Hugh Bradley (baseball)
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Махотін Альберт Олександрович Народження 2 січня 1930(1930-01-02)Тула, Tula Okrugd, Московська область, РСФРР, СРСРСмерть 23 липня 1993(1993-07-23) (63 роки) Маріуполь, Донецька область, УкраїнаКраїна СРСР УкраїнаДіяльність художникЧлен Національна спілка художників УкраїниДіти Махо
1934 American filmThe Goddess of SpringDirected byWilfred JacksonStory byBill CottrellProduced byWalt DisneyStarringKenny Baker Jessica Dragonette Tudor WilliamsMusic byLeigh HarlineAnimation byCy Young Hamilton Luske Les Clark Dick HuemerWard Kimball Art Babbitt Wolfgang ReithermanLayouts byKen AndersonColor processTechnicolorProductioncompanyWalt Disney ProductionsDistributed byUnited ArtistsRelease dateNovember 3, 1934Running time8 min, 58 secCountryUnited StatesLanguageEnglish The Goddess...
此條目需要擴充。 (2011年5月21日)请協助改善这篇條目,更進一步的信息可能會在討論頁或扩充请求中找到。请在擴充條目後將此模板移除。 元氣史萊姆3 大海盜與尾巴團スライムもりもりドラゴンクエスト3 大海賊としっぽ団游戏封面类型动作冒险平台任天堂3DS开发商东星软件发行商史克威尔艾尼克斯制作人堀井雄二美术鸟山明(怪物设定)音乐椙山浩一系列勇者斗恶龙系列
Gertrudenkapelle, Blick zum romanischen Chorturm Die Gertrudenkapelle ist eine römisch-katholische Kapelle in der Ortsgemeinde Rheinbrohl im rheinland-pfälzischen Landkreis Neuwied. Geschichte Die der heiligen Gertrud von Nivelles geweihte Kapelle entstand in der ersten Hälfte des 13. Jahrhunderts als Gotteshaus des benachbarten Gertrudenhofes, der heute das Rathaus von Rheinbrohl beherbergt. Der Gertrudenhof befand sich im Besitz des Gertrudenstifts zu Nivelles. Das Stift verkaufte den Ho...
2005 single by Lifehouse You and MeSingle by Lifehousefrom the album Lifehouse ReleasedJanuary 28, 2005RecordedOctober 2004GenreSoft rockLength3:16 (album version)5:15 (extended wedding version)LabelGeffenSongwriter(s)Jason WadeJude ColeProducer(s)John AlagíaLifehouse singles chronology Take Me Away (2003) You and Me (2005) Blind (2005) You and Me is a song by American alternative rock band Lifehouse. It is the first single released from their third studio album, Lifehouse (2005). The track ...
Cet article est une ébauche concernant le Nouveau-Brunswick et l’Acadie. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Cet article concerne la localité canadienne. Pour l'île écossaise, voir Fair Isle. Fair Isle Administration Pays Canada Province Nouveau-Brunswick Subdivision régionale Northumberland Statut municipal District de services locaux Maire Mandat aucun aucun Constitution 1984 Démographie...
American college basketball season 2001–02 St. Francis Terriers men's basketballConferenceNortheast ConferenceRecord18–11 (13–7 NEC)Head coachRon Ganulin (11th season)Assistant coaches Glenn Braica (13th season) Ed Custodio (4th season) Home arenaGeneroso Pope Athletic ComplexSeasons← 2000–012002–03 → 2001–02 Northeast Conference men's basketball standings vte Conf Overall Team W L PCT W L PCT Central Connecticut † 19 &...
Office skyscraper located in downtown St. Louis, Missouri Metropolitan SquareGeneral informationStatusCompletedTypeCommercial officesLocation1 Metropolitan Square St. Louis, MissouriCoordinates38°37′39″N 90°11′23″W / 38.6275°N 90.1896°W / 38.6275; -90.1896Completed1989; 34 years ago (1989)Owner601 West Associates, LLC.ManagementJones Lang LaSalleHeightRoof180.7 m (593 ft)Technical detailsFloor count42Floor area88,559 m2 (953...
Mayan subgroup Tzeltal Winik AtelPantelhó Carnival, ChiapasTotal population589,144 (2020)[1]Regions with significant populations Mexico ( Chiapas)LanguagesTzeltal and SpanishReligionChristianity (predominantly Roman Catholic and Pentecostal), and traditional religion.Related ethnic groupsIndigenous people of the Americas The Tzeltal are a Maya people of Mexico, who chiefly reside in the highlands of Chiapas. The Tzeltal language belongs to the Tzeltalan subgroup of Maya lan...
Specials範囲 U+FFF0..U+FFFF(16 個の符号位置)面 基本多言語面用字 共通割当済 5 個の符号位置未使用 9 個の保留 2 個の非文字Unicodeのバージョン履歴 1.0.0 1 (+1)2.1 2 (+1)3.0 5 (+3)備考: [1][2]テンプレートを表示特殊用途文字(とくしゅようともじ 英語: Specials)は、UnicodeにおいてU + FFF0 〜 FFFFの基本多言語面の最後に割り当てられる短いブロックである。 これらの16個の...
