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Ahalcaná - Wikipedia, la enciclopedia libre. Ahalcaná era uno de los Señores de Xibalbá (inframundo maya).

Ahalcaná - Wikipedia, la enciclopedia libre

Otros nombres con los que se le conoce son: Ahalganá, Ahalganal, El que hace la aguadija, Hacedor de ictericia. Junto con Ahalpú se encargaba de hacer que los hombres padecieran hinchazones muy dolorosas, les ocasionaba supuración en las piernas y les teñía de amarillo la cara. Ambrosía - Wikipedia, la enciclopedia libre. La comida de los dioses en el Olimpo.

Ambrosía - Wikipedia, la enciclopedia libre

Pintura decorativa de un plato atribuida a Nicola da Urbino (ca. 1480 – 1540/1547). Obra de 1530. En la mitología griega, la ambrosía (en griego ἀμβροσία) es una sustancia asociada a los dioses, considerada generalmente la comida o bebida de éstos. Cymatics. Resonance made visible with black seeds on a harpsichord soundboard.

Cymatics

Libvisual. Often when it comes to audio visualization plugins or programs that create visuals, they depend on a player or something else; basically, there is no general framework that enabled application developers to easily access interesting audio visualization plugins.

Libvisual

Libvisual wants to change this by providing an interface towards plugins and applications; through this easy to use interface applications can easily access plugins and, since the drawing is done by the application, it also enables the developer to draw the visual anywhere desired. Currently libvisual is mainly focused to Unix-like systems including FreeBSD, Linux, and NetBSD. The goal is to make libvisual a cross-platform audio visualisation framework. Other examples of audio visualization programs are Winamp Advanced Visualization Studio and MilkDrop. Libvisual is released under the LGPL and included in every major linux distribution. Olivino. House of Bourbon. The House of Bourbon (English /ˈbʊərbən/; French pronunciation: ​[buʁˈbɔ̃]) is a European royal house of French origin, a branch of the Capetian dynasty /kəˈpiːʃ(i)ən/.

House of Bourbon

Bourbon kings first ruled Navarre and France in the 16th century. By the 18th century, members of the Bourbon dynasty also held thrones in Spain, Naples, Sicily, and Parma. Mazahua language. The Mazahua language is an indigenous language of Mexico, spoken in the country's central states by the ethnic group widely known as the Mazahua but who refer to themselves as Hñatho.

Mazahua language

Mazahua is a Mesoamerican language and shows many of the traits which define the Mesoamerican Linguistic Area. Hipótesis de Sapir-Whorf. La hipótesis de Sapir-Whorf establece que existe una cierta relación entre las categorías gramaticales del lenguaje que una persona habla y la forma en que la persona entiende y conceptualiza el mundo.

Hipótesis de Sapir-Whorf

También se conoce a esta hipótesis como PRL (Principio —o hipótesis— de Relatividad Lingüística). Golden Age. There are analogous concepts in the religious and philosophical traditions of the South Asian subcontinent.

Golden Age

For example, the Vedic or ancient Hindu culture saw history as cyclical, composed of yugas with alternating Dark and Golden Ages. The Kali yuga (Iron Age), Dwapara (Bronze Age), Treta yuga (Silver Age) and Satya yuga (Golden Age) correspond to the four Greek ages. Similar beliefs occur in the ancient Middle East and throughout the ancient world, as well.[1] The Golden Age in Europe: Greece[edit] [Men] lived like gods without sorrow of heart, remote and free from toil and grief: miserable age rested not on them; but with legs and arms never failing they made merry with feasting beyond the reach of all devils.

Kamon. Thomas Bayes. Thomas Bayes (/ˈbeɪz/; c. 1701 – 7 April 1761)[1][2][note a] was an English statistician, philosopher and Presbyterian minister, known for having formulated a specific case of the theorem that bears his name: Bayes' theorem.

Thomas Bayes

Bayes never published what would eventually become his most famous accomplishment; his notes were edited and published after his death by Richard Price.[3] Biography[edit] Eusebi Arnau. Euterpe. In Greek mythology, Euterpe (/juːˈtɜrpiː/; Greek: Eὐτέρπη, Ancient Greek: [eu̯térpɛː]; "rejoicing well" or "delight" from Ancient Greek εὖ 'well' + τέρπειν terpein 'to please') was one of the Muses, the daughters of Mnemosyne, fathered by Zeus.

