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BiyomonRookiePenampilan perdanaDigimon Adventure Episode 1[1]PartnerSora TakenouchiEvolusi dariYokomonBerevolusi menjadiBirdramonAquilamon[2]Karatenmon[3] Tingkatan evolusiBiyomon Level In-Training Yokomon Level Rookie Biyomon Level Champion Birdramon Level Ultimate Garudamon DigiDestined: Sora Takenouchilbs Biyomon (atau Piyomon) merupakan salah satu digimon yang menjadi peran utama dalam Digimon Adventure dan Digimon Adventure 02. Biyomon merupakan digimon berbentuk ...

العلاقات العراقية القيرغيزستانية العراق قيرغيزستان   العراق   قيرغيزستان تعديل مصدري - تعديل   العلاقات العراقية القيرغيزستانية هي العلاقات الثنائية التي تجمع بين العراق وقيرغيزستان.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية �...

Göran Therborn in 2015 Göran Therborn FAcSS (23 September 1941, Kalmar, Sweden) is a professor of sociology at Cambridge University and is amongst the most highly cited contemporary Marxian-influenced sociologists. He has published widely in journals such as the New Left Review, and is notable for his writing on topics that fall within the general political and sociological framework of post-Marxism. Topics on which he has written extensively include the intersection between the class struc...

Upazila in Rajshahi, BangladeshNawabganj Sadar নবাবগঞ্জ সদরUpazilaShah Neamotullah Degree College, Chapai NawabganjCoordinates: 24°36′N 88°16′E / 24.600°N 88.267°E / 24.600; 88.267Country BangladeshDivisionRajshahiDistrictChapai NawabganjHeadquartersChapai NawabganjArea • Total451.8 km2 (174.4 sq mi)Population (2011) • Total530,592 • Density1,200/km2 (3,000/sq mi)Time zoneUT...

This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: 1936 French Championships – Men's singles – news · newspapers · books · scholar · JSTOR (March 2020) Men's singles1936 French ChampionshipsFinalChampion Gottfried von Cramm[1]Runner-up Fred Perry[1]Score6–0, 2–6, 6–2, 2–6, 6�...

هنري كافنديش (بالإنجليزية: Henry Cavendish)‏    معلومات شخصية الميلاد 10 أكتوبر 1731 [1][2][3][4]  نيس[5]  الوفاة 24 فبراير 1810 (78 سنة) [1][2][3][4]  لندن[5]  الإقامة المملكة المتحدة  مواطنة المملكة المتحدة لبريطانيا العظمى وأيرلندا مملكة ...

Pengguna ini sedang sibuk di dunia nyata dan mungkin tidak menanggapi pesan dengan cepat. Halo! Selamat datang di Wikipedia Bahasa Indonesia! Memulai Memulai Para pengguna baru dapat melihat halaman Pengantar Wikipedia terlebih dahulu. Anda bisa mengucapkan selamat datang kepada Wikipediawan lainnya di Halaman perkenalan. Untuk mencoba-coba menyunting, silakan gunakan bak pasir. Baca juga aturan yang disederhanakan sebelum melanjutkan. Ini adalah hal-hal mendasar yang perlu diketahui oleh sem...

Il trovatore Guillem de Cabestany Troviero è il termine con cui sono indicati i poeti in lingua d'oïl corrispondenti ai trovatori della poesia provenzale[1][2]. I trovieri – tra i quali il primo di cui si abbia notizia, Chrétien de Troyes (fl. 1160/1170 - 1180/1190)[3] – continuano a prosperare fino al 1300. Di loro ci sono pervenuti circa 2130 componimenti, dei quali, almeno due terzi comprensivi di melodie. L'immagine popolare del trovatore o del troviero è q...

Volcanic crater on Mars Crater on MarsTootingPlanetMarsCoordinates23°06′N 207°06′E / 23.1°N 207.1°E / 23.1; 207.1QuadrangleAmazonisDiameter28 km (17 mi)Depth1,200 metres (3,900 ft)EponymLondon suburb Tooting is an impact crater (of the type rampart crater) with volcanic features at 23.1°N, 207.1°E, in Amazonis Planitia (Amazonis quadrangle), due west of the volcano Olympus Mons, on Mars.[1] It was identified by planetary geologist Peter...

Indian music composer and singer (1921–2011) Dilip Dholakia (15 October 1921 – 2 January 2011), often credited as D. Dilip or Diliprai in Hindi films, was an Indian music composer and singer. Born and educated in Junagadh, he was introduced to music in early life due to his family. Starting his career as singer, he assisted leading music composers of Bollywood and Gujarati cinema in 1960s and 1970s. He also composed music of eight Hindi as well as eleven Gujarati films. Early life Dilip D...

