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A considerable knowledge of metallurgy has been exhibited in a third-century AD text called Arthashastra which provides ingredients of explosives (Agniyoga) and salts extracted from fertile soils and plant remains (Yavakshara) such as saltpetre/nitre, perfume making (different qualities of perfumes are mentioned), granulated (refined) Sugar. Buddhist texts from the 2nd to 5th centuries mention the transmutation of base metals to gold. According to some scholars Greek alchemy may have influenced Indian alchemy but there are no hard evidences to back this claim. The 11th-century Persian chemist and physician Abū Rayhān Bīrūnī, who visited Gujarat as part of the court of Mahmud of Ghazni, reported that they
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Sanskrit alchemical texts include much material on the manipulation of mercury and sulphur, that are homologized with the semen of the god Śiva and the menstrual blood of the goddess Devī. Some early alchemical writings seem to have their origins in the Kaula tantric schools associated to the teachings of the personality of Matsyendranath. Other early writings are found in the Jaina medical treatise Kalyāṇakārakam of Ugrāditya, written in South India in the early 9th century.
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In Sanskrit, rasa translates to "mercury", and Nāgārjuna Siddha was said to have developed a method of converting mercury into gold. Scholarship on Indian alchemy is in the publication of The Alchemical Body by David Gordon White. A modern bibliography on Indian alchemical studies has been written by White.
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Jan Meulenbeld's History of Indian Medical Literature. The discussion of these works in HIML gives a summary of the contents of each work, their special features, and where possible the evidence concerning their dating. Chapter 13 of HIML, Various works on rasaśāstra and ratnaśāstra (or Various works on alchemy and gems) gives brief details of a further 655 (six hundred and fifty-five) treatises. In some cases Meulenbeld gives notes on the contents and authorship of these works; in other cases references are made only to the unpublished manuscripts of these titles.
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Islamic world
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Much more is known about Islamic alchemy because it was better documented: indeed, most of the earlier writings that have come down through the years were preserved as Arabic translations. The word alchemy itself was derived from the Arabic word al-kīmiyā (الكيمياء). The early Islamic world was a melting pot for alchemy. Platonic and Aristotelian thought, which had already been somewhat appropriated into hermetical science, continued to be assimilated during the late 7th and early 8th centuries through Syriac translations and scholarship.
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"path": null }
Paul Kraus, who wrote the standard reference work on Jabir, put it as follows:
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Thus, Jabir theorized, by rearranging the qualities of one metal, a different metal would result. By this reasoning, the search for the philosopher's stone was introduced to Western alchemy. Jabir developed an elaborate numerology whereby the root letters of a substance's name in Arabic, when treated with various transformations, held correspondences to the element's physical properties.
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His original system consisted of seven elements, which included the five classical elements (aether, air, earth, fire, and water) in addition to two chemical elements representing the metals: sulphur, "the stone which burns", which characterized the principle of combustibility, and mercury, which contained the idealized principle of metallic properties. Shortly thereafter, this evolved into eight elements, with the Arabic concept of the three metallic principles: sulphur giving flammability or combustion, mercury giving volatility and stability, and salt giving solidity. The atomic theory of corpuscularianism, where all physical bodies possess an inner and outer layer of minute particles or corpuscles, also has its origins in the work of Jabir.
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In particular, they wrote refutations against the idea of the transmutation of metals. From the 14th century onwards, many materials and practices originally belonging to Indian alchemy (Rasayana) were assimilated in the Persian texts written by Muslim scholars. East Asia
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Other commonalities shared between the two alchemical schools of thought include discrete naming for ingredients and heavy influence from the natural elements. The silk road provided a clear path for the exchange of goods, ideas, ingredients, religion, and many other aspects of life with which alchemy is intertwined.
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The philosopher's stone of European alchemists can be compared to the Grand Elixir of Immortality sought by Chinese alchemists. In the hermetic view, these two goals were not unconnected, and the philosopher's stone was often equated with the universal panacea; therefore, the two traditions may have had more in common than initially appears.
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", 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While Hongjing did not deny the power of alchemical elixirs to grant immortality or provide divine protection, he ultimately the found the Scripture of the Nine Elixirs to be ambiguous and spiritually unfulfilling, aiming to implement more accessible practicing techniques.
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Although those who practiced Neidan prioritized meditation over external alchemical strategies, many of the same elixirs and constituents from previous Daoist alchemical schools of thought continued to be utilized in tandem with meditation. Eternal life remained a consideration for Neidan alchemists, as it was believed that one would become immortal if an inner god were to be immortalized within them through spiritual fulfillment.
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Described in 9th-century texts and used in fireworks in China by the 10th century, it was used in cannons by 1290. From China, the use of gunpowder spread to Japan, the Mongols, the Muslim world, and Europe. Gunpowder was used by the Mongols against the Hungarians in 1241, and in Europe by the 14th century.
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In the early Song dynasty, followers of this Taoist idea (chiefly the elite and upper class) would ingest mercuric sulfide, which, though tolerable in low levels, led many to suicide. Thinking that this consequential death would lead to freedom and access to the Taoist heavens, the ensuing deaths encouraged people to eschew this method of alchemy in favor of external sources (the aforementioned Tai Chi Chuan, mastering of the qi, etc. ) Chinese alchemy was introduced to the West by Obed Simon Johnson. Medieval Europe
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These brought with them many new words to the European vocabulary for which there was no previous Latin equivalent. Alcohol, carboy, elixir, and athanor are examples.
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In the early 13th century, Robert Grosseteste used Abelard's methods of analysis and added the use of observation, experimentation, and conclusions when conducting scientific investigations. Grosseteste also did much work to reconcile Platonic and Aristotelian thinking.
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", 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Likewise, alchemical texts have been attributed to Albert's student Thomas Aquinas.
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", 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In particular, along with Albertus Magnus, he was credited with the forging of a brazen head capable of answering its owner's questions.
528
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By purifying the two parts of man's soul, man could be reunited with God.
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", 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The 14th century saw the Christian imagery of death and resurrection employed in the alchemical texts of Petrus Bonus, John of Rupescissa, and in works written in the name of Raymond Lull and Arnold of Villanova.
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Most of 'his' work was aimed at gathering alchemical knowledge that had existed before him, especially as regarded the philosopher's stone. Through the 14th and 15th centuries, alchemists were much like Flamel: they concentrated on looking for the philosophers' stone. Bernard Trevisan and George Ripley made similar contributions. Their cryptic allusions and symbolism led to wide variations in interpretation of the art.
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Renaissance and early modern Europe During the Renaissance, Hermetic and Platonic foundations were restored to European alchemy. The dawn of medical, pharmaceutical, occult, and entrepreneurial branches of alchemy followed.
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"path": null }
These were previously unavailable to Europeans who for the first time had a full picture of the alchemical theory that Bacon had declared absent. Renaissance Humanism and Renaissance Neoplatonism guided alchemists away from physics to refocus on mankind as the alchemical vessel.
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He was instrumental in spreading this new blend of Hermeticism outside the borders of Italy.
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"path": null }
He took an approach different from those before him, using this analogy not in the manner of soul-purification but in the manner that humans must have certain balances of minerals in their bodies, and that certain illnesses of the body had chemical remedies that could cure them. Iatrochemistry refers to the pharmaceutical applications of alchemy championed by Paracelsus.
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His writing portrayed alchemy as a sort of terrestrial astronomy in line with the Hermetic axiom As above so below. During the 17th century, a short-lived "supernatural" interpretation of alchemy became popular, including support by fellows of the Royal Society: Robert Boyle and Elias Ashmole. Proponents of the supernatural interpretation of alchemy believed that the philosopher's stone might be used to summon and communicate with angels.
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King James IV of Scotland, Julius, Duke of Brunswick-Lüneburg, Henry V, Duke of Brunswick-Lüneburg, Augustus, Elector of Saxony, Julius Echter von Mespelbrunn, and Maurice, Landgrave of Hesse-Kassel all contracted alchemists. John's son Arthur Dee worked as a court physician to Michael I of Russia and Charles I of England but also compiled the alchemical book Fasciculus Chemicus.
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Legitimate mystical and medical alchemists such as Michael Maier and Heinrich Khunrath wrote about fraudulent transmutations, distinguishing themselves from the con artists. False alchemists were sometimes prosecuted for fraud.
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", "path": null }
Their Hermeticism complemented rather than precluded their practical achievements in medicine and science.
