Encyclopedia

Tenpo reforms The were a series of government reforms during the TenpĹŤ era of the Edo period. They brought reform to the military and economic systems, but they were also responsible for cleansing "domestic uneasiness", which led to the arrest of many prominent political figures and writers.
Tenrei Banshō Meigi The is the oldest extant Japanese dictionary of Chinese characters. The title is also written 篆隷万象名義 with the modern graphic variant ban (万 "10,000; myriad") for ban (萬 "10,000; myriad").
Tenrox Tenrox is a provider of web-based process-driven project workforce management software. Tenrox is built on a workflow foundation and automates time tracking, expense reporting, billing, project accounting, project management, resource management, risks, issues, and other project and workforce related processes.
Tenryū River The drains the eastern portion of central Honshū, Japan. From its source at Lake Suwa in Okaya, Nagano Prefecture, it extends 213 km, grazing Aichi Prefecture en route to its mouth at the boundary between the cities of Hamamatsu and Iwata in Shizuoka Prefecture.
Tenryū-ji —more formally known as —is the head temple of the Tenryū sect of Rinzai Zen Buddhism, located in Susukinobaba-chō, Ukyō Ward, Kyoto, Japan. The temple was founded by Ashikaga Takauji, primarily to venerate Gautama Buddha, and its first chief priest was Musō Soseki.
Tens System The Tens System is the informal name for the most common grading scale used at educational institutions in the United States. It is also frequently encountered in many other countries as well, most notably Canada.
Tensai Bakabon is a manga and anime series created by Fujio Akatsuka which began publication on April 9, 1967 in Weekly Shonen Magazine. It is about the misadventures of a dim-witted boy (Bakabon) and his insane father, the latter of whom eventually becomes the central character.
Tensas River The Tensas River is a river in Louisiana in the United States. The river begins in East Carroll parish in the north-east corner of the state and runs roughly south-west for 400km more or less in parallel with the Ouachita River.
Tensaw River The Tensaw River is a distributary of the Mobile River, approximately 25 mi (56 km) long, in southern Alabama in the United States. It is formed as a bayou of the Mobile approximately 6 mi (10 km) south of the formation of the Mobile by the confluence of the Tombigbee and Alabama rivers.
Tensegrity (Castaneda) Tensegrity was a term used by Carlos Castaneda to refer to the modernized version of some movements called magical passes (a series of meditative stretches, stances and movements) developed by Native American shamans who lived in Mexico in times prior to the Spanish conquest.
Tenseness Tenseness is a term used in phonology to describe a particular vowel quality that is phonemically contrastive in many languages, including English. It has also occasionally been used to describe contrasts in consonants.
Tenser In the Dungeons & Dragons World of Greyhawk campaign setting, Tenser is an archmage, who actively seeks to rid the Flanaess of evil. A former member of both the Citadel of Eight and the Circle of Eight, Tenser makes his home in the Fortress of Unknown Depths on the southern shore of the Nyr Dyv, near the village of Magepoint, only a few days ride from the Free City of Greyhawk.
Tenshi no Uta: Shiroki Tsubasa no Inori Tenshi No Uta: Shiroki Tsubasa no Inori (Angel's Poem ~Prayer of the White Wings~ in English) was a video game published by Telenet Japan for the Super Famicom in 1994. Many members of Wolfteam were involved with this project.
Tenshin Reb Anderson Tenshin Reb Anderson, roshi, is a noted American Zen Buddhism priest and teacher in the Soto school. Raised in Minnesota, he became a Buddhist in 1967 and studied with Shunryu Suzuki at the San Francisco Zen Center.
Tenshin Shōden Katori Shintō-ryū Tenshin Shōden Katori Shintō-ryū (天真正伝香取神道流) is one of the oldest extant martial arts in Japan, an exemplar of koryū bujutsu. The Tenshin Shōden Katori Shintō-ryū was founded by Iizasa Ienao, born 1387 in Iizasa village (present day Takomachi, Chiba Prefecture), who was living near Katori Shrine (Sawara City, Chiba Prefecture) at the time.