British wheelchair basketball player Sophie CarrigillSophie Carrigill at the 2015 Women's U25 Wheelchair Basketball World Championship in BeijingPersonal informationNationality United KingdomBorn (1994-01-19) 19 January 1994 (age 29)Leeds, West YorkshireHeight5 ft 8 in (173 cm)SportCountryGreat BritainSportWheelchair basketballDisability class1.0EventWomen's teamClubLeeds SpidersCoyotes Medal record Wheelchair basketball U25 Women's World Championships 2015 Beiji...
Shanawdithit Información personalNacimiento c. 1801 Isla de Terranova (Canadá) Fallecimiento 6 de junio de 1829 San Juan de Terranova (Canadá) Causa de muerte Tuberculosis Nacionalidad CanadienseInformación profesionalOcupación Artista Seudónimo Nancy April [editar datos en Wikidata] Shanawdithit (1801-6 de junio de 1829), también llamada Nancy April, es considerada la última de los beothuk, una lengua indígena de la isla de Terranova. Se cree que nació en 1801. Tras ...
Flying squadron of the Royal Air Force Not to be confused with No. 1 Squadron RAF Regiment. No. 1 (F) Squadron RAFSquadron badgeActive1 April 1911 – 13 May 1912 (RE)13 May 1912 – 1 April 1918 (RFC)1 April 1918 – 20 January 1920 (RAF) 21 January 1920 – 1 November 1926 1 February 1927 – 23 June 1958 1 July 1958 – 28 January 201115 September 2012 – presentCountryUnited KingdomBranchRoyal Air ForceTypeFlying squadronRoleMulti–role combatPart ofNo. 1 Group RAFHome stationRAF L...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (نوفمبر 2019) مذبحة شرفات المعلومات الموقع شرفات، الضفة الغربية التاريخ 7 فبراير 1951 الهدف الاهالي و المدنيين في القرية الخسائر الوفيات شـيخين وثلاث نسـاء وخمسة أطفال، ك...
American mathematician Daniel ShanksBorn(1917-01-17)January 17, 1917Chicago, IllinoisDiedSeptember 6, 1996(1996-09-06) (aged 79)MarylandNationalityAmericanAlma materUniversity of ChicagoUniversity of Maryland, College ParkKnown forComputing πInteger factorizationBaby-step giant-stepScientific careerFieldsMathematics Daniel Charles Shanks (January 17, 1917 – September 6, 1996) was an American mathematician who worked primarily in numerical analysis and number theory. He was t...
Sahle-Work ZewdeTuma President of Ethiopia Che ka sabbu maa di shimsince 2018Tɛmplet:SHORTDESC:President of Ethiopia '''Che ka sabbu maa di shim'''since 2018 In this Ethiopian name, the name Zewde is a patronymic, and the person should be referred by the given name, Sahle-Work.Sahle-Work Zewdeሣህለ ወርቅ ዘውዴSahle-Work in 2016President of Ethiopia Ambassador to IncumbentAssumed office 25 October 2018Prime MinisterAbiy AhmedPreceded byMulatu TeshomeUnder Secretary-General, H...
Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (novembre 2015). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références ». En pratique : Quelles sources sont attendues ? ...
ジョッコ・コンランJocko Conlan 基本情報出身地 イリノイ州シカゴ生年月日 1899年12月6日没年月日 (1989-04-16) 1989年4月16日(89歳没)身長体重 5' 7.5 =約171.5 cm165 lb =約74.8 kg選手情報投球・打席 左投左打ポジション 外野手、審判員初出場 1934年7月6日最終出場 1935年9月29日経歴(括弧内はプロチーム在籍年度) シカゴ・ホワイトソックス(1934 - 1935)アメリカ野球殿堂 殿堂表...
Triedrul Frenet-Serret al unei curbe strâmbe și planul osculator al acesteia În geometria diferențială, planul osculator al unei curbe strâmbe este limita planului care trece prin trei puncte vecine ( M , M ′ , M ″ ) {\displaystyle (M,M',M'')} pe curbă, când punctele M ′ , M ″ {\displaystyle M',M''} tind către M. Fie o curbă spațială dată prin ecuația ei vectorială: Γ : r → = r → ( t ) , M 0 ( t 0 ) {\displaystyle \Gamma :\;{\vec...
Insigne pro Merito Melitensi Ordo pro Merito Melitensi est ordo meriti Supremi Ordinis Melitensis [1], anno 1920 creatus. Adiudicatur viris et feminibus qui honorem gloriamque Ordini Melitensi tulerunt aut virtutibus Christianis vel operibus caritatis faverunt. Contra Supremi Ordinis equites, Ordo pro Merito Melitensi igitur hominibus non Catholicis donari potest accipientes iureiurando religioso non obstringuntur.[2] Ordo pro Merito per decretum Supremi Consilii aut motu prop...