De La Calle est un groupe de cumbia, reggaeton et trap argentin.

Biographie

Débuts
Le groupe est formé fin 2010 par David Rodríguez (actuellement connu sous le nom de Papichamp) et Alan Gómez, qui était le chanteur d'El Empuje, après le départ du chanteur médiatique El Dipy en 2008. Leur première formation était composée de David Rodríguez (chant), Alan Gómez (second chant), Matias Vivones (percussion), David Cortés (basse), Darío dos Santos (batterie) et Daniel Van Wichelen (guitare).

Au départ, le groupe jouait une musique tropicale romantique, ce qui l'a progressivement positionné et l'a amené à apparaître dans d'importantes émissions de télévision telles que , où il a interprété en direct des chansons telles que ,  et .

Le groupe commence à connaître une croissance régulière sur la scène nationale, couplée au succès massif de la chanson , créée sur la plateforme YouTube en août 2016. La chanson est entrée dans le circuit des boliches en Argentine et en Uruguay et compte à ce jour plus de 35 millions d'écoutes sur la plateforme.

À la suite de cette sortie et de leur incursion croissante sur le marché uruguayen, le groupe participe à une collaboration avec l'artiste uruguayen El Reja sur la chanson . Leur exposition continue à cette période les a amenés à faire une version remixée de leur principal succès , mais cette fois en compagnie du Portoricain Eloy.

Départ de David Rodríguez
En 2016, le groupe signe un contrat de distribution numérique avec la société argentine MOJO. Après la version remixée de , David Rodríguez (Papichamp) annonce en décembre 2017 son départ du groupe, laissant Alan Gómez comme seul vocaliste, pour se consacrer à la partie production du groupe et affronter pleinement sa carrière en solo.

La séparation de David Rodríguez se fait progressivement, puisqu'après l'annonce, l'artiste accompagne De La Calle pendant un certain temps lors de certaines de leurs tournées, afin de faire la transition vers Alan de manière progressive, afin de familiariser le public avec la sécession et de présenter le nouveau projet individuel, qui a même commencé sur la chaîne YouTube de De La Calle, où la première sortie officielle de Papichamp, en collaboration avec De La Calle, intitulée Pakman, reçoit plus de 24 millions de vues. En 2021, le groupe sort son nouveau single, China.

Discographie

Albums studio
 2011 :  (MOJO)
 2013 :  (MOJO)
 2013 :  (MOJO)
 2014 :  (MOJO)
 2015 :  (MOJO)
 2016 :  (MOJO)

Singles et EP
 2016 :  (MOJO)
 2016 :  (MOJO)
 2016 :  (MOJO)
 2016 :  (MOJO)
 2016 :  (MOJO)
 2016 :  (MOJO)
 2017 :  (MOJO)
 2017 :  (MOJO)
 2017 :  (MOJO)
 2017 :  (MOJO)
 2018 :  (MOJO)
 2018 :  (Montevideo Music Group)
 2018 :  (MOJO)
 2019 :  (MOJO)
 2019 :  (MOJO)
 2019 :  (MOJO)

Notes et références

Groupe musical argentin
Groupe musical des années 2010
Groupe de cumbia
Groupe de trap
Groupe de reggaeton
Groupe musical formé en 2010

De La Calle


An Himantoglossum agiasense in uska species han Liliopsida nga syahan ginhulagway ni Karatzas, ngan ginhatag han pagkayana nga asya nga ngaran ni Ined.. An Himantoglossum agiasense in nahilalakip ha genus nga Himantoglossum, ngan familia nga Orchidaceae.

Mabibilngan ini ha East Aegean Is.. Waray hini subspecies nga nakalista.

Mga kasarigan

Mga sumpay ha gawas

Himantoglossum

Himantoglossum agiasense


Appius Claudius Caudex ( 264 BC) was a Roman politician. He was the younger brother of Appius Claudius Caecus, and served as consul in 264 BC.

In that year, he drew Rome into conflict with Carthage over possession of Sicily. In 265 BC, Hiero II of Syracuse had attacked Messana (modern Messina) in an attempt to capture it from the Mamertines, mercenaries from Campania who had taken it some years before. The Mamertines allied with a nearby Carthaginian fleet and held off the Syracusans, but when the Carthaginians did not leave, the Mamertines appealed to Rome in 264 BC.

Some senators were opposed to helping them, but Appius Claudius persuaded the citizens to support them. He led a force to Messina and, as the Mamertines had convinced the Carthaginians to withdraw, he met with only a symbolic resistance. The Mamertines handed the city over to Appius Claudius, but the Carthaginians returned and laid siege to Messana. The Syracusans, meanwhile, were also stationed outside the city. Claudius tried to send ambassadors to both the Carthaginians and the Syracusans, but he was ignored. He then led his troops outside the city, defeated the Syracusans in battle, and Hiero retreated back to Syracuse. The next day Claudius also defeated the Carthaginians. Following these victories Appius laid siege to Echetla but after the loss of many troops returned to Messana.

This dispute was one of the immediate causes of the First Punic War.

According to the Roman philosopher Seneca the Younger d.65AD he was surnamed Caudex because of his boats: 'among the ancients a structure formed by joining together several boards was called a caudex'.

Citations

External links
 Livius.org: Appius Claudius Caudex

3rd-century BC Roman consuls
3rd-century BC Roman generals
Caudex, Appius
Year of birth unknown
Year of death unknown

Appius Claudius Caudex


Charles Donald "Sam" Gemar (born August 4, 1955) is an American former astronaut with NASA and a lieutenant colonel in the United States Army. Gemar has flown on three Space Shuttle missions (STS-38, STS-48 and STS-62). Gemar has completed 385 orbits of the Earth and over 581 hours in space. He has also served in different positions in NASA, including as a CAPCOM for Shuttle missions.  Gemar was the first astronaut to be born in the state of South Dakota.

Experience
Born August 4, 1955, in Yankton, South Dakota, Gemar enlisted in the U.S. Army in January 1973 and reported for duty on June 11, 1973, following graduation from Scotland Public High School, Scotland, South Dakota. In November 1973, he was assigned to the XVIII Airborne Corps at Fort Bragg, North Carolina, where he received an appointment to the U.S. Military Academy Preparatory School at Fort Belvoir, Virginia, and later a Department of the Army appointment to join the United States Military Academy Class of 1979.

After graduating with a Bachelor of Science degree in engineering, he attended the Infantry Officers Basic Course at Fort Benning, Georgia, the Initial Entry Rotary Wing Aviation Course and the Fixed Wing Multi-Engine Aviators Course, both at Fort Rucker, Alabama. In October 1980, he transferred to the 24th Infantry Division, Fort Stewart, Georgia, where he remained until January 1, 1985. While at Fort Stewart/Hunter Army Airfield, he served as an assistant flight operations officer and flight platoon leader for the 24th Combat Aviation Battalion, commander of Wright Army Airfield, and chief of Operations Branch, for Hunter Army Airfield.

Other military schools completed include the Army Parachutist Course, Ranger School, and the Aviation Officers Advanced Course.

His hobbies include: water sports, jogging, woodworking, traveling.

NASA experience
Selected by NASA in June 1985, Gemar completed a one-year training and evaluation program and became an astronaut in July 1986. He is qualified for assignment as a mission specialist on future Space Shuttle flight crews. Since then he has held a variety of technical assignments in support of the Space Shuttle Program, including flight software testing in the Shuttle Avionics Integration Laboratory (SAIL); launch support activities at the Kennedy Space Center; spacecraft communicator (CAPCOM) in mission control during Space Shuttle missions; Chief of Astronaut Appearances. Gemar has flown three times and has logged over 580 hours in space. He flew on STS-38 (November 15–20, 1990), STS-48 (September 12–18, 1991), and STS-62 (March 4–18, 1994).

On his first mission, Gemar served on the five-man crew of STS-38 which launched at night from the Kennedy Space Center, Florida, on November 15, 1990. During the five-day mission crew members conducted Department of Defense operations. After 80 orbits of the Earth in 117 hours, in the first Shuttle recovery in Florida since 1985, Space Shuttle Atlantis and her crew landed back at the Kennedy Space Center on November 20, 1990.

Gemar then served on the five-man crew of STS-48 aboard the Space Shuttle Discovery, which launched from the Kennedy Space Center, Florida, on September 12, 1991. During 81 orbits of the Earth, the crew successfully deployed the Upper Atmosphere Research Satellite (UARS), designed to study the Earth's upper atmosphere on a global scale thus providing scientists with their first complete data set on the upper atmosphere's chemistry, winds and energy inputs, in addition to conducting numerous secondary experiments ranging from growing protein crystals, to studying how fluids and structures react in weightlessness. This five-day mission concluded with a landing at Edwards Air Force Base, California, on September 18, 1991. Mission duration was 128 hours.

Gemar's most recent mission was STS-62 aboard the Space Shuttle Columbia, which launched from the Kennedy Space Center, Florida, on March 4, 1994. This microgravity science and technology demonstration mission carried the United States Microgravity Payload (USMP-2) and the Office of Aeronautics and Space Technology (OAST-2) payloads. Sixty experiments or investigations were conducted in many scientific and engineering disciplines including: materials science, human physiology, biotechnology, protein crystal growth, robotics, structural dynamics, atmospheric ozone monitoring and spacecraft glow. During the spacecraft glow investigation, Columbia's orbital altitude was lowered to , the lowest ever flown by a Space Shuttle. STS-62, the second longest Space Shuttle mission to date, concluded after 13 days, 23 hours, and 16 minutes, following 224 orbits of the Earth with a landing at the Kennedy Space Center on March 18, 1994, after traveling 5.8 million miles.

Organizations
 United States Military Academy Association of Graduates
 Army Aviation Association of America
 Association of Space Explorers
 Mount Rushmore National Monument Preservation Society
 Nassau Bay Volunteer Fire Department

Special honors
 Gemar was Distinguished Graduate of his class in Undergraduate Pilot Training, and Distinguished Graduate of his class in graduate fixed-wing and multi-engine pilot training
 Defense Superior Service Medal
 Defense Meritorious Service Medal
 Army Commendation Medal
 Army Achievement Medal
 Good Conduct Medal
 National Defense Service Medals (2)
 National Intelligence Medal of Achievement
 NASA Exceptional Achievement Medal
 NASA Space Flight Medals (3)
 Honorary Doctorate of Engineering from the South Dakota School of Mines and Technology
 Honorary Chair for Membership of the South Dakota Congress of Parents and Teachers
 Member of South Dakota Aviation Hall of Fame
 Recipient of South Dakota Newspaper Association 1993 Distinguished Service Award

References

External links

 Spacefacts biography of Charles D. Gemar

1955 births
Living people
United States Army astronauts
People from Yankton, South Dakota
American people of German-Russian descent
United States Military Academy alumni
United States Army colonels
Recipients of the Defense Superior Service Medal
Space Shuttle program astronauts

Charles D. Gemar


La batalla de Boknafjorden fue, tras la batalla de Nesjar, el segundo capítulo del conflicto bélico entre las fuerzas del rey Olaf II el Santo que representaba el nuevo feudalismo medieval e imposición del cristianismo, y los reinos vikingos paganos y tradicionalmente sometidos al thing asambleario de hombres libres (bóndi) encabezados por el poderoso rey rugio, Erling Skjalgsson. El conflicto armado tuvo lugar el 21 de diciembre de 1028 en el fiordo de Bokn, reino de Rogaland, Noruega.

Las relaciones entre Olaf II y Erling Skjalgsson no siempre fueron ásperas, el rey Olaf buscaba esporádicamente la alianza con el rey rugio para afianzar su reinado, una relación que no fue siempre fácil y que fracasó tras la muerte del sobrino de Erling, Asbjørn Selsbane, que acabó por enturbiar las relaciones con la corona. Erling viajó a Inglaterra buscando el apoyo de Canuto el Grande en 1027, y en otoño de 1028 regresó con un ejército y la intención de enfrentarse militarmente al rey Olaf.

Durante la batalla, la nave de Erling fue apresada y el rey rugio capturado. Olaf era consciente de que la figura de Erling Skjalgsson y sus aliados tradicionalistas era vital para conservar su reinado; aunque estaba dispuesto al perdón, la actitud de continua afrenta hacia Olaf y sus acusaciones de traición a los reinos noruegos, provocó que uno de los hombres del rey Aslak Fitjaskalle, noble terrateniente de Fitjar, acabara por decapitarle de un hachazo.

El mismo Olaf, profetizó que el precio por la muerte de Erling le iba a costar la corona. Según Heimskringla, Olaf le dijo a Aslak, «¡Loco, acabas de arrebatar Noruega de mis manos!». La predicción del rey se convirtió en certera. Dos años más tarde, respaldados por Canuto el Grande, los aliados del difunto Erling se levantaron en armas y mataron al rey Olaf en la batalla de Stiklestad.

