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Song Quest First editionAuthorKatherine RobertsCover artistHarvey Parker and Alison WitheyCountryUnited KingdomLanguageEnglishSeriesThe Echorium SequenceGenreFantasy NovelPublisherElement Children's BooksPublication date1 January, 1999Media typePrint (Hardback & Paperback)Pages240 pp (first edition, hardback)ISBN1-903434-46-7OCLC46910015Followed byCrystal Mask Fantasy novel by Katherine Roberts Song Quest is a fantasy novel by Katherine Roberts. It is the first book in...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2016. Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber:...
Wappen Deutschlandkarte 52.7428833333339.1007532Koordinaten: 52° 45′ N, 9° 6′ O Basisdaten Bundesland: Niedersachsen Landkreis: Nienburg/Weser Samtgemeinde: Grafschaft Hoya Höhe: 32 m ü. NHN Fläche: 20,09 km2 Einwohner: 704 (31. Dez. 2022)[1] Bevölkerungsdichte: 35 Einwohner je km2 Postleitzahl: 27333 Vorwahl: 05022 Kfz-Kennzeichen: NI Gemeindeschlüssel: 03 2 56 035 Gemeindegliederung: 4 Ortsteile Adresse ...
Världsmästerskapet i curling för damer 2016 Datum19–27 mars 2016ArrangörWCFDeltagareNationer ihuvudmästerskap12Aktiva60VärdskapLand KanadaOrtSwift Current, SaskatchewanSpelplatserCredit Union iPlexPlaceringar Guld Schweiz Silver Japan Brons RysslandÖvrigtMatcher71← 2015 2017 → Världsmästerskapet i curling för damer 2016 var det 38:e mästerskapet och spelades i Swift Current, Saskatchewan den 19–27 mars 2016. Antalet tävlande nationer var 12 stycken. ...
American politician Connie JohnsonMember of the Oklahoma Senatefrom the 48th districtIn officeNovember 2005 – November 2014Preceded byAngela MonsonSucceeded byAnastasia Pittman Personal detailsBornConstance Nevlin Johnson (1952-05-11) May 11, 1952 (age 71)Holdenville, Oklahoma, U.S.Political partyDemocraticOther politicalaffiliationsDemocratic Socialists of AmericaEducationUniversity of Pennsylvania (BA)Langston University (MS) Constance Nevlin Johnson (born May 11, 1952) is a...
名探偵ピカチュウ Pokémon Detective Pikachu監督 ロブ・レターマン脚本 ダン・ヘルナンデス ベンジー・サミット ロブ・レターマン デレク・コノリー(英語版) 原作 任天堂ポケモンクリーチャーズ『名探偵ピカチュウ』 田尻智『ポケットモンスター』 製作 メアリー・ペアレント ケイル・ボイター 片上秀長 ドン・マッゴーワン 製作総指揮 ジョセフ・M・カラッシオロ・Jr ア
Reigate Tunnel from the north 51°14′18.632″N 0°12′20.750″W / 51.23850889°N 0.20576389°W / 51.23850889; -0.20576389 Reigate Tunnel is a former road tunnel in Reigate, Surrey, England.[1][2][3] It runs under the hill that was once the site of Reigate Castle and was built during 1823, although some sources report that it only opened in 1824.[4] The narrow and short tunnel formerly carried the A217 road,[5][6] and...
2016 remake of American TV series For the CBS television series, see The Good Wife. The Good WifePromotional posterHangul굿 와이프Revised RomanizationGut Waipeu GenreDramaBased onThe Good Wifeby Robert King & Michelle KingDeveloped byStudio DragonWritten byHan Sang-woonDirected byLee Jeong-hyoStarringJeon Do-yeonYoo Ji-taeYoon Kye-sangComposerNam Hye-seungCountry of originSouth KoreaOriginal languageKoreanNo. of episodes16ProductionExecutive producersJo Moon-jooJinnie ChoiKim Young-ky...
1968 compilation album by BBC Radiophonic WorkshopBBC Radiophonic MusicCompilation album by BBC Radiophonic WorkshopReleased1968Recorded1962–1968GenreElectronic music, library musicLength47:29LabelBBC RecordsProducerJohn Baker, David Cain, Delia DerbyshireBBC Radiophonic Workshop chronology Time Beat(1962) BBC Radiophonic Music(1968) Fourth Dimension(1973) BBC Radiophonic Music is the first compilation of music released by the BBC Radiophonic Workshop. It featured music by three of ...
