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ポータル 文学 『たづたづし』は、松本清張の短編小説。『小説新潮』1963年5月号に掲載され、1963年10月に短編集『眼の気流』収録の一編として、新潮社より刊行された。「たづたづし」は、万葉集の「夕闇は 道たづたづし 月待ちて 行ませ我が背子 その間にも見む」からで、「はっきりしなくて不安である」の意。『愛のきずな』のタイトルで1969年に東宝で映画化...

Василь Васильович ЩербинаНародження 9 квітня 1914(1914-04-09)ст. Микитівка, Бахмутський повіт, Катеринославська губернія, Російська імперіяСмерть 24 вересня 1942(1942-09-24) (28 років)біля Івенець, Мінська область, Білоруська РСР, СРСРПоховання ВоложинКраїна  СРСРРоки служби 1934—1942П�...

Terence LewisLewis di penghargaan ‘NRI Of The Year’ di Mumbai pada 2017Lahir10 April 1975 (umur 48)Mumbai, Maharashtra, IndiaPekerjaanPengarah Gambar, KoreograferSitus webTerence Lewis Terence Lewis (lahir 10 April 1975) adalah seorang penari dan koreografer asal India, yang mengkhususkan diri dalam dansa kontemporer. Ia dikenal sebagai koreografer dan juri dalam serial dansa realitas Dance India Dance Musim 1, 2 & 3 (2009–2012)[1][2] Referensi ^ Our dance is mo...

2020 single by DJ Khaled featuring Drake PopstarSingle by DJ Khaled featuring Drakefrom the album Khaled Khaled B-sideGreeceReleasedJuly 17, 2020 (2020-07-17)Recorded2020Genre Hip hop trap[1] Length3:20Label OVO We the Best Epic Songwriter(s) Khaled Khaled Aubrey Graham Ozan Yildirim  David Ruoff Elias Klughammer Producer(s) OZ David & Eli DJ Khaled DJ Khaled singles chronology Important (2020) Popstar (2020) Sunshine (The Light) (2021) Drake singles ch...

Lee Ho-seong (lahir di Suncheon, Korea selatan, 17 Juli 1967 - meninggal di Seoul, Korea selatan, 10 Maret 2008) Apakah seorang atlet bisbol Korea selatan.[1] Ia mulai bermain pada tahun 1990 dengan Tigers sampai pensiun pada tahun 2001. Ia menjadi kapten tim pada tahun 1999 dan 2000, lalu menjadi presiden liga pada tahun 2001. Lee ditemukan mati di Sungai Han pada tanggal 10 Maret 2008 karena bunuh diri.[1] Referensi ^ a b (Inggris)Ex-baseball star named a suspect, then found...

American physicist (1900–1976) For other people named John Slater, see John Slater (disambiguation). John C. SlaterSlater in 1952Born(1900-12-22)December 22, 1900Oak Park, Illinois, USDiedJuly 25, 1976(1976-07-25) (aged 75)Sanibel Island, Florida, USAlma materUniversity of Rochester (BS)Harvard University (PhD)Known forSlater-type orbitalsSlater determinantsSlater's rulesSlater–Condon rulesSlater–Pauling ruleSlater integralsSlater-Koster modelBethe–Slater curveBohr–Kr...

1982 science fiction novel by Michael Bishop No Enemy But Time Cover of first edition (hardcover)AuthorMichael BishopCountryUnited StatesLanguageEnglishGenreScience fiction novelPublisherTimescape Books/Simon & SchusterPublication date1982Media typePrint (hardback & paperback)Pages397 ppISBN0-671-44973-7OCLC7976185Dewey Decimal813/.54 19LC ClassPS3552.I772 N6 1982 No Enemy But Time is a 1982 science fiction novel by Michael Bishop. It won the 1982 Nebula Award for Best Novel...

Filipino street food IsawCourseSnackPlace of originPhilippinesServing temperatureHot, warmMain ingredientsChicken intestinesSimilar dishesInihaw, Proben  Media: Isaw Isaw is a popular street food from the Philippines, made from barbecued pig or chicken intestines. It is a type of inihaw.[1] The intestines are cleaned several times and are then either boiled, then grilled on sticks. For presentability, the intestines are usually applied with orange food coloring. Once cooked, ...

1720 peace treaty ending the Great Northern War A Danish medal commemorating the Treaty of Frederiksborg. The Treaty of Frederiksborg (Danish: Frederiksborgfreden) was a treaty signed at Frederiksborg Castle, Zealand, on 3 July 1720[1] (14 July 1720 according to the Gregorian calendar), ending the Great Northern War between Denmark–Norway and Sweden. History The Danish-Swedish part of the conflict began in 1700 but peace was restored the same year. Denmark-Norway rejoined the war in...

الكَيْنُونَة، وأصلها كانَ يَكُون، كُنْ، كَوْنًا وكِيانًا وكَيْنُونَةً، فهو كائِن. فالكَيْنُونَة هي مصدر كانَ، فيقال كَانَ الأَمْرُ: أي وُجِدَ، وكَأَنْ لَمْ يَكُنْ: أي لَمْ يُوجَدْ.[1] الكَيْنُونَة هو مفهوم واسع للغاية يشمل الميزات الموضوعية والذاتية للواقع والوجود. �...