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As late as 1781 James Price claimed to have produced a powder that could transmute mercury into silver or gold. Early modern European alchemy continued to exhibit a diversity of theories, practices, and purposes: "Scholastic and anti-Aristotelian, Paracelsian and anti-Paracelsian, Hermetic, Neoplatonic, mechanistic, vitalistic, and more—plus virtually every combination and compromise thereof. "
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Boyle would note the place in which the experiment was carried out, the wind characteristics, the position of the Sun and Moon, and the barometer reading, all just in case they proved to be relevant. This approach eventually led to the founding of modern chemistry in the 18th and 19th centuries, based on revolutionary discoveries and ideas of Lavoisier and John Dalton.
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"path": null }
This move was mostly successful, and the consequences of this continued into the 19th, 20th and 21st centuries.
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The esoteric or occultist school, which arose during the 19th century, held (and continues to hold) the view that the substances and operations mentioned in alchemical literature are to be interpreted in a spiritual sense, and it downplays the role of the alchemy as a practical tradition or protoscience. This interpretation further forwarded the view that alchemy is an art primarily concerned with spiritual enlightenment or illumination, as opposed to the physical manipulation of apparatus and chemicals, and claims that the obscure language of the alchemical texts were an allegorical guise for spiritual, moral or mystical processes.
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Both forwarded a completely esoteric view of alchemy, as Atwood claimed: "No modern art or chemistry, notwithstanding all its surreptitious claims, has any thing in common with Alchemy. " Atwood's work influenced subsequent authors of the occult revival including Eliphas Levi, Arthur Edward Waite, and Rudolf Steiner. Hitchcock, in his Remarks Upon Alchymists (1855) attempted to make a case for his spiritual interpretation with his claim that the alchemists wrote about a spiritual discipline under a materialistic guise in order to avoid accusations of blasphemy from the church and state. In 1845, Baron Carl Reichenbach, published his studies on Odic force, a concept with some similarities to alchemy, but his research did not enter the mainstream of scientific discussion.
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Zosimos' sister Theosebia (later known as Euthica the Arab) and Isis the Prophetess also played roles in early alchemical texts.
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Although we have no writing from Mary herself, she is known from the early-fourth-century writings of Zosimos of Panopolis. After the Greco-Roman period, women's names appear less frequently in alchemical literature.
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Other recipes were for making hair dyes, lotions, lip colors. There was also information on how to treat a variety of ailments from fevers and coughs to epilepsy and cancer. In addition, there were instructions on producing the quintessence (or aether), an elixir which was believed to be able to heal all sicknesses, defend against diseases, and perpetuate youthfulness. She also wrote about creating the illustrious philosophers' stone.
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For example, in ("Gallant Recipe-Book"), the distillation of lemons and roses was attributed to Elisabetta Gonzaga, the duchess of Urbino. In the same book, Isabella d'Aragona, the daughter of Alfonso II of Naples, is accredited for recipes involving alum and mercury. Ippolita Maria Sforza is even referred to in an anonymous manuscript about a hand lotion created with rose powder and crushed bones.
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Modern historical research
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Institutions involved in this research include The Chymistry of Isaac Newton project at Indiana University, the University of Exeter Centre for the Study of Esotericism (EXESESO), the European Society for the Study of Western Esotericism (ESSWE), and the University of Amsterdam's Sub-department for the History of Hermetic Philosophy and Related Currents. A large collection of books on alchemy is kept in the Bibliotheca Philosophica Hermetica in Amsterdam.
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The concepts of prima materia and anima mundi are central to the theory of the philosopher's stone. Magnum opus
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nigredo, a blackening or melanosis albedo, a whitening or leucosis citrinitas, a yellowing or xanthosis rubedo, a reddening, purpling, or iosis Modernity
