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Frank PodmoreLahir5 Februari 1856Meninggal14 Agustus 1910PekerjaanParapsikologis, penulis Frank Podmore (5 Februari 1856 – 14 Agustus 1910) adalah seorang pengarang Inggris dan anggota pendiri Fabian Society. Ia dikenal sebagai anggota berpengaruh dari Society for Psychical Research dan tulisan-tulisan skeptisnya terhadap spiritualisme.[1] Referensi ^ Hazelgrove, Jenny (2000). Spiritualism and British Society Between the Wars. Manchester University Press. p. 3. ISBN 0...

Dumat al-Jandalدُومَة ٱلْجَنْدَلReruntuhan kuno AdummatuLokasi di Arab SaudiLokasiProvinsi Jauf, Saudi ArabiaKoordinat29°48′41″N 39°52′06″E / 29.81139°N 39.86833°E / 29.81139; 39.86833Koordinat: 29°48′41″N 39°52′06″E / 29.81139°N 39.86833°E / 29.81139; 39.86833JenisPemukimanBagian dari Arab SaudiCatatan situsKondisiReruntuhan Dumat al-Jandal (Arab: دُومَة ٱلْجَنْدَل, romanized:
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Pour les articles homonymes, voir Côte d'Azur (homonymie). Côte d'Azur Carte de la Côte d'Azur. Pays France Monaco Région Provence-Alpes-Côte d'Azur Département Alpes-Maritimes, Bouches-du-Rhône, Var Aires protégées Parc national de Port-Cros Coordonnées géographiques 43° 21′ 54″ N, 6° 50′ 59″ E Étendue d'eau Bassin algéro-provençal (mer Méditerranée) Extrémités Cassis (ouest) Menton (est) Nature des rivages escarpés (falaises), gale...

Автоматизированные складские системы (англ. Automated Storage and Retrieval Systems — AS/RS) предусматривают использование управляемых компьютером подъемно-транспортных устройств, которые закладывают изделия на склад и извлекают их оттуда по команде[1]. Автоматизированные складск...

Senegalese football club This article is about the Senegalese football club. For other uses, see Joan of Arc (disambiguation). 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: ASC Jeanne d'Arc – news · newspapers · books · scholar · JSTOR (July 2020) (Learn how and when to remove this template message) Footba...

Coppa di Lega tedesca DFB/DFL-LigapokalSport Calcio TipoClub Paese Germania CadenzaAnnuale Aperturaluglio Partecipanti6 FormulaTorneo ad eliminazione diretta Sito Internet(EN) Scheda sul sito della DBF StoriaFondazione1972 Soppressione2007 Ultimo vincitore Bayern Monaco Record vittorie Bayern Monaco (6) Trofeo o riconoscimento Modifica dati su Wikidata · Manuale La Coppa di Lega tedesca (ufficialmente dal 1997 al 2004 DFB-Ligapokal e dal 2005 al 2007 DFL-Ligapokal, nota a...

Acido ipogeicoAcido ipogeico Nome IUPACacido (7E)-esadec-7-enoico Abbreviazioni16:1Δ7t Caratteristiche generaliFormula bruta o molecolareC16H30O2 PubChem6365142 SMILESO=C(O)CCCCCC=CCCCCCCCC Indicazioni di sicurezzaModifica dati su Wikidata · Manuale L'acido ipogeico o trans-7-esadecenoico è un acido grasso lineare composto da 16 atomi di carbonio, con 1 doppio legame in posizione 7=8 in configurazione trans.[1] Ha formula di struttura CH3-(CH2)7-CH=CH-(CH2)5-COOH. Con lo s...

2009 single by Rihanna HardSingle by Rihanna featuring Jeezyfrom the album Rated R ReleasedNovember 10, 2009 (2009-11-10)Recorded2009StudioStudios Devout (Paris, France); The Boom Boom Room (Burbank, California); Legacy Recording Studios (New York City, New York); Triangle Sound Studios (Atlanta, Georgia)GenreHip hopLength4:10Label Def Jam SRP Songwriter(s) Terius Nash Christopher Stewart Robyn Fenty Jay Jenkins Producer(s) Tricky Stewart The-Dream Rihanna singles chronolog...

102nd season of top-tier Italian football Football league seasonSerie ASeason2003–04Dates30 August 2003 – 16 May 2004ChampionsMilan17th titleRelegatedPerugiaModenaEmpoliAncona (to C2 after bankruptcy)Champions LeagueMilanRomaJuventusInternazionaleUEFA CupParmaLazioUdineseMatches played306Goals scored816 (2.67 per match)Top goalscorerAndriy Shevchenko (24 goals)Biggest home winInternazionale 6–0 Reggina(22 November 2003)Roma 6–0 Siena(22 February 2004)Biggest away winBologna 0–4...

Pour les articles homonymes, voir Ballon. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (septembre 2019). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références ». En pratique&#...