Euterpe

Called the "Giver of delight", when later poets assigned roles to each of the Muses, she was the muse of music. In late Classical times she was named muse of lyric poetry[1] and depicted holding a flute. A few say she invented the aulos or double-flute, though most mythographers credit Marsyas with its invention. See also[edit] References[edit] Psychoanalysis. Psychoanalysis is a set of psychological and psychotherapeutic theories and associated techniques, originally popularized by Austrian physician Sigmund Freud and stemming partly from the clinical work of Josef Breuer and others. Since then, psychoanalysis has expanded and been revised, reformed and developed in different directions. Falsos recuerdos. Un recuerdo falso es un recuerdo de un evento que no ocurrió o una distorsión de un evento que ocurrió, según se puede saber por hechos corroborables externamente. Taxonomía. Muse.

The nine muses—Clio, Thalia, Erato, Euterpe, Polyhymnia, Calliope, Terpsichore, Urania, Melpomene—on a Roman sarcophagus (2nd century AD, from the Louvre) The Muses, (Ancient Greek: Μοῦσαι, moũsai:[1] perhaps from the o-grade of the Proto-Indo-European root *men- "think"[2]) in Greek mythology, poetry and literature, are the goddesses of the inspiration of literature, science and the arts.

They were considered the source of the knowledge, related orally for centuries in the ancient culture, that was contained in poetic lyrics and myths. Calabi–Yau manifold. A 2D slice of the 6D Calabi-Yau quintic manifold. Calabi–Yau manifolds are complex manifolds that are higher-dimensional analogues of K3 surfaces. They are sometimes defined as compact Kähler manifolds whose canonical bundle is trivial, though many other similar but inequivalent definitions are sometimes used.

They were named "Calabi–Yau spaces" by Candelas et al. (1985) after E. Calabi (1954, 1957) who first studied them, and S. Chewbacca defense. The Chewbacca defense is a legal strategy used in episode 27 of South Park, "Chef Aid", which premiered on October 7, 1998. The aim of the argument is to deliberately confuse the jury by making use of the fallacy known as ignoratio elenchi (irrelevant conclusion) or a red herring.

The concept satirised attorney Johnnie Cochran's closing argument defending O. J. Simpson in his murder trial. Ages of Man. The Ages of Man are the stages of human existence on the Earth according to Greek mythology. Both Hesiod and Ovid offered accounts of the successive ages of humanity, which tend to progress from an original, long-gone age in which humans enjoyed a nearly divine existence to the current age of the writer, in which humans are beset by innumerable pains and evils. In the two accounts that survive from ancient Greece and Rome, this degradation of the human condition over time is indicated symbolically with metals of successively decreasing value. [citation needed] Hesiod's Five Ages[edit] Lucas Cranach the Elder, The Silver Age.

Procrastinación. High-definition video. High-definition video is video of higher resolution than is standard-definition. While there is no specific meaning for high-definition, generally any video image with more than 480 horizontal lines (North America) or 576 lines (Europe) is considered high-definition. 720 scan lines is generally the minimum even though many systems greatly exceed that. Images of standard resolution captured at rates faster than normal (60 frames/second North America, 50 fps Europe), by a high-speed camera may be considered high-definition in some contexts.

History[edit] The first electronic scanning format, 405 lines, was the first "high definition" television system, since the mechanical systems it replaced had far fewer. Probability. These concepts have been given an axiomatic mathematical formalization in probability theory (see probability axioms), which is used widely in such areas of study as mathematics, statistics, finance, gambling, science (in particular physics), artificial intelligence/machine learning, computer science, and philosophy to, for example, draw inferences about the expected frequency of events.

Probability theory is also used to describe the underlying mechanics and regularities of complex systems.[4] Interpretations[edit] Charles Darwin. Charles Robert Darwin, FRS (/ˈdɑrwɪn/;[1] 12 February 1809 – 19 April 1882) was an English naturalist and geologist,[2] best known for his contributions to evolutionary theory. [I] He established that all species of life have descended over time from common ancestors,[3] and in a joint publication with Alfred Russel Wallace introduced his scientific theory that this branching pattern of evolution resulted from a process that he called natural selection, in which the struggle for existence has a similar effect to the artificial selection involved in selective breeding.[4] Darwin published his theory of evolution with compelling evidence in his 1859 book On the Origin of Species, overcoming scientific rejection of earlier concepts of transmutation of species.[5][6] By the 1870s the scientific community and much of the general public had accepted evolution as a fact.

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