Mathias Møller Nielsen
|
Read other articles:
Mr Midnight AuthorJames LeeOriginal titleMr MidnightCountrySingaporeLanguageEnglishGenreHorror fictionPublisherAngsana Books, Flame Of The Forest Publishing (flameoftheforest.com)Publication date1998 (Earliest, Mr Midnight #1)2023 (Latest, Mr Midnight #SE 28) Mr Midnight (US title: Mr. Midnight) is a children's horror fiction book series written by Jim Aitchison under the pseudonym of James Lee. The series is published by Angsana Books, Flame Of The Forest Publishing. There are currently...
Ini adalah nama Korea; marganya adalah Park. Park Hyo-jooLahir8 Oktober 1982 (umur 41)Busan, Korea SelatanNama lainPark Hyo-juPekerjaanAktrisTahun aktif2001-sekarang Nama KoreaHangul박효주 Alih AksaraBak Hyo-juMcCune–ReischauerPak Hyochu Templat:Korean membutuhkan parameter |hangul=. Park Hyo-joo (lahir 8 Oktober 1982) adalah aktris asal Korea Selatan. Ia dikenal karena perannya dalam drama sejarah polisi Chosun Police Season 1 (juga dikenal sebagai Byeolsungeom),...
DadapayamDesaPeta lokasi Desa DadapayamNegara IndonesiaProvinsiJawa TengahKabupatenSemarangKecamatanSuruhKode pos50776Kode Kemendagri33.22.04.2017 Luas8,4687 km²Jumlah penduduk6103 jiwaKepadatan718 jiwa/km² Dadapayam adalah sebuah desa di kecamatan Suruh, Semarang, Jawa Tengah, Indonesia. Desa ini terletak di Kec. Suruh, Kab. Semarang merupakan Desa paling utara dari Kecamatan Suruh sekitar 11 km dari Suruh, tepatnya di 15 km arah timur dari Kota Salatiga, 50 km dari Kota Ungaran dan 6...
Gurvinder SinghGurvinder Singh, film Punjabi-nya Anhey Ghorhey Da Daan , pada upacara penutupan Festival Film Internasional India ke-43 (IFFI-2012),Tempat tinggalMumbai, Maharashtra, IndiaKebangsaanIndiaPekerjaanSutradara Gurvinder Singh adalah seorang sutradara India. Ia paling dikenal karena film berbahasa Punjabi-nya Anhe Ghore Da Daan, film fitur pertamanya. Film-nya Chauthi Koot (The Fourth Direction) terpilih untuk ditampilkan di Festival Film Cannes.[1] Gurvinder adalah seoran...
John Ensign John Eric Ensign (lahir 25 Maret 1958) adalah seorang veterinarian dan mantan politikus Amerika Serikat asal Las Vegas, Nevada. Sebagai anggota Partai Republik, Ensign merupakan anggota Kongres dan Senator Amerika Serikat dari Nevada Pranala luar Wikiquote memiliki koleksi kutipan yang berkaitan dengan: John Ensign. John Ensign for Senate official campaign website Kemunculan di C-SPAN Biografi di Biographical Directory of the United States Congress Catatan suara dikelola oleh The ...
Subfamily of flowering plants in the grass family Poaceae For other uses, see Bamboo (disambiguation). BambooTemporal range: 55–0 Ma PreꞒ Ꞓ O S D C P T J K Pg N Early Eocene – Present Bamboo forest in Hunan, China Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Monocots Clade: Commelinids Order: Poales Family: Poaceae Clade: BOP clade Subfamily: BambusoideaeLuerss. Tribes Arundinarieae Bambuseae Olyreae Diversity[1] >1,462 (kno...
Deakin government (II)In office5 July 1905 – 13 November 1908MonarchEdward VIIPrime MinisterAlfred DeakinPartyProtectionistStatusMinority (Labor support)OriginPredecessor lost confidence motionDemiseLost confidence motionPredecessorReid governmentSuccessorFisher government (I) The second Deakin government was the period of federal executive government of Australia led by Prime Minister Alfred Deakin. It lasted from 5 July 1905 to 13 November 1908. Deakin was the second prime minister ...
L'avventismo è un sottoinsieme di Chiese e gruppi religiosi cristiani che si rifanno ad un filone specifico del mondo protestante e restaurazionista. Ad esempio nell'Enciclopedia delle religioni in Italia, gli autori, nell'approccio al protestantesimo, hanno identificato diverse categorie, o «protestantesimi». Nel quadro di questa proposta tipologica la Chiesa cristiana avventista del settimo giorno si pone come esponente di spicco, ma non l'unico, all'interno del «protestantesimo...
This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Jean-Gabriel Eynard – news · newspapers · books · scholar · JSTOR (February 2010) (Learn how and when to remove this template message) Swiss banker and philhellene (1775–1863) Jean-Gabriel Eynard Jean-Gabriel Eynard (28 December 1775 – 5 February 1863) was ...
泰国陆军元帅他侬·吉滴卡宗ถนอม กิตติขจรPChW SR MPCh MWM第10任泰國總理任期1963年12月9日—1973年10月14日君主拉玛九世前任沙立·他那叻元帥继任訕耶·探瑪塞任期1958年1月1日—1958年10月20日君主拉玛九世前任乃朴·沙拉信继任沙立·他那叻元帥第32任泰國國防部長任期1957年9月23日—1973年10月14日前任鑾披汶·頌堪继任他威·尊拉塞(英语:Dawee Chullasapya) 个人资料出...
