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Ronald Dobson (rugby union)

Rugby playerRonald DobsonDobson in 1949Birth nameRonald Leslie DobsonDate of birth(1923-03-26)26 March 1923Place of birthAuckland, New ZealandDate of death26 October 1994(1994-10-26) (aged 71)Place of deathAuckland, New ZealandHeight1.80 m (5 ft 11 in)Weight74 kg (163 lb)Rugby union careerPosition(s) Second five-eighthProvincial / State sidesYears Team Apps (Points)1946–49 Auckland 28 ()International careerYears Team Apps (Points)1949 New Zealand 1 (0) Ronald L...

You're Still New to Me

1986 single by Marie Osmond with Paul DavisYou're Still New to MeSingle by Marie Osmond with Paul Davisfrom the album I Only Wanted You B-sideNew LoveReleasedJuly 1986GenreCountryLength3:20LabelCapitol/CurbSongwriter(s)Paul DavisPaul OverstreetProducer(s)Paul WorleyMarie Osmond singles chronology Read My Lips(1986) You're Still New to Me(1986) I Only Wanted You(1986) Paul Davis singles chronology Love or Let Me Be Lonely(1982) You're Still New to Me(1986) I Won't Take Less Than Your L...

Koloni Tanjung Belanda

Koloni TanjungKaapkolonie1652–1806 Bendera Lambang Evolusi wilayah Koloni Tanjung BelandaStatus Koloni Tanjung Belanda 1652–1795 Republik Belanda Koloni Tanjung Britania Pertama 1795–1803Kerajaan Bersatu Britania Raya dan Irlandia Koloni Tanjung Batavia 1803–1806Republik BataviaIbu kotaAwalnya Kastil Harapan, kemudian KaapstadBahasa yang umum digunakanBelanda (resmi) Afrikaans Xiri Korana Khoekhoe isiXhosa InggrisAgama Gereja Reformasi Belanda, termasuk Nederduitse Gereformeerde ...

Педро Паулет

Педро Паулет Народився 2 липня 1874(1874-07-02)[1]Куско, Перу[2]Помер 30 січня 1945(1945-01-30)[3] (70 років)Буенос-Айрес, Аргентина[2]Країна ПеруМісце проживання ПеруДіяльність інженер, дипломат, фізикГалузь космонавтикаAlma mater Національний університет Святого Август

Serenity (film, 2019)

Pour les articles homonymes, voir Serenity. Cet article est une ébauche concernant un film américain. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les conventions filmographiques. Serenity Données clés Titre québécois Sérénité Réalisation Steven Knight Scénario Steven Knight Acteurs principaux Matthew McConaugheyAnne HathawayDiane LaneJason ClarkeDjimon Hounsou Sociétés de production Global Road EntertainmentIM GlobalShoebox FilmsStarlings Ente...

Fotobioreaktor

fotobioreaktor sistem tertutup Fotobioreaktor adalah sebuah sistem bioreaktor yang digunakan sebagai tempat budidaya mikroalga secara monokultur.[1] Sistem ini menjamin tersedianya cahaya dan nutrisi yang masuk ke dalam bioreaktor untuk mendorong pertumbuhan mikroalga yang ada di dalam fotobioreaktor. fotobioreaktor dapat dibedakan menjadi dua jenis, yaitu fotobioreaktor sistem tertutup dan fotobioreaktor sistem terbuka. sistem terbuka Pada budidaya menggunakan sistem terbuka, budiday...

بجماليون (ملك صور)

لمعانٍ أخرى، طالع بجماليون (توضيح). هذه مقالة غير مراجعة. ينبغي أن يزال هذا القالب بعد أن يراجعها محرر مغاير للذي أنشأها؛ إذا لزم الأمر فيجب أن توسم المقالة بقوالب الصيانة المناسبة. يمكن أيضاً تقديم طلب لمراجعة المقالة في الصفحة المخصصة لذلك. (سبتمبر 2023) بجماليون ف...

Zimna Woda (Łuków)

Ten artykuł dotyczy części miasta. Zobacz też: inne znaczenia hasła „Zimna Woda”. Zimna Woda Część miasta Łukowa Ulica Zimna Woda. Tablica informująca o wjeździe na teren Łukowskiego Obszaru Chronionego Krajobrazu Państwo Polska Województwo lubelskie Powiat łukowski Miasto Łuków SIMC 0975670 Kod pocztowy 21-400 Tablice rejestracyjne LLU Położenie na mapie ŁukowaZimna Woda Położenie na mapie PolskiZimna Woda Położenie na mapie województwa lubelskiegoZim...

Mikael Tellqvist

Swedish ice hockey player Ice hockey player Mikael Tellqvist Tellqvist with the St. John's Maple Leafs in 2004Born (1979-09-19) September 19, 1979 (age 44)Sundbyberg, SwedenHeight 5 ft 11 in (180 cm)Weight 185 lb (84 kg; 13 st 3 lb)Position GoaltenderCaught LeftPlayed for SELModo HockeyDjurgårdens IFSM-liigaLukkoNHLToronto Maple LeafsPhoenix CoyotesBuffalo SabresKHLAk Bars KazanDinamo RigaNational team SwedenNHL Draft 70th overall, 2000Toronto Ma...

