Paenibacillus polymyxa
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6th episode of the 1st season of Fringe The CureFringe episodeThe Fringe team survey the dead outside of Holly's DinerEpisode no.Season 1Episode 6Directed byBill EaglesWritten byFelicia D. HendersonBrad Caleb KaneProduction code3T7655Original air dateOctober 21, 2008 (2008-10-21)Guest appearances Maria Dizzia as Emily Kramer Marjan Neshat as Claire Williams Chris Eigeman as David Esterbrook William Hill as Officer Marty Pitts Lisa Emery as Paula Kramer Robert Eli as Ken W...
Internal security vehicle Cadillac Gage Ranger A United States Air Force Cadillac Gage Ranger at Spangdahlem Air Base in 1985TypeInternal security vehiclePlace of originUnited StatesService historyIn serviceApril 1980–late 1990sUsed bySee OperatorsWarsImplementation ForceProduction historyDesignerCadillac GageManufacturerTextron Marine & Land SystemsUnit cost$230,720[1]Produced1979–?SpecificationsMass4,903 kg (10,809 lb) (loaded)Length5,030...
Jalur LRT SengkangSalah satu armada LRT Sengkang berjalan di lingkar timurIkhtisarNama asliSengkang LRT lineLaluan LRT Sengkang盛港轻轨线செங்காங் லைட் ரெயில் வரிSistemLRT SingapuraStatusBeroperasiLokasiSingapuraStasiun14Layanan4OperasiDibuka18 Januari 2003 (2003-01-18) (Lingkar Timur)29 Januari 2005 (2005-01-29) (Lingkar Barat)PemilikOtoritas Angkutan DaratOperatorSBS TransitKarakteristik lintasLayangDepoSengkangData teknisPanjang linta...
Sugar transport tissue in vascular plants Phloem (orange) transports products of photosynthesis to various parts of the plant. Cross-section of a flax plant stem: PithProtoxylemMetaxylemPhloemSclerenchyma (bast fibre)CortexEpidermis Phloem (/ˈfloʊ.əm/, FLOH-əm) is the living tissue in vascular plants that transports the soluble organic compounds made during photosynthesis and known as photosynthates, in particular the sugar sucrose,[1] to the rest of the plant. This transport proc...
Bupati Timor Tengah SelatanLambang Kabupaten Timor Tengah SelatanPetahanaSeperius E. Sipa (Pj.)sejak 15 Februari 2024KediamanPendapa Kabupaten Timor Tengah SelatanMasa jabatan5 tahunDibentuk1961Pejabat pertamaKusa NopeSitus webttskab.go.id Berikut ini adalah Daftar Bupati Timor Tengah Selatan dari masa ke masa.[1] No. Potret Nama(Masa Hidup) Mulai Menjabat Selesai Menjabat Jabatan Sebelumnya Prd. Wakil Bupati Ket. 1 Kusa Nope(1924–1980) 1960 1967 Kepala Daerah Swapraja Amanuban...
1945 Maltese general election ← 1939 10-12 November 1945 1947 → 10 seats in the Parliament of Malta6 seats needed for a majority Party Leader % Seats +/– Labour Paul Boffa 76.20 9 +8 Independent 23.80 1 +1 This lists parties that won seats. See the complete results below. Politics of Malta Republic Constitution President (list) George Vella Government Prime Minister (list) Robert Abela Deputy Prime Minister (list) Chris Fearne Cabinet (current) Parliament Speaker (list...
Skyscraper in the City of London National Westminster Tower redirects here. For National Westminster House in Birmingham, see 103 Colmore Row. This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Tower 42 – news · newspapers · books · scholar · JSTOR (October 2021) (Learn how and when to remove this message) Towe...
Pour les autres navires du même nom, voir Surcouf (navire). Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Certaines informations figurant dans cet article ou cette section devraient être mieux reliées aux sources mentionnées dans les sections « Bibliographie », « Sources » ou « Liens externes » (mai 2020). Vous pouvez améliorer la vérifiabilité en associant ces informations à des références à l'aide d'appels de...
Sepak bolapada OlimpiadeMusim Panas 2012 Kejuaraan pria wanita Skuad pria wanita Berikut ini adalah daftar skuad dari masing-masing negara yang tampil pada Kejuaraan Sepak bola pria pada Olimpiade Musim Panas 2012. Setiap negara harus mennyerahkan sebuah daftar skuad berisi 18 nama pemain, dengan 15 pemain harus bertanggal lahir tepat atau sesudah 1 Januari 1989 dan 3 pemain lain bisa yang lebih tua.[1] Minimal dua orang penjaga gawang (ditambah satu penjaga...
Road in Asia Asian Highway 42Route informationLength3,754 km (2,333 mi)Major junctionsNorth endLanzhou, ChinaMajor intersectionsBakhari, Mehsi, Bihar, IndiaSouth endBarhi, India LocationCountriesChina, Nepal, India Highway system Asian Highway Network ← AH41→ AH43 Asian Highway 42 (AH42) is a route of the Asian Highway Network, running 3,754 kilometres (2,333 mi) from AH5 in Lanzhou, China[1] to AH1 in Barhi, India.[2] It passes through the co...
