  Ε, the vowel of Mercury, “descends” into Venus and Jupiter, the vowels of which are less extreme and more moderated in the mouth than the vowels of Saturn and Mars.  The sync between the vowel qualities and the placement of the spheres of heaven on the Tetractys forms a neat little match.

This leaves three spheres that have no such sounds for the heavens: the Fixed Stars, the Earth, and the Monad.  These are the spheres that comprise the Cosmic cycle, which stars with Mercury and thus the vowel Ε, but there are no vowels for these last three spheres.  I’m still wrapping my head around this, and this is all as yet purely theoretical, but it would make sense that these spheres have no sound.  These are spheres of silence, but they’re different spheres, and thus should have different resonances, different “sounds” of silence.  Silence is a simple word, but like the word “love”, I think that it would be fitting to think of different kinds of silence that the word itself may not clearly delineate.  Bear with me a bit through this.

The sphere of the Earth (leading up to Mercury) is the sphere of terrestrial, pregnant silence.  This is the tension in the air you feel before a conversation, the feeling of blood pulsing through your veins, the breath entering in and exiting from the lungs, the whisper of wind coursing through the skies, the currents of water under the ocean, the flame combusting on clean fuel.  This is the silence that is an absence of communication but is always surrounded and punctuated by it.  This is the silence you hear everywhere there is life, the silence of potential, the silence of worldly presence without which there cannot be action.  This is the silence that gives way to speech and necessitates it in order to be produced again.  This is the silence of the womb whence we come and the silence of the tomb whither we go.

The sphere of the Stars (leading away from Mercury) is the sphere of heavenly, holy silence.  This is the Hymns of Silence, the infinite chorus sung outside the hearing of those who live, the deafening silence that ascends and descends that backs up all cosmic travel and all magical work, the sound behind any sound.  This is the silence of communion, of ritual, of connection without bodies.  This is the silence of activity, the silence of divine power, the silence of initiation.  This is the silence that precludes the need for sound and overrides any song sung, tale told, or speech spoken.  This is the eternal silence underlying all things that exist, both sounding-board and root of sound for all that becomes, all that is, all that was, and all that might be.

One way to think of the difference between these two kinds of silence is to reflect upon how we recognize something meant when we hear it.  When we hear a word we understand, we have the spoken sound of it, but then we also have the known meaning of it.  We cannot directly hear meaning, but it is borne into us by the sound of the word.  The meaning is always forever in our mind, even if it is not always at the forefront of our minds; conversely, the sound can always be made, but is not the only sound we make nor is it a sound that continues forever.  A meaning cannot be communicated to another without it being spoken aloud, and a word that is not understood does not communicate meaning.  In this case, meaning is like the silence of the Stars: it is always there, but must be known before being understood or used in any way; likewise, word is like the silence of the Earth: it must be made, though it cannot be made forever without something else interrupting it, and it can only be made once per instance.

That just leaves the silence of the Monad.

The sphere of the Monad (between the spheres of the Stars and of the Earth) is…well, this is a little tricky.  This is a silence beyond silence.  This is a place beyond places.  This is a sound beyond sounds.  And it is none of these things.  The Monad is, in a word, God, beyond all duality and all manifestation, beyond all potential and all action.  This silence is ineffable, the holy presence itself that contains all information intelligible and unintelligible, all knowledge knowable and unknowable.  This is the place from which sounds and silences both come.  This is a thing beyond understanding, describing, or talking, so perhaps it is best to keep my own silence on this matter.

Towards a Greek Kabbalah: Meditating on the Greek Letters

So, if the gods reveal themselves by signs and omens, and those signs are the basis of the Greek letters, then the gods reveal themselves by means of the Greek letters.  This isn’t that big a stretch; after all, there is grammatomancy, that awesome divination system (which I strongly recommend buying the ebook I put out for it for more information on the Greek letters in magic, hint hint) where the Greek letters themselves are messages.  Plus, the Greek letters are also associated with number, which is the foundation for the creation of the cosmos according to Pythagoras, so if the gods didn’t make the universe by means of the Greek letters, then the Greek letters can certainly indicate how they did so by means of number.  Even if we don’t worship the gods or engage in explicit theurgy (which we really should be doing anyway), even coming to a deep understanding of the Greek letters themselves, on their own terms, as their own entities, will still help us achieve a deep understanding of the cosmos approximating or equalling a full theurgic understanding of the cosmos.

The question then becomes “how should we go about understanding the Greek letters”?  Well, let’s say that there are four parts to a letter:

  1. Name, the word by which we refer to a letter, such as “alpha”, “beta”, etc.
  2. Glyph, the graphical sign that refers to a letter, such as Α/α, Β/β, etc.
  3. Sound, the sound the letter produces, such as [a], [b], etc. (Knowing IPA is helpful for this part.)
  4. Meaning, the occult and esoteric meaning of the letter

The first three parts are fairly straightforward, barring regional and temporal variants in the Greek script.  For the purposes of kampala, I’m going to be using what’s been considered the Greek alphabet in use for the past 2400 years, the classical Ionian script, adopted by the archon Eucleides in 403 BC in Athens and quickly standardized across the rest of Greece shortly thereafter.  This script has the 24 letters of the Greek alphabet we’re all familiar with in the same forms we’re all familiar with, and has been roughly unchanged since their adoption.  Their pronunciation has shifted slightly in accordance with basic phonological laws over the millennia, but this is to be expected and isn’t that great an issue.