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At the opposite end of the spectrum, focusing on the esoteric, scholars, such as Florin George Călian and Anna Marie Roos, who question the reading of Principe and Newman, interpret these same decknamen as spiritual, religious, or psychological concepts.
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Esoteric interpretations of historical texts
279
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"path": null }
In this interpretation, transmutation of lead into gold is presented as an analogy for personal transmutation, purification, and perfection.
59
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In the Neo-Hermeticist interpretation, both the transmutation of common metals into gold and the universal panacea are held to symbolize evolution from an imperfect, diseased, corruptible, and ephemeral state toward a perfect, healthy, incorruptible, and everlasting state, so the philosopher's stone then represented a mystic key that would make this evolution possible. Applied to the alchemist, the twin goal symbolized their evolution from ignorance to enlightenment, and the stone represented a hidden spiritual truth or power that would lead to that goal. In texts that are held to have been written according to this view, the cryptic alchemical symbols, diagrams, and textual imagery of late alchemical works are supposed to contain multiple layers of meanings, allegories, and references to other equally cryptic works; which must be laboriously decoded to discover their true meaning.
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", 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His writings are influential in general psychology, but especially to those who have an interest in understanding the importance of dreams, symbols, and the unconscious archetypal forces (archetypes) that comprise all psychic life.
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Rowling, and also the popular Japanese manga Fullmetal Alchemist. Here, characters or plot structure follow an alchemical magnum opus. In the 14th century, Chaucer began a trend of alchemical satire that can still be seen in recent fantasy works like those of the late Sir Terry Pratchett.
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Although not financially worthwhile, Gold was synthesized in particle accelerators as early as 1941. See also Alchemical symbol Corentin Louis Kervran § Biological transmutation
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"path": null }
Hrsg. mit Unterstützung des Vilh. Ekman'schen Universitätsfonds.
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Matteo Martelli (ed), The Four Books of Pseudo-Democritus, Maney Publishing, 2014. Studies Dylan M. Burns, " μίξεώς τινι τέχνῃ κρείττονι : Alchemical Metaphor in the Paraphrase of Shem (NHC VII,1) ", Aries 15 (2015), p. 79–106.
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8AsLL1+/4WtNIq9ZM7I33Ch13yPi/1OUtDPXn8b7Pp7AFdfsjzHaxbwa1T/FeZLqRfeCLr+70eb27HyFETK8Y9oeFX4/RvZK+XPCzPsXXLq5ubm5ubm6uBkIMLgX/djHw5Wm97vgjYmk7x38T2MfN+1Ogb4L7F9D/VL7XCxkZmL0lhOk/sDCTj5jRY82mUpvJwlDCL6Jik/5zv/92XImvR886KhECtzYUVPghIoD9diX6Y1yW+auRtUgJISQlIeFJ5fb9GkT6ePqWjqvbvnM9/lsz3o3fXzGnT71o32JuflX6d6mbfubMVUIISdi85lC98TO6xfq4+1cdPHN05MYlWx8puA4GGIu5FnM38fS7TxbnjJrUzZcQ4vvy+I9HNq9YysPF4BnbtV2t7CtX2JI+snVrds/Jb70Y4ObiU3nU4ncrbFu0qUAB8lJTH/lUrlvJkxAXvxqNqno9fpzObMcIxtdFKL6mNcvznYD7NSGERPfsW3XX0k13jf9/8t2SjVH9e5U1mUwV8SNl/1UUjzBwMa0vw+mZg79wnbjhw3oleH0WtKt0nReBHU+JuLtyKM6fCELb3/mzT4t/6ZkZQohRz20DMRZQf8ncfxBSJGB8p2u8Rti2CJzvktVhsU7qnV+CxoPgZ9nML99nY3aDJS64/ljNI3+96Jo/fFbzMzzFhuXT6K3xvJoC/Yyp0qhuXQH9hOaTmb6KcN5JRqTg9QWydYr2L4a/qsmWqjifI7pS1OVvzyv1nzn5RlC+S+f42qgPog3S7Qnvg6z8A/1TlPb5E+1W0rP6hAOHZjT1tbjMCtnM82+s2NYcaDzLbFOrvBw0VkpOTvaJiA40eukl3Axc+VDh3AxqxwKXEj4RdeKHtQk8/9fpLFKgD03rN64ebalFwPMvqP/AjGdZ51aMeJDlQtDiLzn/FmRU7RCf2sIeAsu7A5yXCWF9Hs2JN2H+LS3MoWtCPrTn8lxcmPyh+3WhPecf3JiNlzGVMvum8MQpjU1s873XP21QrN6cy8YbMrb28g0dvj9HtEHTeEHng2aY7ZUs2KlXpgop3sddPfzLNn5j4Msu//xT8I1zVFFzwvasC8vaRcT2/+am+TPZ9hYU/3LsAH0ZstaFvvaNng/nuRxs+XDyivrlW8DygcZrtPnlDUfhere25wz9+X1qrZgCgj0NJfpsp1yREywXpug452iy+VvoGaIR9fkEkfGK74/UuJu3ORKwfWP6Y+w4y9Yf1vD8V2YbVTqzJulQ4x2eh69gv2CdN1EloDqfxrfAYH8Mcn5NmXfRCbLxJxmKDT3PNR+vQOBmUR/CiU1MiLp5doJ5rqpvXQp/UcjZZxVVBMx8CCWSNXYVdD7FyG8wrxNCiJSwov/b9yfM6uIp23+98yHMfjoqH0IIXT48eRph5FLMUV7ngPkQLfIhwHjZPvEaO3+uQdkDsN7eSv6yMTWnk6y6btj5OzS+EBm7Jax9nNYfy/pMQvIaTZrf9ODrI/8rXPBlgcgOrh8iNg1sh/WMx+0QX8jWM9taJ9FzZ2N/4BGBZf0eYRp51mplLVIl9efQ+SXAejZoftVu9Zkq8i1QWLNAjV/46k3RWHYPbduXdX0BK4IQ8P4b2Wdgs/OrV58q+K90YvWaiy0G9onkKCr0fSizgQgFbvQkKnPIUH8JWA8APo/Wpp6HPV7geaLu8QXLJ3ey+IIVFyuqH6bFLyw5nJ0/cXfTr7a917qMpwsBfEO5k+RDwPU2hQOgvS+gvmoCXE8LiZuIgvULQ/l5IiHyG72C/cuEqCJBz+9g9TPg8+i/541fbBi5+dv3O9eKDfYNiKra8vUNO98L2jhu9lHJpleUuKagG2EVGjR6qaO1fC7NqOn20nyTQqVv6u4d+cbBPO5hJXRcwHo5E/qtL03OB5ny0aK+Tv6tClFRwOsfFNebiSXS4fUSQH1TWM8mcPiej+r6ZMKNRxTUi8Lep7MdMtdWq/c/leXfmOY6O2HXO20rh/n7Bsf+39s7l/X1ylczZqChzfv4fPWwX3yt7WuPLPuv+tixEJZ/KJDrFgKU9yPMnBXLfwbn24H1oqzrjnqfEUEQBEEQBEEQBEEQBEEQBEEQBEEQ/ZAkSZLuLG7h1WppspT72xtR4W8czJYK+GtCrGuf7ZIlf02IJW