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Eragrostis truncata TaksonomiDivisiTracheophytaSubdivisiSpermatophytesKladAngiospermaeKladmonocotsKladcommelinidsOrdoPoalesFamiliPoaceaeSubfamiliChloridoideaeTribusEragrostideaeGenusEragrostisSpesiesEragrostis truncata Hack. lbs Eragrostis truncata (Afrikaans: bloupolgras, blue tussock[1]) adalah sebuah spesies rumput yang berasal dari Namibia, Botswana, dan Afrika Selatan. Tumbuhan tersebut banyak ditemukan di Nama Karoo.[2] Referensi ^ Also: gemsbokgras (deer grass), kwaggag...

منتخب إريتريا لكرة القدم معلومات عامة بلد الرياضة  إريتريا الفئة كرة القدم للرجال  رمز الفيفا ERI  الاتحاد الاتحاد الوطني الإريتري لكرة القدم كونفدرالية كاف (أفريقيا) الملعب الرئيسي ملعب شيشرون القائد هينوك غويتوم  مراتب تصنيف الفيفا NR (15 فبراير 2024)[1] أعلى تصن...

رجاء لا تعدل هذه الصفحة هنا لأنها نسخة عن صفحة في الميتا. يمكنك تعديل الصفحة هناك. هذه صفحة مساعدة لكيفية عمل شيء ما.تفصّل هذه الصفحة طرق أو إجراءات بعض جوانب قواعد وممارسات ويكيبيديا. هذه الصفحة ليست واحدة من سياسات أو إرشادات ويكيبيديا، حيث لم تفحص بدقة عبر المجتمع. قائمة �...

Canadian football coach For the Atlanta Falcons offensive tackle, see Greg Quick (offensive tackle). Greg QuickQuick with the Alouettes in 2022Current positionTitleDefensive line coachTeamMontreal AlouettesBiographical detailsBorn (1956-11-30) November 30, 1956 (age 67)Playing careerlate 1970sBaldwin–Wallace Position(s)CenterCoaching career (HC unless noted)1979–1983Emporia State (DC/OL/DB)1984St. Edward HS (LB)1985Heidelberg (OC/OL)1986New Mexico State (LB)1987Edinboro (PA) (DC/DB)1...

Every polynomial has a real or complex root Not to be confused with Fundamental theorem of arithmetic or Fundamental theorem of linear algebra. The fundamental theorem of algebra, also called d'Alembert's theorem[1] or the d'Alembert–Gauss theorem,[2] states that every non-constant single-variable polynomial with complex coefficients has at least one complex root. This includes polynomials with real coefficients, since every real number is a complex number with its imaginary...

Italian Renaissance painter (1472–1517) Fra BartolomeoPresumed portrait of Fra BartolomeoBornBaccio della Porta28 March 1472Savignano di Prato, TuscanyDied31 October 1517 (aged 45)Florence Apparition of the Virgin to St Bernard (1504-1507), Uffizi Fra Bartolomeo or Bartolommeo OP (UK: /ˌbɑːrtɒləˈmeɪoʊ/, US: /-toʊl-/, Italian: [bartolo(m)ˈmɛːo]; 28 March 1472 – 31 October 1517), also known as Bartolommeo di Pagholo,[1] Bartolommeo di San Marco,[2] P...

80th season in franchise history, first in L.A. since 1994 2016 Los Angeles Rams seasonOwnerStan KroenkeGeneral managerLes SneadHead coachJeff Fisher (fired Week 14, 4–9 record) John Fassel (interim, 0–3 record)Home fieldLos Angeles Memorial ColiseumLocal radioKSPN 710 AM KSWD 100.3 FMResultsRecord4–12Division place3rd NFC WestPlayoff finishDid not qualifyPro Bowlers 3 P Johnny HekkerDT Aaron DonaldLS Jake McQuaide AP All-Pros 3 DL Aaron Donald (1st team)P Johnny Hekker (1st team)L...

Salto de San Sebastián Presa de San SebastiánUbicación geográficaRío BibeyCuenca Río MiñoCoordenadas 42°08′41″N 6°56′42″O / 42.14472222, -6.945Ubicación administrativaPaís España EspañaComunidad Castilla y León Castilla y LeónProvincia ZamoraZamoraDatos generalesPropietario Estado españolProyectista E. Vallarino y A. ÁlvarezUso HidroeléctricoObras ?-1959PresaTipo Contrafuertes, hormigónAltura 60 mLong. de coronación 292 mCota de coronació...

调谐信号（英語：Interval signal，缩写：IS），也叫广播开始曲或播音开始曲，是一种用于国内或国际广播最常用的方式。 概述 以音乐为主（如有代表性的爱国歌曲和民族歌曲等），但只取开头或结尾部分，通常用鐘、钢琴或小号演奏，在广播开始或结束时播放，并伴有播音员说出的电台台名，在切换语种或频率时亦是如此。调谐信号的设置有以下目的： 帮助听众调整收音�...