So, with that, let’s take a look at the Greek alphabet.  There are 24 letters, which are:

Letter Name Sound
Greek Roman Greek English Classical Modern
Α A αλφα alpha a, aː a
Β B βητα bēta b v
Γ G γαμμα gamma g ɣ ~ ʝ
Δ D δελτα delta d ð
Ε E εψιλον epsilon e e
Ζ Z ζητα zēta zd, dz, z z
Η Ē ητα ēta ɛː i
Θ TH θητα thēta θ
Ι I ιωτα iōta i, iː i
Κ K καππα kappa k k, c
Λ L λαμβδα lambda l l, ʎ
Μ M μυ mu m m
Ν N νυ nu n n
Ξ X ξει xi ks ks
Ο O ομικρον omicron o o
Π P πει pi p p
Ρ R ρω rhō r r
Σ S σιγμα sigma s s
Τ T ταυ tau t t
Υ U, Y υψιλον upsilon y, yː i, f ~ v
Φ PH, F φει phi f
Χ KH, CH χει chi χ ~ ç
Ψ PS ψει psi ps ps
Ω Ō ωμεγα ōmega ɔː p

Note that some of the English names for the Greek letters simplify the vowels a bit, such that Π is “pi” in English, not the more accurate classical “pei”, though in Modern Greek it’s “pi”.  Also, where there’re different possible ways to write the letter out, those are given in the table; for instance, Χ can be written as “ch” or “kh” (I prefer the latter, personally).

The thing about the number 24 is that it has a lot of factors and a lot of ways to be split up or multiplied by equally convenient numbers, which makes it mathematically appealing; for instance, 24 × 15 = 360, or 4 × 6 = 24.  Since there are 24 Greek letters, there are different ways to split them up in different ways.  I personally prefer a 7/12/5 schema: seven vowels, twelve “simple” consonants (which themselves are broken into seven stop and five continuing consonants), and five “complex” consonants.  This schema has important symbolic meaning, but let’s focus on the phonetic parts for now:

  • The seven vowels (letters that produce a clear vocal sound) are pretty straightforward: Α, Ε, Η, Ι, Ο, Υ, Ω
  • Simple stop consonants are those which are produced from one action in the mouth and stop the airflow completely: Β, Γ, Δ, Κ, Π, Τ
  • Simple continuing consonants are those which are produced from one action in the mouth but can be vocally continued: Ζ, Λ, Μ, Ν, Ρ
  • Complex consonants are those which are produced from two actions in the mouth: Θ, Ξ, Φ, Χ, Ψ

Pronouncing the vowels can be a little tricky for some people, but it’s still easy.  Alpha, Epsilon, Iōta, and Omicron produce the same sounds you’d expect in English: “ah”, “eh”, “ee”, “oh”.  Upsilon is a little tricky; it’s like the combination of “ee” and “oo”, but a good example of the sound is the French “u” or German “ü”.  Ēta and Ōmega, to make the distinction simple, is that they were lengthened versions of Epsilon and Omicron.  I don’t mean that the sound changed (though it did in later varieties of Greek) except in how long you pronounced it.  So an Epsilon is “eh”, and Ēta is “ehhhh”.  That’s really basically it, though it ended up where Ēta had a sound only slightly closer to “ei” (between “bed” and “bait”) than “eh”, and Ōmega was more like a deeper “auh” (“thought”) than “oh”.

As for consonants, when I say “simple” versus “complex”, compare Tau and Thēta.  They both classically made a “t” sound, but the difference was that Tau was a simple unaspirated and nonbreathy “t”, while Thēta produced an aspirated (breathy) “t”.  It’s the difference between “water” (a nonbreathy “t”) and “tin” (a breathy “t”).  Thēta, Phi, and Khi are all aspirated, while their unaspirated versions are Tau, Pi, and Kappa.  The other complex letters, Xi and Psi, are combinations of two simple consonants: Kappa and Sigma for Xi, and Pi and Sigma for Psi.  The other simple consonants are pronounced the same way you’d pronounce them in English, bearing in mind the difference between aspirated and unaspirated consonants (try being aware of when you’re producing a breathy sound in the future).

