Pluto (Disney)
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Gruppo di figure che dimorano nella sede della Sapienza divina raffigurata in forma di cervello, la cui anatomia è mimetizzata in questo dettaglio della Creazione di Adamo di Michelangelo[1] L'Iperuranio, o mondo delle idee, è un concetto proprio di Platone espresso nel Fedro. La dottrina delle idee a esso collegata era già stata illustrata dall'autore nel dialogo Repubblica, considerato dai critici precedente al Fedro. Secondo Platone l'Iperuranio è quella zona al di là del ciel...
Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Ilusi optis – berita · surat kabar · buku · cendekiawan · JSTOR Ilusi jaring yang berbinar atau ilusi jaring Hermann. Titik-titik hitam pada pertemuan garis tampak dan menghilang dengan cepat. Ilusi optis ada...
Kuwaiti royal In this Arabic name, the surname is Al-Sabah. Abdullah Al-Mubarak Al Sabahعبدالله المبارك الصباحBorn(1914-08-23)23 August 1914Died15 June 1991(1991-06-15) (aged 76)London, UKSpouseSouad Mohammed Al-SabahIssueMubarak (b. 1961) Mohammed (b. 1971) Omariya (b. 1972) Mubarak (b. 1976) Shaima (b. 1980)HouseSabahFatherMubarak Al-Sabah Sheikh Abdullah Al-Mubarak Al-Sabah (Arabic: الشيخ عبدالله المبارك الصباح; 23 August 1914 – 15 June 1...
Federasi Bisnis JepangKeidanren Kaikan, kantor pusat Federasi Bisnis JepangTanggal pendirianMei 2002StatusOrganisasiTipeOrganisasi ekonomiTujuanMempromosikan perkembangan ekonomi JepangKantor pusatTokyoKoordinat35°41′19.2″N 139°45′48.6″E / 35.688667°N 139.763500°E / 35.688667; 139.763500Koordinat: 35°41′19.2″N 139°45′48.6″E / 35.688667°N 139.763500°E / 35.688667; 139.763500Wilayah layanan JepangBahasa resmi Bahasa J...
У этого термина существуют и другие значения, см. Васильевский остров (значения). Васильевский остров Аэрофотоснимок Стрелки В. О. Характеристики Площадь10,9 км² Население146 367[1] чел. (2017) Расположение 59°56′19″ с. ш. 30°15′22″ в. д.HGЯO АкваторияБалтийское м...
Radhakrishnan ParthibanParthiban di Penghargaan Filmfare Selatan ke-62PekerjaanPemeranSutradaraProduserPenulisTahun aktif1989–sekarangSuami/istriSeetha (m.1990-2001) (bercerai)AnakAbhinaya (l.1991) Keerthana (l.1992) Raakhi (l.1994) Radhakrishnan Parthiban (juga disebut sebagai R. Parthiepan, Ra Parthiepan, atau Parthiepan) adalah seorang sutradara, produser, pemeran dan penulis India yang biasanya berkarya dalam sinema Tamil. Ia menyutradarai 15 film, memproduksi 14 film dan beraktin...
Gedung Bank DENIS yang dibangun pada tahun 1936 adalah karya Aalbers. Albert Frederik Aalbers (13 Desember 1897 – 1961) dulu adalah seorang arsitek asal Belanda yang merancang sejumlah vila, hotel, dan kantor di Bandung, Indonesia selama masa pendudukan Belanda pada dekade 1930-an. Albert Aalbers bekerja di Belanda mulai tahun 1924 hingga 1930 dan kemudian pindah ke Hindia Belanda. Pada tahun 1942, ia kembali ke Belanda akibat pecahnya Perang Dunia II. Selama tinggal di Bandung, di saat...
New Zealand singer For other people with similar names, see John Stevens (disambiguation). Jon StevensJon Stevens (in 2011 or earlier)Born (1961-10-08) 8 October 1961 (age 62)Upper Hutt, New ZealandCitizenshipNew ZealandAustraliaOccupationSingerYears active1980−presentPartnerHeloise PrattFamilyFrankie Stevens (brother)Musical careerGenresPophard rockpub rockOccupation(s)SingerInstrumentsVocalsguitarFormerly ofNoiseworksINXSthe Dead Daisies Musical artist Jon Stevens (born 8 Octobe...
Bagian dari seri artikel mengenaiPandemi Covid-19Permodelan atomik akurat yang menggambarkan struktur luar virus SARS-CoV-2. Tiap bola yang tergambarkan di sini adalah sebuah atom. SARS-CoV-2 (virus) Covid-19 (penyakit) Kronologi2019 2020 Januari Februari Maret April Mei Juni Juli Agustus September Oktober November Desember 2021 Januari Februari Maret April Mei Juni Juli Agustus September Lokasi Menurut benua Afrika Antarktika Asia Eropa Amerika Selatan Amerika Utara Oseania Menurut kendaraan...
SMA Negeri 1 TanjungpandanInformasiDidirikan25 Juli 1963; 60 tahun lalu (1963-07-25)AkreditasiANomor Pokok Sekolah Nasional10900459Kepala SekolahJantimala, M.PdJumlah kelas25 Kelas (Terdiri dari 8 Kelas X, 9 Kelas XI, 8 Kelas XII)Jurusan atau peminatanMIA, IIS, BHSRentang kelasXI MIA, XI IIS, XI BHS, XII MIA, XII IIS, XII BHSKurikulumKurikulum 2013, Kurikulum MerdekaJumlah siswa+800 siswaStatusNegeriAlamatLokasiJl. Jendral Gatot Subroto, Tanjung Pandan, Kepulauan Bangka Be...
