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The Book Of Thoth (Crowley)
''The Book of Thoth: A Short Essay on the Tarot of the Egyptians'' is the title of ''The Equinox'', volume III, number 5, by English occult writer Aleister Crowley. The publication date is recorded as the vernal equinox of 1944 (an Ixviii Sol in 0° 0' 0" Aries, March 21, 1944 e. v. 5:29 p.m.) and was originally published in an edition limited to 200 numbered and signed copies. Overview ''The Book of Thoth'' explores the symbolism, philosophy, and practical use of the ''Thoth Tarot'', a deck conceived by occultist Aleister Crowley and painted by Lady Frieda Harris between 1938 and 1943. The deck draws upon a wide range of esoteric systems, including ceremonial magic, astrology, alchemy, the Book of Thoth in Egyptian mythology, and the religious philosophy of Thelema, which Crowley founded. Known for its rich symbolic complexity and integration of Hermetic Qabalah, the ''Thoth Tarot'' has become a cornerstone in the study of Western esotericism and is especially valued amon ...
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The Equinox
''The Equinox'' (subtitle: ''The Review of Scientific Illuminism'') is a periodical that serves as the official organ of the A∴A∴, a magical order founded by Aleister Crowley (although material is often of import to its sister organization, Ordo Templi Orientis). Begun in 1909, it mainly features articles about occultism and magick, while several issues also contained poetry, fiction, plays, artwork, and biographies. The most recent issue was published in 1998. Publication history ''The Equinox'' appeared semiannually from the years 1909 through 1913. Volume II was never published, and vol. III:1 was the last in the regular serialized publications. After that, editions of the ''Equinox'' were published irregularly by various organizations and are best known by their book titles. All issues after III:5 were edited and released after Crowley's death in 1947. * Vol. I, #1: Spring 1909. Simpkin, Marshall, Hamilton, Kent & Co., Ltd. * Vol. I, #2: Autumn 1909. Simpkin, Marshall, Ha ...
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Moroccan Leather
Morocco leather (also known as Levant, the French Maroquin, Turkey, or German Saffian from Safi, a Moroccan town famous for leather) is a vegetable-tanned leather known for its softness, pliability, and ability to take color. It has been widely used in the manufacture of gloves and the uppers of ladies' shoes and men's low cut shoes, but is commonly associated with wallets, linings for fine luggage, and bookbindings. Despite its name, Morocco was typically not the original source of the leather. Some of the highest quality Morocco leather, usually goat skin, used in book binding was sourced from Northern Nigeria (particularly from the Hausa city-states of Kano, Katsina, and Zazzau) and Anatolia (modern day Turkey). First known production of morocco leather is attributed to pre-11th century Moors, in which alum tanned morocco leather was stained pink. While it was not common in England and in more northern parts of Europe until the 17th century, it has been established that Mo ...
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Weiser Books
Red Wheel/Weiser, also known in different periods in its history as RedWheel/Weiser/Conari and Samuel Weiser, Inc., is a book publisher with three imprint (trade name), imprints: Red Wheel, Weiser Books and Conari Books. It is America's second-largest publisher of occult and New Age books, behind Llewellyn Worldwide, and is also one of the oldest American publishers to concentrate exclusively on that genre. It publishes on average 60-75 new titles per year and maintains a large backlist, partly of books that it originally published, and partly of older public domain rare occult books. Imprints Weiser Books This main imprint is also the oldest. It was founded as ''Samuel Weiser, Inc.'' in 1956, a time when few other publishers were willing to tackle occult subjects, and was originally an offshoot of the New York City retailer, Weiser Antiquarian Books. This imprint publishes the backlist and continues to acquire books on occultism, astrology, esoteric subjects, Eastern religions, ...
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Karl Germer
Karl Johannes Germer (22 January 1885 – 25 October 1962), also known as Frater Saturnus, was a German and American businessman and occultist. He served as the United States representative of Ordo Templi Orientis, and on the death of Aleister Crowley became his successor as the Outer Head of the Order (OHO) until his death in 1962. He founded the Thelema Publishing Company and published several of Crowley's books after his death. He was born in Elberfeld, Germany and died in West Point, California. Early life Germer studied in a university, worked as a military intelligence officer in the First World War and received first and second class Iron Crosses for his service. In 1923 he sold his Vienna property and founded the publishing house Pansophia Verlag in Munich. Germer stayed with his first wife at the Abbey of Thelema from the beginning of January until February 1926. First visit to the United States: 1926–1935 In 1926, Germer got married for the second time and t ...
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Aleister Crowley Bibliography
Aleister Crowley (12 October 1875 – 1 December 1947) was an English writer, not only on the topic of Thelema and magick, but also on philosophy, politics, and culture. He was a published poet and playwright and left behind many personal letters and daily journal entries. Most of Crowley's published works entered the public domain in 2018. 1875–1947 Crowley published the following books during his lifetime: * * * * * * * * 3 vols. First publication of Liber L vel Legis in v. III. * * * * * * * * * * * * * Boston: E. P. Dutton. 1923. * * * 2 vols. * * * * * * Posthumous editions (1947–present) Books The following is a list of notable editions published after Crowley's death: ;1950s * With an introduction by Israel Regardie. * * ;1960s * * * * ;1970s * * * * * * * * * 13 vols. * * * * * * * * ;1980s * * * * * ;1990s * * * * * * * * * * * * ;2000s * * Poetry ; Gordon Press collection, 13 vols. # # # # # # # # # # # ...