Why am I spending so much time over the basics of Greek pronunciation?  Because this is going to be key for understanding the meaning of the letters in a meditative and contemplative way.  Sure, the letters have their own symbolism based on their shape and meaning, which we’ll talk about more another time, but I want to offer a method to meditate on the letters by means of their sounds.  This is similar to the use of seed syllables in varieties of Tantric Buddhism and Hinduism, as well as the use of speaking certain names of God with different vowels in Jewish kabbalah.  By truly, deeply vibrating, intoning, and focusing all of the body and mind on pronouncing the sounds of the Greek letters, we attune ourselves to them and begin to open up deeper mysteries of the letters.  However, there are many different ways to start this, so I propose the following methods:

For vowels:

  1. Intoning a single vowel.  Example: ΑΑΑΑΑΑ
  2. Intoning a sequence of vowels with a breath between each.  Example: ΑΑΑΑΑΑ   ΕΕΕΕΕΕ
  3. Intoning a sequence of vowels once.  Example: ΑΑΑΑΑΑΕΕΕΕΕΕ
  4. Intoning a sequence of vowels, cycling through the vowels themselves.  Example: ΑΑΑΕΕΕΑΑΑΕΕΕ
  5. Any of the above at different vocal pitches, such as at a high pitch then a low pitch

For  simple stop consonants:

  1. Making the consonant once, breathing out afterwards.  Example: B
  2. Making the consonant multiple times within a single breath with no sound.  Example: B B B B B
  3. Making the consonant multiple times within a single breath with an unstressed vowel.  Example: B B B B B (buh buh buh buh buh)

For simple continuing consonants:

  1. Making the consonant once, breathing out afterwards.  Example: Λ
  2. Making the consonant once, prolonging it within a single breath.  Example: ΛΛΛΛΛΛΛ
  3. Making the consonant multiple times within a single breath.  Example: Λ Λ Λ Λ Λ Λ
  4. Making the consonant multiple times over several breaths, continuing it on a single breath.  Example: ΛΛΛ ΛΛΛ ΛΛΛ ΛΛΛΛ
  5. Any of the above at different vocal pitches, such as at a high pitch then a low pitch

For a complex consonant, any of the making the consonant once but prolonging the complexity.  Example, ΞΣΣΣΣΣΣΣ, or Θ breathing out completely.  The other simple continuing consonant meditations should also be done with these, as well.

For vowels and consonants:

  1. Making the consonant with one vowel to prolong it.  Example: ΒΑΑΑΑΑΑΑ
  2. Making the consonant several times with different vowels with a breath between each.  Example: ΒΑΑΑΑΑΑ ΒΕΕΕΕΕΕΕ ΒΗΗΗΗΗΗΗ
  3. Making the consonant several times with different vowels within a single breath.  Example: ΒΑΑΑΒΕΕΕΒΗΗΗ
  4. For simple continuing consonants or complex consonants, prolonging the consonant followed by the vowel.  Example: ΞΣΣΣΣΣΑΑΑΑ or Θ…ΑΑΑΑ (exhaling halfway before making the vowel with a weak unstressed vowel, like “t-hhhuhhh-ahhh”)
  5. Any of the above with vowels coming to a stop with a consonant with no sound following.  Example: ΑΑΑΑΑΑΒ
  6. Any of the above with vowels coming to a stop with a consonant with an unstressed vowel following.  Example: ΑΑΑΑΑΑΒ (ahhhhhbuh)
  7. Any of the above at different vocal pitches, such as at a high pitch then a low pitch

And, perhaps it’s understated, but even intoning the name of a single letter (e.g. “ΑΛΦΑ”) is worthwhile, too, and I’d consider it to be the most complex of these basic meditative exercises.  Once one becomes comfortable with all the meditations on all the letters (and a good combination of consonants and vowels), the next logical step is to meditate on whole words in the same way.  This method produces mantras out of each and every letter in the Greek alphabet, as well as every combination of them, in a variety of ways to acclimate one to their pronunciation and use later in the study of kampala.  At the beginning, it might be preferred to use combinations of vowels and consonants in order (so alpha-bēta, alpha-gamma, alpha-delta, etc.) before jumping around the alphabet.

While pronouncing the letter, it also helps to give the mind something to focus on; I suggest the shape of the letter itself.  Either the capital or lowercase letter could be used; for the purposes of kampala, they’re treated the same, though all analyses are given based on the capital letter.  Visualizing the letter itself is simple, since none of the letters are particularly complex glyphs, and visualization exercises abound on the Internet.  As you breath in, let the mind clear; as the letter is pronounced, let the letter shine brightly in the mind; as the letter’s sound goes away or is breathed out, let the letter dim until only an afterimage or thought-echo is left in the mind until the breath is emptied out.

How much time should be spent on this?  As with anything, as much as you want to, and as much as you can.  I personally find it useful to sync up daily letter meditations, doing different letters and letter combinations based on the grammatomantic letter of the day of the lunar month, so I meditate on Kappa on Kappa-day, Omicron on Omicron-day, and so forth.  (I’ll be making increasing use of that grammatomantic lunar calendar throughout this kampala project, since it spreads things out nicely and regularly for me.)  This is a good way to get introduced to basic meditation on the letters, but you’ll notice that we haven’t talked about the meaning of the letters yet at all.  That’s coming up soon, and it’ll give us more things to meditate on when we do letter meditation in the future, but for now, keep it basic and get busy, since now we begin working our way into the emerging mysteries of kampala.