Referencias

Bibliografía
 Hellberg, Staffan  Slaget vid Nesjar och Sven jarl Håkonsson (Scripta Islandica, Uppsala 1972) (en sueco)
 Ferguson, Robert The Vikings: a history (New York City: Penguin Group. 2009)
 Sturluson, Snorri, Heimskringla: History of the Kings of Norway, tr. Lee M. Hollander. Reprinted University of Texas Press, Austin, 1992. ISBN 0-292-73061-6

Conflictos en 1028
Boknafjorden
Boknafjorden

Batalla de Boknafjorden


"You Need To Calm Down" je pjesma američke kantautorice Taylor Swift izdana od strane Republic Records 14. lipnja 2019., kao drugi singl sa Swifinog nadolazećeg sedmog studijskog albuma Lover. Swift je pjesmu napisala i producirala s Joelom Littleom, koji je također napisao i koproducirao njezin prethodni singl "Me!". Swift se u pjesmi obraća homofobiji i njenim kritičarima. Video spot s teksovima pjesme objavljen je 14. lipnja 2019., a glazbeni spot objavljen je 17. lipnja. Pjesma je debitirala na prvom mjestu ljestvice u Škotskoj, dok je dosegla top pet u Australiji, Kanadi, Irskoj, Maleziji, Novom Zelandu, Velikoj Britaniji i Sjedinjenim Državama.

Promocija
26. travnja 2019. naslov pjesme zadirkivan je u uvodu za glazbeni video za pjesmu "Me!".

13. lipnja 2019. Swift je najavila livestream na Instagramu za sljedeći dan, gdje će podijeliti pojedinosti o izdanju i nadolazećem albumu. Tijekom livestream-a najavila je naslov albuma i objavila da je drugi singl s njenog albuma "You Need To Calm Down".

Glazbeni video
Swift je rekla kako će glazbeni spot za "You Need to Calm Down" biti objavljen u ponedjeljak, 17. lipnja 2019. godine, nakon premijere na Good Morning America. Glazbeni video su režirali Drew Kirsch i Swift, a izvršni producent su Todrick Hall i Swift. U videozapisu se našao veliki broj poznatih osoba, od kojih se mnogi identificiraju kao LGBT. Prema redoslijedu izgleda, na listi se nalaze plesačica Dexter Mayfield, YouTuber Hannah Hart, glumica Laverne Cox, model Chester Lockhart, zabavljač Todrick Hall, pjevačica Hayley Kiyoko, glumac Jesse Tyler Ferguson, odvjetnik Justin Mikita, pjevačica Ciara, Netflixova serija Queer Eye's Fab Five (Tan France, Bobby Berk, Karamo Brown, Antoni Porowski, Jonathan Van Ness), klizač Adam Rippon, pjevač Adam Lambert, televizijska ličnost Ellen DeGeneres, zabavljač Billy Porter, zabavljač RuPaul, pjevačica Katy Perry i glumac Ryan Reynolds. Pojava pjevačice Katy Perry služi kao kraj spora između Swift i nje, iako su obje umjetnice javno prekinuli svađu nekoliko mjeseci prije. Video je snimljen na setu u Santa Clarita u Kaliforniji. Od kolovoza 2019. glazbeni je video prikupio više od 110 milijuna pregleda na YouTubeu.

Zasluge

 Taylor Swift – vokali, tekst, produkcija
 Joel Little – produkcija, tekst, bubnjevi, gitara, klavijature, programiranje zapisa, programiranje bubnjeva
 Serban Ghenea – miksanje, osoblje u studiju
 John Hanes – miksanje, osoblje u studiju

Ljestvice

Izvori

Singlovi iz 2019.
Skladbe Taylor Swift

You Need To Calm Down (pjesma Taylor Swift)


لندن قد تكون:

المملكة المتحدة
 لندن (أركنساس)
 لندن (فيلم دراما)
 لندن (كنتاكي)
 لندن: عاصمة المملكة المتحدة.
 مدينة لندن: هي قلب لندن عاصمة المملكة المتحدة.
 لندن الكبرى: منطقة إدارية ومقاطعة رسمية انجليزية.
 منطقة لندن الحضرية الكبرى: هي المجتمعات الحضرية القائمة حول عاصمة إنجلترا لندن، على النحو المحدد في مكتب الإحصاءات الوطنية.
 تاريخ لندن: مقالة عن تاريخ لندن.

كندا
 لندن (أونتاريو)، مدينة في مقاطعة أونتاريو الكندية.

الولايات المتحدة
 لندن (أوهايو) هي مدينة تقع في ولاية أوهايو الأمريكية.
صفحات توضيح أسماء أماكن

لندن (توضيح)


Andreas Isaksson (d. 3 Ekim 1981, Trelleburg), İsveçli eski futbolcudur. Kaleci pozisyonunda görev almakta olup, 2002-2016 yılları arasında 133 kez İsveç millî takımıyla maça çıkmıştır.

Kulüp kariyeri

İlk yılları
Futbola Östra Torp GIF altyapısında başlayan Isaksson, Trelleborg'da profesyonel oldu. 1,99 boyundaki İsaksson, bu takımdaki performansıyla dikkat çekti ve 1999 yılında Serie A'da mücadele eden ve Torino şehrindeki Juventus'a transfer oldu.Burada 3 yıl geçiren İsveçli kaleci bu takımda hiç forma şansı bulamadı ve 2001 yılında Ülkesinin takımlarından Djurgården'e transfer oldu.

Djurgården ve Rennes
Djurgården'de aralıksız 2 sezon geçiren İsaksson, bu takımda iki başarılı sezon geçirdi ve iki lig şampiyonluğu birde İsveç kupası kazandı.Bu performansının ardından kulüp yetkilileri İsveçli file bekçisinin sözleşmesini 2 sezon daha uzattı. Bunun ardından İsveç kupasında diğer 2 sene önceki gibi yine Yılın kalecisi ödülünü aldı. Bir sonraki sene de başarılı performans gösteren Isaksson bir kez daha aynı ödüle layık görüldü. Bu takımda gösterdiği performans dolayısıyla Fransa'nın Rennes takımına transfer oldu ve 2 yıl boyunca 62 maçta forma giydi.

Manchester City ve PSV
Isaksson 2006 yılında ise millî takımdaki olağanüstü performansından dolayı 2 milyon euro bonservis ücretiyle İngiltere'nin Manchester şehrinin Mavi takımı Manchester City'ye transfer oldu. Manchester City formasıyla ilk Premier League maçına 15 Ağustos 2006 tarihinde çıktı. City'nin birinci kalecisi David James'in yerine geçmesi beklenen Isaksson ayak bileği ve diz sakatlıkları nedeniyle bir süre sahalardan uzak kaldı ve 9 Aralık 2006 tarihine kadar forma şansı bulamadı.Manchester derbisinde'de şans bulan oyuncu bu derbide saktlandı ve 14 Mart 2007'de sahalara geri döndü. 2006-2007 sezonu boyunca 10 maçta şans bulan oyuncu 10 maçta şans buldu ve bir maçtada Jermaine Defoe'nun penaltısını kurtardı. Bunun ardından 2008 yılına kadar sadece 9 maçta şans bulan oyuncu, satış listesine kondu ve birçok kulüpten teklif aldı. Türkiye'nin köklü ekiplerinden Galatasaray'ın da transfer listesine girmesine rağmen Galatasaray'ın kiralık olarak transferi gerçekleştirmek istemesi üzerine bu istek geri çevrildi. Sezon sonunda ise Chelsea ve Galatasaray'ın bir kez daha teklif yapmasına rağmen Hollanda ekibi PSV'ye transfer oldu. PSV'de 4 sezon geçiren Isaksson toplam 116 maça çıktı ve bir şampiyonluk kazandı.

Kasımpaşa
2012-13 sezonu başında ise PSV ile sözleşmesi sona eren Isaksson, Süper Lig takımlarından Kasımpaşa'ya transfer oldu.

Başarılar

Kulüp
 Djurgården:

 Allsvenskan:
 Şampiyon 2002, 2003

 Svenska Cupen:
 Şampiyon: 2002

 PSV:
 Johan Cruijff Shield: 2008

Kişisel

 İsveç'te yılın kalecisi: 2002, 2003, 2004, 2005

Kaynakça

Yaşayan insanlar
1981 doğumlular
İsveçli futbolcular
İsveç 21 yaş altı millî futbol takımı futbolcuları
İsveç millî futbol takımı futbolcuları
Kaleci futbolcular
Djurgårdens IF futbolcuları
Stade Rennais FC futbolcuları
Juventus FC futbolcuları
Manchester City FC futbolcuları
PSV futbolcuları
Kasımpaşa SK yabancı futbolcuları
Ligue 1 futbolcuları
Premier League futbolcuları
Eredivisie futbolcuları
İngiltere'deki gurbetçi futbolcular
Hollanda'daki gurbetçi futbolcular
Fransa'daki gurbetçi futbolcular
İsveçli gurbetçi futbolcular
Süper Lig futbolcuları
Türkiye'deki gurbetçi futbolcular
2002 FIFA Dünya Kupası futbolcuları
2006 FIFA Dünya Kupası futbolcuları
2004 Avrupa Futbol Şampiyonası futbolcuları
2008 Avrupa Futbol Şampiyonası futbolcuları
2012 Avrupa Futbol Şampiyonası futbolcuları
2016 Avrupa Futbol Şampiyonası futbolcuları

Andreas Isaksson


Baurci este o rezervație naturală silvică în raionul Cahul, Republica Moldova. Este amplasată la sud de satul Baurci-Moldoveni, ocolul silvic Larga, Români, parcela 25, subparcelele 1, 9; parcela 36, subparcelele 1, 2, 4; parcela 37, subparcela 4. Are o suprafață de 93,1 ha. Obiectul este administrat de Gospodăria Silvică de Stat Cahul.

Galerie de imagini

Referințe

Legături externe

Baurci
Raionul Cahul

Rezervația naturală Baurci


An Octomeria exchlorophyllata in uska species han Liliopsida nga ginhulagway ni João Barbosa Rodrigues. An Octomeria exchlorophyllata in nahilalakip ha genus nga Octomeria, ngan familia nga Orchidaceae. Waray hini subspecies nga nakalista.

Mga kasarigan

Mga sumpay ha gawas

Octomeria

Octomeria exchlorophyllata


Gliese 625 (GJ 625 / HIP 80459 / G 202-48) es una estrella en la constelación de Draco visualmente situada 2,5º al noroeste de 16 y 17 Draconis.
Tiene magnitud aparente +10,17, por lo que no es observable a simple vista.
Se encuentra a 21,5 años luz del sistema solar; dentro de 220 000 años alcanzará su mínima separación respecto al sistema solar, que será algo inferior a 16 años luz.
La estrella conocida más cercana a Gliese 625 es Gliese 661, distante 4,27 años luz.

Gliese 625 es una enana roja de tipo espectral M2.0V.
Diversos estudios ofrecen cifras distintas para su temperatura superficial, entre 3350 y 3570 K.
Posee una luminosidad bolométrica —en todas las longitudes de onda— equivalente al 1,4 % de la que tiene el Sol.
Gira sobre sí misma con una velocidad de rotación proyectada igual o inferior a 3,4 km/s.
Muestra una metalicidad —abundancia relativa de elementos más pesados que el helio en una estrella— notablemente inferior a la solar ([Fe/H] = -0,44).
Tiene una masa de 0,35 masas solares y se piensa que es una estrella joven de 500 millones de años de edad.

Gliese 625 forma parte de la corriente de estrellas de la asociación estelar de la Osa Mayor, que incluye, entre otras estrellas, a DL Draconis, Ross 128 y EV Lacertae, estas dos últimas también enanas rojas.

GJ 625 b, es una nueva supertierra en la zona habitable a 21 años luz en Gliese 625.

Sistema planetario

El 18 de mayo de 2017, un planeta que orbitaba AC 54 1646-56 fue detectado por el Buscador de Planetas por Velocidad Radial de Alta Precisión en el Hemisferio Norte. El planeta, AC 54 1646-56b (GJ 625b), orbita en el borde interno zona habitable circunestelar de su estrella.

Referencias

Enanas rojas
Constelación de Draco
Sistemas planetarios

Gliese 625


El motín de tropas griegas de 1944 fue un amotinamiento de diversas unidades del Ejército griego en el exilio que tuvo lugar en abril de 1944. Aunque rápidamente sofocado, el levantamiento tuvo gran relevancia en la historia griega de la Segunda Guerra Mundial al producir la caída del Gobierno en el exilio de Emmanouil Tsouderos y la formación de un nuevo Gobierno de unidad nacional tras la conferencia del Líbano.

Antecedentes
Tras la derrota griega a manos de las tropas alemanas en abril de 1941 en la operación Marita, algunas unidades del Ejército de Tierra y de la Armada acompañaron al monarca y al Gobierno al exilio, formando el núcleo de las fuerzas armadas en el exilio que, en el momento del motín, contaban con alrededor de treinta mil hombres.

Desde el comienzo, este ejército exiliado sufrió de grandes tensiones políticas entre los partidarios del rey, los republicanos y los simpatizantes de EAM. Los primeros abundaban entre los oficiales del Ejército, purgado de republicanos durante la dictadura de Ioannis Metaxás. Las fuerzas armadas, llenas de agrupaciones políticas de los distintos signos, sufrieron distintos intentos infructuosos de librarlas de ellas.

En diciembre de 1941 y nuevamente en febrero de 1943, agrupaciones de oficiales monárquicos trataron en vano de hacerse con el control del Ejército. Ambas intentonas produjeron cambios en el Gobierno que, sin embargo, no acabaron con la desazón en las fuerzas armadas.