The generic geminal diol. The 'R's represent any groups other than OH. A geminal diol (or gem-diol for short) is any organic compound having two hydroxyl functional groups (-OH) bound to the same carbon atom. Geminal diols are a subclass of the diols, which in turn are a special class of alcohols. Most of the geminal diols are considered unstable. The simplest geminal diol is methanediol CH4O2 or H2C(OH)2. Other examples are: dihydroxymalonic acid (HOOC)2C(OH)2 decahydroxycyclopentane (C(OH)2...
Indra Miza Kakorpolairud Baharkam Polri ke-5Masa jabatan13 April 2022 – 7 Desember 2023PendahuluVerdianto Iskandar BitticacaPenggantiMohammad Yassin KosasihDirpoludara Korpolairud Baharkam PolriMasa jabatan15 Desember 2013 – 13 Agustus 2018PendahuluDeddy Fauzi ElhakimPenggantiAnang Syarif Hidayat Informasi pribadiLahir8 Oktober 1965 (umur 58)Padang, Sumatera BaratSuami/istriDeta Jaya RiantiAlma materAkademi Kepolisian (1988)Karier militerPihak IndonesiaDina...
关于江苏省的2019冠状病毒病疫情情况,请见「2019冠狀病毒病江蘇省疫情」。 维基百科中的醫學内容仅供参考,並不能視作專業意見。如需獲取醫療幫助或意見,请咨询专业人士。詳見醫學聲明。 在這條目內未有標明年份的日期都代表是2021年。 若非特別註明,本條目所有時間皆為東八區標準時間(UTC+8)。 南京禄口国际机场2019冠状病毒病聚集性疫情南京禄口...
NGC 974 الكوكبة المثلث رمز الفهرس NGC 974 (الفهرس العام الجديد)UGC 2049 (فهرس أوبسالا العام)NPM1G +32.0104 (Lick Northern Proper Motion Survey Galaxy Calalogue)PGC 9802 (فهرس المجرات الرئيسية)2MASX J02342577+3257160 (Two Micron All-Sky Survey, Extended source catalogue)IRAS 02314+3243 (IRAS)MCG+05-07-012 (فهرس المجرات الموروفولوجي)UZC J023425.9+325715 (فهرس زفيكي المحد�...
Fictional character Soap opera character Maggie AstoniHome and Away characterPortrayed byKestie MorassiDuration2017–2020First appearance21 June 2017 (2017-06-21)Last appearance14 July 2020 (2020-07-14)ClassificationFormer; regularIntroduced byLucy AddarioIn-universe informationOccupationPrincipal of Summer Bay HighFatherRichard WalfordMotherDiana WalfordSistersKate WalfordHusbandBen AstoniDaughtersZiggy AstoniCoco AstoniGranddaughtersIzzy Th...
Below is a list of selected paintings by the French artist Jacques-Louis David. Image Title Date Technique Size (см) Location Note Portrait of François Buron 1769 oil on canvas 65 × 54 Unidentified location Portrait of Madame François Buron 1769 oil on canvas 66 × 55 Art Institute of Chicago Portrait of Marie-Françoise Buron 1769 oil on canvas 66 × 54 National Museum of Fine Arts of Algiers Minerva Fighting Mars 1771 oil on canvas 114 × 140 Louvre Museum, Paris Jupiter and Antiope 1...
My FatherPoster untuk My Father (2007)Nama lainHangul마이 파더 Alih Aksara yang DisempurnakanMai padeoMcCune–ReischauerMai p‘adŏ SutradaraHwang Dong-hyukProduserSeok Myeong-hongChoe YunDitulis olehHwang Dong-hyukPemeranKim Yeong-cheolDaniel HenneyPenata musikGang Ho-jeongSinematograferChoe Hyeon-giPenyuntingLee Sang-minHahm Sung-wonDistributorCineline II Co. Ltd.Tanggal rilis 06 September 2007 (2007-09-06) Durasi109 menitNegaraKorea SelatanBahasaKoreaInggrisPendapata...
Questa voce sull'argomento stagioni delle società calcistiche italiane è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Voce principale: Unione Sportiva Sanremese Calcio 1904. Unione Sportiva SanremeseStagione 1949-1950Sport calcio Squadra Sanremese Allenatore Aldo Biffi Presidente Franco Negri Serie C3º posto nel girone A. 1948-1949 1950-1951 Si invita a seguire il modello di voce Questa voce ra...
معضلات لم تحلحل بعد في علم الحاسوب: هل يمكن تحليل عدد طبيعي إلى عوامل في وقت يتناسب مع قيم متعددة حدود على حاسوب عادي ؟ (لمزيد من المعضلات غير المحلولة (أو المحلحلة) في علم الحاسوب). مثال توضيحي لتحليل عدد صحيح،أي أن 864 = 25 × 33. في نظرية الأعداد، التحليل إلى العوامل[1] أو تحل�...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (مارس 2016) نوكيا N75معلومات عامةالنوع هاتف محمولالصانع نوكياالجيل BB5.0التوفر في السوق غير متوفر حالياأهم التواريختاري�...