Tenshudai donjon The first Tenshukaku donjon of Edo Castle was constructed in the time of the 2nd Tokugawa Shogun Hidetada in 1607, and is was completed under the 3rd shogun Tokugawa Iemitsu in 1638, following the course of large-scale repairs carried out in 1622.
Tensile stress Tensile stress (or tension) is the stress state leading to expansion; that is, the length of a material or compression member tends to increase in the tensile direction. The volume of the material stays constant.
Tensile structure A tensile structure is a construction of elements carrying only tension and no compression or bending. The term tensile should not be confused with tensegrity, which is a structural form with both tension and compression elements.
Tensiometer A tensiometer is a device used to determine matric water potential Psi_m (soil moisture tension) in the vadose zone. The tensiometer consists of a glass or plastic tube with a porous ceramic cup, and is filled with water.
Tension and release Tension and Release is an often used term for analyzing music, to describe how music keeps the interest of a listener. In Western tonal music, ranging from European classical music to modern pop, tension is often thought to derive from the dominant chord.
Tension grid A tension grid is a tightly stretched grid of steel cables that create a floor safe and taut enough for technicians to walk on. Lighting instruments can be hung on a pipe grid just above the tension grid, and there is no need for holes, as the light can shine through, unobstructed, to the stage.
Tension headache Tension headaches, which were renamed tension-type headaches by the International Headache Society in 1988, are the most common type of headaches. The pain can radiate from the neck, back, eyes, or other muscle groups in the body.
Tension leg platform Tension leg platforms (TLPs) are wind turbines attached to floating platforms with steel cables tethered from the corners of the floating platform to a concrete-block or other mooring system on the ocean floor. As the platforms move from side to side in the water, energy is transferred through undersea cables.
Tension ring A tension ring is a type of ring where the ring itself acts as the entire mounting and not just the prongs, bezel or other type of mounting found on top of most ring shanks. The ring acts as one large spring with tremendous clamping force which is opened up and clamped shut onto the diamond, holding it securely in place.
Tension wrench A tension wrench is a tool used in picking locks. Typically shaped like a letter "L" (although the vertical part of the letter is much elongated in comparison to the horizontal part), it is used to apply tension to the inner cylinder of a lock, in order to hold any picked pins in place, while the other pins are shifted.
Tenskwatawa Tenskwatawa, Tenskatawa, Tensquatawa or Elskwatawa (1775 – November 1836) was a Native American religious and political leader known as the Shawnee Prophet (of the Shawnee tribe). He was the brother of Tecumseh, leader of the Shawnee.
Tensor (intrinsic definition) In mathematics, the modern component-free approach to the theory of tensors views tensors initially as abstract objects, expressing some definite type of multi-linear concept. Their well-known properties can be derived from their definitions, as linear maps or more generally; and the rules for manipulations of tensors arise as an extension of linear algebra to multilinear algebra.
Tensor algebra In mathematics, the tensor algebra of a vector space V, denoted T(V) or T•(V), is the algebra of tensors on V (of any rank) with multiplication being the tensor product. The tensor algebra is, in a sense, the "most general" algebra containing V.
Tensor bundle In mathematics, the tensor bundle of a manifold is the direct sum of all tensor products of the tangent bundle and the cotangent bundle of that manifold. To do calculus on the tensor bundle a connection is needed.
Tensor contraction In multilinear algebra, a tensor contraction is a sum of products of scalar components of one or more tensors caused by applying the summation convention to a pair of dummy indices which are bound to each other in an expression. The contraction of a single mixed tensor occurs when a pair of literal indices (one a subscript, the other a superscript) of the tensor are set equal to each other and summed over.
Tensor field In mathematics, physics and engineering, a tensor field is a very general concept of variable geometric quantity. It is used in differential geometry and the theory of manifolds, in algebraic geometry, in general relativity, in the analysis of stress and strain in materials, and in numerous applications in the physical sciences and engineering.