Samuel Osgood

American politician (1747–1813) For the 19th century portrait artist, see Samuel Stillman Osgood. Samuel Osgood4th United States Postmaster GeneralIn officeSeptember 26, 1789 – August 12, 1791PresidentGeorge WashingtonPreceded byEbenezer HazardSucceeded byTimothy Pickering Personal detailsBorn(1747-02-03)February 3, 1747Andover, Massachusetts, British America(now North Andover)DiedAugust 12, 1813(1813-08-12) (aged 66)New York City, U.S.Political partyFederalistSpouse(s)Marth...

The Blind Banker

2nd episode of the 1st series of Sherlock The Blind BankerSherlock episodeTitle card of the episodeEpisode no.Series 1Episode 2Directed byEuros LynWritten byStephen ThompsonBased onThe Adventure of the Dancing Menby Arthur Conan DoyleFeatured music David Arnold Michael Price Cinematography bySteve LawesOriginal air date1 August 2010 (2010-08-01)Running time88 minutesGuest appearances Louise Brealey as Molly Hooper Zoe Telford as Sarah Sawyer Gemma Chan as Soo Lin Yao Paul Chequ...

Saropogon

Genus of flies Saropogon Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Diptera Family: Asilidae Subfamily: Dasypogoninae Genus: SaropogonLoew, 1847 Diversity at least 120 species Saropogon is a genus of robber flies (insects in the family Asilidae). There are at least 120 described species in Saropogon.[1][2][3][4] See also List of Saropogon species References ^ Saropogon Report. Integrated Taxonomic Info...

Melanosome

Organelle found in animal cells used for the synthesis, storage and transport of melanin For the geological term, see melanosome (geology). 7× speed timelapse video of fish melanophores responding to 200 uM adrenaline; the melanosomes retreat to the center of the star-shaped melanophore cells. Fish and frog melanophores are cells that can change colour by dispersing or aggregating pigment-containing melanosomes. A melanosome is an organelle found in animal cells and is the site for synt...

kristal waktu

Frank Wilczek, penerima hadiah nobel yang pertama kali mengusulkan keberadaan kristal waktu secara teoretis. Dalam fisika benda terkondensasi, kristal waktu adalah sistem kuantum partikel yang salah satu tingkat energi terendahnya tercapai saat partikel-partikelnya mengalami gerakan berulang. Sistem semacam ini tidak dapat kehilangan energinya ke lingkungan, dan berhenti karena sudah berada dalam keadaan dasar kuantumnya. Jadi, gerakan partikel tidak benar-benar mewakili energi kinetik selaya...

Hartha

Hartha Stad in Duitsland Situering Deelstaat Saksen Landkreis Mittelsachsen Coördinaten 51° 6′ NB, 12° 59′ OL Algemeen Oppervlakte 54,40 km² Inwoners (31-12-2020[1]) 6.891 (127 inw./km²) Hoogte 326 m Burgemeester Ronald Kunze (partijloos) Overig Postcode 04746 Netnummer 034328 Kenteken FG (alternatief: BED, DL, FLÖ, HC, MW, RL) Gemeentenr. 14 5 22 250 Website www.hartha.de Locatie van Hartha in Mittelsachsen Portaal Duitsland Marktplaats Hartha is e...

Flying kick

Type of kick For use in football, see flying kick (football).For use in rugby, see field goal (rugby). Flying kickFlying kick performed by a black belt A jump kick is a type of kick in certain martial arts and in martial-arts based gymnastics, with the particularity that the kick is delivered mid-air, specifically moving (flying) into the target after a running start to gain forward momentum.[1] In this sense, a Jump kick is a special case of a flying kick, any kick delivered in mid-a...

Itzik Galili

Israeli choreographer (born 1961) This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This biography of a living person relies too much on references to primary sources. Please help by adding secondary or tertiary sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately, especially if potentially libelous or harmful.Find sources: ...

Ashton under Hill

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: Ashton under Hill – news · newspapers · books · scholar · JSTOR (June 2009) (Learn how and when to remove this template message) Human settlement in EnglandAshton under HillAshton under HillLocation within WorcestershirePopulation747 (2001)[1]OS...

Cacing keremi

Halaman ini berisi artikel tentang organisme parasit. Untuk infeksi, lihat Enterobiasis. Halaman ini berisi artikel tentang the nematoda dari familia Enterobius, dikenal sebagai pinworm di USA (Cacing kremi di Indonesia). Untuk nematoda lain yang juga disebut pinworm, lihat Strongyloides stercoralis. Cacing keremi Enterobius vermicularis Enterobius vermicularis Klasifikasi ilmiah Domain: Eukaryota Kerajaan: Animalia Filum: Nematoda Kelas: Chromadorea Ordo: Rhabditida Superfamili: Oxyuroidea F...

Número de Dottie

El número de Dottie es el único número punto fijo de la función coseno. En matemática, el número de Dottie es una constante que es la única raíz real de la ecuación cos ⁡ x = x , {\displaystyle \cos x=x,} donde el argumento del cos {\displaystyle \cos } está expresado en radianes. La expansión decimal del número de Dottie es 0.739085... {\displaystyle 0.739085...} .[1] Se puede demostrar trivialmente que la ecuación solo tiene una solución en el dominio real median...