Durante 1943 el descontento creció por la negativa del rey a someterse a la exigencia de los dirigentes de la resistencia, de los partidos políticos y del propio Gobierno de no regresar a Grecia antes de que un plebiscito aceptase su regreso. El monarca contó con el apoyo del primer ministro británico Winston Churchill y del presidente estadounidense Roosevelt en su negativa a la petición de las diversas fuerzas políticas.

La situación política se complicó tras la creación por EAM del «Comité Político para la Liberación Nacional» (PEEA) que debía administrar los territorios liberados y, en la práctica, suponía la creación de un Gobierno rival al exiliado, a pesar de no presentarse como tal. Los partidarios de EAM en las fuerzas armadas en el exilio veían al PEEA como Gobierno legítimo. El primer ministro Emmanouil Tsouderos se vio obligado a sopesar la formación de un nuevo Gobierno de unidad nacional como reclamaba EAM a través del PEEA, a pesar de la reticencia del rey. Tsouderos temía el descontento de las fuerzas armadas si no se daba este paso.

Motín
En efecto, el  una delegación de oficiales le presentó un escrito exigiendo la formación de un Gobierno de unidad nacional según las sugerencias del PEEA, insinuando las graves consecuencias en caso contrario. Tsouderos trató de lograr el permiso del rey para comenzar de inmediato las conversaciones con los partidos y las fuerzas de la resistencia, pero parte de sus propios ministros se opusieron y exigieron su dimisión, que ofreció pero que fue rechazada por el monarca. El mismo día (4 de abril) el soberano solicitó a los británicos que restaurasen el orden entre las tropas griegas en El Cairo.

Los numerosos arrestos que ya habían tenido lugar tras la presentación de la demanda a Tsouderos no sofocaron la revuelta, sino que avivaron el motín, produciéndose manifestaciones de protesta de las tropas. Unidades de los tres ejércitos se rebelaron exigiendo un Gobierno de unidad nacional. Los cabecillas de la revuelta eran generalmente izquierdistas favorables a EAM y republicanos liberales.

El 6 de abril, la principal unidad griega de Tierra, la Primera Brigada, a punto de embarcar para el frente italiano, se unió a las protestas, sin amotinarse, ante los rumores de que no apoyaba las demandas de las otras unidades y respaldaba al rey. Al día siguiente, los hombres de la brigada devolvieron el mando a su coronel, habiendo hecho patente su respaldo de la exigencia de un Gobierno de unidad nacional.

Poco después unos oficiales británicos se presentaron ante la brigada y exigieron su desarme y su preparación para marchar a un campo de detención, pero la unidad solicitó marchar al frente, con el apoyo de sus oficiales. La actitud británica, que rodeó la unidad, hizo que la postura de la misma se radicalizase y apareciesen nuevas demandas políticas.

El rey llegó a El Cairo pocos días más tarde, el 10 de abril; relevó a Tsouderos como este había solicitado y nombró primer ministro a Venizelos. Este hubo de enfrentarse a la tensa situación, con los británicos exigiendo el desarme inmediato de la brigada amotinada y está solicitando la formación de un Gobierno de unidad nacional antes de entregar las armas. El 16 de abril, el almirante británico Cunningham amenazó a Venizelos con acabar con el motín por la fuerza si no lo hacía antes el primer ministro, que se vio obligado a actuar.

Tras duros combates un almirante griego, ayudado por tropas británicas, capturó tres buques rebeldes (22 de abril) y al día siguiente el resto de la flota alzada se rindió. Dos días más tarde, capitulaba también la Primera Brigada y el motín quedó sofocado.

Consecuencias
Los dirigentes de EAM, a pesar de ser acusados de haber instigado la revuelta, la condenaron firmemente. Sus cuadros en las fuerzas armadas, sin embargo, la apoyaron y dirigieron parcialmente. Política y militarmente se considera un error y delito militar por parte de EAM, aunque tuvo como consecuencia forzar el tratamiento de la formación del nuevo Gobierno, que el rey había tratado de retrasar.

El motín llevó a una gran purga de las fuerzas armadas en el exilio, siendo enviados cerca de 10 000 hombres a campos de concentración, quedando temporalmente el Gobierno en el exilio sin fuerzas de seguridad y formándose nuevas unidades fieles al rey y a los monárquicos.

Las negociaciones entre los partidos y las organizaciones de la resistencia que tuvieron lugar durante el amotinamiento llevaron a la celebración de la conferencia de Líbano ( - ) en la que se formó finalmente el Gobierno de unidad nacional.

Notas y referencias

Bibliografía

Grecia en 1944
Resistencia griega
Motines
Política en 1944

Motín de tropas griegas de 1944


Kosmos 2474, ruski navigacijski satelit (globalno pozicioniranje) iz programa Kosmos. Vrste je GLONASS-M (Glonass br. 742, Uragan M br. 742).
Lansiran je 3. listopada 2011. godine u 20:15 UT s kozmodroma Pljesecka. Lansiran je u srednje visoku orbitu oko planeta Zemlje raketom nosačem Sojuz-2/Fregat. Orbita mu je 18913 km u perigeju i 19151 km u apogeju. Orbitna inklinacija mu je 64,80°. Spacetrackov kataloški broj je 37829. COSPARova oznaka je 2011-055-A. Zemlju obilazi u 671,84 minute. Pri lansiranju bio je mase 1.414 kg.

Razgonski blok (međuorbitni tegljač) Fregat 14S44 br. 1045 odvojio se, ostao u srednje visokoj orbiti nekoliko stotina kilometara niže od satelita.

Izvori
Heavens-above (engl.)
NASA (engl.)
Planet4589.org Tablični prikaz podataka o satelitima (engl.)

Vanjske poveznice
Glonass  (rus.)
Glonass Constellation Status (engl.)
N2YO.com Search Satellite Database (engl.)
Celes Trak SATCAT Format Documentation (engl.)
Kunstman  Satellites in Orbit (engl.)

Sateliti Kosmos

Kosmos 2474


Le Servei Meteorològic de Catalunya (Service météorologique de Catalogne), également connu sous le nom de Meteocat, est une entreprise publique rattachée au Département du territoire et de la durabilité du gouvernement de Catalogne (Espagne). C'est l'organisme responsable du système d'observation et de prévision météorologique en Catalogne. Il est membre associé de la Société européenne de météorologie (EMS).

Histoire
Le , le Conseil permanent de la Communauté de Catalogne approuva le décret portant sur la création du Service météorologique de Catalogne (SMC), nommant Eduard Fontserè comme directeur. Le SMC a été placé sous l'autorité scientifique de l'Institut d'études catalanes. Le siège social, situé au dernier étage du bâtiment de l'horloge de l'école industrielle, commença à collecter et traiter les informations fournies par des observateurs volontaires, ainsi que les informations envoyées par télégraphie sans fil par l'État espagnol et les organisations internationales. Le directeur était de facto membre de la conférence des directeurs de l'Organisation météorologique internationale.

À partir de 1922, le SMC prépara une prévision météorologique quotidienne affichée dans les bâtiments publics et les bureaux de la Communauté de Catalogne. Après 1927, les informations météorologiques sont diffusées sur Radio Barcelona. Pendant les 17 années suivantes, le SMC a donné un énorme coup de pouce à la météorologie en Catalogne et a acquis une renommée internationale considérable. Ses contributions internationales comprennent alors sa participation à la création de l'Atlas international des nuages, sa contribution à l'Année polaire internationale (1932-1933) avec la création de deux observatoires de haute montagne à Sant Jeroni (Montserrat) et Turó de l'Home (Massif du Montseny), et la conception du pluviomètre de Jardi.

En 1939, le SMC est aboli lors de la guerre civile espagnole, ses archives et ses locaux sont saisis. En 1979, le statut d'autonomie de la Catalogne fut rétabli. Les archives de l'ancien SMC ont été restituées au gouvernement catalan en 1983. En 1996, le Conseil exécutif de Catalogne a recréé le Service météorologique de Catalogne en tant qu'organe administratif relevant de la Direction générale de la qualité de l'environnement du ministère de l'Environnement de l'époque. Les modifications au statut d'autonomie en 2006 stipulent que le gouvernement catalan est responsable de l'établissement de son propre service météorologique.

Mission
Les missions du Service météorologique sont les suivantes :

 Planifier, mettre en œuvre et gérer un réseau d'installations météorologiques ;
 Planifier, mettre en œuvre et gérer un système de prévision du comportement des événements météorologiques ;
 Traiter, exploiter et diffuser les données générées par les installations météorologiques et le système de prévision ;
 Réaliser des études et proposer les mesures nécessaires à l'amélioration des connaissances climatiques ;
 Assister et travailler avec les autorités et institutions publiques et autres utilisateurs qui ont besoin d'informations météorologiques ;
 Participer à la création d'une carte météo de la Catalogne.

Équipement

Le réseau de stations météorologiques automatiques (XEMA) transmettent les informations au SMC via la radio numérique, la technologie GSM ou le satellite. Au , XEMA comptait 174 stations. Le réseau d'observateurs météorologiques (XOM) est une initiative visant à élargir la disponibilité et le type d'informations. Il s'agit d'un complément au réseau d'équipements météorologiques automatique. Ce réseau est composé d'un groupe de personnes réparties sur tout le territoire qui collaborent avec le Service météorologique de Catalogne, fournissant des informations météorologiques liées à l'observation météorologique pour la caractérisation quotidienne du temps et la surveillance météorologique. Les informations fournies sont considérées comme officielles et peuvent être librement utilisées et diffusées.

Le réseau de radars météorologiques (XRAD) comprend quatre sites conçus pour fournir des estimations quantitatives des précipitations. Ces radars sont de type Doppler et fonctionnent en bande C. On les retrouvent à Vallirana, ,  et .

Le réseau de détection de détection de foudre (XDDE) est un service créé en avril 2003 pour la détection en temps réel des orages, aidant le public, la protection civile, les pompiers, les compagnies d'électricité et autres utilisateurs. Il sert en particulier dans la lutte contre les incendies de forêt, la protection des réseaux de télécommunications, des infrastructures et la planification des loisirs de plein air.

Le réseau d'instruments océanographiques et météorologiques de Catalogne collige la prise de données océanographiques et météorologiques de Catalogne. Il compte trois bouées météorologiques directionnelles qui mesurent les vagues directionnelles en temps réel situées à Cap Tortosa, Port Ginesta et Blanes. Une bouée dans le golfe de Roses mesure les ondes scalaires en temps réel. Deux marégraphes à L'Ampolla et Sant Carles de la Ràpita mesurent le niveau de la mer synoptique. Enfin, trois stations météorologiques climatiques à L'Ampolla, Sant Carles de la Ràpita et La Cava mesurent la température, la pression atmosphérique et le vent.

Références

Liens externes

Service météorologique en Europe
Science en Catalogne
Organisme fondé en 1921
Institution en Catalogne

Servei Meteorològic de Catalunya


Se llaman expolios o espolios a los muebles, dinero, joyas, créditos y bienes inmuebles y semovientes que los obispos dejan a su muerte y las rentas de su dignidad, correspondientes al tiempo que media desde el fallecimiento hasta el día de la preconización del sucesor en Roma.

Desde la más remota antigüedad han pertenecido estos fondos y joyas al erario público; pues según se ve en la nota 1, cap. 6, lib. 10 de la historia de España, escrita por el P. Juan de Mariana:

á la muerte de Dalmacio, arzobispo de Santiago, acaecida el año de 1100, administraron sus rentas dos seglares. En la muerte de los prelados el rey nombraba administradores de sus rentas con aplicación al fisco; porque como los bienes de las iglesias dimanaban de la corona, a la muerte usaba esta del derecho de reversión, para aprovecharse de ella

A pesar de una regalía tan inherente a la autoridad de los soberanos a la merced de la confusión de ideas de los siglos XII y XIII, la curia romana logró apropiarse los espolios y las rentas de las mitras al fallecimiento de los prelados de España y los disfrutó hasta que en virtud del concordato ajustado entre el Fernando VI y la santidad de Benedicto XIV, en 12 de enero de 1753, quedaron a disposición del rey para aplicarlos a los usos que prescriben los cánones.

Véase también
Colector general de expolios

Referencias
Diccionario de Hacienda, José Canga Argüelles, 1833

Historia económica de España
El fenómeno de la expoliación de los bienes inmuebles, se denomina "ELGINISMO", siguiendo a Merino de Cáceres y otros autores.
El elginismo supone la fragmentación de una obra para su posterior envío a otro lugar, normalmente muy distinto al del origen del monumento, lo que hace que  queden descontextualizados y fuera de su hábitat.
El ELGINISMO afectó a una inmensidad de bienes inmuebles que fueron desmontados, divididos y transportados a lugares muy lejanos al de su natural origen

Expolio (bienes)


12774 Pfund este un asteroid din centura principală de asteroizi.

Descriere
12774 Pfund este un asteroid din centura principală de asteroizi. A fost descoperit pe  la Observatorul La Silla de Eric Walter Elst. Asteroidul prezintă o orbită caracterizată de o semiaxă mare de 2,70 ua, o excentricitate de 0,21 și o înclinație de 2,4° în raport cu ecliptica.

Vezi și
 Lista planetelor minore: 12001-13000
 Centura de asteroizi

Referințe

Asteroizi cu nume de oameni
Obiecte astronomice descoperite în 1994
Centura de asteroizi

12774 Pfund


Oruç, Samsun ilinin Vezirköprü ilçesine bağlı bir mahalledir.