Mexican music chart This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Mexico Songs – news · newspapers · books · scholar · JSTOR (April 2023) (Learn how and when to remove this message) Mexico Songs is a music record chart of Mexico, published by Billboard since February 2022. It is updated every Tuesday on Billboard's website. It is part of Billboard...
Asteroid 1836 KomarovShape model of Komarov from its lightcurveDiscovery[1]Discovered byN. ChernykhDiscovery siteCrimean Astrophysical Obs.Discovery date26 July 1971DesignationsMPC designation(1836) KomarovNamed afterVladimir Komarov (Soviet cosmonaut)[2]Alternative designations1971 OT · 1952 KA11952 MT · 1961 JG1962 SGMinor planet categorymain-belt · (middle)Dora[3]Orbital characteristics[1]Epo...
公馆区的宁海路 颐和路历史文化街区是中国江苏省南京市的一个历史文化街区,位于鼓楼区,其范围东到宁海路,西到西康路,南到北京西路,北到江苏路及宁夏路。 颐和路历史文化街区范围内包括十余条街道: 颐和路 宁海路 江苏路 牯岭路 莫干路 普陀路 灵隐路 珞珈路 赤壁路 宁夏路 琅琊路 天竺路 西康路 北京西路 该片街区兴建于1930年代,是一片高级住宅区,大多为�...
يقوم الفنيون الطبيون في حالات الطوارئ من المجموعة الطبية رقم 96 بنقل طيار جريح نحو الأمان أثناء تمرين مطلق النار النشط في قاعدة إيجلين الجوية في فلوريدا في 2014. ممثل الأزمات (يعرف أيضا ب ممثل المريض أو ممثل الضحية) هو ممثل مدرَب، لاعب دور، متبرع، أو شخص آخر مشارك في تصوير ضحية...
Sahaptian language traditionally spoken in the Northwestern USA Nez PerceniimiipuutímtNative toUnited StatesRegionIdahoEthnicity610 Nez Perce people (2000 census)[1]Native speakers20 (2007)[2]Language familyPenutian? Plateau Penutian?SahaptianNez PerceLanguage codesISO 639-3nezGlottolognezp1238ELPNez PerceNez Perce is classified as Critically Endangered by the UNESCO Atlas of the World's Languages in Danger Pre-contact distribution of Plateau Penutian languages Nez ...
Questa voce o sezione sull'argomento Andorra non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Capo del Governo di Andorra Xavier Espot Zamora, attuale capo del Governo di Andorra dal 16 maggio 2019 Nome originale(CA) Cap de Govern del Principat d'Andorra Stato Andorra TipoCapo del governo In caricaXavier Espot Zamora da16 maggio 2019 Istituito8 genna...
خالد جميل الصرايرة رئيس هيئة الأركان المشتركة للقوات المسلحة الأردنية في المنصبمارس 2003 – 23 شباط 2010 العاهل عبد الله الثاني بن الحسين محمد الملكاوي مشعل الزبن معلومات شخصية الميلاد سنة 1944 عَمَّان تاريخ الوفاة 18 نوفمبر 2020 (75–76 سنة)[1] مواطنة الأردن الحياة...
Viaggio inaugurale della Liverpool and Manchester Railway, nel 1830. Ritratto di A. B. Clayton. La Railway Mania (in italiano mania delle ferrovie o bolla delle ferrovie) indica un periodo della prima rivoluzione industriale, principalmente corrispondente agli anni '40 dell'Ottocento, in cui esplosero gli investimenti, la costruzione e l'utilizzo delle ferrovie nel Regno Unito, estendendosi poi anche ad alcune altre parti d'Europa.[1] Si generò una vera e propria bolla speculativa le...
Conscription1780 caricature of a press gang Related concepts Alternative civilian serviceCivil conscriptionConscientious objectorConscription crisisCounter-recruitmentDraft-card burningDraft evasionImpressmentLevée en masseMilitary serviceNational servicePenal military unitWar resister By historical country Ottoman EmpireRussian EmpireSoviet Union By modern country ArgentinaAustraliaAzerbaijanBermudaBrazilCanadaChinaCongo-Kinshasa (child soldiers)CubaCyprus (reduction)DenmarkEgyptEritreaFin...
3 × 4 = 12, quindi dodici punti possono essere organizzati in tre righe di quattro punti (o in quattro colonne di tre, per la proprietà commutativa) La moltiplicazione è una delle quattro operazioni fondamentali dell'aritmetica. È un modo rapido per rappresentare la somma di numeri uguali. Il risultato di una moltiplicazione è chiamato prodotto, mentre i due numeri moltiplicati sono detti fattori se considerati insieme, e rispettivamente moltiplicando e moltiplicatore se presi individual...