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Sherlock HolmesTokoh Sherlock HolmesHolmes sebagaimana diilustrasikan oleh Sidney PagetPenampilanperdanaPenelusuran Benang Merah (1887)PenampilanterakhirMisteri di Gedung Tua Shoscombe (dalam kanon, 1927)PenciptaSir Arthur Conan DoyleInformasiJenis kelaminLaki-lakiPekerjaanDetektif konsultanKeluargaMycroft Holmes (kakak)Kewarganegaraan Britania Raya Sherlock Holmes (/ˈʃɜːrlɒk ˈhoʊmz/) adalah tokoh detektif fiksi rekaan Sir Arthur Conan Doyle, seorang pengarang dan dokter berkebang...

Misato KatsuragiMisato nella sigla iniziale UniversoNeon Genesis Evangelion Nome orig.ミサト 葛城 (Misato Katsuragi) Lingua orig.Giapponese AutoreGainax StudioGainax 1ª app. inCapitolo 1 Voce orig.Kotono Mitsuishi Voci italianeStella Musy (edizione Dynamic di serie TV e The Feature Film, Evangelion 1.0, 2.0 e edizione Dynit di Evangelion: 3.0+1.0 Thrice Upon a Time) Francesca Guadagno (edizione Panini di D&R ed EoE) Rachele Paolelli (Evangelion 3.0 ed edizione Pri...

Spektrogram dari frekuensi suara antara 0 s/d 5.5 KHz dari seorang anak perempuan yang mengucapkan kata Oh No Frekuensi audio, audiobunyi, atau bunyi audiosonik adalah getaran frekuensi yang terdengar oleh manusia dengan standard antara 20 hertz sampai dengan 20.000 hertz. Menurut sistem pendengaran manusia di bagi menjadi tiga kelompok, yaitu frekuensi infrasonik, dengan rentang 0-20 Hz, frekuensi audible, 20-20.000 Hz, dan frekuensi ultrasonik, dengan rentang > 20.000 Hz Frekuensi and De...

American TV personality, singer-songwriter (born 1976) Kandi BurrussBurruss in 2016Born (1976-05-17) May 17, 1976 (age 47)College Park, Georgia, U.S.Other namesKandiOccupations Actress businesswoman dancer producer singer songwriter television personality Years active1991–presentSpouse Todd Tucker ​(m. 2014)​Children3Musical careerGenres R&B hip hop pop soul Instrument(s)VocalsLabels Sony UpFront BME Asylum Websitekandionline.com Musical artis...

جوست فونتين (بالفرنسية: Just Fontaine)‏  معلومات شخصية الميلاد 18 أغسطس 1933 [1][2]  مراكش  الوفاة 28 فبراير 2023 (89 سنة)   تولوز[3]  الطول 174 سنتيمتر  مركز اللعب مهاجم  الجنسية فرنسا  المدرسة الأم ثانوية ليوطي  المسيرة الاحترافية  سنواتفريقمبارياتأه...

Direktorat JenderalPerencanaan Pertahanan Kementerian Pertahanan Republik IndonesiaSusunan organisasiDirektur JenderalLaksda TNI Supo Dwi Diantara, S.T., M.Tr.Opsla., IPU., M.A.Kantor pusatJl. Budi Kemulyaan No.4-6 Jakarta Pusat 10110Situs webrenhan.kemhan.go.id Direktorat Jenderal Perencanaan Pertahanan biasa disingkat Ditjen Renhan adalah adalah unsur pelaksana tugas dan fungsi pertahanan, yang berada di bawah dan bertanggung jawab kepada Menteri Pertahanan. Ditjen Renhan dipimpin oleh...

دوري الدرجة الثانية السعودي السلسلة دوري الدرجة الثانية السعودي  الموسم 2012–13 البلد السعودية  2011–12 2013–14 تعديل مصدري - تعديل   دوري الدرجة الثانية السعودي 2012–13 هو مسابقة كرة القدم من المستوى الثالث في المملكة العربية السعودية.[1] نظام الدوري يصعد الأول من كل مج�...

Play by Richard Brinsley Sheridan For other uses, see The School for Scandal (disambiguation). The School for ScandalRobert Baddeley as Moses(painting by Johann Zoffany, c.1781)Written byRichard Brinsley SheridanCharactersSir Peter TeazleLady TeazleSir Oliver SurfaceJoseph SurfaceCharles SurfaceMariaLady SneerwellSir Benjamin BackbiteSir Harry BumperCarelessRowleySnakeTripMrs CandourCrabtreeMosesDate premiered8 May 1777Theatre RoyalPlace premiered United KingdomOriginal languageEnglishGe...

« Graine (géologie) » et « Graine terrestre » redirigent ici. Pour les autres significations, voir Graine (homonymie). Cet article concerne le noyau de la Terre. Pour les autres significations, voir Noyau. Pour un article plus général, voir Structure interne de la Terre. Écorché de l'intérieur de la Terre. La graine est la partie jaune vif située au centre. Le noyau interne, ou la graine, est la partie solide située au centre de la Terre. C'est une boule d...