Tarihçe
Mahallenin adı Oruç adında birinden geldiği rivayet edilmektedir. Bu şahıs fakirlere yemek verir onları doyururmuş.

Coğrafya
Samsun iline 117 km, Vezirköprü ilçesine 2 km uzaklıktadır.

Nüfus

Vezirköprü'nün mahalleleri

Oruç, Vezirköprü


Aydınkavak, Kahramanmaraş ilinin Türkoğlu ilçesine bağlı bir mahalledir.

Tarihçe
Yerleşimin adı, 1917 yılı kayıtlarında Karauşağı olarak geçmektedir. Daha önceleri Orçanbanı köyüne bağlı Aydınkavak obası iken, 22 Aralık 1952'de köy statüsü kazandı. 2012 yılındaki yasa değişikliğinden sonra ise mahalle oldu.

Coğrafya
Kahramanmaraş il merkezine 30 km, Türkoğlu ilçe merkezine 10 km uzaklıktadır.

Nüfus

Kaynakça

Dış bağlantılar

Türkoğlu'nun mahalleleri

Aydınkavak, Türkoğlu


Cristina-Florina Zamfir (født 29. September 1989 i Slatina) er en rumænsk håndboldspiller, som spiller for HC Dunărea Brăila i Rumænien og Rumæniens håndboldlandshold.

Referencer

Eksterne henvisninger

Håndboldspillere fra Rumænien
Personer fra Slatina

Cristina Zamfir


George Mackay Brown (17 October 1921 – 13 April 1996) was a Scottish poet, author and dramatist with a distinctly Orcadian character. He is widely regarded as one of the great Scottish poets of the 20th century.

Biography

Early life and career
George Mackay Brown was born on 17 October 1921, the youngest of six children. His parents were John Brown, a tailor and postman, and Mhairi Mackay, a descendant of Clan Mackay who had been brought up in Braal, a hamlet near Strathy, Sutherland, as a native speaker of the Reay Country dialect of Scottish Gaelic.

Except for periods as a mature student in mainland Scotland, Brown lived all his life in the town of Stromness in the Orkney islands. One of his Stromness neighbours was his friend the artist Sylvia Wishart. Because of an illness, his father was restricted in his work and received no pension. The family had a history of depression and Brown's uncle, Jimmy Brown, may have committed suicide: his body was found in Stromness harbour in 1935. George Mackay Brown's youth was spent in poverty. During that period he contracted tuberculosis.

Brown's illness kept him from entering the army at the start of the Second World War and affected him so badly he could not live a normal working life. However, this gave him time and space in which to write. He started work in 1944 with The Orkney Herald, writing on Stromness news, and soon became a prolific journalist. He was encouraged in writing poetry by Francis Scarfe, who was billeted in the Browns' house for over a year from April 1944. After that he was helped in developing as a writer by Ernest Marwick, whose criticism he valued, and by Robert Rendall.

Brown's weekly Island Diary appeared in the Herald between 1945 and 1956. He used the pen name "Islandman" for the column. He was sometimes portrayed by "Spike" (Bob Johnston), the paper's cartoonist, wearing a prominent scarf in the regular Spotlight comic strip. The loss of the scarf on a trip to Shetland was described in 1951. The "now almost legendary scarf" was returned and put on display in a Stromness shop window. Jo Grimond, the local MP, said "the scarf should be retained as permanent inter-county trophy," but Brown complained that "they hadn't even washed it". Spike described it as "the scarf that launched 1,000 quips".

In 1947, Stromness voted to allow pubs to open again, the town having been "dry" since the 1920s. When the first bar opened in 1948, Mackay Brown first tasted alcohol. He found alcoholic drinks "a revelation; they flushed my veins with happiness; they washed away all cares and shyness and worries. I remember thinking to myself 'If I could have two pints of beer every afternoon, life would be a great happiness'". Alcohol played a considerable part in his life, but he says, "I never became an alcoholic, mainly because my guts quickly stalled."

Higher education and beginnings as poet
Brown was a mature student at Newbattle Abbey College in the 1951–1952 session, where the poet Edwin Muir, who had a great influence on his life as a writer, was warden. His return for the following session was interrupted by recurrent tuberculosis.

Having had poems published in several periodicals, his first volume of them, The Storm, appeared with the Orkney Press in 1954. Muir wrote in the foreword: "Grace is what I find in these poems.". Only three hundred copies were printed, and the imprint sold out within a fortnight. It was acclaimed in the local press.

Brown studied English literature at the University of Edinburgh. After publication of poems in a literary magazine, with the help of Muir, Brown had a second volume, Loaves and Fishes, published by the Hogarth Press in 1959. It was warmly received.

During this period he met many of the Scottish poets of his time – Sydney Goodsir Smith, Norman MacCaig, Hugh MacDiarmid, Tom Scott and others – with whom he often drank in Rose Street, Edinburgh. Here he also met Stella Cartwright, described as "The Muse in Rose Street". Brown was briefly engaged to her and began a correspondence that continued until her death in 1985.

In late 1960, Brown commenced teacher training at Moray House College of Education, but ill health prevented him remaining in Edinburgh. On his recovery in 1961, he found he was not suited to teaching and returned late in the year to his mother's house in Stromness, unemployed. At this juncture he was received into the Roman Catholic Church, converting from Presbyterianism of his childhood being baptised on 23 December and taking communion the next day. This followed about 25 years of pondering his religious beliefs. The conversion was not marked by any change in his daily habits, including his drinking.

Maturity as poet
After a period of unemployment and rejection of a volume of his poetry by the Hogarth Press, Brown did a postgraduate study on Gerard Manley Hopkins, although such work was not to his taste. This provided some occupation and income until 1964, when a volume of poetry, The Year of the Whale, was accepted.

Brown now found himself able to support himself financially for the first time, as he received new commissions. He received a bursary from the Scottish Arts Council in December 1965 as he was working on the volume of short stories, A Calendar of Love, which was issued to critical acclaim in February 1967. He was still troubled by excessive drinking, and that of Stella Cartwright. Later that year came the death of his mother, who had supported him despite disapproving of his drinking; she left an estate of £4.

Meanwhile, he had been working on An Orkney Tapestry, which includes essays on Orkney and more imaginative pieces, illustrated by Syvia Wishart. The year 1968 also saw his one visit to Ireland, on a bursary from the Society of Authors. He met Seamus Heaney there, although his nervous condition reduced his ability to enjoy the visit.

In 1969, his short-story collection A Time to Keep received a positive welcome. The poet Charles Causley said, "I don't know anyone writing in this particular genre today who comes within a thousand miles of him." This was also the year in which he finished working on a six-part cycle of poems about Rackwick, published in 1971 as Fishermen with Ploughs. Meanwhile, An Orkney Tapestry was proving to be a commercial success.

By the late 1960s Brown's poetry was renowned internationally, so that the American poet Robert Lowell, for example, came to Orkney expressly to meet him.

During the summer of 1970, Brown met the musician Peter Maxwell Davies in Rackwick. Subsequently, Davies, who came to live in Rackwick, based a number of his works on the poetry and prose of George Mackay Brown.

Brown was now working on his first novel Greenvoe, the story of an imaginary Orkney community menaced by an undefined project called 'Operation Black Star'. The characters, with one exception, are not portrayed in any psychological depths. The exception is Mrs Mckee, mother of the (alcoholic) minister; Brown had intended her to be a minor character but he said of her, "I grew to love her more and more as the novel unfolded". The Dictionary of Literary Biography says that Greenvoe "ranks ... among the great prose poems of this century". When the novel was published in May 1972 it appeared prophetic because of the oil exploration beginning in the Orkney area. Brown found the resultant degree of celebrity a trial.

The story of the life of Magnus Erlendsson, Earl of Orkney was one to which Brown frequently turned, and it was the theme of his next novel, Magnus, published in 1973. The story of Magnus's life is told in the Orkneyinga saga. The novel examined the themes of sanctity and self-sacrifice. Brown takes the theme of sacrifice into the 20th century by inserting in journalistic language an account of the death of Dietrich Bonhoeffer. While some critics see the work as "disjointed", Peter Maxwell Davies, for example, marks it as Brown's greatest achievement. Davies used it as the basis of his opera The Martyrdom of St Magnus.

Brown was awarded an OBE in the 1974 New Year Honours List. The period after completing Magnus, however, was marked by one of Brown's acute periods of mental distress. Yet he maintained a stream of writing: poetry, children's stories, and a weekly column in the local newspaper, The Orcadian, which ran from 1971 to the end of his life. A first selection of them appeared as Letter from Hamnavoe in 1975.

In mid-1976, Brown met Nora Kennedy, a Viennese woman jeweller and silversmith who was moving to South Ronaldsay. They had a brief affair and remained friends for the rest of his life. He said in early 1977 that this had been his most productive winter as a writer.

Later life and death
By early 1977, he was entering a period of depression which lasted intermittently for almost a decade, but maintained his working routine throughout. He also had severe bronchial problems, his condition becoming so serious that in early 1981 he was given the Last Sacraments.

These years saw him working on Time in a Red Coat, a novel Brown called "more a sombre fable", a meditation on the passage of time. It has been called "a novel in which the poet" – Brown as poet – "assumes an undoubted authority."

Two of the important women in Brown's life died about this time. Norah Smallwood, who had worked for his publishers Chatto & Windus and helped and encouraged him over the years, died in 1984. The other was Stella Cartwright, who died the next year. It was after her death that Brown began For the Islands I Sing, an autobiography not published until after his death. where Cartwright receives more space than any other individual, although he did not attend her funeral.

Brown later formed an intense, platonic attachment to Kenna Crawford, to whom he dedicated The Golden Bird: Two Orkney Stories and some poems in the volume The wreck of the Archangel. She bore a strong resemblance to Stella Cartwright. The Golden Bird won the James Tait Black Memorial Prize.

Between 1987 and 1989, Brown travelled to Nairn, including a visit to Pluscarden Abbey, to Shetland and to Oxford, making it the longest time he had left Orkney since his earlier studies in Edinburgh. The Oxford visit coincided with the centenary of the death of Gerard Manley Hopkins.

Shortly afterwards, Brown was diagnosed with bowel cancer, which required two major operations in 1990 and a lengthy stay in Foresterhill Hospital, Aberdeen. In his final years Brown wrote two more novels, Vinland and Beside the Ocean of Time. Vinland, which won Brown a £1,000 award from the Scottish Arts Council, traces the life of Ranald Sigmundson, a fictional character from the Viking era. Beside the Ocean of Time covers over 800 years of Orkney history through the dreams of an Orkney schoolboy. It meditates on the nature of time. It won the Saltire Scottish Book of the Year Award for 1994 and was listed for the Booker prize for fiction, which caused Brown acute anxiety.

During his last years Brown remained in his home, cared for by a network of friends, including Surinder Punjya (later principal of The Nesbitt Centre, Hong Kong), Gunnie Moberg, and Renée Simm. He continued working, writing the poems of Following a Lark and preparing the book for publication. The first copies were delivered to his home on the day he died, 13 April 1996, after a short illness. He was buried on 16 April, the feast day of Saint Magnus, with a funeral service at the Church of Scotland's St Magnus Cathedral, presided over by Father Mario Conti, Father Michael Spencer, and his later biographer Ron Ferguson. Peter Maxwell Davies played Farewell to Stromness. His gravestone quotes the last two lines of his 1996 poem, "A work for poets":

    Carve the runes
    Then be content with silence.
In 2005, a memorial plaque to Brown was unveiled at the Writers' Museum in the Royal Mile, Edinburgh. It bears a quotation from his best-known poem, "Hamnavoe":
    In the fire of images
    Gladly I put my hand.'

Legacy
The 2021 centenary of Brown's birth was marked by various events in Orkney and elsewhere in Scotland. In October, the Orkney Museum held an exhibition in Kirkwall marking Brown's life and work. It was called "Beside the Ocean of Time", after his last novel. The University of the Highlands and Islands created a collection of texts displayed as a digital 'wondrous scarf' during Book Week Scotland. The idea was inspired by Brown's colourful scarf.

Work
Brown's poetry and prose have been seen as characterised by "the absence of frills and decoration; the lean simplicity of description, colour, shape and action reduced to essentials, which heightens the reality of the thing observed," while "his poems became informed by a unique voice that was his alone, controlled and dispassionate, which allowed every word to play its part in the narrative scheme of the unfolding poem."

Brown gained most inspiration from his native islands, for poems, stories and novels that ranged over time. He drew on the Icelandic Orkneyinga Saga, especially in his novel Magnus. Seamus Heaney said Brown's works transformed life by "passing everything through the eye of the needle of Orkney".

Biographies
His autobiography, For the Islands I Sing, appeared shortly after his death. A literary biography, Interrogation of Silence by Rowena Murray and Brian Murray, ensued in 2004, George Mackay Brown: The Life, a more personal biography by Maggie Fergusson, in 2006, and George Mackay Brown: The Wound and the Gift by Ron Ferguson, a study of Brown's spiritual journey including his controversial move from Presbyterianism to Roman Catholicism, in 2011.  The Seed Beneath the Snow by Joanna Ramsey, a personal memoir by a friend, was published in 2015.