Tensor product In mathematics, the tensor product, denoted by otimes, may be applied in different contexts to vectors, matrices, tensors, vector spaces, algebras, topological vector spaces, and modules. In each case the significance of the symbol is the same: the most general bilinear operation.
Tensor product network A tensor product network, in neural networks, is a network that exploits the properties of tensors to model associative concepts such as variable assignment. Orthonormal vectors are chosen to model the ideas (such as variable names and target assignments), and the tensor product of these vectors construct a network whose mathematical properties allow the user to easily extract the association from it.
Tensor product of fields In mathematics, the theory of fields in abstract algebra lacks a direct product: the direct product of two fields, considered as ring is never itself a field. On the other hand it is often required to 'join' two fields K and L, either in cases where K and L are given as subfields of a larger field M, or when K and L are both field extensions of a smaller field N (for example a prime field).
Tensor product of modules In mathematics, the tensor product construction may be carried out, not only for vector spaces (see tensor product), but for any pair of modules over a commutative ring, with result a third module, and for a pair of a left-module and a right-module over any ring, with result an abelian group. (These constructions may not be accessible unless you understand the vector space case.
Tensor-vector-scalar gravity Tensor-Vector-Scalar gravity (TeVeS) is a proposed relativistic theory which purports to explain galactic rotation curves without invoking dark matter. Originated by Jacob Bekenstein in 2004, it incorporates various dynamical and non-dynamical tensor fields, vector fields and scalar fields.
Tensui, Kumamoto Tensui (天水町; -machi) was a town located in Tamana District, Kumamoto, Japan. On October 3, 2005 the town merged with two other towns into the expanded city of Tamana and no longer exists as an independent municipalty.
Tent A 'tent' is a shelter, consisting of sheets of fabric or other material draped over or attached to a frame of poles and/or ropes. Some tent styles are free-standing, while others are attached to the ground using guy ropes tied to stakes (pegs).
Tent boxing Tent boxing, an amusement commonly seen at agricultural shows throughout Australia between the 1920s and the 1960s is an old Australian tradition that is barely kept alive today. Born in England, now banned in America, the outback is today the only place such an attraction can survive.
Tent City 4 (King County, Washington) Tent City 4 is a homeless encampment of up to 100 people operated the homeless residents and sponsored by the 501(c)(3) organization Seattle Housing and Resources Effort (SHARE). The camp was created in May 2004 and limits itself to eastern King County outside of Seattle.
Tent pegging Tent pegging (sometimes spelled "tentpegging" or "tent-pegging") is a cavalry sport of ancient origin, and is one of only ten equestrian disciplines officially recognised by the International Federation for Equestrian Sports. Used narrowly, the term refers to a specific mounted game with ground targets.
Tent Records Tent Records is the independent record label started and owned by British pop group Five Star and their father/manager Buster Pearson in 1982. During the 1980s Tent Records blossomed into becoming the UK's most successful independent record label.
Tent stitch Tent stitch is a small, diagonal embroidery stitch that crosses over the intersection of one horizontal and one vertical thread of needlepoint canvas forming a slanted stitch at a 45 degree angle. It is also known as Petit point and Needlepoint stitch and is one of the most basic and versatile stitches used in Needlepoint and other Canvas work embroidery.
Tent State University Tent State University is an annual campaign going on at various universities in the United States, at which students and activists set up tents, camp out, and protest policies which they believe harm higher education. This includes the defunding of education at the federal and state level as well as the war in Iraq.
Tenta (woreda) Tenta is one of the 105 woredas in the Amhara Region of Ethiopia. Part of the Debub Wollo Zone, Tenta is bordered on the south by Legambo, on the southwest by Sayint, on the west by Magdala, on the north by the Semien Wollo Zone, on the northeast by Amba Sel, on the east by Kutaber and on the southeast by Dessie Zuria.