Marionette theatre on a converted barge in London, England Puppet Theatre BargePuppet Theatre Barge on the River ThamesAddressLittle Venice & RichmondLondonCoordinates51°32′22″N 0°06′12″W / 51.5395°N 0.1032°W / 51.5395; -0.1032TypeMarionette TheatreCapacity50 seatsOpened1982Websitewww.puppetbarge.com The Puppet Theatre Barge is a unique, fifty-seat marionette theatre on a converted barge in London. The theatre presents puppet shows for children and adul...

† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...

Lizabeth A. Turner Lizabeth A. Turner (February 1, 1829 – April 27, 1907) was an American charitable organization leader who served as twelfth National President of the Woman's Relief Corps (WRC). Turner was involved in the Andersonville prison work, being chair of the board of managers of the National Reservation at Andersonville.[1] She was also a model financier, and her service as a treasurer of large charitable enterprises was in great demand.[2] Turner was one of the f...

Lower house of the Parliament of Lesotho National Assembly Lekhotleng la Sechaba11th ParliamentTypeTypeLower House of the Parliament of Lesotho HistoryFoundedApril 1965LeadershipSpeakerTlohang Sekhamane, RFP since 25 October 2022 Deputy SpeakerTšepang Tšita-Mosena, MEC since 25 October 2022 Leader of the OppositionMathibeli Mokhothu, DC since 28 October 2022 StructureSeats120Political groupsGovernment (76)[1]   RFP (57)   BAP (6)   AD (4)   MEC (4) &#...

Wasselonnecomune Wasselonne – Veduta LocalizzazioneStato Francia RegioneGrand Est Dipartimento Basso Reno ArrondissementMolsheim CantoneSaverne AmministrazioneSindacoMichèle Eschlimann TerritorioCoordinate48°38′N 7°27′E / 48.633333°N 7.45°E48.633333; 7.45 (Wasselonne)Coordinate: 48°38′N 7°27′E / 48.633333°N 7.45°E48.633333; 7.45 (Wasselonne) Superficie14,99 km² Abitanti5 755[1] (2020) Densità383,92 ab./km² C...

Adriano Galliani Senator Republik ItaliaPetahanaMulai menjabat 23 Maret 2018 Informasi pribadiLahir30 Juli 1944 (umur 79)Monza, ItaliaKebangsaanItaliaPartai politikForza ItaliaSuami/istri istri pertama yang tidak diketahui Daniela Rosati ​ ​(m. 1989; c. 1999)​[1] Malika El Hazzazi ​ ​(m. 2004; c. 2008)​[2][3] AnakGianluca GallianiMicol GallianiFabrizio GallianiPeker...

City in the South Eastern Region of Malta For other uses, see Żejtun (disambiguation). Local council in South Eastern Region, MaltaŻejtun Iż-ŻejtunCittà Beland, Casale Santa Caterina;Bisqallin; Casal BisbutLocal councilIż-ŻejtunAerial view of Żejtun with the parish church at the centre FlagCoat of armsMotto: Palladis clara muneraCoordinates: 35°51′20″N 14°32′0″E / 35.85556°N 14.53333°E / 35.85556; 14.53333Country MaltaRegionSouth Eastern R...

Untuk tempat lain yang bernama sama, lihat Kertak. Kertak Baru IlirKelurahanKantor kelurahan Kertak Baru IlirNegara IndonesiaProvinsiKalimantan SelatanKotaBanjarmasinKecamatanBanjarmasin TengahKodepos70111Kode Kemendagri63.71.05.1001 Kode BPS6371031002 Luas... km²Jumlah penduduk... jiwaKepadatan... jiwa/km² Bank Tabungan Negara di Kertak Baru Ilir, Banjarmasin. Kertak Baru Ilir adalah salah satu kelurahan di kecamatan Banjarmasin Tengah, Kota Banjarmasin, Provinsi Kalimantan Selatan, I...

More equations than unknowns (mathematics) For the philosophical term, see overdetermination. In mathematics, a system of equations is considered overdetermined if there are more equations than unknowns.[1][citation needed] An overdetermined system is almost always inconsistent (it has no solution) when constructed with random coefficients. However, an overdetermined system will have solutions in some cases, for example if some equation occurs several times in the system, or i...

Literature written during the English restoration The English monarchy was restored when Charles II of England (above) became king in 1660. Restoration literature is the English literature written during the historical period commonly referred to as the English Restoration (1660-1688), which corresponds to the last years of Stuart reign in England, Scotland, Wales, and Ireland. In general, the term is used to denote roughly homogenous styles of literature that centre on a celebration of or re...

Hybrid citrus plant For the Chinese bitter orange, see trifoliate orange. For the Asian bitter orange, see daidai. Citrus × aurantium Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Rosids Order: Sapindales Family: Rutaceae Genus: Citrus Species: C. × aurantium Binomial name Citrus × aurantiumL., 1753[1] Synonyms[2] List Aurantium × acre Mill. Aurantium × bigarella Poit. & Turpin Aurantium × corni...