Selected works

Poetry collections
The Storm (1954)
Loaves and Fishes (1959)
The Year of the Whale (1965)
Fishermen with Ploughs (1971)
Poems New and Selected (1971)
Winterfold (1976)
Voyages (1983)
The Wreck of the Archangel (1989)
Tryst on Egilsay (1989)
Brodgar Poems (1992)
Foresterhill (1992)
Following a Lark (1996)
Water (1996)
Travellers: poems (2001)
Collected Poems (2005)

Short story collections
A Calendar of Love (1967)
A Time to Keep (1969)
Hawkfall (1974)
The Sun's Net (1976)
Andrina and Other Stories (1983)
The Masked Fisherman and Other Stories (1989)
The Sea-King's Daughter (1991)
Winter Tales (1995)
The Island of the Women and Other Stories (1998)
Simple Fire (2021)

Plays
A Spell for Green Corn (1970)
Three Plays: The Loom of Light, The Well and The Voyage of Saint Brandon (1984)

Novels
Greenvoe (1972)
Magnus (1973)
Time in a Red Coat (1984)
The Golden Bird: Two Orkney Stories (1987) won the James Tait Black Memorial Prize for fiction.
Vinland (1992)
Beside the Ocean of Time (1994) shortlisted for Booker Prize and judged Scottish Book of the Year by the Saltire Society

Essays collections and autobiography
An Orkney Tapestry (1969)
Letters from Hamnavoe (1975)
Under Brinkie's Brae (1979)
Portrait of Orkney (1981)
Rockpools and Daffodils: An Orcadian Diary, 1979–91 (1992)
For the Islands I Sing: An Autobiography (1997)
Stained Glass Windows (1998)
Northern Lights (1999) (Includes Poetry)
The First Wash of Spring (2006)

Children's story collection
The Two Fiddlers (1974)
Pictures in the Cave (1977)
Six Lives of Fankle the Cat (1980)

Discography
For the Islands I Sing

Notes

References

Rt Revd Professor the Lord Harries, 'Light from the Orkneys: Edwin Muir and George Mackay Brown' (Public Lecture given at Gresham College, 5 February 2009)

External links

Article "Douglas Dunn: Finished Fragrance: The Poems of George Mackay Brown.  Poetry Nation No 2 – 1974
"Not just Orkney's greatest poet, but Britain's" 14 December 2007 Guardian
Profile and poems written and audio at Poetry Archive
BBC Scotland personal profile BBC Scotland Mackay works profile
Profile and poems at the Poetry Foundation
Portraits at Scottish National Galleries

1921 births
1996 deaths
Converts to Roman Catholicism from Presbyterianism
James Tait Black Memorial Prize recipients
Writers from Orkney
Roman Catholic writers
20th-century Scottish autobiographers
Scottish Catholic poets
Scottish dramatists and playwrights
Scottish essayists
Scottish novelists
Scottish Roman Catholics
Alumni of the University of Edinburgh
20th-century British novelists
20th-century Scottish poets
Scottish male poets
20th-century British dramatists and playwrights
20th-century British essayists
20th-century British male writers
Claddagh Records artists

George Mackay Brown


Franklin Mitchell may refer to:
 Franklin Mitchell (Wisconsin politician) (1824–1911), Wisconsin State Assemblyman
 W. Franklin Mitchell, American politician in North Carolina
 Frank Mitchell (politician) (1925-2021), politician in British Columbia, Canada

See also
Frank Mitchell (disambiguation)

Franklin Mitchell


Olaylar

Doğumlar
 II. Leo, Bizans İmparatoru (çocuk) (ö. 474)
 İmparator Senka, Japonya'nın geleneksel veraset düzenine göre 28. imparatoru (ö. 539)

Ölümler

467


Medine (Arapça: المدينة), resmî adıyla Medine-i Münevvere (Arapça: المدينة المنورة) veya eski adıyla Yesrib (İbranice: יתריב; Arapça: يثرب), bugünkü Suudi Arabistan'ın Hicaz bölgesinde, Mekke'nin  kuzeyinde yer alan şehir.

Şehrin Müslümanlarca ele geçirilmesinden önceki adı Yesrib'dir. Medirra, Medirke, Meddiyne, Mezzine de denmiştir. İslam dini için özel bir şehirdir, Mescid-i Nebevi'yi ve Muhammed'in kabrini barındırarak İslam'da ikinci en mukaddes yer sayılır. Gayrimüslimlerin şehre girmesi yasaktır.

Geçmişi
Yesrib'in adı Hicret'ten sonra Muhammed tarafından "Medinet'ül-Münevvere" ve "Medinetünnebi" (aydınlanmış şehir ve peygamber şehri) olarak değiştirilmiştir. Melikşah döneminde (1072-1092) Selçuklu topraklarına katılmasıyla Türk egemenliğine giren Medine, daha sonra tüm Hicaz bölgesi gibi sırasıyla Eyyubi ve Memluk devletlerinin topraklarına katıldı. 1517 yılında Yavuz Sultan Selim'in Memluk ordusunu Ridaniye Savaşı'nda mağlup etmesiyle tüm Hicaz bölgesiyle birlikte Medine de Osmanlı İmparatorluğu'nun topraklarına katıldı. Osmanlı İmparatorluğu döneminde II. Abdülhamit tarafından Medine'ye kadar demir yolu hattı inşa ettirilmiştir. Haydarpaşa Garı'ndan tren ile Medine'ye 3 gün içinde ulaşım sağlanmakta idi.

I. Dünya Savaşı sırasında 1916 yılında başlayan Arap Ayaklanması sırasında tüm çevre kentleri isyancıların eline geçerken, Medine Kalesi daha sonra "Medine Müdafii" unvanını alacak Fahrettin Paşa'nın komutasındaki Osmanlı askerlerinin zor koşullara rağmen direnişiyle savaşın sonuna kadar Osmanlı İmparatorluğu'nun elinde kaldığı gibi, 30 Ekim 1918'de imzalanan Mondros Mütarekesi'nden sonra da Fahrettin Paşa kenti teslim etmedi. 20 Ocak 1919'da Osmanlı başkentinden gelen talimat sonucunda buradaki birlik teslim oldu ve şehirdeki Osmanlı egemenliği sona erdi.

1932'de kurulan Suudi Arabistan hükûmetinin Ecyad Kalesi gibi tarihi Osmanlı eserleri yok etme politikasından sonra Medine'de Osmanlı eserleri olarak bir tek Amberiye Mescidi ve el-Muazzem Tren İstasyonu kaldı.

Önemli yerler
Her Hac mevsimi Mekke ile birlikte milyonlarca hacı tarafından ziyaret edilir. Şehirde ziyaret edilecek önemli yerler şunlardır:
 Mescid-i Nebevî
 Uhud Dağı ve Kabristanı
 Yedi Mescidler
 Mescid-i Kıbleteyn
 Kuba Mescidi (Müslümanların inşa ettiği ilk mescid)
 Hamza Mescidi
 Ali Mescidi
 Cennet-ül Baki (Kabristan)
 Ebu Bekir Mescidi
 Osman Mescidi
 Ömer Mescidi
 Cuma Mescidi
 Mescid-i Gamame (Bulut Mescidi)
 Osmanlı Cami

Kaynakça

Dış bağlantılar
 Medine resimleri

Suudi Arabistan'daki şehirler
Medine Bölgesi
Medine Bölgesi'ndeki yerleşim yerleri
Kutsal şehirler
İslam'da kutsal şehirler

Medine


TrackMania Sunrise é um jogo de corrida francês desenvolvido pelo estúdio Nadeo e publicado em seu país de origem pela Focus Home Interactive em 6 de abril de 2005, vindo a ser lançado em outros países europeus nesse mesmo mês. É o segundo título da franquia TrackMania e apresenta a mesma base de jogabilidade de seu antecessor, mas possui um novo motor gráfico e três novos ambientes pelos quais o jogador pode dirigir. Uma extensão de nome TrackMania Sunrise Extreme foi lançada online em novembro de 2005 e adicionou novas modalidades ao jogo.

Jogabilidade
TrackMania Sunrise apresenta uma jogabilidade voltada ao arcade e muito similar a TrackMania, seu antecessor, mas ostenta gráficos melhorados, três novos ambientes, novos modos de jogo e uma funcionalidade ponto a ponto que permite compartilhar arquivos, mapas, blocos e veículos personalizados. Em linhas gerais, o objetivo do jogador é correr o mais rápido possível, obtendo assim de uma a quatro medalhas: bronze, prata, ouro e Nadeo. Esta última está presente nos mapas oficiais, sendo também conhecida como Author Medal (). Para desbloquear uma nova pista nas campanhas, o jogador deve ganhar ao menos uma medalha de bronze ou prata no mapa anterior, sendo que cada medalha obtida corresponde a uma quantia de coppers, moeda virtual que permite ao jogador comprar itens no editor de mapas.

Três níveis de dificuldade estão disponíveis, cada qual com um carro oponente melhor. Os oponente não têm colisão, por isso são conhecidos como "fantasmas". A água em Sunrise é interativa e geralmente ricocheteia o carro que nela cai em alta velocidade, sendo uma jogabilidade empregada em algumas pistas. Há novos blocos de construção em relação ao jogo de 2003, em especial os blocos de turbo vermelhos adicionados com a extensão TrackMania Sunrise Extreme. Três controladores podem ser usados: teclado, gamepad e volante.

Ambientes
Sunrise tem Island (), Bay () e Coast () como ambientes jogáveis, sendo que cada um possuí um carro com mecânica específica. Os três ambientes são universos de clima aberto e há quatro opções de iluminação que levam em conta a fase do dia selecionada para o mapa: dia, noite, nascer e pôr do sol. Em Island, dirige-se um carro esportivo veloz (o mais rápido do jogo), sendo necessário prestar atenção às curvas para evitar que deslize demais e perca velocidade. O cenário de Island é marcado por largas e longas autoestradas e plataformas. Bay possui uma ambientação notadamente mais urbana, com a presença de plataformas de metal mais estreitas, não raro sendo possível dirigir sobre os telhados de edifícios. O veículo do ambiente em questão é um 4x4 com tração reduzida, fazendo com que fique um tanto quanto menos controlável. O último ambiente - Coast - é mais verde e arborizado de modo a lembrar a região costeira do Mar Mediterrâneo, notadamente a Costa Azul, com estradas mais acidentadas e percursos mais tortuosos, sendo comum a presença de ruínas de pedra. O carro de Coast é um roadster mais pesado e lento.

Um jogador
Em solo, pode-se jogar diferentes modos de jogo chamados de campanhas, algo semelhante ao encontrado em TrackMania - antecessor de Sunrise. As campanhas oficiais são compostas por um número de séries, e cada série abarca uma quantidade de pistas nas quais os jogadores podem dirigir. Em algumas dessas campanhas, é possível jogar uma modalidade chamada Serie Cup (), em que o jogador deve correr todas as pistas de uma dada série de forma consecutiva e, se conseguir obter medalhas em todos esses mapas, ganha um troféu de bronze, prata ou ouro que representa sua proficiência na série em questão. Há também mapas e campanhas criadas pela comunidade.

A primeira campanha, Race (), consiste em sete séries com cinco pistas cada, e o objetivo do jogador é correr o melhor tempo que puder. Em Puzzle (), há também sete séries com cinco pistas e o jogador deve usar blocos a ele disponibilizados e montar uma pista em que seja possível dirigir um bom tempo. A campanha Platform () é um modo de jogo da franquia TrackMania que fez sua estreia em Sunrise, e agora o objetivo é terminar cada pista com o menor número de tentativas possível, ganhando uma medalha de ouro se terminá-la sem resetar. O modo de jogo Crazy (), exclusivo de TrackMania Sunrise, apresenta mapas em que o jogador tem uma quantidade de tempo predefinida em que deverá correr mais rápido que uma série de oponentes, começando por aqueles com recordes mais lentos.

A extensão TrackMania Sunrise Extreme trouxe dois novos modos de jogo: Stunt () e Extreme (). No primeiro, o jogador deve fazer o máximo de manobras possível em cada circuito usando o cenário a fim de conseguir pontos de estilo suficientes para lhe render uma medalha, mas ele deve fazer essas acrobacias dentro de um tempo preestabelecido - se ele cruzar a linha de chegada atrasado, perde pontos. A campanha Extreme, bem como Crazy, é exclusiva deste jogo e apresenta pistas mais longas e com novos blocos.

Multijogador
Como seu antecessor, TrackMania Sunrise possibilita ao usuário jogar online, através de uma rede de área local ou em hotseat - em que duas ou mais pessoas jogam em um mesmo computador de maneira alternada. Neste último, os jogadores podem escolher competir no modo "Por turno", em que os competidores procuram obter o melhor tempo disputando certo número de tentativas de forma revezada, ou "Contrarrelógio", no qual os jogadores estabelecem um recorde em uma primeira rodada jogada de forma alternada e, depois, aquele com pior tempo corre um novo round para marcar um resultado melhor que seu oponente, sendo eliminado se não conseguir melhorar seu recorde durante o tempo predefinido que cada rodada dura.