Tentacle Tentacles can refer to the elongated flexible organs that are present in some animals, especially invertebrates, and sometimes to the hairs of the leaves of some insectivorous plants. Usually, they are used for feeding, feeling and grasping.
Tentacle (Half-Life) Tentacles (sometimes referred to as Giant Tentacles) are fictional creatures from the computer game Half-Life. They first appear in the Black Mesa Research Facility, where three tentacle creatures are growing inside a rocket propulsion test chamber.
Tentacle monster Tentacle monster - a fictitious type of creature, whose most notable features are tentacle-shaped limbs, appendages or other growths, used for manipulatory or copulatory purposes. Tentacle monsters are most prominently found in hentai anime (mainly for tentacle rape), though can sometimes be found in parody comics.
Tentacle rape Tentacle rape is a concept found in some horror hentai titles, where various tentacled creatures (usually fictional monsters) rape or otherwise penetrate women (or, less commonly, men). Much of the genre also consists of domination/humiliation and bondage fetishes, since the victim typically is restrained by the appendages.
Tentacruel is one of species of the Pokémon franchise. "Tentacruel" is probably a portmanteau of "tentacle", the reason for which is obvious, and the adjective "cruel", referring to its personality.
Tentative d'Ă©puisement d'un lieu parisien Tentative d'Ă©puisement d'un lieu parisien is a short (roughly 60 pages) book by Georges Perec written in October 1974 and published in 1975. It is a collection of observations which Perec wrote as he sat in Saint-Sulpice Square in Paris.
Tentative Channel Designation Tentative Channel Designation is a term used by the Federal Communications Commission to refer to TV channel assignments that represent the channels that TV stations must use after the analog cutoff, completing the transition to Digital television in the United States. These channels are determined through a multiple round procedure involving elections by the TV stations themselves, usually either their original analog channel, or their transitional digital channel.
Tenten (Naruto) (romanized as Ten Ten in the English anime) is a fictional character in the anime and manga series Naruto. In some foreign subtitles, Tenten has been referred to as Ama, from the term "Ama kudari", which means "descending from heaven".
Tenterfield Oration The Tenterfield Oration was a speech given by Sir Henry Parkes at the Tenterfield School of Arts, New South Wales, Australia on 24 October, 1889 advocating the Federation of the six Australian colonies, which were at the time self-governed but under the distant central authority of the British Colonial Secretary.
Tenterfield School of Arts The Tenterfield School of Arts is a hall in the town of Tenterfield in New South Wales, Australia. It is notable as the place where Sir Henry Parkes delivered the Tenterfield Oration, a speech proposing that the six separate British colonies in Australia should unite into a single federation.
Tenterfield Terrier The Tenterfield Terrier is a small, lightweight terrier akin to Miniature Fox Terriers, and Rat Terriers. The Tenterfield Terrier has English origins but, like dog breeds such as the Miniature Fox Terrier, the Australian Terrier, the Silky Terrier, and the Australian Cattle Dog, was developed uniquely in Australia.
Tenterground A tenterground or tenter ground was an area used for drying newly manufactured cloth after fulling. The wet cloth was hooked onto frames called tenters and stretched taught so that the cloth would dry flat and square.
Tenth Air Force Tenth Air Force is a Numbered Air Force in Air Force Reserve Command (AFRC). It is an intermediate echelon responsible primarily for all Air Combat Command (ACC) and Air Force Special Operations Command (AFSOC) gained units in the United States.
Tenth Amendment of the Constitution of Ireland The Tenth Amendment of the Constitution of Ireland, the founding legal document of the Republic of Ireland, permitted the state to ratify the Single European Act. It was effected by the Tenth Amendment of the Constitution Act, 1987, which was approved by referendum on 26th May 1987 and signed into law on the 22nd June of the same year.
Tenth Army (Italy) The Italian Tenth Army consisted of ten divisions when it attacked Egypt on September 13, 1940. Four infantry divisions and one armored group (Malleti Group) marched one hundred kilometers in four days and then stopped the offensive once they reached Sidi Barrani.