Justin Welby, l'attuale arcivescovo L'arcivescovo di Canterbury (in inglese: Archbishop of Canterbury) è la massima autorità spirituale della Chiesa anglicana e della Comunione anglicana (il governatore supremo è il sovrano del Regno Unito, attualmente il re Carlo III). Fino allo Scisma anglicano l'arcivescovo di Canterbury era il primate cattolico d'Inghilterra. Stemma dell'arcivescovo di Canterbury L'arcivescovo di Canterbury è Justin Welby, succeduto nel 2013 a Rowan Williams. Indice 1...

Salah satu hipermarket di Jalan Sultan Iskandar Muda, Lotte Mart Gandaria City. Jalan Sultan Iskandar Muda atau biasa disebut Jalan Arteri Pondok Indah adalah nama salah satu jalan besar di Jakarta. Jalan ini terletak di kawasan Arteri Pondok Indah. Nama jalan ini diambil dari nama seorang Pahlawan nasional yaitu Sultan Iskandar Muda. Jalan ini sepanjang 2,9 km dari persimpangan Jalan Metro Pondok Indah dan Jalan Kartika Utama sampai persimpangan Pasar Kebayoran Lama dan Velbak. Jalan in...

У этого термина существуют и другие значения, см. Достоевский (значения). Достоевский Жанр историко-биографическая драма Режиссёр Владимир Хотиненко Сценарист Эдуард Володарский В главных ролях Евгений Миронов Чулпан Хаматова Алла Юганова Ольга Смирнова Композитор Ал�...

此條目可参照英語維基百科相應條目来扩充。 (2021年5月6日)若您熟悉来源语言和主题，请协助参考外语维基百科扩充条目。请勿直接提交机械翻译，也不要翻译不可靠、低品质内容。依版权协议，译文需在编辑摘要注明来源，或于讨论页顶部标记{{Translated page}}标签。 约翰斯顿环礁Kalama Atoll 美國本土外小島嶼 Johnston Atoll 旗幟颂歌：《星條旗》The Star-Spangled Banner約翰斯頓環礁�...

Biografi ini tidak memiliki referensi atau sumber sehingga isinya tidak dapat dipastikan. Bantu memperbaiki artikel ini dengan menambahkan sumber tepercaya. Materi kontroversial atau trivial yang sumbernya tidak memadai atau tidak bisa dipercaya harus segera dihapus.Cari sumber: Anwas – berita · surat kabar · buku · cendekiawan · JSTOR (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Untuk tokoh ini dalam sudut pandang Yahudi, lihat ...

RAF radar classification Radar, Air-to-Surface Vessel, or ASV radar for short, is a classification used by the Royal Air Force (RAF) to refer to a series of aircraft-mounted radar systems used to scan the surface of the ocean to locate ships and surfaced submarines. The first examples were developed just before the opening of World War II and they have remained a major instrument on patrol aircraft since that time. It is part of the wider surface search radar classification, which includes si...

American close air support attack aircraft A-10 redirects here. For other uses, see A10. A-10 / OA-10 Thunderbolt II An A-10 of the 74th Fighter Squadron after taking on fuel over Afghanistan (2011) Role Close air support attack aircraftType of aircraft National origin United States Manufacturer Fairchild Republic First flight 10 May 1972; 52 years ago (1972-05-10) Introduction October 1977 Status In service Primary user United States Air Force Produced 1972–1984[...

Contractual obligation to compensate for losses incurred by the other party This article is about financial compensations. For the religious belief, see Indemnity (Unification Church). Contract law Formation Capacity Offer and acceptance Meeting of the minds2 Abstraction principle4,5 Posting rule1 Mirror image rule Invitation to treat Firm offer Consideration1,4 Implication-in-fact Collateral contract Defences Misrepresentation Mistake Threats and unequal bargaining power Illegality and publi...

Beer shevaKotaPopulasi187.200 (city)531.000 (metro)Situs webhttp://www.beer-sheva.muni.il Beersheba atau Bersyeba (bahasa Ibrani: בְּאֶר שֶׁבַע, Bəʼer Šévaʻ; bahasa Arab: بِئْرْ اَلْسَبْعْ Biʼr as-Sabʻ) merupakan kota yang terletak di Israel bagian selatan, merupakan kota terbesar di padang gurun Negev (= Negeb). Sering disebut sebagai Capital of the Negev (Ibu kota wilayah 'Negeb'). Termasuk daftar 7 kota terbesar di Israel. Penduduknya berjumlah 194.300 ji...

博納文圖拉·弗蘭切斯科·卡瓦列里（Bonaventura Francesco Cavalieri，1598年—1647年11月30日），意大利幾何學家。他對數學的興趣起於歐幾里得的作品，和跟伽利略的會面。 他发现了与祖暅原理等价的定理，该定理说明，具有同样高度和恒等横截面积的几何体具有相同的体积。通过定积分的黎曼和定义可以直接得到该结论。  规范控制数据库 国际 FAST ISNI VIAF WorldCat 各地 法国 Bn...