Através da rede local ou Internet, Sunrise oferece os dois modos anteriores, bem como três novos: "Equipe", "Voltas" e "Acrobacia". No primeiro, segue-se as regras do modo "Por turno", mas ao final de cada rodada os pontos são somados por equipe. Em "Voltas", os jogadores competem em um circuito em loop e o vencedor é o primeiro a completar o número de voltas definido ou aquele que passou por mais checkpoints dentro de um limite de tempo. O terceiro e último modo é idêntico ao "Contrarrelógio", mas é necessário fazer acrobacias e obter pontos de estilo ao invés do melhor tempo.

Jogos eletrônicos de 2005
Jogos eletrônicos da Ubisoft
Jogos eletrônicos desenvolvidos na França
Jogos eletrônicos multijogador e um jogador
Jogos eletrônicos de corrida
Jogos para Windows
Jogos exclusivos para Windows

TrackMania Sunrise


Djevojačko groblje je nekropola stećaka. Nalazi se uz staru rimsku i poslije karavansku cestu. Makadamski put vodi od Morina do Kalinovika. Susjedne nekropole stećaka su poznato Svatovsko groblje južno niz cestu, a sjeverno cestom je Kopano groblje.

Vrlo blizu obližnjeg Svatovskog groblja je lokacija Majdani. Na njoj se vadio kamen za stećke. Ostali su do danas veliki neobrađeni blokovi kamena koji nisu dospjeli do konačnog proizvoda, možda jer naručitelju li majstoru nisu odgovarali, ili su pripremljeni blokovi ostali, a bogumilski naručitelji i majstori nestali.

Vidi
Svatovsko groblje na Morinama
Kopano groblje na Morinama

Izvori

Vanjske poveznice
Župa Nevesinje Svatovsko groblje

Nekropole sa stećcima u Bosni i Hercegovini

Djevojačko groblje


Cardozo, teilweise auch als Cardoso geführt, ist eine Ortschaft in Uruguay.

Geographie
Cardozo befindet sich auf dem Gebiet des Departamento Tacuarembó in dessen Sektor 10 am Río Negro. Westsüdwestlich befindet sich Chamberlain, südwestlich Paso de los Toros. Der Ort liegt am Mündungsdelta (Brazo del Cardozo) des Arroyo Cardozo, südlich befindet sich der aufgestaute Río Negro. Topographische Erhebungen in Ortsnähe sind unmittelbar im Süden der Cerro Arbolito, sowie im Osten der Cerro de las Yeguas. Im Norden grenzt Cardozo an die Mündung des del Buey in den Arroyo Cardozo-Mündungstrichter, während südlich des Ortes der del Arbolito dort einmündet. Einige Kilometer östlich des Ortes entspringen zudem der Arroyo Pantanoso und Arroyo Cacique Chico.

Einwohner
Beim Census 2011 betrug die Einwohnerzahl von Cardozo 42, davon 22 männliche und 20 weibliche. Damit setzt sich die Rückwärtsentwicklung der Einwohnerzahlen seit der Volkszählung 1963, als im Ort noch 150 Personen gezählt wurden, fort.

Quelle: Instituto Nacional de Estadística de Uruguay

Weblinks
 Stadtplan von Cardozo (PDF; 94 kB)

Einzelnachweise

Ort im Departamento Tacuarembó

Cardozo (Uruguay)


Henry Medwall (n. 8 septembrie 1462 – d. cca. 1501/2?) a fost un dramaturg englez. Este considerat ca fiind primul dramaturg care a scris în limba engleză. Fulgens and Lucrece (cca.1497), a cărei eroină trebuie să aleagă între doi pețitori, este cea mai veche piesă de teatru cunoscută în limba engleză seculară. Cealaltă piesă de teatru a lui Medwall este denumită Nature. A stat la curtea cardinalului Morton, cancelar în timpul lui Henric al VII-lea.

Lucrări
Fulgens and Lucrece se bazează pe o lucrare în limba latină a lui  Buonaccorso da Montemagno.

Cealaltă lucrare a lui Medwall este Nature. Aceasta nu are data apariției, dar a fost tipărită de William Rastell.

Referințe și note

Vezi și
 Listă de dramaturgi englezi

Nașteri în 1462
Decese în 1502
Dramaturgi englezi

Henry Medwall


An Orchis celtiberica in uska species han Liliopsida nga ginhulagway ni Carlos Pau. An Orchis celtiberica in nahilalakip ha genus nga Orchis, ngan familia nga Orchidaceae. Waray hini subspecies nga nakalista.

Mga kasarigan

Mga sumpay ha gawas

Orchis

Orchis celtiberica


"http://www.facebook.com/groups/282614258421721/"
මෙහි සඳහන් වන ආකාරයට පහත තොරතුරු ගැන මා හට වගකීමක් දැරිය නොහැකි අතර මෙම ඉහත දැක්වෙන සංගමය මා විසින් ස්වේච්චා ඉංජිනේරුවරුන් සමග තාක්ෂණික ගැටළු සඳහා පිළිතුරු සෙවීමටත්,වෘතීය ජීවිතයේදී තවත් ලාංකික ඉංජිනේරුවරයකු හට උදව් ලබාදීම සඳහාත් පිහිටවන ලද තාක්ෂනඥයින්ගේ සමාජයක්/එකමුතුවක් ලෙස සැලකිය හැක.
(T.E.Hendawitharana-11/11/2011).

විද්‍යුත් හා ඉලෙක්ට්‍රොනික ඉන්ජිනේරුවන්ගේ සංගමය


Le Tapis bleu est un tableau peint par Juan Gris durant l'été . Cette peinture à l'huile sur toile est une nature morte cubiste représentant une guitare, une partition musicale, deux compotiers  de fruits, un flacon cannelé et un journal posés sur un tapis bleu. Elle est conservée au musée national d'Art moderne de Paris.

Expositions

Juan Gris : Washington, National Gallery of Art, 1983
50 ans d'Art Espagnol, 1880-1936 : Bordeaux, Musée des beaux-arts, 4 mai-1er septembre 1984 (cat. n°43)
Paris 1937. L'art indépendant : exposition présentée dans le cadre du cinquantenaire de l'exposition internationale des arts et des techniques dans la vie moderne ; Paris (France), Musée d'art moderne de la Ville de Paris, 12 juin 1987-30 août 1987
Blau : Farbe der Ferne: Heidelberg (Allemagne), Heidelberger Kunstverein, 02 mars 1990-13 mai 1990
Juan Gris : peintures et dessins 1887-1927 : Marseille (France), Musée Cantini, 17 septembre 1998-03 janvier 1999
Présentation des collections permanentes (collections modernes)  : Paris (France), Musée national d'art moderne / Centre de création industrielle, 15 décembre 2006-15 décembre 2007
Présentation des collections permanentes (collections modernes) : Paris (France), Musée national d'art moderne / Centre de création industrielle, 02 juin 2008-02 juin 2009
Once obras invitadas en la coleccion permanente con motivo del X Aniversario del Museo Picasso Málaga : Málaga (Espagne), Museo Picasso Málaga, 27 octobre 2013-23 février 2014
Galeries du XXe siècle : Paris (France), Centre Pompidou, 01 mai 2019-05 avril 2020
De Miro à Barcelo. Un siècle d'art espagnol - Accrochage 3 : Málaga (Espagne), Centre Pompidou Provisoire Malaga, 12 mars 2020-28 février 2022

Liens externes

Tableau de Juan Gris
Tableau réalisé en 1925
Tableau cubiste
Nature morte
Guitare dans la peinture
Compotier dans la peinture
Œuvre de Juan Gris au musée national d'Art moderne

Le Tapis bleu


Charles Diers (né en 1981), joueur de football français.
 Ines Diers (née en 1963), ancienne nageuse est-allemande.
 Thierry Diers (né en 1954), musicien et peintre français.

Diers


An Pleurostachys muelleri in uska species han Liliopsida nga ginhulagway ni Johann Otto Boeckeler. An Pleurostachys muelleri in nahilalakip ha genus nga Pleurostachys, ngan familia nga Cyperaceae. Waray hini subspecies nga nakalista.

Mga kasarigan

Pleurostachys

Pleurostachys muelleri


300 (three hundred) is the natural number following 299 and preceding 301.

Mathematical properties
The number 300 is a triangular number and the sum of a pair of twin primes (149 + 151), as well as the sum of ten consecutive primes (13 + 17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47).
It is palindromic in 3 consecutive bases: 30010 = 6067 = 4548 = 3639, and also in base 13.  Factorization is  30064 + 1 is prime

Integers from 301 to 399

300s

301
301 = 7 × 43 = . 301 is the sum of three consecutive primes (97 + 101 + 103), happy number in base 10, lazy caterer number .

302
302 = 2 × 151. 302 is a nontotient, a happy number, the number of partitions of 40 into prime parts

303
303 = 3 × 101. 303 is a palindromic semiprime. The number of compositions of 10 which cannot be viewed as stacks is 303.

304

305
305 = 5 × 61. 305 is the convolution of the first 7 primes with themselves.

306
306 = 2 × 32 × 17. 306 is the sum of four consecutive primes (71 + 73 + 79 + 83), pronic number, and an untouchable number.

307
307 is a prime number, Chen prime, number of one-sided octiamonds

308
308 = 22 × 7 × 11. 308 is a nontotient, totient sum of the first 31 integers, heptagonal pyramidal number, and the sum of two consecutive primes (151 + 157).

309
309 = 3 × 103, Blum integer, number of primes <= 211.

310s

310

311

312
312 = 23 × 3 × 13, idoneal number.

313

314

314 = 2 × 157. 314 is a nontotient, smallest composite number in Somos-4 sequence.

315

315 = 32 × 5 × 7 =  rencontres number, highly composite odd number, having 12 divisors.

316

316 = 22 × 79. 316 is a centered triangular number and a centered heptagonal number

317

317 is a prime number, Eisenstein prime with no imaginary part, Chen prime, and a strictly non-palindromic number.

317 is the exponent (and number of ones) in the fourth base-10 repunit prime.

318

319

319 = 11 × 29. 319 is the sum of three consecutive primes (103 + 107 + 109), Smith number, cannot be represented as the sum of fewer than 19 fourth powers, happy number in base 10

320s

320

320 = 26 × 5 = (25) × (2 × 5). 320 is a Leyland number, and maximum determinant of a 10 by 10 matrix of zeros and ones.

321

321 = 3 × 107, a Delannoy number

322

322 = 2 × 7 × 23. 322 is a sphenic, nontotient, untouchable, and a Lucas number.

323

323 = 17 × 19. 323 is the sum of nine consecutive primes (19 + 23 + 29 + 31 + 37 + 41 + 43 + 47 + 53), the sum of the 13 consecutive primes (5 + 7 + 11 + 13 + 17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47), Motzkin number. A Lucas and Fibonacci pseudoprime. See 323 (disambiguation)

324

324 = 22 × 34 = 182. 324 is the sum of four consecutive primes (73 + 79 + 83 + 89), totient sum of the first 32 integers, a square number, and an untouchable number.

325

325 = 52 × 13. 325 is a triangular number, hexagonal number, nonagonal number, centered nonagonal number. 325 is the smallest number to be the sum of two squares in 3 different ways: 12 + 182, 62 + 172 and 102 + 152. 325 is also the smallest (and only known) 3-hyperperfect number.

326

326 = 2 × 163. 326 is a nontotient, noncototient, and an untouchable number. 326 is the sum of the 14 consecutive primes (3 + 5 + 7 + 11 + 13 + 17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47), lazy caterer number .

327

327 = 3 × 109. 327 is a perfect totient number, number of compositions of 10 whose run-lengths are either weakly increasing or weakly decreasing

328

328 = 23 × 41. 328 is a refactorable number, and it is the sum of the first fifteen primes (2 + 3 + 5 + 7 + 11 + 13 + 17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47).

329

329 = 7 × 47. 329 is the sum of three consecutive primes (107 + 109 + 113), and a highly cototient number.

330s

330

330 = 2 × 3 × 5 × 11. 330 is sum of six consecutive primes (43 + 47 + 53 + 59 + 61 + 67), pentatope number (and hence a binomial coefficient ), a pentagonal number, divisible by the number of primes below it, and a sparsely totient number.

331

331 is a prime number, super-prime, cuban prime, sum of five consecutive primes (59 + 61 + 67 + 71 + 73), centered pentagonal number, centered hexagonal number, and Mertens function returns 0.

332

332 = 22 × 83, Mertens function returns 0.

333

333 = 32 × 37, Mertens function returns 0,

334

334 = 2 × 167, nontotient.

335

335 = 5 × 67, divisible by the number of primes below it, number of Lyndon words of length 12.

336

336 = 24 × 3 × 7, untouchable number, number of partitions of 41 into prime parts.

337

337, prime number, emirp, permutable prime with 373 and 733, Chen prime, star number

338

338 = 2 × 132, nontotient, number of square (0,1)-matrices without zero rows and with exactly 4 entries equal to 1.

339

339 = 3 × 113, Ulam number

340s

340

340 = 22 × 5 × 17, sum of eight consecutive primes (29 + 31 + 37 + 41 + 43 + 47 + 53 + 59), sum of ten consecutive primes (17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47 + 53), sum of the first four powers of 4 (41 + 42 + 43 + 44), divisible by the number of primes below it, nontotient, noncototient. Number of regions formed by drawing the line segments connecting any two of the 12 perimeter points of a 3 times 3 grid of squares  and .

