Read other articles:

Jeritan KuntilanakSutradaraKoya PagayoProduserS. JakinDitulis olehShinta RianasariPemeranJoanna AlexandraJulia PerezCathrine WilsonGarneta HaruniZacky ZimahAndrew Ralph RoxburghFurry CitraHIM DamsyikPenata musikEka FirdausSinematograferPagayo BrothersFreddy LinggaPenyuntingTiara Puspa RaniDistributorTeguh Bankti MandiriTanggal rilis November 2009 (November 2009) Durasi91 menitNegaraIndonesia Jeritan Kuntilanak merupakan film horor Indonesia yang dirilis pada 2009 yang disutradarai ...

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 Januari 2023. Kaisar Xixia Chongzong dari Xia Barat (西夏崇宗) (1084–1139), atau Li Qianshun (李乾順)1, merupakan seorang kaisar Tangut Xia Barat (salah satu dari empat kerajaan yang memugar Cina, bersama dengan Dinasti Song, Dinasti Liao dan Kerajaan Jin) ...

Icon design-the process of designing a graphic symbol that represents some real, fantasy or abstract motive, entity or action. In the context of software applications, an icon often represents a program, a function, data or a collection of data on a computer system. Style and usage Icon designs can be simple, with flat two-dimensional drawing or a black silhouette, or complex, presenting a combination of graphic design elements such as one or more linear and radial color gradients, projected ...

Historical Demographics Altar of Domitius Ahenobarbus Articles Demographic history Historical demography World population estimates List of Countries by Population 1939 1989 2000 Map of countries in 1989 This is a list of countries by population in 1989, providing an overview of the world population before the fall of the Iron Curtain. While the population data[1] is almost exclusively dated 1989, political developments before the summer of 1990 are taken into account, including Yeme...

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. توقيت اليمن هو التوقيت الرسمي في اليمن المستخدم لتحديد موقع اليمن من الخارطة الزمنية. توقيت اليمن يقع تحت النظام المتقدم على توقيت غرينتش بثلاث ساعات.[1] انظر أيضًا توقيت ...

Численность населения республики по данным Росстата составляет 4 003 016[1] чел. (2024). Татарстан занимает 8-е место по численности населения среди субъектов Российской Федерации[2]. Плотность населения — 59,00 чел./км² (2024). Городское население — 76,72[3] % (20...

Election in Indiana Main article: 1984 United States presidential election 1984 United States presidential election in Indiana ← 1980 November 6, 1984 1988 →   Nominee Ronald Reagan Walter Mondale Party Republican Democratic Home state California Minnesota Running mate George H. W. Bush Geraldine Ferraro Electoral vote 12 0 Popular vote 1,377,230 841,481 Percentage 61.67% 37.68% County Results Reagan   40–50%   50–60% ...

Bosnia và Herzegovina Tên bằng ngôn ngữ chính thức Босна и ХерцеговинаBosnia i Hercegovina Quốc kỳ Quốc huy Bản đồ Vị trí của Bosnia và Herzegovina Vị trí của Bosnia và Herzegovina (xanh) trên thế giớiVị trí của Bosnia và Herzegovina Vị trí của Bosna và Hercegovina (xanh)ở châu Âu (xám đậm) Quốc caDržavna himna Bosne i HerzegovineQuốc ca Bosnia và HerzegovinaHành chínhChính phủCộng hò...

International security arrangement Collective security is a multi-lateral security arrangement between states in which each state in the institution accepts that an attack on one state is the concern of all and merits a collective response to threats by all.[1] Collective security was a key principle underpinning the League of Nations and the United Nations.[1] Collective security is more ambitious than systems of alliance security or collective defense in that it seeks to enc...

American singer (born 1953) Chaka KhanKhan in 2012Background informationBirth nameYvette Marie StevensAlso known asChaka Adunne Aduffe Yemoja Hodarhi Karifi KhanBorn (1953-03-23) March 23, 1953 (age 71)Chicago, Illinois, U.S.Genres R&B soul funk pop disco jazz gospel Occupation(s) Singer songwriter DiscographyChaka Khan discographyYears active1970–presentLabels ABC Warner Bros. Reprise MCA NPG Burgundy Websitechakakhan.comMusical artist Yvette Marie Stevens (born March 23, 1953),&#...