Tenth Avenue (Manhattan) Tenth Avenue / Amsterdam Avenue is a north-south thoroughfare on the West Side of Manhattan in New York City. It carries uptown (northbound) traffic only south of West 110th Street at the northern edge of Central Park, but is two-way north of it.
Tenth Letter (Plato) The Tenth Letter of Plato, also known as Epistle X or Letter X, is an epistle that tradition has ascribed to Plato. It is the shortest of the so-called Epistles of Plato, comprising two or three sentences aside from the salutation, and spanning a single letter in the Stephanus pagination (358c).
Tenth Line Road (Ottawa) Tenth Line Road (Ottawa Road #47) is a long stretch of road in Orléans, Ontario in Ottawa's east end that intersects with roads such as Jeanne d'Arc Boulevard in the north, St. Joseph Boulevard, Innes Road in the South, and further on in the country.
Tenth National Congress of the Communist Party of Vietnam The Tenth National Congress of the Communist Party of Vietnam (Vietnamese: Đại hội đại biểu toàn quốc lần thứ X, 10th National Congress of Delegates) was the tenth party congress of the Communist Party of Vietnam, the sole legal party of Vietnam; it occurred between April 18 and April 25, 2006 in Ba Ðình Hall, Hanoi. The party congress occurs once every five years.
Tenth of Tevet Tenth of Tevet (Hebrew: עשרה בטבת, Asarah b'Tevet), the tenth day of the Hebrew month of Tevet, is a minor fast day in Judaism. It falls out either seven or eight days after the conclusion of Hannukah, depending on whether Rosh Chodesh of Tevet that year is observed for one day or two.
Tenth planet From the discovery of Pluto in 1930 to the establishment of a formal definition of planet in 2006, the existence of a tenth planet was speculated by astronomers and the general public alike. Tenth planets frequently appeared in fiction, and media reports of new trans-Neptunian object (TNO) discoveries used the label with some frequency.
Tenth Presbyterian Church Tenth Presbyterian Church is a member church of the Presbyterian Church in America in the heart of Philadelphia, PA. It has about 1,500 members and hosts about 1,400 people each week at its three Sunday services.
Tenth Ring Roller Coaster Tenth Ring is a steel roller coaster at Chimelong Paradise amusement park in Guangzhou, Guangdong China. Completed in 2006, Tenth Ring is the second roller coaster in the world with 10 inversions, after Colossus in England's Thorpe Park (of which it is an exact replica, as it has the same length and height statistics).
Tenth Texas Legislature The Tenth Texas Legislature met from 2 November 1863 to 15 November 1864 in its regular session and two called sessions. All members of the House of Representatives and about half of the members of the Senate were elected in 1863.
Tenthredinoidea The Tenthredinoidea are the dominant superfamily within the Symphyta, containing some 7000 species worldwide, primarily in the family Tenthredinidae. All known larvae are phytophagous, and a number are considered pests.
Tentmaking Tentmaking, in general, refers to the activities of any Christian clergymember who, while functioning as a minister, receives little or no pay for his or her church work, and supports him or herself by additional, unrelated work. Specifically, tentmaking can also refer to a method of international Christian evangelism in which missionaries support themselves through external work, instead of receiving financial support from a church.
Tentorium The tentorium is a term used to refer to the framework of internal supports (a false endoskeleton) within an arthropod head. The tentorium is formed by ingrowths of the exoskeleton, called apophyses, which fuse in various ways to provide rigid support for the muscles of the head (particularly those associated with the mouthparts) and additional protection for the brain and other neural structures.
Tentsmuir Forest Tentsmuir Forest in Fife, Scotland, stands next to Kinshaldy Beach with a view across the Firth of Tay. Covering some 50 square miles, the area was originally moorland before acquisition by the Forestry Commission in the 1920s.