341

341 = 11 × 31, sum of seven consecutive primes (37 + 41 + 43 + 47 + 53 + 59 + 61), octagonal number, centered cube number, super-Poulet number.
341 is the smallest Fermat pseudoprime; it is the least composite odd modulus m greater than the base b, that satisfies the Fermat property "bm−1 − 1 is divisible by m", for bases up to 128 of b = 2, 15, 60, 63, 78, and 108.

342

342 = 2 × 32 × 19, pronic number, Untouchable number.

343

343 = 73, the first nice Friedman number that is composite since 343 = (3 + 4)3. It is the only known example of x2+x+1 = y3, in this case, x=18, y=7. It is z3 in a triplet (x,y,z) such that x5 + y2 = z3.

344

344 = 23 × 43, octahedral number, noncototient, totient sum of the first 33 integers, refactorable number.

345

345 = 3 × 5 × 23, sphenic number, idoneal number

346

346 = 2 × 173, Smith number, noncototient.

347

347 is a prime number, emirp, safe prime, Eisenstein prime with no imaginary part, Chen prime, Friedman prime since 347 = 73 + 4, and a strictly non-palindromic number.

348

348 = 22 × 3 × 29, sum of four consecutive primes (79 + 83 + 89 + 97), refactorable number.

349

349, prime number, sum of three consecutive primes (109 + 113 + 127), 5349 - 4349 is a prime number.

350s

350

350 = 2 × 52 × 7 = , primitive semiperfect number, divisible by the number of primes below it, nontotient, a truncated icosahedron of frequency 6 has 350 hexagonal faces and 12 pentagonal faces.

351

351 = 33 × 13, triangular number, sum of five consecutive primes (61 + 67 + 71 + 73 + 79), member of Padovan sequence and number of compositions of 15 into distinct parts.

352

352 = 25 × 11, the number of n-Queens Problem solutions for n = 9. It is the sum of two consecutive primes (173 + 179), lazy caterer number .

353

354

354 = 2 × 3 × 59 = 14 + 24 + 34 + 44, sphenic number, nontotient, also SMTP code meaning start of mail input. It is also sum of absolute value of the coefficients of Conway's polynomial.

355

355 = 5 × 71, Smith number, Mertens function returns 0, divisible by the number of primes below it.

The numerator of the best simplified rational approximation of pi having a denominator of four digits or fewer.  This fraction (355/113) is known as Milü and provides an extremely accurate approximation for pi.

356

356 = 22 × 89, Mertens function returns 0.

357

357 = 3 × 7 × 17, sphenic number.

358

358 = 2 × 179, sum of six consecutive primes (47 + 53 + 59 + 61 + 67 + 71), Mertens function returns 0, number of ways to partition {1,2,3,4,5} and then partition each cell (block) into subcells.

359

360s

360

361

361 = 192, centered triangular number, centered octagonal number, centered decagonal number, member of the Mian–Chowla sequence; also the number of positions on a standard 19 x 19 Go board.

362

362 = 2 × 181 = σ2(19): sum of squares of divisors of 19, Mertens function returns 0, nontotient, noncototient.

363

364

364 = 22 × 7 × 13, tetrahedral number, sum of twelve consecutive primes (11 + 13 + 17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47 + 53), Mertens function returns 0, nontotient.
It is a repdigit in base 3 (111111), base 9 (444), base 25 (EE), base 27 (DD), base 51 (77) and base 90 (44), the sum of six consecutive powers of 3 (1 + 3 + 9 + 27 + 81 + 243), and because it is the twelfth non-zero tetrahedral number.

365

366

366 = 2 × 3 × 61, sphenic number, Mertens function returns 0, noncototient, number of complete partitions of 20, 26-gonal and 123-gonal.

367

367 is a prime number, Perrin number, happy number, prime index prime and a strictly non-palindromic number.

368

368 = 24 × 23. It is also a Leyland number.

369

370s

370

370 = 2 × 5 × 37, sphenic number, sum of four consecutive primes (83 + 89 + 97 + 101), nontotient, with 369 part of a Ruth–Aaron pair with only distinct prime factors counted, Base 10 Armstrong number since 33 + 73 + 03 = 370.

371

371 = 7 × 53, sum of three consecutive primes (113 + 127 + 131), sum of seven consecutive primes (41 + 43 + 47 + 53 + 59 + 61 + 67), sum of the primes from its least to its greatest prime factor , the next such composite number is 2935561623745, Armstrong number since 33 + 73 + 13 = 371.

372

372 = 22 × 3 × 31, sum of eight consecutive primes (31 + 37 + 41 + 43 + 47 + 53 + 59 + 61), noncototient, untouchable number, refactorable number.

373

373, prime number, balanced prime, two-sided prime, sum of five consecutive primes (67 + 71 + 73 + 79 + 83), permutable prime with 337 and 733, palindromic prime in 3 consecutive bases: 5658 = 4549 = 37310 and also in base 4: 113114.

374

374 = 2 × 11 × 17, sphenic number, nontotient, 3744 + 1 is prime.

375

375 = 3 × 53, number of regions in regular 11-gon with all diagonals drawn.

376

376 = 23 × 47, pentagonal number, 1-automorphic number, nontotient, refactorable number. There is a math puzzle in which when 376 is squared, 376 is also the last three digits, as 376 * 376 = 141376

377

377 = 13 × 29, Fibonacci number, a centered octahedral number, a Lucas and Fibonacci pseudoprime, the sum of the squares of the first six primes.

378

378 = 2 × 33 × 7, triangular number, cake number, hexagonal number, Smith number.

379

379 is a prime number, Chen prime, lazy caterer number  and a happy number in base 10. It is the sum of the 15 consecutive primes (3 + 5 + 7 + 11 + 13 + 17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47 + 53). 379! - 1 is prime.

380s

380

380 = 22 × 5 × 19, pronic number, Number of regions into which a figure made up of a row of 6 adjacent congruent rectangles is divided upon drawing diagonals of all possible rectangles  and .

381

381 = 3 × 127, palindromic in base 2 and base 8.

It is the sum of the first 16 prime numbers (2 + 3 + 5 + 7 + 11 + 13 + 17 + 19 + 23 + 29 + 31 + 37 + 41 + 43 + 47 + 53).

382

382 = 2 × 191, sum of ten consecutive primes (19 + 23 + 29 + 31 + 37 + 41 + 43 + 47 + 53 + 59), Smith number.

383

383, prime number, safe prime, Woodall prime, Thabit number, Eisenstein prime with no imaginary part, palindromic prime. It is also the first number where the sum of a prime and the reversal of the prime is also a prime. 4383 - 3383 is prime.

384

385

385 = 5 × 7 × 11, sphenic number, square pyramidal number, the number of integer partitions of 18.

385 = 102 + 92 + 82 + 72 + 62 + 52 + 42 + 32 + 22 + 12

386

386 = 2 × 193, nontotient, noncototient, centered heptagonal number, number of surface points on a cube with edge-length 9.

387

387 = 32 × 43, number of graphical partitions of 22.

388

388 = 22 × 97 = solution to postage stamp problem with 6 stamps and 6 denominations, number of uniform rooted trees with 10 nodes.

389

389, prime number, emirp, Eisenstein prime with no imaginary part, Chen prime, highly cototient number, strictly non-palindromic number. Smallest conductor of a rank 2 Elliptic curve.

390s

390

390 = 2 × 3 × 5 × 13, sum of four consecutive primes (89 + 97 + 101 + 103), nontotient,
 is prime

391

391 = 17 × 23, Smith number, centered pentagonal number.

392

392 = 23 × 72, Achilles number.

393

393 = 3 × 131, Blum integer, Mertens function returns 0.

394

394 = 2 × 197 = S5 a Schröder number, nontotient, noncototient.

395

395 = 5 × 79, sum of three consecutive primes (127 + 131 + 137), sum of five consecutive primes (71 + 73 + 79 + 83 + 89), number of (unordered, unlabeled) rooted trimmed trees with 11 nodes.

396

396 = 22 × 32 × 11, sum of twin primes (197 + 199), totient sum of the first 36 integers, refactorable number, Harshad number, digit-reassembly number.

397

397, prime number, cuban prime, centered hexagonal number.

398

398 = 2 × 199, nontotient.
 is prime

399

399 = 3 × 7 × 19, sphenic number, smallest Lucas–Carmichael number, Leyland number of the second kind. 399! + 1 is prime.

References

Integers

300 (number)


كاي فاياند Kai Weyand (ولد في عام 1968 في فرايبورغ في برايسجاو) هو كاتب ألماني، تخرج من جامعة فرايبورغ للتربية والتعليم. بعد العمل في التدريس، وأصبح كاتبًا مستقلًا. حاز على جوائز. وكانت روايته Applaus für Bronikowski لعام 2015 (تصفيق لبرونيكوفسكي) على القائمة الطويلة لجائزة الكتاب الألمانية لعام 2015.

حياته

أتم كاي فاياند دراسته في كلية التربية في فرايبورغ، ثم عمل مدرسا و Erwachsenenbildner. وبين عامي 2001 و 2005 رأس مع مارتن جوليش Martin Gülich المكتب الأدبي في فرايبورغ. وهو متفرغ للكتابة الحرة منذ عام 2005 في فرايبورغ. وقد اشترك في عام 2006 في مسابقة إنجيبورج باخمان في كلاجنفورت.

كتب كاي فاياند أعمالا قصصية. وحصل في عام 2002 على الجائزة الأولى في المسابقة الأدبية Open Mike التي تقيمها ورشة الأدب في برلين.

من أعماله

 في يوم الثلاثاء ستنهار البنايات الجديدة 2005
(Am Dienstag stürzen die Neubauten ein)

مراجع

أشخاص يحتمل أن يكونوا أحياء
كتاب وكاتبات ألمان
مواليد 1968
مواليد في فرايبورغ

كاي فاياند


Cadel Evans Great Ocean Road Race er et endagscykelløb i Geelong i Australien. Løbet er en del af UCI World Tour. Det blev for første gang arrangeret i 2015 som en del af UCI Oceanien Tour i kategorien 1.1.

Løbet er opkaldt efter Cadel Evans for at hædre Australiens eneste Tour de France-vinder og verdensmester. Han blev nummer 5 i den første udgave af løbet, som var Evans' sidste som professionel rytter.

Fra 2017 indgår det i UCI World Tour-kalenderen.

Dagen før herrernes løb køres Cadel Evans Great Ocean Road Race Women.

Vindere

Referencer

Eksterne henvinsinger

 Cyclingnews.com

Etableret i 2015

Cadel Evans Great Ocean Road Race


"OnlySee" este albumul de debut al cântăreței australiane Sia Furler, lansat în 23 decembrie 1997 prin intermediul casei de discuri Flavoured Records, după ce a părăsit trupa pe bază de acid jazz The Crisp.

General
Spre deosebire de albumele ei mai noi, OnlySee a fost comercializat sub numele ei complet, în loc de pur și simplu "Sia". Acesta a fost produs de Jesse Flavell și lansat de casa de discuri australiane Flavoured Records. Albumul nu a fost niciodată lansat în mod oficial: a fost produs într-un garaj pe durata de trei saptamani, și a fost pus la dispoziție doar într-un singur magazin de discuri din Adelaide, în australia, la doar $1,99. Piesa "Soon" a fost înregistrată din nou de Sia ca "Sober and Unkissed" și prezentată pe cel de-al doilea ei album de studio Healing Is Difficult. Piesa Asrep Onosim a fost scrisă de Jesse Flavell și Sia în limba italiană, limba cunoscută de Sia, care în trecut a studiat muzica în Italia (titlul nu este altceva decât fraza italiană "mi sono persa" în limba română "M-am pierdut" scrisă invers). OnlySee este în prezent scos din comerț.

Lista pieselor
Cretitări scrise conform coperta albumului

Referințe

Albume de debut
Albume din 1997
Albume lansate de Sia

OnlySee


Gina Picinić (Susak, 1986.), hrvatska je pjevačica.

Gina Picinić, rodom je s otoka Suska, s kojega je u dobi od devet godina zajedno s majkom Blaženkom i sestrom Marijom otišla u Sjedinjene Američke Države.

Glazbena karijera
Gina Picinić prvo festivalsko iskustvo imala je na Hrvatskom dječjem festivalu u New Yorku 2000. godine gdje je osvojila nagradu stručnog ocjenjivačkog suda. Od 2002. godine nastupa na festivalu Melodije Istre i Kvarnera, tri puta osvojivši prvu nagradu publike. Godine 2005. nastupila je na Festivalu zabavne glazbe Split s pjesmom "Da si mi noćaš blizu", a 2006. godine s pjesmom "Jedna je ljubav". Zastupljena je na kompilacijama s festivala Melodije Istre i Kvarnera i Festivala zabavne glazbe Split.

Diskografija

Albumi
 Gina (2005.)

Nagrađivane pjesme na festivalima

Izvori

Hrvatski pjevači
Susak
Hrvati u SAD-u

Gina Picinić


Kurt Josef Waldheim (; 21 Aralık 1918 Sankt Andrä-Wördern (Aşağı Avusturya) - 14 Haziran 2007, Viyana), Avusturya cumhurbaşkanı, diplomat, ÖVP politikacı.