Australian television channel Television channel Sky News ExtraCountryAustraliaBroadcast areaAustraliaProgrammingLanguage(s)EnglishPicture format576i (SDTV 16:9)1080i (HDTV)OwnershipOwnerFoxtelSister channelsSky News AustraliaSky News Weather ChannelHistoryLaunched20 January 2009; 15 years ago (2009-01-20)ReplacedSky News Election ChannelReplaced bySky News Election Channel (linear channel; 1 May 2016 – 23 January 2017)Former namesA-PACAvailabilityTerrestrialFoxtel603Strea...
First circuit-based commercial quantum computer IBM Quantum System OneIBM Quantum System from Ehningen, GermanyDeveloperIBM ResearchManufacturerIBMTypeQuantum computerRelease dateJanuary 2019; 5 years ago (2019-01)Units shipped5 (4 in progress)SuccessorIBM Quantum System TwoWebsiteresearch.ibm.com/interactive/system-one/ IBM Quantum System One is the first circuit-based commercial quantum computer, introduced by IBM in January 2019.[1][2][3] This...
الإنس والجنمعلومات عامةالصنف الفني رعب، غموض، تشويق وإثارةتاريخ الصدور 4 نوفمبر 1985مدة العرض 133 دقيقةاللغة الأصلية العربيةالبلد مصر الطاقمالمخرج محمد راضي الكاتب محمد عثمانالبطولة عادل إمام يسرا عزت العلايلي أمينة رزق التصوير ماهر راضي الموسيقى شعبان أبو السعدالتركي...
German Roman Catholic scholar Franz Oberthür, oil painting by Ferdinand Jagemann. Franz Oberthür (6 August 1745, in Würzburg – 30 August 1831) was a German Roman Catholic scholar who edited an 18th-century edition of Josephus once owned by Thomas Jefferson. In 1773 he was appointed professor of dogmatics and polemics at the University of Würzburg. He is best known for his efforts involving reform within the church and the education system. In 1806 he founded the Gesellschaft zur Vervoll...
Comune in Piedmont, ItalyBergoloComuneComune di BergoloLocation of Bergolo BergoloLocation of Bergolo in ItalyShow map of ItalyBergoloBergolo (Piedmont)Show map of PiedmontCoordinates: 44°32′N 8°11′E / 44.533°N 8.183°E / 44.533; 8.183CountryItalyRegionPiedmontProvinceProvince of Cuneo (CN)Government • MayorMario Marone (Civic List)Area[1] • Total3.0 km2 (1.2 sq mi)Elevation616 m (2,021 ft)Population ...
8°46′59″S 115°10′42″E / 8.783023°S 115.178366°E / -8.783023; 115.178366 Kuta Selatan Kuta Kelod (Bali)KecamatanPeta lokasi Kecamatan Kuta SelatanNegara IndonesiaProvinsiBaliKabupatenBadungPemerintahan • CamatI Wayan Wirya, SE,M.Si.[1]Populasi • Total105,434 jiwa (2.016)[2] 115,918 jiwa (2.010)[3] jiwaKode pos80361Kode Kemendagri51.03.05 Kode BPS5103010 Luas101,13 Km²Desa/kelurahan6Situs webhttp://badungk...
Logical connective OR Disjunction redirects here. For the logic gate, see OR gate. For separation of chromosomes, see Meiosis. For disjunctions in distribution, see Disjunct distribution. Logical OR redirects here. For the operator ‖ as used in engineering and network theory, see Parallel addition (operator). Logical disjunctionORDefinition x + y {\displaystyle x+y} Truth table ( 1110 ) {\displaystyle (1110)} Logic gateNormal formsDisjunctive x + y {\displaystyle x+y} Conjunctive x + y {\di...
Para otros usos de este término, véase Irania.Lenguas iraniasRegión Oriente MedioPaíses Irán Irán Irak Irak Siria Siria Turquía Turquía Afganistán Afganistán Pakistán Pakistán Tayikistán Osetia del Sur (Georgia Georgia) Azerbaiyán Azerbaiyán OmánHablantes 150 a 200 millonesFamilia Indoeuropeo Indoirania IranioSubdivisiones Iranio occidentalIranio oriental[editar datos en Wikidata] Las lenguas iran...
Family of views in the philosophy of mind Not to be confused with Theory of computation or Pancomputationalism. In philosophy of mind, the computational theory of mind (CTM), also known as computationalism, is a family of views that hold that the human mind is an information processing system and that cognition and consciousness together are a form of computation. It is closely related to functionalism, a broader theory that defines mental states by what they do rather than what they're made ...
Algebra of formal sums Not to be confused with Free group. In mathematics, a free abelian group is an abelian group with a basis. Being an abelian group means that it is a set with an addition operation that is associative, commutative, and invertible. A basis, also called an integral basis, is a subset such that every element of the group can be uniquely expressed as an integer combination of finitely many basis elements. For instance the two-dimensional integer lattice forms a free abelian...