7Vxh64+TQv59HphR2C/btuuSdJUsKCpp6x8d8kZEo5yfuGl/d4af5V4/1epeOavvntP3dTH6ZnS5J0Y0490nxRikTnxsLmXmX7rDv/MDvn8eUdIyqXrP7hmTzGvZIkpSxqSkr/5zDlLzkXftr5V/LTPCnzyqJWXkFjfjH131Cs+hv7b2bkZt5Y272UW4mw9vP/fJCdm3ZmViP3qHeOmu55fV/Ck9yse3/MbeHn32XzPXYfrOVTIDRGB2zvN7hWHLT9YlpObvqFJR0DvPvsypIYwlfAg7OHzqZKUsblg8duidyfsbIdqTz1jCTlPLl76Zf5ncM8mi5KkGjzmA9rvi5/1tAjuvvyE3eeZKbdPH3xtvF+hp7kXfy4TrHY+K3XMvKyU08v7BBKSPNlD8zlIDJx7PaZcrbSRlmxC3VDbOqpXPu0YYm4+C2X03My756Y166UwVoOVtjKGbCCBPppei5rQinycXth2K4rT3KljMvLOwV6vbYzU+LPi8B6NI3dthv8KWM9l4G8HlpyaFxo6QHfPciVpNxH146duZUnJyjW7DDWF6V9mfn9bXy054BdZtMhq8/5N4ipje79geqz+L5j6oCsvgF1xgKoPYGOF2rPLewnzQBacm9pM8Z+yhjO9wM8S71x0NS7Zc1Jvc9vcAau1f7I+rhp/7KA/Sxo+9bei8wojrwZ7tlnV4H6CegV0/6wydzes2TU239w7zEje2NXEjvhr8Lhi7gZv70RbnEbV56W605mRExt5/hvAvu4eX9A+xfQ/6T3kyNV05/EjAzY3kL9B2B/mLPJscMgP5ayfs99WJVU++iiJLGtjThq/BARzO2t0MCBviLdvkmSZLtIJUmScv+Z08A7tMW7W/+6Y2vsZUjfG18qaMjeDEmSpO8He5Z+vXBb2DXAPd+GQK+DURyL5Z39sLrnK8us1nl2etKfG0ZWC2n42Zls+uckSfphmE/Um6YJz/m2n3vhWLJOfdkmOq7DtC17N77fpnKtkbtuca2DJGF8XbTia4Y9Z/hO4P06Y2U70nLJ5dUdPOvNuZx/6c7y1n4dVl9d3prUnnmVJ1tB+Vjpg7J4RIbHv46L8274+T85pivq9IGq8yJw4ikBd1ceqL8N9K8o+zt/9qnxLzXSse6AZSDGQkG8D4kfwfGO3vEayxZB810sHQb6V7rnl4DxINi/tZ1fvs/G6gZLXAr0x2oe+etF7/zhs5ef4So2NJ/GbI3p1QDXAjSfzLIP4v6YjEiB6wtq68D7F9dfVb+lQvMtwHhKg/ytMv+Zk2+E+KvK42vBeLNAH1TkH/gfZOUfGJ+itC80kKQFTUnzRQ9M/2eFbBb5NzPMY1tz1MSzVm0C83IMoLHSsfHRxfxCQgN8/cPK1e/5we6E/LHzQlobODeD2pEk83xFdvqt48t7Rfm3XH5NYmuRgvwVxH9gxrOscyuWfWa5EJR4XNa/BRlVO8SnNvklzhCA+X9avMOFdR4tsl+ICJYaT9E1IR/ac9kuLlj+0P3aaM9lDm5MMKZSdt8Unjj1+UxTvvfemo4e5Sedyr+aur6De8w7RwVyExZAzwfNMe2VslilXjkqBPXfzOSTm5lyenmXyOjR+9Py/0YTNVWfSwzYJWVfXtM5KqrH+is5Fu1z7C0o/uXYAdoyZK8Lfe0bPR/OcTk48pHJK+qTbwHKBxqvsU09azhK17uVPZc52cm99NX/BVR971gG54qlPAX9YZboWPMukr9VmFOVJEl1PkFkvKD90bY/vM0RbN+Y/hgvr0vzhzU6/5XZRtXMrCRJrHiH4+ErOFdlxe9UCajOp8lYYKi+sdYdC6t5l50gTn0jVbEV2BPz/JJc4GYen7LP2goRdfMKsTyPsP6vVlDOVbWJf6nxCMfIiNhnFVUE4HyIwvMp6/wG53r237Mblu21JVn6e1rlEn1kdgJ75UMo/XRMPkRGPiw5S5LEzKWYA65zwHyItvkQBfltSc94TeLnz5WWPZiA1ttby18upuach1JFBLVv0Pjixpx6pOmCJO7YzeHs47T+WNjDjJXtSOvlqSnb+5QK7LQxWZIkSfp+sGeFyWbbD2U/2jXAMzx/OxHZweVQv19zbRrYDuucb9Q5vpCvZ7ayTuLnzgX9B0YEVH+G6fQyVivHkoDjR2A+QQLWs0Hzq3arz1SZb2FJlTq/nPut5ktWvSlbLTcDY9W+rOsrviIKmgDuv2kbunhG/edwniRJUu4vYyI8u25M44lIcT2zYLxGlR57yGB/CVgPAD6P1qSehzPFwPNE3eMLtk/ulPGFTVwMrx+mt8+QQ+IXDdw6fLLpnVY1YqNjKjXpN+fIXX7rTpYPAdfb8N8XUFMZaOoPqJ4WFDdZy0eLglUrrOwz5/UBi/slSWJv9OYo2L9A+gM8v4PWz0DPo5O/bExsnY0rH9ci1af9Te2VZVwjI5+bC5q61Z55Jf8/D9a0LVHu/VPswXIaZI9Lw/NZjdaXJueDzMNc4Hih9YcmNVZcT8VHcb2ZYCIdan+A+qa8nk308F11fTI/HlFQLwqq9zZHwJfWwP9Uln9jiDTv0uy6JcoN3p6QkZedeuqrDqFGNWMFGlq9j89SDzvH1+oNoAUM+8+ZMtEwpwCmfyiQ6xYCnPfLh5Wzsvaflb5XKFovyrruoPcZFX2fD4IgCIIgCIIgCIIgCIIgCIIgCIIgQhBJkqSLM6v79dz+WJIk6e9p1f1f25Ze8FfqWexfE2JNLzBIknT0zSjX7puypMuza5JGpssXP65Fmnxx23h/7Zn/mrXALQBN+PRF0nC+qVzg8foObhFv/c4ewbkPK5G6n13nDzPx0wak7dePTP3/vy/zX4aQsjZ0IQFDfyw4uL3ycS3Sad3T/HuaLbxT8Om8w6+Hu3bfJFi8RhWaeQds7yeN590s+F/m+g6k5uzLrHbsQMbKdsTgWrxECQ/voOiarYcvOJJi6qflPEqSxJ6vf2dWJw2+SLRpnqUnl2fXNL//yJvhlB/MkJ04dvtMOSv4wQyBbhTCmXoaVz6pZS7PP96O4heI28oZuoJk+ml8LmtCKfeTJqb7Mtd3IDVmXZKZF4H1aBw7pRvcKWM+l3M/Xw8tubSgoU+ZLp989/cD4/eQ8AXFnB3G+rJtX25+FX4ho6Da6N0fqD4D9h1TB+T0DaozFgDtiWbrl4WF/aQZQEvOf/SC2dgPT6paKp/e69Ppw1H+gxlmKNgfWR+XrQi3eha0fY73QhlFqtm3YAvpFdP+cLg8oyZps+Ih/yYTmvxghhkUeVqsO/6IhLTd2n8T2MdNAPcvVavP1E+OVI1/EjQyUHsL9R+g/WHNJs8Oq/3BjIcr2pCCakXVP5ihyg8RAfzCnhkivmLGynYWJZLtVqYZ/8RYpE8ubp8e3yTKN6R6l3f/e+6xYF/ykrf3i4nos62gnnZrL4P5e+O/jg3xHrhPwXUwSmOxR9t7BoS//j/zl61/GBJYzJUQg1+1+K+O3ue8qnB/S1f/qH6br2TkZT+4sH1sbR+XmLeOG/+Yk3zwvSYBwbFl/IqX7bnw2H3ZnmB8XVTja3N7znASwPt1xsp2pPmilCe7BvgVVOpfnf1iYPx3Tx4se6XQVRAaGhUbfVAYj3BJ/WFwtG/LxVcYa0iJPlB0XgRuPCXv7uoAzL+y3d8tsJl9evxLjXSsOwD7AkdAvA+JH8Hxjt7xGssWAfNdTB0G+ld655eg8SD9WWytpqiN7A9m0LrBEpci/bGcR+560T1/+MzlZ/iKDc2nMVvjf21EPiJrAZhPZtkHgD8mHggIrC9Vtk4Mnr+qfkuF5luA8ZT6/K1C/5mTb4T4q8rja2C8qTj/wP8gK//A+hRF/kIDsX4BkhGyWeTfTFjFtuYojmcpbcLycgzAsVLmvcTkx9l5OU9uHV/dJ8692ocnJUkmpLWGczOoHUkyO08s7mYgHrVGbDmXJklsfVCSv4L4D8x4lnFuZYFFPMhwIWz+JOCfKDWqesWn1vlz3hCA+X+ZeIfeH9p5tDms/UJAsIx4Sk4TrJ7LdnGV5PMVIXNwY4Q1lbL7JnjiJPF8JjPf+3RvfFDpMb9kS5J0e2mrYtU+uiD87ALA54PKsP0CVoYKgf23jJXtiEsJb19fX68SLqRYZOtpP6VQ0i5GUdP12Wvwqm/7lYno9PVF669B4NlbUPzLsQMs+yy7LvSwb9R8ONvl4MqHn1fUJ99ijoB8oPEa29QLDEd0vdPsOTdLkH1uRr2A+rPOFmqv7ZUCoP4wQ3TMeRfI36o6Q7TnD2aIOB62/eFujlD7xvLHuHEWzR/W6PyXv42qr82gxztsD1/BuSorfqdKQH0+TcYCA/WNue5YWM67/ATx6htpiq3AnhSOVzZws4hPRc7aBN08M/T/wQzWuaom8S8tHuEZGZHzNRVVBNB8iNLzKeEfzHj6x7s1Ko744aEkifxght3yIbT+OyQfIiMf/pfL03Mp5oDrHDAfol8+RBz94jWZ/LnSsgcj0Hp7W/nLxNS881CKiKD2DRxfmP1ghpD3xdnHKf2xtIcFe4ckPdjZLzyw07pkif6DGW6egaXM8HM3FPxghlC1jAy6/2CGcjusRzyuc3whX89s682KnTvnA44IaPV7HKeXvlo5lgQcP5ohML8SsJ4Nml+1W32m2nyLPj+YIa/e/LylbQZGwQ9miK0IpWTsGuAXMvTHbEnK2jcw0C/+uwzjc2kiUlzPDD0PlaRC6XGGDPaXgPUA0PNoTep5uFMMOk+0Q3zB9smdLb6gx8XA+mFm+3Q5HH0nysW37rjt155IeekXV3YLD+i+6QGvfefKh8DrbbjnRxrYLpv1K7NxgOImSd36VYDs61FmMDd6cxTsX9B6Hsj5HbR+Bnqsee7DSpRkUcbKdiRs7K/UXlnENbLyub+mrfsLH56TJEm6vbhF8TqzrnAGy2lQaFyqz2c1Wl+anA8KHOYKjBdcf2hUY8X1VHwU15uJJtKB9geqb7q/L2aOsvpkvsVWUC8KqvcGot7/VJh/Y4j08uya5q0VrlNGoKHZ+/gs7Btfaz7LVPvPmzLgemH7h/K5biHAeb98aDkrmv+s9L1CwXpR5nUHvc+IP5iBIAiCIAiCIAiCIAiCIAiCIAiCIPrhRkjekUVLTj1OGRwdNIQQkp2e+nTRf+d1HhTMO5YrVSrE+M+wsLDco0l3SGJiouHktPoxc/PP7bLSfSPT7hMSQgghLhUqxIme+F2/ft0tKqq08b+e0dFBycnJ7PuDgoJIYmIiIZFWf3j699aZs5Yf+OdBDjHk3j5PKubmGv/kUrp0qfx/FStWjASHhBgK/5ednU0IIcQQHBxUcLshMjI896+kO4SEi45CpgNWuERGhhX8s3jx4iQrKwvyHB144b0TZz+oYnOZNo+s+cpKSnKLjg6zvp2pJ0lJScViYkz3R0ZGkFO2HZCbuBJ8PdRIzrLdkISn3oZbt24VM5NnVFQk+ZN3f5KNnLkr6NKsOuUmnSCEkEafJx0a8UC8n7YPYuISEWF8fPHixfNFksKbF4H1qKAbhBC2vnGGKa+HZsSO2fd76c9mzmxRdmRct0lz54ysw+8hb3Zo68u2faiFFESwWb37A9RnRfuOnL5BdUYN0PGqQsAABgUFkdu3bxMSSgghdSb9eHJs7qV5LZqcfJIn8gRJvMZH5f4o/nHZm9W0L3Nbamoq8fPzy/+PiF5B7Q8hhPj7+5PU1FRCfOTu1AoZeVqsO/6ImNrO89+U7OOCGwd49YH00AxBIwO1t1D/Adof1mzqaTOvXbtGQhpSmgJYGyPc/ULevdQeJfpTeeoZmn/OwKNcp8krO707/+KuT4YOqt89/fyeQREyH8m9+c2QFuPujN/3befA/CvBwUFpaWmmGx49euTl7aXguhKUxGIXvpy+o+L4iy8VN7vWctndrCWZjxLP7Z07vEXdy7vPfdr4uskfLqD2nKvH34rptmjntf9MbFtxfKZPhXZvtG1Efo4oENnDA2OaDL//7qFr8ZXI5V1T+7ZvmrD1j1mNPZgdwfi6aMXXrGYZjSjZrwkhxKPN0L4jui395aMFvkuX3u67ro0H+VrB0KjY7L8K4xEW97aPit9Rbf7p4WUMhRdV6gNN50X0gRtPOVtehYLt/u7LnX36bEIsgCDQQFtQkZTEO3rHa1RbRGD5LkIIXYeNADqpZ37J8kECCwRoi2TVhuKz0brByhcp0h+beWSvF3vkDxXhtPkZvmJD90fwWlazVwo6/DT7oJU/Bu2/7rkpvr+qyRJQn89hoz5/68ttH5q/LURsgHaLrxXnH/gfZOUfWJ+Cyp+FPz1ks8i/5WMb25qjLJ6lt6lVXg4WKxUPCCtFCCFupWv3nzd+TfDX+65PqR7FkM8laPzLaIdP/nli6vY+ccNTi5X2IoStD0ryVxD/gRnPEvq5FTseZC92yz8J+CdOGJ9aIO5CyGbkFK132nm0iDkVECwjnqJpgvBzzYWgifxFEDy4YU1ljlw/RSdOg328MN9botWoQZ6vLN89p+mLG1b/0nDoivLQtjTz06AwVEjRPl5p4pGzH1QhUvaja4c+je/+4o21p5a08aGKmq7POd9Oej03nXQI9HOz+gvP3oLj30Is7ABtGd5j6Zv+9o2SD2ffzJWPlvGgaL4FLh9QvGaX8y9GfZEZFvqTeWxq7888Pzr2dmU35hU1UPVTxg/h5W91PMHXFmUKzNkc4faN5Y/xZMjK13ERXF/8bVT9zNK3UbaHD94v2PE7VQLq82kACyygb4rPr0U7Twi7vpGn2EqQD9ws4lNebGJEZX2OLlDOVYsTomNdisCi4J6vWQKqIoDmQ3Q+n3r00/gBu1uv+b2loIjtlA+h44B8CFQ+lvWx40KpuRTzDyiqc8B8iHb5EK3QKl7j589Vlz1A6+0JsZa/fEzNPA+liCgJaN9uqfCgRL0v1j5O6Q/FHhJCiF+H+cs7VO0zcn2zbcEuLjYPiB3xzS9vVTD998AbsRPz/yWygzsekB22f75R8/iC7y9Zrg7O+ynU9cXQSet9xPJD1vV7h9lGnrla1RdQ5QOcX2g9GzS/arf6TLX5Fn0QUm+rrVZFD+mur9iKEB6TFe5tBvZyeXX19/Pr56zeWrz3d63deXerjAfloUmPM2Swv0RgeWZV56FK63m4Uww6T7RDfEHvDyHOF1/Q4mJG/XAiY7/gtE+XQ1ZWllvLd2Z3ii5OCCkX/1bv91vvP0F6NOcO2HnyIczbIFao8PxIG9sFqaclBBg3WXzQmQpWlRSu27dMhWZXofUzUHsbFBREkpOTCbEoekhKSiLB9YMJeSpj7WXl499tcOfXJ6w9MWVm6Q1rD740ZG2Zgj8wmgWPS9PzWY3Wlybngwyx26u+TnE9lU71ZloljqyA6pvu9Wya1CcL7nSQAESnQk31/qe2+bekpKRi0dGm1ljxvinQ0Pt9fEKIPeNrzWeZav81PFBm+4dsvxqKVnk/mv+s1XuFrDpG1nVHv8+IIAiCIAiCIAiCIAiCIAiCIAiCIIjmuJGMPQtXub2595//FNT/p20ZWGvhin8HTSzH+VhSUjIh+WeiN28muoaFhZDQ0FDS8I1TPwyi1H8YDAbOfy0JCwvLOZpwy9h8+rVrd2NqxLDvD2nevMror9f8NL1+M4vC29/ff6X/4SE/71xRL8iNJMx+MeZnsw5Q3oGwRrp1K6mgE9LVq9dcw8JKyX7GAl4HrDC4uHAk4jzQJo41XyWCg3NO3EgueFGhEJaehIaGZv+ZmEJIfkFeSkoKrQPyE8fVQ5qcudpIR64bgKm3oXTp0tl/3jLJ4d69e/z7g23kzF1BcROPSxNN/Xy7rng/bR/EhCZnmXmRbVNBN2Sfy7hfXg8t8KrUdcqarpPvHf+iX/uWb0SmTOT2kDc7dFW0bn8K0EIKImx49e0PUJ8h+07hdRl9g+qM0EMZQMerCoGNJrhlqxqjVq8+Mvmzhu6EFPcODvUmqV6cryUpVqxYbmGNYlJSkmBfVO6PIBsrczOofcv5leuGj48PefjwISF+REyv4PYn/y0VX19lXzSoCDl5WoiIPyKWtsv4b/B9XHDjgK4+xXu9sJGB2Vuo/wDtD2s2VdlMLk8OLl1/Ia5HmzhClFsbE1r5IVqhxlcEYfAu33Ha1B5L2vx4jPB/MCPr0qo+r3yYM2H/t8MqmirAy1eqlLL17D3SIJAQQv49fTqz8rBKCq4rAR6Lpe+e/tm13quG2db7upTwiazV4934RfOX/pxAGpcz94fNCG781rpDbxFCCEn7pndMhZdnFjzy17VfG3odj69UkhAS22HOrO6remw8PqtxE1ZPML6m46zxNXvfpzeiZL8mhBDi2mjooICXln7Twmul55Af67uQVPk+CGKpAPyND+5tJm0YNvTHxsvO9Ld460StPtB0XgRuPFUk8irW+/uI//Fmnz6bCpIYckADbUFFUhLv6BqvEYYtSoHluwghdB022gNAJ/XML1k/SE5voM+iqI2szwbJFynSH5t5ZK8Xe+QPFeG0+Rm+YkP3R2ZrDDmrWguCDj/NPijJO9GA9l+/OCsfGX9Vky1VdT6Hg/r87aqaSv1n7rwLDtBu8bXi/MNk7gdZ+Qf242zkL/v7C3SoIdsD8/wbYcS25iiIZ5ltapWXUx4rZWVlEW9vb0IIQz6loPEv9098/DrP/mhBhXHv/dTqq2YeLH1Qkr+C+A+seJbVjmAe2LIdiz8J+bfOF5+awxsCOCNns97bK/nScyFzKnLeQY+nmB+kP5ctBE3kL4LgwQ1rKr3k+yk0cer3cYt8r+HFESNiq63ccfbyhj9bjt0F3xq08tPAsNej4n3cUMynzMvj+tb+6IO950ibBlRR0/U5p9YHR9eEjK854LWlJ/YNK2vm9fLsLSj+5dgBhn2m6pvd7JtFPrwM8zaufLTMLwnmW6DygcZrdjv/soapP49/nfDa8ugv/hpdxoV5RR000cn6IZz8raoTfHvlEwgRU2BK8oT3Kah9Y/ljPBlS/eHb2pz/8rdRLWozaPEO28OHypMTv1MloD6fBrDAAvoG9v+hzjavKa3PC+QDN4v6EF5sYgRcn2MnrM9VCdGxLkVkUXDss7oqAlg+RN/zqSdb5351+UpQh5iVhBCSm34vM6df6IFOXyWs7Er/8mgfO+RDmNg/HwKWTxwjH0IscymFqKhzwHwIIarzIZqhUbwmkz9XXfYArbcnxLY+RC6mZp6HUkQEtW9qNmjRz7L0h3Ld2h6a8Gv9xdfdqvQevmFBVHGbhty8AkNDCwXt52FsVmQHdzwQO6x7PK5zfCHvL9l4s4LnzvkwdDLuVeY+QoGbZGCsVpYlAcaP0PmF1rNB86t2q89Um2/RCjH143wEVIwt5Poq6BIE15cG9gts+d9tLXN2hvT7qYkr92bF9cyCUKXHGTLUXyIEuiRh59FCHTADOl5LZM8T7XHeyuiPc8YX1nExq36YHneIxi+FcigbG5t99NY9QvK/m/jp00wPDw+FcnBAPoR5m7gVMj8/0sZ2QeppCVFR3+JMBauiG73OmwX0/A5ePwM7jw55uVnl0Rs2H51Rp27hxnVx85ZTUa0WVSDklIy1l5ePR4fBvUfGr/ltaOS6k63f2mNSMkaz0HFpez6r0frS5HxQm/pAaP2h/Aetgemb4nozrRJHVkD1Te96Ng3qk4mw4YUEIDoVaqr3P7XNv1nN7507xt+uZwQa+r+PT0G/+Fr7WabZfw1fCRfzD+m5blG0zPtZ+8/avVfIqmOkX3fs+4wIgiAIgiAIgiAIgiAIgiAIgiAIguiAy92NC78pM2h08wgjlYYOf/XCksXH8ngfO7J0+t4bT6W8tDMLp6173Kl7i2KkXM9BjX6bPXbd2fvZhOSm3zpz9EIq49P+wcFuF/888ZiQvDybx5TtNeTls1+8s+Fieq6UcX33xNk/1x7aryqnLxXemDPMsLx36wnrf7tw69GTtLvXzxw8nZSTnHTH54WGNYLciPTwjxVbzgCEYjFGkn56ztQ1OV16toS9lKi+A6yGU29eun4/S6vm1MKar4rd+tQ6Pu+dDecfZudlPbh0+vKj/PtZelL21W41f/9y6u6bmVLu4wurZ629oqw/AD3Mh6uNilA19WW79nzx9wVT9tzKJlLG1c2frPmHf7+tnIVXEKyfrAkVBDwvGnUD+lyoHl4//svFBzmEuAaUr/9C8NP09Fx+D6H2zbZ9sIUUQ7BZvfsD1Wet9MocVW0C7YmK9asPcWPnvem6qFPbCeuOXL6bnp2T+ej2jTsZ7PvLV6r04ND+v54SQqSUvfPW/i32GJX7I//jUk7WUyOZ2XkKnsX+iMX8yrbsX7FiyIVz5/ILB0X0iml/LqwZ0f+9PcmUvmafPXshtGJFX7v5BjB58i0qQ9vhUya37gQ3DuDqU67GgkYGam+h/gO0P6zZ1N4O52bcSzh7YMmo5l1XFBux6J3ahBDF1qYQPfYLFTD0R24h5+XmGMnNk3gP+PfA+gOnrt1Jy8x6nHhi1fK96Y0a1eK1/+TMFx1fnl5s6p5Vr0VkP378+PHj9MxcQkhor8GtT3w+Zef1J9mP/ln73sKLHfp39VdwXZGNosVibHtIyOVF0zeFjZ3QztN0JePc/l0nrqdlS4TkpV3aPWvlHxGNGkWzn5ibk0MIkZ4k7J3Wdezh1rPGVi/4Q6WqVW/u23jobi4hJCtx18b9T2vXrkgIqz8YX8uM0cnia3CzKuLWakOGVtwxavDmcsMHv6CqD3w0jUek6yviR//WdtG8Nt4mDysrV4s+U3ReBLA+O1n+xGZ/z+RLUmUYLg70QYIToUe8o3pPB9gibm95Oqyd46FbalGLZ1HURpHPxhKX3vGyE+QP6ThtfoYvMej+yGyNLmf7rAWKfdBoOYP7r/a5MtufMn9VPZrNo/r8rcb+M3CAdouvFecfZNY7I//A+hRF/gqhhmwW+TdWbGsONJ7ltFmYlzNH5/j3zsEN3xy78TBLkjKTji4eM+dsu34d/NnyAQmT+ydePG4kYvi8tz2XjZnxZzb7HFBp/soKppbS41lWMxrYJU33X/vEp1b5c+4QgN6dRutds/0CGOYwnssWAlP+msehYgc3rKmU1ROxiVMxL9R8LyFlBo566eBXIzdc6jKkm794a0bA+6bO+QE1+7iUk3b1xzmrDvvUr1+JJWq6PruWDitVqtOS/8Ynvtl16omnZm1C7S3TFADtAEPfdLdv9Hw4p32N9iNZxAyRBvG4jP9mr/Mvaxj6k7rv9X5b6i/9uo/p53ltr+iBwLyz8rfqdnx75RNEAfYHbN8Y/phIns3CH9bo/Je/jar35RjbKDMDCZQnL36nSkB9Pk2ryr2C1qD21nLeHVw8Y41sYtkiPhWKTaD1OVBg/g/vXFW7+Nc6HhFbFEz7rKaKAJwP0VUhPXqvT7p+8czJfLaPji3RbsHJk5+3o/8aBLFDPoSDA/IhYPlYwM6lFMKUA+ZDGChcEQ46t9Vw/yWEqC57ANfbU5GLqbU6D9Xgfq0+y8By/7XAp+WnK3ucG/ve95AMFWw1aQF8XdDtMKN13fONescXQH9J/Ny5YLyKdNKqfo9v5BmrlbFIYfKEzi/4fFDv9zUUo1O+hRBi66/ysJwv+PDlemilD3DXF9YlEXNkqDswPmLflA/2R8fHvyjz1bw659/o0uMNWWcLDz2PBgIeL/A8Uff4guOTO1N8wYyLmfXDVNjxC0sOpbsPa39+xqhl/z4heQ9Pfz5zY8nOnWoSIhaP6I6gY6mo3oZ2fqTHbqKoAlO7PLkGcZDI9iS80avdv2TQ6v1NzepPKo2bOyzryx5dP9l95nrqk7Skf35e3K/T9JTe8ybUFfiWeYHhFGs2uF+xb+a8tflqtyGdfZQ2yBiXxuez+nlrGp0PaldfJ7cLK66n4vdHccyrk+MEXUc617NpUZ+sD6IDhNpz1f6ntlkUs/nNe3xh1ex11wr+wAg09H4fPx+7xdfywwHv1xT7LzRlYg4eyz9k+tUa5V2BWsf0n7V7r5BV4ki/7tD3GREEQRAEQRAEQRAEQRAEQRAEQRAE0QOXFYt+bDgkvqzZJa9Xh/Z6smrh9+yackPjabMqrmxX1t8/pt2Kkm/vXNTNnxBSduy2vcPIkk7lA7y8g2L/b8TqM48Zny/ZZfLHVQ8NiAoMbTHvX5u/Ro3a8v1IsqBVZEBAmZc/Sum1a/v48i68Mfi1XvT7vgnl/prVvUFckF9IXP2eH/1w063du1+2PDkkrlLtho16rY0b0idUQBrm+PboW3Flu9gAv+gOW0p9uGtRFz/Y51V3gMXv771Ycdg2vco84LDmq+I7O7b1ejSnZaSPZ2CF9jMPG3vM0BNDxbc2r2/57/g6ob6h1Yad6T25tyf7mTzE9TAfvjYqQd3Ux765eXObK2/VCQ0Irdz3p5odG8jcbytn0RUE7CdrQgWBzotW3QA+F6qH947M6lo1NKhUWES1UX+33fRp9xIyPQTaN0r7YAsphlizuvcHqs9a6ZU5atqE2hPl61cnvJt++tuh2TX/XdCvYdmAkp6B0dWHH4zo+Url4vTbI0d8Ob/Cvu6VK9eq16Dn+kp9u3gLPUXl/sj/+PkZtT2MePbbpuBZ7I9YzK98y3VbtXI5sPdwDiFESK9Y9ifv/rlf9v12haKH2Qe/P1C8deu6RMQ3SN46quGEfSRhee+WnxyXlQIDmDxlLCpd2+FTJrvuBDcO2OpTocZiRgZsb6H+A7A/zNnU0g6f+6iGm1sJn4jqrcdtfNj886NHv2pRUMmq0NqAh2kvGPojs5DPTatRzEjgsH28B6Rf2DSxS91yId4+4S/2WVli5HcbR0Zz2s/cPmXcvpuXNw54wc+7gPDRPxNCiH+/JZtevTqhdrBv5MtzMoftWNEviCi5riB+ocVibHtIMvZ/PPdsx0mvm7+HJj089fXoZrEhfr4+fjEtplxpuuyHT5sxdjRCCNn/eqRfYHCpcq0+vtBk+cGVHYOMf4gbt3FNs7Nj60ZHRkTENf34Yf+dXw8KJqz+XMX4moGTxtfgZtXErVH9hzZNz3x5eF/Lr37TemhaxiN/r/rih9SktV3CPAp5acFN1X2m67wIUH3WN38C9q9s9ndPGUmqDMPFgT5IcCL0iHdU7ukgW8TurYwOa+Z46JZa1ORZtvOrzGdjiUvveNnx+UMGTpuf4UoMvD+yWqPL2S5rgWoftFnO8P6rfC5/+1Pkr2qBZvOoQf5WY/8ZNkC7xNeABiny4X+QlX9gfIrSvkLoIZtZ/o0d25oDi2c5bZrl5czROf41pJ9eMrhB2SBv3/D6g7eFT92/Lj6CJx+QMDl/4sTjZrhWe+fzgWlzR33+r8TSIsX5KyuYWkqNZ1mtaGGXtNx/7ROfWuXPuUMAencarXft9n1YmMN4LlsITPlrH4eKHdwwplJWT8QmTtm8sPO9hJCAXqM6nj+U+NqQ9u5QiRAC3zf1rq9Qso+fn17b3d3d3d07suHo3yvN2Lustx9T1Bx99nzpky2T3ed1G73nQeFFqL1lmQKgHWDom+72jZ4P56DVfiSLkCHSIh7na6Ddzr+soOvPlaXvr0pMO/BGnZh8eq35y+bKA7mmFSEw74z8rbod3275BEGg/QHbN4Y/xpEhNR7X6vyXv42q9uXo2ygnAwmSJz9+p0pAdT5Ns8q9fKD21mreHVw8Y4lAYtmiPkQoNgHV51idRwgcT8D8H865qnbxr208IrYomPZZRRUBOB+iq0IaPPxDCwnyciPufqGhfhxHWed8CAdH5EPg8rH4NDOXYgZDDpgPYaJsRTiq7l3D/ZeoL3uA19tT4cfUGp2HanN/Xl4ecXV1VfRZASz3X0u8ms9Z1dtwLRXSHmg12aL3fk2YdpiO/vlG3eMLYD2z+LlzPkp00qZ+j2/kqauVtUhh8gTOr4LzQZ3f11COTvkWQij+Kger+QIPX66HVu0rcH1BXRIzR5UGDIy7erV8fP9Ksk/XN//GkB5vyCotvAzg82gY4PFCzxP1ji/Y/XGq+IIZF7Pqh+mw4xemHEr1X/vDu74rW0X5BVXs9m30J7tmN/MgovGIzgg6luB6G/b5kR67iZIKTO3y5BrEQQLbk/hGr3b/kkOr9zc1qz/xa734j71vhv70btua4f4hlZqP2VJ84PajqzoHajUcQ53BAwO3b0/sO7iNwOE4bFxan8/q5q1pdD6oXX2d7C6suJ6Kj+KYVyfHCbiOdK5n0+I8VCcEBwi256r9T02zKMb5rV3Kt1T14eda9TWqGSvQ0Pl9fEKIXeNr2eHA92uK/ReYMlEHj+EfMv1JrfKuMK1jnytp9l4hq8SRcd1x7zMiCIIgCIIgCIIgCIIgCIIgCIIgCKIPBkmSHN0HJ+TkxLgXEz/NXvuqoztiy635DcvuGZa4N16sPgsp2vw9rXKNs9OfbOrs6uieIAiCIDDyTkyu3OLC1IStvXx0aT91fefoGVX+d25aDQP6BogV6D8URfReyA40FOBHO3EshigE5xRxEOgjIRagLUIQhMWzZR9w+0PsiePzD3rn31iY5eXML2P8C8Lx+oMgOoAbsTAP/9stfEq5wxdmVjfI36yW53xe0N7yQfk8n+C8OwvPnj/87I1IO4rwuhOcVkfFpww083+0in8RbcF8SFGmCNtDdTwLdsOJVJcdUztRJwkhecmrO5T/T9T2+4ua6/UE59p/oYDXBcMOI86DjZG3Wa3OtUgRpAC9t+nn1v8pMmB8gVARFCzKn8uzEAchCGJf0HFyTp4xe35zXv3I74Y8ODDEz9E94WDP+Lqoz29R6b+j+qlzfGEwwLJ0+H0+CIIgCIIgCIIgCIIgCIIgCIIgCCKOi6M74LQ46cnj00OHrvd+vZeTn14jysn95+fvTiWl5xCS9/jCmg+XX3upWT0sckIQBCl6uNSevHLIP+9P+umxHq2n7Z/w/r/DV75bw4C+AUII+g/PAHovZAcaCkWPdtJYDFEBziniANBHQmxAW4QgCItnxz7g9ofojLPlH/TNv7Ewz8uZg/GvHM6mPwiiPbgRC5J3d+/4d/c2enuMPX4t43mcF7S3fFA+zyc4707Ls+cPP3sjUsyztO5EptUx8SkLrfwfTeNfREMwH1K0eJbsoXKeFbvhFKorF1M7RSdJ+rou/gG+Zcbf7rt8sl6/lkGcbf+FAl0XLDuMOBSekWesVudYpAhihg7bNPo/RQuMLxAWgoJF+TN5VuIgBEF0BR2nIgDac7vgsPi6qM9vUem/o/qJ8QWCIAiCIAiCIAiCIAiCIAiCIAiCFF3cHN0BBIZ7j803ezi6E4iOSPeOfjVm4MCr97NcPPzLNuq/dcXQMEf3CUEQBFFCyfpzzv6rU9veLZdcOVvwb/QNEPQfngH0XsgONBRooxAEcRRofxAEQZDnENz+EJ1xvvyDnvk3FuZ5OXNwAcrhfPqDIFqDdkCAczPqN/30kk/1/hvXDwm3zyOfv3lBe8sH5fN8gvOOIPbn+Vt3johPWWjl/2D867xgPqQo8fzZQxqoJxrhgJhaIZ59N91o97S4n3dxnX/cwZn2XyjQdcGyw4hDYRn5orNaEUSXbRr9n6IGxhcIog+ozwiCCICOUxEA7bldcFh8XdTnt6j031H9LCryQRAEQRAEQRAEQRAEQRAEQRAEQRDEFgP+2D2CIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiC2GIwwH4tGL/PB0EQBEEQBEEQBEEQBEEQBEEQBEHE+X/X+80bQxD1LQAAAABJRU5ErkJggg==", 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219–242.