Tenure Tenure commonly refers to lifetime tenure in a job, and specifically to a senior academic's contractual right not to be fired without cause. Under the tenure systems adopted as internal policy by many universities and colleges, especially in the United States, tenure is associated with more senior job titles such as Professor and Associate Professor.
Tenure of Office Act The Tenure of Office Act (, March 2, 1867), enacted over the veto of President Andrew Johnson, denied the President of the United States the power to remove from office anyone who had been appointed by the President by and with the advice and consent of the United States Senate unless the Senate also approved the removal.
Tenzin Ă–sel Rinpoche Tenzin Ă–sel Rinpoche () was born in 1985 in Bubion, Granada, to Spanish parents who had been students of Lama Thubten Yeshe. Fourteen months later the Dalai Lama confirmed suggestions to the effect that he was the tulku (reincarnation) of Lama Yeshe.
Tenzin Delek Rinpoche Lithang Tulku Tenzin Delek Rinpoche () (born 1950, in Lithang Thil, Tibet) is a Buddhist leader from eastern Tibet. He was convicted of carrying out bomb attacks by the Chinese authorities and sentenced to death in December 2002 along with Lobsang Dhondup, a relative of his.
Tenzin Wangyal Rinpoche Tenzin Wangyal Rinpoche is a lama of the Bön Tibetan religious tradition. He is founder and director of the Ligmincha Institute, an organization dedicated to the study and practice of the teachings of the Bön tradition.
Teo Edo Teo Edo Farre (born December 2, 1979 in Barcelona, Catalonia) is a long-distance freestyle swimmer from Spain, who competed for his native country at the 2000 Summer Olympics in Sydney, Australia. There he finished in 24th position in the 1500m Freestyle.
Teo Hong Road Teo Hong Road (Chinese: 赵芳路) is a one-way road located in the Tanjong Pagar area within the Outram Planning Area of Singapore. The road links Bukit Pasoh Road to New Bridge Road, and is lined with a row of conserved shophouses, built during colonial times.
Teo McDohl Teo McDohl (テオ・マクドール, Tio Makudōru) (IS 415-457 ) is the father of the main protagonist in Konami's role playing game Suikoden. He is also one of the antagonists of the game as he is one of the Six Great Generals of the Scarlet Moon Empire.
Teo Olivares Teo Olivares also known as Matthew "Teo" Olivares, is an American actor who is known for his role as one of Billy Loomer's backups, Crony, on Ned's Declassified School Survival Guide. He also made several other appearances.
Teocalli A teocalli (Nahuatl: "God-house") is a Mesoamerican pyramid surmounted by a temple. The pyramid is terraced, and some of the most important religious rituals in Pre-Columbian Mexico took place in the temple at the top of the pyramid.
Teodato Ipato Teodato Ipato (also Diodato or Deusdedit) was the doge of Venice after a brief interregnum following the death of his father, Orso Ipato, in 742. Teodato moved the capital of the Venetiae from Heraclea to Malamocco.
Teodor Anioła Teodor Anioła (born November 4, 1925 in Poznań; died July 10, 1993 in Poznań) was a Polish and Lech Poznań footballer who, during the seasons when he hit his top form (1949-51), earned the nickname "Diabeł" ("Devil") for his performances as a midfielder and right-winger, which in total brought him 141 goals in 196 Polish First league games.
Teodor Keko Teodor Keko (1958-2002) was an Albanian writer. When Teodor Keko, known as Dori i Vogël, died of a lethal disease, Edi Rama, at the time the mayor of Tirana, said in an interview: "with him is gone the last of the bohemians of this city"
Teodor Leszetycki Teodor Leszetycki (usually also referred to by a germanised name Theodor Lescheti(t)zky, June 22, 1830 – November 14, 1915) was a Polish pianist, teacher and composer. He was born in Łańcut, Poland (at the time part of the Austro-Hungarian Empire).