Paus Sirisius adalah seorang Paus, pemimpin Gereja Katolik Roma, uskup Roma dari 11 Desember 384 hingga 26 November 399. Didahului oleh:Damasus I Paus384 - 399 Diteruskan oleh:Anastasius I lbs Paus Gereja Katolik Daftar paus grafik masa jabatan orang kudus Nama Paus Abdikasi Paus Paus emeritus Antipaus Paus terpilih Abad ke-1s.d. ke-4 Petrus Linus Anakletus Klemens I Evaristus Aleksander I Sistus I Telesforus Higinus Pius I Anisetus Soter Eleuterus Viktor I Zefirinus Kalistus I Urbanus I...
Komite Penanganan Corona Virus Disease 2019 dan Pemulihan Ekonomi NasionalInformasi lembagaDibentuk20 Juli 2020 (2020-07-20)Nomenklatur lembaga sebelumnyaGugus Tugas Percepatan Penanganan COVID-19beserta 18 lembaga lainnya yang dibubarkan[1]Dibubarkan05 Agustus 2023 (2023-08-05)Wilayah hukumPemerintah IndonesiaKantor pusatKantor Sekretariat Presiden, Istana Negara, Jakarta, Indonesia6°10′06″S 106°49′28″E / 6.1683°S 106.8244°E / -6.1683; 10...
В вычислительной математике алгоритм де Кастельжо, названный в честь его изобретателя Поля де Кастельжо — рекурсивный метод определения формы многочленов Бернштейна или кривых Безье. Алгоритм де Кастельжо также может быть использован для разделения кривой Безье на дв...
This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (October 2023) Military and NYSC camp markets in Nigeria Mammy MarketLocationVarious military barracks and NYSC camps in NigeriaOpening date1959; 64 years ago (1959)Goods soldFood, clothing, electronics, household items Mammy Market is a feature within Nigerian military barracks and National Youth Service Corps camps. ...
Family of fictional characters The BrittensAwake familyFrom left to right: Hannah, Rex, MichaelFirst appearancePilotMarch 1, 2012 (2012-03-01)Last appearanceTurtles All the Way DownMay 24, 2012 (2012-05-24)Created byKyle Killen The Brittens are a family of fictional characters featured in the American television police procedural fantasy drama Awake. The Brittens are a nuclear family consisting of the married couple Michael and Hannah and their child son Rex. The...
У этого термина существуют и другие значения, см. Стикер (значения). Эту страницу предлагается объединить со страницей Наклейка.Пояснение причин и обсуждение — на странице Википедия:К объединению/5 декабря 2020.Обсуждение длится не менее недели (подробнее). Не удаляйте шаб...
Indian actor (died 2021) Atal Bihari PandaPanda receiving 26th Odisha State Film Award for Best Actor in 2014Born1928 or 1929Binika, Subarnapur DistrictDied(2021-06-05)5 June 2021NationalityIndianOccupation(s)Actor, playwrightYears active1944–2012 as stage artist2013–2020 as film actorKnown forFilm actor and playsNotable workSala Budha, Aadim Vichar Atal Bihari Panda (1928/9 – 5 June 2021) was an Indian actor, playwright and lyricist, known for his works in Sambalpuri ...
1917 American filmThe Winged MysteryDirected byJoseph De GrasseWritten byArcher MacMackin William ParkerStarringFranklyn Farnum Claire Du Brey Rosemary ThebyProductioncompanyUniversal PicturesDistributed byUniversal PicturesRelease dateNovember 4, 1917Running time50 minutesCountryUnited StatesLanguagesSilent English intertitles The Winged Mystery is a 1917 American silent war film directed by Joseph De Grasse and starring Franklyn Farnum, Claire Du Brey and Rosemary Theby.[1] Cast Fra...
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2022. Air mancur Heron Diagram cara kerja air mancur heron Air mancur Heron adalah mesin hidrolik yang ditemukan oleh penemu, matematikawan, dan fisikawan abad ke-1 Masehi, Heron dari Iskandariyah (juga dikenal sebagai Hero dari Iskandariyah). Heron mempelaj...
42-я церемония «Грэмми» Дата проведения 23 февраля 2000 Место проведения Стэйплс-центр, Лос-Анджелес Ведущие Рози О'Доннелл Канал вещания CBS Хронология 41-я43-я 42-я церемония вручения премий «Грэмми» состоялась 23 февраля 2000 года в Стэйплс-центр, Лос-Анджелес. Группа Santana была на...
Model for a random simple path A loop-erased random walk in 2D for 10 6 {\displaystyle 10^{6}} steps. In mathematics, loop-erased random walk is a model for a random simple path with important applications in combinatorics, physics and quantum field theory. It is intimately connected to the uniform spanning tree, a model for a random tree. See also random walk for more general treatment of this topic. Definition Assume G is some graph and γ {\displaystyle \gamma } is some path of lengt...