River in West Sussex, England Not to be confused with Arun River, China–Nepal. ArunTarrantStopham Bridge near Pulborough. The centre arch was raised in 1822.Course of the ArunLocationCountryEnglandCountyWest SussexTownsHorsham, Arundel, LittlehamptonPhysical characteristicsSource  • locationSt Leonard's Forest, West Sussex • elevation125 m (410 ft) Mouth  • locationLittlehampton, West Sussex • elevation...

German politician (born 1980) Annalena BaerbockMdBBaerbock in 2021Minister of Foreign AffairsIncumbentAssumed office 8 December 2021ChancellorOlaf ScholzPreceded byHeiko MaasLeader of Alliance 90/The GreensIn office27 January 2018 – 29 January 2022Serving with Robert HabeckDeputy Gesine Agena Ricarda Lang Jamila Schäfer Preceded bySimone PeterSucceeded byRicarda LangLeader of Alliance 90/The Greens in BrandenburgIn office14 November 2009 – 16 November 2013Se...

English actress (1907–1981) Jessie MatthewsOBEMatthews in 1917, aged ten.BornJessie Margaret Matthews(1907-03-11)11 March 1907Soho, London, EnglandDied19 August 1981(1981-08-19) (aged 74)Eastcote, London, EnglandOccupationsActresssingerdancerYears active1919–1981Spouses Henry Lytton Jr. ​ ​(m. 1926; div. 1930)​ Sonnie Hale ​ ​(m. 1931; div. 1944)​ Brian Lewis ​ ​(m...

Domestic intelligence service of Italy This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) You can help expand this article with text translated from the corresponding article in Italian. (December 2009) Click [show] for important translation instructions. View a machine-translated version of the Italian article. Machine translation, like DeepL or Google Translate, is a useful starting p...

كتابة أمثوسية، على إحدى الجداريات بقبرص، 500-300 قبل الميلاد، في متحف أشموليان.اللغة البائدة أو اللغة المنقرضة أو اللغة الميتة أو المندثرة هي اللغة التي لا تستخدم الآن كلغة أولى.[1] يحدث هذا حين تمر اللغة بمرحلة موت لغة، بسبب نقص عدد متكلميها.[2][3] قد يرجع ذلك لأسباب...

رقم المفوضية الأوروبية (بالإنجليزية: The European Community number ومختصره: EC Number)‏ هو رمز تعريفي مكون من 7 أرقام حددته المفوضية الأوروبية للمواد لأغراض تنظيمية في الاتحاد الأوروبي. تتضمن جرودات المفوضية الأوروبية 3 قوائمة أو مصادر، وهي:[1] القائمة الأوروبية للمواد الكيميائية التجا...

Artikel ini bukan mengenai Zion. Xion, Chion, Khion, Chionitae (bahasa Persia Pertengahan: Xiyon; bahasa Avesta: Xiiaona; bahasa Sogdiana: Xwn; bahasa Pahlavi: Huna), Hunni, Yun, atau Xūn (獯), adalah sekelompok masyarakat berbahasa Iran[1] yang mendominasi wilayah Transoxania dan Baktria dahulu. Benua Asia tahun 400 M memperlihatkan Xion dan negara-negara di sekitarnya. Xion Hanzi: 狁 Alih aksara Mandarin - Hanyu Pinyin: Yǔn Bangsa Xion (Chionitae) pertama kali disebutkan bersama...

Muslim bin al-HajjajEraAbad PertengahanKawasanIranAliranSyafi'iMinat utamahadis Dipengaruhi Ahmad Ibn HanbalMuhammad al-Bukhari[1] Al-Imam Abul Husain Muslim bin al-Hajjaj al-Qusyairi an-Naisaburi (bahasa Arab: أبو الحسين مسلم بن الحجاج القشيري النيشابوري), atau sering dikenal sebagai Imam Muslim (821-875) dilahirkan pada tahun 204 Hijriah dan meninggal dunia pada sore hari Ahad bulan Rajab tahun 261 Hijriah dan dikuburkan di Naisaburi.[...

Glaciated basin on Pluto Sputnik PlanitiaNew Horizons mosaic of the Sputnik Planitia basinFeature typePlanitia, impact basin[1]LocationTombaugh Regio, PlutoCoordinates20°N 180°E / 20°N 180°E / 20; 180[2]Diameter1492 km ~1300 km basin diameter[3]Surface area~5 278 000 km2[a]Dimensions1400 km × 1200 km[3][b]DiscovererNew HorizonsEponymSputnik 1 satellite Sputnik Planitia /ˈspʌtnɪk pləˈnɪʃiə,...

Statement about integration on manifolds This article is about the generalized theorem. For the classical theorem, see Stokes' theorem. For the equation governing viscous drag in fluids, see Stokes' law.Part of a series of articles aboutCalculus ∫ a b f ′ ( t ) d t = f ( b ) − f ( a ) {\displaystyle \int _{a}^{b}f'(t)\,dt=f(b)-f(a)} Fundamental theorem Limits Continuity Rolle's theorem Mean value theorem Inverse function theorem Differential Definitions Derivative (g...