Each TearCover for the UK and International versionsSingel oleh Mary J. Blige duet Jay Seandari album Stronger with Each TearDirilis26 Februari 2010Formatunduhan musikDirekam2009 (Blige's vocals)2010 (duet)GenreR&BDurasi4:17 (bersama Tiziano Ferro)4:17 (bersama Rhea Garvey)4:15 (bersama Jay Sean)LabelGeffen Records, [Universal Music GroupPenciptaMary J. Blige, Mitchum Chin, Dwayne Chin-QueeProduserSupa Dups I Am(2009) Each Tear(2010) Stairway to Heaven(2010) Scivoli Di Nuovo(2009) Each Te...

Artikel ini bukan mengenai Pertempuran Provinsi Xu. Pertempuran XuzhouBagian dari Perang Tiongkok-Jepang KeduaTanggal24 Maret-1 Mei 1938LokasiXuzhou dan sekitarnyaHasil Kemenangan strategis JepangPuncak keberhasilan Tiongkok[1]Pihak terlibat Tiongkok  JepangTokoh dan pemimpin Li Zongren Bai Chongxi Pang Bingxun Sun Lianzhong Sun Zhen Tang Enbai Wang Mingzhang† Zhang Zizhong Isogai Rensuke Itagaki SeishiroPasukan Kawasan militer 1 dan 5 Tentara Kawasan Tiongkok Utara Tentara Eks...

American Olympic judoka Robert BerlandBerland in 2009Personal informationBornNovember 5, 1961 (1961-11-05) (age 62)Chicago, Illinois, U.S.OccupationJudokaSportCountryUnited StatesSportJudoWeight class‍–‍86 kgAchievements and titlesOlympic Games (1984)World Champ. (1983)Pan American Champ. (1986) Medal record Men's judo Representing  United States Olympic Games 1984 Los Angeles ‍–‍86 kg World Championships 1983 Moscow ...

Hours planets rule in a day Astrology Background Worship of heavenly bodies History of astrology Astrology and astronomy Planets Behenian Classical Zodiac Traditions, types, and systems Astrology and science Astrologers Astrological organizations Traditions Babylonian Chinese Hellenistic Hindu Islamic Jewish Tibetan Western Branches Natal Electional Horary Medical Financial Locational Psychological Meteorological Astrological signs Aries Taurus Gemini Cancer Leo Virgo Libra Scorpio Sagittariu...

Association football club in Spain For other uses, see Valencia Football Club. Football clubValenciaFull nameValencia Club de Fútbol, S.A.D.Nickname(s)Los Ches[1]Short nameValencia, VCFFounded18 March 1919; 105 years ago (1919-03-18) (as Valencia Foot-ball Club)Ground MestallaCapacity49,430[2]OwnerPeter Lim[3][4][5][6]PresidentLay Hoon ChanHead coachRubén BarajaLeagueLa Liga2023–24La Liga, 9th of 20WebsiteClub website Home ...

中华人民共和国证券业指的是中华人民共和国的证券行业。1950年代初，证券市场被中华人民共和国政府勒令关闭，1980年代初，证券市场恢复。 历史 主条目：中国证券史 1949年－1999年 1949年中华人民共和国成立后，证券交易市场被当作“资本主义的产物”被政府勒令关闭停止。直到改革开放以后，股票才作为国有企业改革的一种手段，得以被政府承认其合法地位。 这是20世�...

Town in Central Bohemian, Czech RepublicBenátky nad JizerouTownHusovo Square FlagCoat of armsBenátky nad JizerouLocation in the Czech RepublicCoordinates: 50°17′22″N 14°49′52″E / 50.28944°N 14.83111°E / 50.28944; 14.83111Country Czech RepublicRegionCentral BohemianDistrictMladá BoleslavFirst mentioned1052Government • MayorKarel Bendl (ODS)Area • Total35.51 km2 (13.71 sq mi)Elevation225 m (738 ft)Popul...

Doctrine that matter was created from nothing Ex nihilo redirects here. For creation from pre-existing matter, see Creatio ex materia. Tree of Life by Eli Content at the Joods Historisch Museum. The Tree of Life, or Etz haChayim (עץ החיים) in Hebrew, is a mystical symbol used in the Kabbalah of esoteric Judaism to describe the path to HaShem and the manner in which he created the world ex nihilo (out of nothing). Creatio ex nihilo (Latin for creation out of nothing) is the doctrine tha...

Mathematical invariant of a knot or link In the mathematical field of knot theory, the Jones polynomial is a knot polynomial discovered by Vaughan Jones in 1984.[1][2] Specifically, it is an invariant of an oriented knot or link which assigns to each oriented knot or link a Laurent polynomial in the variable t 1 / 2 {\displaystyle t^{1/2}} with integer coefficients.[3] Definition by the bracket Type I Reidemeister move Suppose we have an oriented link L {\displaystyle ...

Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (mai 2020). 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 ? Comme...