Ania WyszkoniWyszkoni in 2019Background informationBirth nameAnna Maria WyszkoniBorn(1980-07-21)21 July 1980Tworków, PolandGenresPop rockOccupation(s)Singer-songwriterYears active1996–presentLabelsSony Music Entertainment Poland, Universal Music Polska, Mystic ProductionWebsitehttp://www.aniawyszkoni.pl/Musical artist Anna Wyszkoni (born 21 July 1980 in Tworków, Poland) is a Polish pop rock singer, composer and songwriter, also performing under the diminutive Ania Wyszkoni. Between 1996 a...

Artistic theme based on an episode of Roman history Nicolò dell'Abate, The Continence of Scipio, c. 1555. The Continence of Scipio, Pompeo Batoni, c.1771. The Continence of Scipio, or The Clemency of Scipio, is an episode in the life of the Roman general Scipio Africanus, recounted by the historian Livy. During Scipio's campaign in Spain during the Second Punic War, he refused to accept a ransom for a young female prisoner, returning her to her fiancé Allucius, who in return became a suppor...

American actress Olivia HamiltonHamilton in 2018Born (1987-06-03) June 3, 1987 (age 36)CitizenshipUnited StatesAlma materPrinceton UniversityOccupationsActressproducerscreenwriterYears active2011–presentSpouse Damien Chazelle ​(m. 2018)​Children2 Olivia Hamilton (born June 3, 1987) is an American actress. She is best known for her roles in the Damien Chazelle (her husband since 2018) films La La Land (2016), First Man (2018), and Babylon (2022).&#...

Indian actress Manjula GhattamaneniManjula Ghattamaneni in 2021Born (1970-11-08) 8 November 1970 (age 53)Madras, Tamil Nadu, IndiaOther namesManjula, Manjula SwarupOccupation(s)Actor, producer, directorYears active1998–presentSpouseSanjay SwaroopChildren1Parent(s)Krishna (father) Indira Devi (mother)Relatives Ramesh Babu (brother) Mahesh Babu (brother) Naresh (step-brother) Websitemanjulaghattamaneni.com Manjula Swarup (née Ghattamaneni; born 8 November 1970[1]) is a...

Human mitochondrial DNA haplogroup Haplogroup XPossible time of originca. 45,000–20,000 years ago[1]Possible place of originNear East[2]AncestorNDescendantsX1, X2Defining mutations73, 7028, 11719, 12705, 14766, 16189, 16223, 16278[3] Haplogroup X is a human mitochondrial DNA (mtDNA) haplogroup. It is found in North America, Europe, Western Asia, North Africa, and the Horn of Africa. A mtDNA-based map of major human migrations. Haplogroup X diverged from haplogroup N,...

The Adamson Estate is built on land acquired by Joseph Cawthra in 1809. The land was granted to Agar Adamson and Mabel Cawthra as a wedding gift. The Cawthra family of Toronto was famous for its business, social and cultural contributions to the city. It is one of the oldest families in Toronto, and many descendants of the family's founder, Joseph Cawthra, continue to play significant roles in Toronto society. History Joseph Cawthra migrated to Canada from Yorkshire in 1803.[1] In 180...

Spanish writer (born 1967) Rafael ReigBorn(1967-09-16)September 16, 1967Cangas de Onís, Asturias, SpainOccupationNovelist, essayist, criticGenreScience fiction, postmodernism, detective fiction, essayWebsitewww.hotelkafka.com/blogs/rafael_reig Rafael Reig is a Spanish writer born in Asturias in 1963. He studied philosophy and humanities in Madrid, and then in New York City, completing his PhD in literature on 19th century literary depictions of prostitution. His novels are Guapa de cara (A P...

Religious scriptures seen by Muslims as holy Part of a series onIslam Beliefs Oneness of God Prophets Revealed Books Angels Day of Resurrection Predestination Practices Profession of Faith Prayer Almsgiving Fasting Pilgrimage TextsFoundations Quran Sunnah (Hadith, Sirah) Tafsir (exegesis) Aqidah (creed) Qisas al-Anbiya (Stories of the Prophets) Mathnawi (Poems) Fiqh (jurisprudence) Sharia (law) History Timeline Muhammad Ahl al-Bayt Sahabah Rashidun Caliphate Imamate Medieval Islamic science S...

An example of a 3 × 3 × 3 simple magic cube. A simple magic cube is the lowest of six basic classes of magic cubes. These classes are based on extra features required. The simple magic cube requires only the basic features a cube requires to be magic. Namely, all lines parallel to the faces, and all 4 space diagonals sum correctly.[1] i.e. all 1-agonals and all 3-agonals sum to S = m ( m 3 + 1 ) 2 . {\displaystyle S={\frac {m(m^{3}+1)}{2}}.} No planar diagona...

Abstract machine that uses only one instruction Not to be confused with 1-bit computing. A one-instruction set computer (OISC), sometimes referred to as an ultimate reduced instruction set computer (URISC), is an abstract machine that uses only one instruction – obviating the need for a machine language opcode.[1][2][3] With a judicious choice for the single instruction and given arbitrarily many resources, an OISC is capable of being a universal compute...