Teodor Narbutt Teodor Narbutt (also known by his modern Lithuanian name of Teodoras Narbutas; 1784 – 1864) was a Polish-Lithuanian writer, Romanticist historian and military engineer. He is notable as one of the first authors of a consice history of Lithuania from early Middle Ages to the times of the Union of Lublin.
Teodor Peterek Teodor Peterek (nicknames: Mietlorz and Teo), a Polish soccer player from interwar period, forward, represented Ruch Chorzow and Polish National Team. Born November 7, 1910 in Swietochlowice, died January 12, 1969.
Teodora Anna Dukaina Selvo Teodora Anna Dukaina Selvo (Greek: Θεοδώρα Άννα Δούκαινα) (1058 - 1083) was the Dogaressa of Venice (1075 - 1083), she was a Byzantine Imperial princess, the daughter of emperor Constantine X Dukas and his second wife Eudokia Makrembolitissa, and was born Theodora Dukaina Komnena.
Teodoro Benigno Teodoro "Teddy" Benigno (1923-2005) was a leading Filipino journalist with a career spanning seven decades. His writings first graced the print media in 1946, when he joined the Manila Tribune as a sportswriter and police beat reporter.
Teodoro de Croix Teodoro de Croix (June 20, 1730, Prévoté Castle, near Lille, France—1792, Madrid) was a Spanish soldier and colonial official in New Spain and Peru. From April 6, 1784 to March 25, 1790 he was viceroy of Peru.
Teodoro Petkoff Teodoro Petkoff Malec (born in Zulia State, January 3, 1932) is a Venezuelan politician, ex-guerrilla, journalist and economist. One of the most prominent politicians on the left in Venezuela, Petkoff began as a communist but gravitated towards liberalism in the 1990s.
Teodoro R. Yangco Teodoro Rafael Yangco (November 9, 1861–April 20, 1939) was a Resident Commissioner from the Philippine Islands. Born in San Antonio, Zambales, Yangco attended Ateneo de Manila University, and graduated from the University of Santo Tomás in 1881.
Teofilo Marxuach Lieutenant Colonel Teofilo Marxuach, (July 28, 1877-November 8, 1939), born in San Juan, Puerto Rico was the person who fired the first shot in World War I on behalf of the United States on an armed German supply ship trying to force its way out of the San Juan Bay.
Teofilo Yldefonso Teofilo Yldefonso (born February 9, 1903 in Piddig, Ilocos Norte) was a Filipino swimmer in the breaststroke, who is considered to be the finest Filipino swimmer in history. Known as the "Ilocano Shark", he is best remembered for accomplishing two feats: being the first Filipino to win an Olympic medal and the only Filipino who won two Olympic medals.
Teoma [pronounced tay-o-ma, was an Internet search engine] founded in [[2000 by Professor Apostolos Gerasoulis and his colleagues at Rutgers University in New Jersey. Professor Tao Yang from UCSB co-led technology R&D.
Teonaht Teonaht is a constructed language that has been developed since 1962 by science fiction writer and University of Rochester English professor Sarah Higley, under the pseudonym of Sally Caves. It is spoken in the fantasy setting of the Teonim, a race of polydactyl humans who have a cultural history of worshipping catlike deities.
Teopantecuanitlan Teopantecuanitlan is an archaeological site in the state of Guerrero, Mexico that represents an unexpectedly early development of complex society for the region. The site dates to the Earlyto Middle Formative, and archaeological evidence clearly indicates some kind of connection existed between Teopantecuanitlan and the Olmec heartland of the Gulf Coast, where La Venta and San Lorenzo Tenochtitlán were occupied.
Teos Teos (or Teo) was a maritime city of Ionia, on a peninsula between Chytrium and Myonnesus, colonized by Orchomenian Minyans, Ionians, and Boeotians. It was the birthplace of Anacreon the poet, Hecateus the historian, Protagoras the sophist, Scythinus the poet, Andron the geographer, and Apellicon, the preserver of the works of Aristotle.

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