1938 yılında Avusturya'nın Alman ilhakından sonra Waldheim, Nazi Partisi'nin bir bölümü olan Nasyonal Sosyalist Alman Öğrenci Birliği'ne (NSDStB), üyelik başvurusunda bulunmuştur. Kısa bir süre sonra SA'nın kolordusuna kayıtlı üye oldu.

19 Ağustos 1944'te, Viyana'da Elisabeth Ritschel ile evlendi; ilk kızı, Lieselotte ertesi yıl doğdu. Bir oğlu Gerhard ve başka kızı olan Christa dünyaya geldiler.

Diplomatik kariyeri
Waldheim Viyana Üniversitesi'nde hukuk öğrenimini bitirdikten sonra, 1945 yılında Avusturya diplomatik hizmetine katıldı. 1948'de Paris'te Legation Birinci Sekreteri olarak görev yaptı ve 1951 den 1956 ya kadar Viyana'da Dışişleri Bakanlığında çalıştı. 1956 yılında, 1960 yılında Bakanlığa dönene kadar Kanada Büyükelçisi yapıldı, sonra 1964 yılında Birleşmiş Milletler Avusturya Daimi Temsilcisi oldu.

1968'den 1970'e kadar Avusturya dışişleri bakanıydı. (Klaus Hükümeti II)

1972 ve 1982 yılları arasında iki defa Birleşmiş Milletler genel sekreterliği görevini üstlendi. Waldheim'in, gençliğinde Nazi ordusunda görev yaptığını gizlediğinin ortaya çıkması uluslararası tepkilere yol açtı. Nazi Almanyası'nın ordusunda görev yaptığı ortaya çıkmasına rağmen 1986'da Avusturya'da cumhurbaşkanı seçildi. Cumhurbaşkanlığı görevi sırasında ABD dahil birçok ülke ziyaret yasağı koydu.

88 yaşında kalp yetmezliğinden öldü.

İkinci Dünya Savaşı'nda Askeri hizmeti
Waldheim 1941 yılı başlarında Wehrmacht için hazırlandı ve bir takım lideri olarak görev Doğu Cephesi'ne gönderildi. O yılın Aralık ayında, yaralandı ama hizmete 1942 yılında geri döndü. 1942 den 1945'e kadar Wehrmacht'a yaptığı hizmetler, 1985 ve 1986 yılında uluslararası inceleme konusu oldu. 1985 yılındaki otobiyografisinde, savaşın geri kalan zamanında, ön ileri hizmetten ayrıldığı ifade edildi ve 1944 yılında evlenmesinin yanı sıra, Viyana Üniversitesi'nde hukuk eğitimini tamamladı. belgeler ve tanıkların ifadesi ile Waldheim'ın askerliği 1945 yılına kadar devam açığa ortaya çıktı
bu süre zarfında Oberleutnant (Üsteğmen) rütbesine yükselmişti. 1943'te, Waldheim, General Alexander Löhr başkanlığındaki Ordu Grup E'de bir yaver olarak görev yapıyordu. 1986 yılında, Waldheim sadece bir tercüman ve bir memur olarak hizmet ettiğini ve Yugoslavya illerine komşu ya da yerel Sırp sivillerine karşı katliamlar ya da misillemelerle ilgili hiçbir bilgiye sahip olmadığını söyledi. 1945 yılında, Waldheim, ordu E Grubu komutasından kaçtığını söyledi ve Carinthia'da İngiliz kuvvetlerine teslim olduğunu belirtti.

Kaynakça

1918 doğumlular
Aşağı Avusturya doğumlular
2007 yılında ölenler
Avusturya dışişleri bakanları
Avusturyalı Roma Katolikleri
Viyana Üniversitesinde öğrenim görenler
Soğuk Savaş'ta diplomatlar
Personae non gratae
Kalp yetmezliğinden ölenler
Viyana'da ölenler
Viyana'da defnedilenler
Avusturya'nın Kanada büyükelçileri
Avusturya'nın Birleşmiş Milletler daimî temsilcileri
Birleşmiş Milletler Genel Sekreterleri

Kurt Waldheim


An Maxillaria neophylla in uska species han Liliopsida nga ginhulagway ni Heinrich Gustav Reichenbach. An Maxillaria neophylla in nahilalakip ha genus nga Maxillaria, ngan familia nga Orchidaceae.

Mabibilngan ini ha Colombia. Waray hini subspecies nga nakalista.

Mga kasarigan

Maxillaria

Maxillaria neophylla


Max Heinrich Mauersberger (né le  à Neukirchen/Pleiße, mort le  à Bestensee) est un  un ingénieur et inventeur allemand dans l'industrie textile. Entre 1946 et 1949, il met au point le procédé de couture Malimo.

Biographie
De 1919 à 1925, il est élève de la Realschule de Crimmitschau. Après avoir terminé avec succès son apprentissage de teinturier, il fréquente l'école de tissage de Crimmitschau et l'Académie de technologie de Chemnitz, où il obtient son diplôme de technicien de teinture en 1931. En 1933, il épouse Elsbeth Winterling, la fille d'un maître serrurier, à Crimmitschau. À partir de 1934, il travaille comme chimiste coloriste à la ganterie C.A. Kühnert AG à Göppersdorf près de Burgstädt, poursuit sa formation technique en autodidacte et fait ses premières inventions à l'époque. De 1941 à la fin de la Seconde Guerre mondiale, il sert dans la Wehrmacht puis est prisonnier.

De 1946 à 1949, il met au point dans son garage le procédé de couture Malimo (brevet DDR n°8194, date de dépôt le  ; brevet US n°2890579, le ). La production en série des machines Malimo débute en 1957 à Karl-Marx-Stadt. Malimo révolutionne l'industrie textile en Allemagne de l'Est et est produit en grande quantité. Les produits Malimo se retrouvent dans presque tous les ménages de la RDA. Les produits typiques sont les serviettes et les rideaux.

Les méthodes modifiées étaient Maliwatt, Malipol et Malivlies.

Heinrich Mauersberger reçoit le Prix national de la République démocratique allemande en 1954 pour son invention en RDA, en 1963 le titre honorifique "Héros du travail" et en 1964 la Bannière du Travail. À Limbach-Oberfrohna, il est citoyen d'honneur de la ville en 1963 et une rue porte son nom. Heinrich Mauersberger est aussi honoré à l'étranger pour son invention. Le , il est nommé membre honoraire du Textile Institute à Manchester. Cet honneur fut décerné à un Allemand avant lui : Paul Theodor Schlack, l'inventeur du Perlon en 1963.

Malgré une forte pression, Heinrich Mauersberger ne rejoint pas le SED. En conséquence, son adhésion à la Kammer der Technik est résiliée et il lui est interdit de prendre la parole lors de conférences spécialisées. Il proteste vigoureusement. Il est alors mis en congé. Il est emmené au service psychiatrique de Waldheim pendant trois mois et perd son poste de directeur de l'Institut Malimo. Il s'installe ensuite à Berlin, achète une propriété à Bestesee en 1967 et n'a plus de revenus propres. Les revenus de la licence Malimo ne lui sont pas versés. En 1969, des collègues ouest-allemands lancent un appel à la solidarité dans une revue professionnelle. Mauersberger reçoit ensuite une pension honorifique du Conseil des ministres de la RDA. Le montant des droits de licence perçus par la RDA n'a pas pu être déterminé, même après 1990.

Après la mort de sa femme en 1972, Mauersberger épouse Lisa Messerschmidt en 1976.

Notes et références

Liens externes

Inventeur allemand
Histoire du textile
Récipiendaire de la Bannière du Travail
Héros du travail
Naissance en février 1909
Naissance en Saxe
Naissance dans le royaume de Saxe
Décès en février 1982
Décès à 73 ans
Décès dans le Brandebourg
Lauréat de 3e classe du prix national de la République démocratique allemande des Sciences et des Technologies

Heinrich Mauersberger


Eurygnathus latreillei, es una  especie de coleóptero adéfago perteneciente a la familia Carabidae y el único miembro del género monotípico Eurygnathus.

Referencias

Enlaces externos

 Eurygnathus en ION
 Nomenclator Zoologicus

Licinina

Eurygnathus


Nazira Karodia est une chimiste sud-africaine naturalisée britannique, professeure d'enseignement des sciences et pro-vice-chancelière pour le développement régional à l'université de Wolverhampton. Elle travaille sur la synthèse organique, la chimie verte, les composés hétérocycliques et l'enseignement des sciences.

Enfance et éducation
Karodia est née et a grandi en Afrique du Sud sous l'apartheid. Comme la plupart des personnes non européennes, elle a souffert de ségrégation raciale pendant sa scolarité. Elle a pu étudier la chimie à l', qui était réservée aux Blancs, et elle a obtenu son diplôme en 1990. Elle a quitté l'Afrique du Sud en 1992. Karodia a terminé son doctorat à l'Université de St Andrews, travaillant sur l'ylure de phosphore supervisé par Alan Aitken en 1995.

Carrière et recherche
Karodia a rejoint l'université de Floride en tant que membre du Centre de chimie hétérocyclique où elle a travaillé sur les  et les benzotriazoles développés. Karodia a été nommée maître de conférences à l'université de Bradford et nommée directrice STEM en 1998. Là, Karodia a développé son intérêt pour l'enseignement des sciences et les programmes de vulgarisation scientifique qui visaient à profiter à la communauté locale. Elle a été membre senior du programme STEM du  (HEFCE), où elle a été nommée directrice régionale (Yorkshire, Humber et Nord-Est) du programme national HE STEM. Ses recherches en chimie ont porté sur les liquides ioniques et les polymères cristallins liquides. Karodia fait partie du projet GENOVATE financé par l'Union européenne : Transforming organisational culture for gender equality in research and innovation (Transformer la culture organisationnelle pour l'égalité des sexes dans la recherche et l'innovation). Elle travaille également sur des programmes visant à promouvoir les carrières en sciences et en génie, en particulier pour les étudiants des parties sous-représentées de la communauté.

Depuis 2015, elle occupe le poste de professeur d'éducation scientifique à l'université de Wolverhampton et est devenue doyenne de la faculté des sciences et de l'ingénierie en 2016. Elle s'est associée au  Group of Colleges. En 2018, elle a lancé un nouveau cours de sciences de la santé et les partenariats.

Prix et distinctions
Karodia a reçu une mention élogieuse du National Educational Opportunities Network (NEON) en 2015 pour sa contribution exceptionnelle à l'élargissement de l'accès. Elle a été sélectionnée comme l'un des 175 meilleurs visages de la chimie de la Royal Society of Chemistry en 2016. En 2017, elle a été honorée au  de  avec un prix Women-in-Science . En 2015, elle a été élue Fellow de la Royal Society of Chemistry (FRSC).

Karodia a été nommée membre de l'Ordre de l'Empire britannique (MBE) lors des  pour ses services aux sciences chimiques.

Vie privée
Karodia a des filles jumelles, qui ont toutes deux étudié la physique à l'université. Elle en a perdu une à cause de la drépanocytose en 2012. L'Université d'York, où elle était étudiante, a décerné un prix en son honneur.

Références

Liens externes

Chimiste britannique
Membre de l'ordre de l'Empire britannique
Professeur à l'université de Bradford
Professeur à l'université de Floride
Étudiant de l'université de St Andrews
Étudiant de l'université du Natal
Chimiste sud-africain
Femme chimiste
Naissance en Afrique du Sud

Nazira Karodia


Wolfgang Dauner (Stuttgart, Alemania, 30 de diciembre de 1935-Stuttgart, 10 de enero de 2020) fue un pianista, teclista y compositor alemán de jazz fusión, conocido sobre todo como fundador y director de la United Jazz and Rock Ensemble, donde estuvieron músicos como Charlie Mariano, Barbara Thompson, Albert Mangelsdorff y Jon Hiseman, y que se convirtió en la principal big band europea de jazz rock. Trabajó también con músicos como Hans Koller, Volker Kriegel o Ack van Rooyen. Es padre del baterista Florian Dauner, conocido como cabeza del grupo alemán de hip-hop Die Fantastischen Vier.

Falleció a los ochenta  cuatro años el 10 de enero de 2020 en Stuttgart tras padecer una larga enfermedad.

Discografía
 1964 Dream Talk, con Eberhard Weber, bajo, y Fred Braceful, batería;
 1967 Free Action, con Jean-Luc Ponty, violín; Gerd Dudek, saxo tenor; Jürgen Karg, chelo; Eberhard Weber, bajo; Fred Braceful, batería, y Mani Neumaier, batería; MPS Records
 1969 Rischkas Soul
 1970 Output
 1970 Musik Zounds
 1970 The Oimels
 1970 Et Cetera
 1972 This is Wolfgang Dauner
 1972 Knirsch
 1973 Et Cetera Live
 1974 Kunstkopfindianer
 1978 Changes
 1984 Solo Piano

Notas
Este artículo está traducido, en su versión inicial, de Wikipedia en inglés.

Referencias

Enlaces externos

 Trío de Wolfgang Dauner, y cuarteto de Eberhard Weber, en la emisión del 16 de febrero de 1991 del programa de La 2 (TVE) Jazz entre amigos.

Pianistas de jazz de Alemania
Músicos de jazz-rock
Compositores de Alemania
Artistas de Brain Records
Músicos de jazz de Alemania
Directores de big bands
Nacidos en Stuttgart

Wolfgang Dauner