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), Unclassical Traditions. Volume II: Perspectives from East and West in Late Antiquity, Cambridge University Press, 2011, p. 59–69. André-Jean Festugière, La Révélation d'Hermès Trismégiste, Paris, Les Belles Lettres, 2014 , .
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"path": null }
Keyser, " Greco-Roman Alchemy and Coins of Imitation Silver ", American Journal of Numismatics 7–8 (1995–1996), p. 209–234.
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Paul Magdalino and Maria Mavroudi (eds. ), The Occult Sciences in Byzantium, La Pomme d'or, 2006. Matteo Martelli, " The Alchemical Art of Dyeing: The Fourfold Division of Alchemy and the Enochian Tradition " in Sven Dupré (ed. ), Laboratories of Art, Springer, 2014, .
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Daniel Stolzenberg, " Unpropitious Tinctures: Alchemy, Astrology & Gnosis According to Zosimos of Panopolis ", Archives internationales d'histoire des sciences 49 (1999), p. 3–31.
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University of Chicago Press, 2002. External links SHAC: Society for the History of Alchemy and Chemistry ESSWE: European Society for the Study of Western Esotericism Association for the Study of Esotericism Esotericism Hermeticism Natural philosophy History of science
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Predator (film), fifth film in the franchise from 2004 by Paul W. S. Anderson Aliens vs. Predator: Requiem, sixth film in the franchise from 2007 by the Brothers Strause Prometheus (2012 film), seventh film in the franchise from 2012 by Ridley Scott Alien: Covenant, eighth film in the franchise from 2017 by Ridley Scott Alien 2: On Earth, a 1980 unofficial sequel of the 1979 Alien film Alien Visitor (also titled Epsilon) (1995 film) AustralianItalian science fiction film by Rolf de Heer The Alien (2016 film), a 2016 Mexican film
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(anthology) a 1980 anthology of science fiction edited by Gardner Dozois and Jack Dann The Alien (novel), the eighth book in the Animorphs series by Katherine Applegate The Aliens (play), a 2010 play by Annie Baker Music Performers Alien (band), a 1980s Swedish rock group The Aliens (Australian band), a 1970s new wave group The Aliens (Scottish band), a 2005–2008 rock group
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5, 1997 "Alien", a song by Thriving Ivory from the album Thriving Ivory, 2003 "Alien", a song by Tokio Hotel from the album Humanoid, 2009 "Alien", a 2020 song by Lee Su-hyun "Alien", a 2020 song by Dennis Lloyd "Aliens" (song), a 2017 song by Coldplay "Aliens", a 1984 song by Warlord "The Alien", a song by Dream Theater from the album A View from the Top of the World, 2021 Video games Alien (1984 video game), based on the film
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Predator (disambiguation) Astrobiology, the study of hypothetical alien life ATLiens, a 1996 album by OutKast Predator (disambiguation) UFO (disambiguation) Unidentified flying object (disambiguation)
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They observe astronomical objects such as stars, planets, moons, comets and galaxies – in either observational (by analyzing the data) or theoretical astronomy. Examples of topics or fields astronomers study include planetary science, solar astronomy, the origin or evolution of stars, or the formation of galaxies. A related but distinct subject is physical cosmology, which studies the Universe as a whole. Types
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Further subcategories under these two main branches of astronomy include planetary astronomy, galactic astronomy, or physical cosmology. Academic
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Today, that distinction has mostly disappeared and the terms "astronomer" and "astrophysicist" are interchangeable. Professional astronomers are highly educated individuals who typically have a PhD in physics or astronomy and are employed by research institutions or universities. They spend the majority of their time working on research, although they quite often have other duties such as teaching, building instruments, or aiding in the operation of an observatory.