λ Aquarii Lokasi λ Aquarius (dilingkari) Data pengamatan Epos J2000      Ekuinoks J2000 Rasi bintang Aquarius Asensio rekta 22h 52m 36.8759s Deklinasi -07° 34′ 46.557″ Magnitudo tampak (V) 3.766 Ciri-ciri Kelas spektrum M2III Indeks warna U−B 1.74 Indeks warna B−V 1.64 Jenis variabel Variable star AstrometriKecepatan radial (Rv)-8.8 km/sGerak diri (μ) RA: 19.51 mdb/thn Dek.: 32.71 mdb/thn Paralaks (π)8,33...

Upanishads that adhere to the goddess-centric tradition Part of a series onHindu scriptures and texts Shruti Smriti List Vedas Rigveda Samaveda Yajurveda Atharvaveda Divisions Samhita Brahmana Aranyaka Upanishads UpanishadsRig vedic Aitareya Kaushitaki Sama vedic Chandogya Kena Yajur vedic Brihadaranyaka Isha Taittiriya Katha Shvetashvatara Maitri Atharva vedic Mundaka Mandukya Prashna Other scriptures Agamas Bhagavad Gita Tantras Related Hindu texts Vedangas Shiksha Chandas Vyakarana Nirukta...

English poet and academic (1844–1929) For other people named Edward Carpenter, see Edward Carpenter (disambiguation). Edward CarpenterBornEdward Carpenter(1844-08-29)29 August 1844Hove, Sussex, EnglandDied28 June 1929(1929-06-28) (aged 84)Guildford, Surrey, EnglandResting placeMount Cemetery, Guildford, EnglandOccupationsPoetanthologistearly LGBT activistsocialistphilosopherPartnerGeorge Merrill (1891–1928)Signature Edward Carpenter (29 August 1844 – 28 June 1929) was an Englis...

بترومينالشعارمعلومات عامةالبلد  السعودية التأسيس 22 نوفمبر 1962؛ منذ 61 سنة (1962-11-22)النوع عمل تجاري — شركة نفطية — سلسلة محطات الغاز الشكل القانوني مؤسسات مملوكة للدولة المقر الرئيسي جدة،  السعوديةموقع الويب petromin.com المنظومة الاقتصاديةالصناعة زيت المحرك، وقو�...

American music technology company This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (April 2009) (Learn how and when to remove this message) Ensoniq CorporationCompany typeSubsidiaryIndustryMusical instruments and technologyFounded1982Defunct2002FateAcquired by Creative Technology (January 1998) and merged with E-MU Systems, now dissolvedHeadquartersMalvern, Pen...

『ドレスデンの祭壇画』オランダ語: Het Dresdener Drieluikドイツ語: Dresdner Marienaltar作者ヤン・ファン・エイク製作年1437年種類オーク板に油彩所蔵アルテ・マイスター絵画館、ドレスデン 『ドレスデンの祭壇画』（ドレスデンのさいだんが（蘭: Het Dresdener Drieluik、独: Dresdner Marienaltar））、または『聖母の三連祭壇画』（せいぼのさんれんさいだんが）は、初期フラン�...

This is an archive of past discussions. Do not edit the contents of this page. If you wish to start a new discussion or revive an old one, please do so on the current talk page. Archives 2023;Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec 2022;Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec 2021;Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec 2020;Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec 2019;Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec 2018;Jan Feb Mar Apr May Jun Jul Aug Sep Oct ...

Battle in 1915 during the First World War Battle of HartmannswillerkopfPart of the Western Front of the First World WarThe memorial at Hartmannswillerkopf.Date19 January – 22 December 1915LocationHartmannswillerkopf, Alsace47°53′00″N 7°10′00″E / 47.88333°N 7.16667°E / 47.88333; 7.16667 (Hartmannswillerkopf)Result IndecisiveBelligerents France  GermanyCommanders and leaders Louis de Maud'huy Hans GaedeStrength Seventh Army Armee-Abteilung Gaed...

Silver Beauty Growler A growler is an electrical device primarily used for testing a motor for shorted coils. A growler consists of a coil of wire wrapped around an iron core and connected to a source of alternating current. When placed on the armature or stator core of a motor the growler acts as the primary of a transformer and the armature coils act as the secondary. A feeler, a thin strip of steel (hacksaw blade) can be used as the short detector. Motor testing The alternating magnetic fl...

Indigenous people of the Northeastern Woodlands of Canada and the US Ethnic group AbenakiWαpánahkiTotal population~21,000Regions with significant populationsCanada18,420 (2021)[1]Quebec16,400[2]United States (Vermont, New Hampshire, Maine), self-identified2,544 (2000)[3]LanguagesAbenaki, French, EnglishReligionAbenaki mythology (Wabanaki), ChristianityRelated ethnic groupsOther Algonquian peoplesEspecially Wolastoqiyik, Mi'kmaq, Passamaquoddy, and Penobscot PeopleAln...

Function in signal processing This article may be confusing or unclear to readers. Please help clarify the article. There might be a discussion about this on the talk page. (May 2010) (Learn how and when to remove this message) Airy disk In signal processing, apodization (from Greek removing the foot) is the modification of the shape of a mathematical function. The function may represent an electrical signal, an optical transmission, or a mechanical structure. In optics, it is primarily used ...