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Samuel Weiser
Weiser Antiquarian Books is the oldest occult bookstore in the United States. It specialises in books on Aleister Crowley and his circle, magic, mysticism, eastern religions and alternative spirituality. Its earlier New York incarnation, The Weiser Bookshop, was described by Leslie A. Shepherd as "perhaps the most famous occult bookstore in the U.S." Early years The original Samuel Weiser Bookstore was started in New York City's famous " Book Row" area by Samuel Weiser in 1926. It moved several times within the "Book Row" before relocating to 117 4th Avenue, where it remained for a number of decades. To start with, Samuel Weiser Books sold general used books but placed special emphasis on the occult and comparative religion. In 1949, Samuel Weiser was joined by his brother Ben who had worked with him for a few years in the 1930s. Throughout the 1950s and 1960s, they increased Weiser Books' specialist focus on the occult at a time when many bookstores refused to handle such subject ...
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Sephirot
Sefirot (; , plural of ), meaning '' emanations'', are the 10 attributes/emanations in Kabbalah, through which Ein Sof ("infinite space") reveals itself and continuously creates both the physical realm and the seder hishtalshelut (the chained descent of the metaphysical Four Worlds). The term is alternatively transliterated into English as ''sephirot/sephiroth'', singular ''sefira/sephirah''. As revelations of the creator's will (, ''rāṣon''), the sefirot should not be understood as ten gods, but rather as ten different channels through which the one God reveals His will. In later Jewish literature, the ten sefirot refer either to the ten manifestations of God; the ten powers or faculties of the soul; or the ten structural forces of nature. Alternative configurations of the sefirot are interpreted by various schools in the historical evolution of Kabbalah, with each articulating differing spiritual aspects. The tradition of enumerating 10 is stated in the ''Sefer Yetzirah ...
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I Ching
The ''I Ching'' or ''Yijing'' ( ), usually translated ''Book of Changes'' or ''Classic of Changes'', is an ancient Chinese divination text that is among the oldest of the Chinese classics. The ''I Ching'' was originally a divination manual in the Western Zhou period (1000–750 BC). Over the course of the Warring States period, Warring States and early imperial periods (500–200 BC), it transformed into a Religious cosmology, cosmological text with a series of philosophical commentaries known as the Ten Wings. After becoming part of the Chinese Five Classics in the 2nd century BC, the ''I Ching'' was the basis for divination practice for centuries across the Far East and was the subject of scholarly commentary. Between the 18th and 20th centuries, it took on an influential role in Western understanding of East Asian philosophical thought. As a divination text, the ''I Ching'' is used for a Chinese form of cleromancy known as I Ching divination, ''I Ching'' div ...
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Ba Gua
The ''bagua'' ( zh, c=八卦, p=bāguà, l=eight trigrams) is a set of symbols from China intended to illustrate the nature of reality as being composed of mutually opposing forces reinforcing one another. ''Bagua'' is a group of trigrams—composed of three lines, each either "broken" or "unbroken", which represent yin and yang, respectively. Each line having two possible states allows for a total of 23 = 8 trigrams, whose early enumeration and characterization in China has had an effect on the history of Chinese philosophy and Chinese cosmology, cosmology. The trigrams are related to the divination practice as described within the ''I Ching'' and practiced as part of the Chinese theology#Shang–Zhou theology, Shang and Zhou state religion, as well as with the concepts of ''Taiji (philosophy), taiji'' and the Wuxing (Chinese philosophy), five elements within traditional Chinese metaphysics. The trigrams have correspondences in astronomy, divination, meditation, astrology, geo ...
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Mathematics
Mathematics is a field of study that discovers and organizes methods, Mathematical theory, theories and theorems that are developed and Mathematical proof, proved for the needs of empirical sciences and mathematics itself. There are many areas of mathematics, which include number theory (the study of numbers), algebra (the study of formulas and related structures), geometry (the study of shapes and spaces that contain them), Mathematical analysis, analysis (the study of continuous changes), and set theory (presently used as a foundation for all mathematics). Mathematics involves the description and manipulation of mathematical object, abstract objects that consist of either abstraction (mathematics), abstractions from nature orin modern mathematicspurely abstract entities that are stipulated to have certain properties, called axioms. Mathematics uses pure reason to proof (mathematics), prove properties of objects, a ''proof'' consisting of a succession of applications of in ...
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Conic Section
A conic section, conic or a quadratic curve is a curve obtained from a cone's surface intersecting a plane. The three types of conic section are the hyperbola, the parabola, and the ellipse; the circle is a special case of the ellipse, though it was sometimes considered a fourth type. The ancient Greek mathematicians studied conic sections, culminating around 200 BC with Apollonius of Perga's systematic work on their properties. The conic sections in the Euclidean plane have various distinguishing properties, many of which can be used as alternative definitions. One such property defines a non-circular conic to be the set of those points whose distances to some particular point, called a '' focus'', and some particular line, called a ''directrix'', are in a fixed ratio, called the ''eccentricity''. The type of conic is determined by the value of the eccentricity. In analytic geometry, a conic may be defined as a plane algebraic curve of degree 2; that is, as the ...
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