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This number includes scientists from other fields such as physics, geology, and engineering, whose research interests are closely related to astronomy. The International Astronomical Union comprises almost 10,145 members from 70 countries who are involved in astronomical research at the PhD level and beyond.
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Modern astronomers spend relatively little time at telescopes usually just a few weeks per year. Analysis of observed phenomena, along with making predictions as to the causes of what they observe, takes the majority of observational astronomers' time.
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Amateur astronomers
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The Astronomical Society of the Pacific is the largest general astronomical society in the world, comprising both professional and amateur astronomers as well as educators from 70 different nations. Like any hobby, most people who think of themselves as amateur astronomers may devote a few hours a month to stargazing and reading the latest developments in research. However, amateurs span the range from so-called "armchair astronomers" to the very ambitious, who own science-grade telescopes and instruments with which they are able to make their own discoveries and assist professional astronomers in research.
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Overview
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The first edition of the standard was published in 1963, underwent a major revision during 1967, and experienced its most recent update during 1986. Compared to earlier telegraph codes, the proposed Bell code and ASCII were both ordered for more convenient sorting (i. e. , alphabetization) of lists and added features for devices other than teleprinters.
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Originally based on the (modern) English alphabet, ASCII encodes 128 specified characters into seven-bit integers as shown by the ASCII chart in this article. Ninety-five of the encoded characters are printable: these include the digits 0 to 9, lowercase letters a to z, uppercase letters A to Z, and punctuation symbols. In addition, the original ASCII specification included 33 non-printing control codes which originated with s; most of these are now obsolete, although a few are still commonly used, such as the carriage return, line feed, and tab codes.
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It also does not support English terms with diacritical marks such as résumé and jalapeño, or proper nouns with diacritical marks such as Beyoncé. History
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"path": null }
The ASA later became the United States of America Standards Institute (USASI), and ultimately became the American National Standards Institute (ANSI).
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2. 4 task group voted its approval for the change to ASCII at its May 1963 meeting. Locating the lowercase letters in sticks 6 and 7 caused the characters to differ in bit pattern from the upper case by a single bit, which simplified case-insensitive character matching and the construction of keyboards and printers.
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4-1986 (R1997) ANSI INCITS 4-1986 (R2002) ANSI INCITS 4-1986 (R2007) (ANSI) INCITS 4-1986[R2012] (ANSI) INCITS 4-1986[R2017]
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"path": null }
They proposed a 9-track standard for magnetic tape, and attempted to deal with some punched card formats. Design considerations Bit width
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This allows digital devices to communicate with each other and to process, store, and communicate character-oriented information such as written language. Before ASCII was developed, the encodings in use included 26 alphabetic characters, 10 numerical digits, and from 11 to 25 special graphic symbols. To include all these, and control characters compatible with the Comité Consultatif International Téléphonique et Télégraphique (CCITT) International Telegraph Alphabet No. 2 (ITA2) standard of 1924, FIELDATA (1956), and early EBCDIC (1963), more than 64 codes were required for ASCII.
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The committee debated the possibility of a shift function (like in ITA2), which would allow more than 64 codes to be represented by a six-bit code. In a shifted code, some character codes determine choices between options for the following character codes. It allows compact encoding, but is less reliable for data transmission, as an error in transmitting the shift code typically makes a long part of the transmission unreadable. The standards committee decided against shifting, and so ASCII required at least a seven-bit code.
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"path": null }
The committee voted to use a seven-bit code to minimize costs associated with data transmission. Since perforated tape at the time could record eight bits in one position, it also allowed for a parity bit for error checking if desired. Eight-bit machines (with octets as the native data type) that did not use parity checking typically set the eighth bit to 0. Internal organization
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The committee decided it was important to support uppercase 64-character alphabets, and chose to pattern ASCII so it could be reduced easily to a usable 64-character set of graphic codes, as was done in the DEC SIXBIT code (1963). Lowercase letters were therefore not interleaved with uppercase. To keep options available for lowercase letters and other graphics, the special and numeric codes were arranged before the letters, and the letter A was placed in position 41hex to match the draft of the corresponding British standard. The digits 0–9 are prefixed with 011, but the remaining 4 bits correspond to their respective values in binary, making conversion with binary-coded decimal straightforward (for example, 5 in encoded to 0110101, where 5 is 0101 in binary).
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The parentheses could not correspond to 9 and 0, however, because the place corresponding to 0 was taken by the space character. This was accommodated by removing _ (underscore) from 6 and shifting the remaining characters, which corresponded to many European typewriters that placed the parentheses with 8 and 9. This discrepancy from typewriters led to bit-paired keyboards, notably the Teletype Model 33, which used the left-shifted layout corresponding to ASCII, differently from traditional mechanical typewriters.
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2), and rearranged mathematical symbols (varied conventions, commonly -* =+) to :* ;+ -=.
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"path": null }
The @ symbol was not used in continental Europe and the committee expected it would be replaced by an accented À in the French variation, so the @ was placed in position 40hex, right before the letter A.
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These were positioned to maximize the Hamming distance between their bit patterns. Character order ASCII-code order is also called ASCIIbetical order. Collation of data is sometimes done in this order rather than "standard" alphabetical order (collating sequence). The main deviations in ASCII order are: All uppercase come before lowercase letters; for example, "Z" precedes "a" Digits and many punctuation marks come before letters An intermediate order converts uppercase letters to lowercase before comparing ASCII values.
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"path": null }
The ambiguity this caused was sometimes intentional, for example where a character would be used slightly differently on a terminal link than on a data stream, and sometimes accidental, for example with the meaning of "delete".
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", "path": null }
Because the keytop for the O key also showed a left-arrow symbol (from ASCII-1963, which had this character instead of underscore), a noncompliant use of code 15 (control-O, shift in) interpreted as "delete previous character" was also adopted by many early timesharing systems but eventually became neglected.
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This so-called flow control technique became adopted by several early computer operating systems as a "handshaking" signal warning a sender to stop transmission because of impending buffer overflow; it persists to this day in many systems as a manual output control technique. On some systems, control-S retains its meaning but control-Q is replaced by a second control-S to resume output.
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Instead, there was a key marked that sent code 127 (DEL). The purpose of this key was to erase mistakes in a manually-input paper tape: the operator had to push a button on the tape punch to back it up, then type the rubout, which punched all holes and replaced the mistake with a character that was intended to be ignored. Teletypes were commonly used with the less-expensive computers from Digital Equipment Corporation (DEC); these systems had to use what keys were available, and thus the DEL character was assigned to erase the previous character. Because of this, DEC video terminals (by default) sent the DEL character for the key marked "Backspace" while the separate key marked "Delete" sent an escape sequence; many other competing terminals sent a BS character for the backspace key.
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The assumption that no key sent a BS character allowed control+H to be used for other purposes, such as the "help" prefix command in GNU Emacs. Escape
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"path": null }
This is the same meaning of "escape" encountered in URL encodings, C language strings, and other systems where certain characters have a reserved meaning. Over time this interpretation has been co-opted and has eventually been changed.
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The best example of this is the newline problem on various operating systems. Teletype machines required that a line of text be terminated with both "carriage return" (which moves the printhead to the beginning of the line) and "line feed" (which advances the paper one line without moving the printhead). The name "carriage return" comes from the fact that on a manual typewriter the carriage holding the paper moves while the typebars that strike the ribbon remain stationary. The entire carriage had to be pushed (returned) to the right in order to position the paper for the next line.
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) used both characters to mark the end of a line so that the console device (originally Teletype machines) would work. By the time so-called "glass TTYs" (later called CRTs or "dumb terminals") came along, the convention was so well established that backward compatibility necessitated continuing to follow it. When Gary Kildall created CP/M, he was inspired by some of the command line interface conventions used in DEC's RT-11 operating system.
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"path": null }
IBM's PC DOS (also marketed as MS-DOS by Microsoft) inherited the convention by virtue of being loosely based on CP/M, and Windows in turn inherited it from MS-DOS.
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"path": null }
On the other hand, the original Macintosh OS, Apple DOS, and ProDOS used carriage return (CR) alone as a line terminator; however, since Apple has now replaced these obsolete operating systems with the Unix-based macOS operating system, they now use line feed (LF) as well. The Radio Shack TRS-80 also used a lone CR to terminate lines.
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