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Disambiguazione – Se stai cercando la cascina nel comune di Pieve d'Olmi, vedi Cascina San Fiorano. Questa voce o sezione sull'argomento Lombardia non è ancora formattata secondo gli standard. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. San Fioranocomune San Fiorano – Veduta LocalizzazioneStato Italia Regione Lombardia Provincia Lodi AmministrazioneSindacoMario Ghidelli (lista civica Noi con voi)&...
Gunung GunturGunung Guntur dilihat dari kawasan pemandian Cipanas, GarutTitik tertinggiKetinggian2.249 m (7.378 kaki)Koordinat7°08′35″S 107°50′24″E / 7.143°S 107.84°E / -7.143; 107.84Koordinat: 7°08′35″S 107°50′24″E / 7.143°S 107.84°E / -7.143; 107.84 GeografiLokasi Kawah Gunung Galunggung (tengah) dan Puncak Gunung Guntur (kiri atas)LetakGarut, Jawa Barat, IndonesiaGeologiJenis gunungStratovolcanoLetusan terakhir18...
Le Portugal est une république à régime semi-présidentiel depuis 1974. Concrètement, cela signifie que le pouvoir exécutif est détenu par le président de la République et par le Premier ministre[1]. Auparavant, les Portugais vivaient sous le régime dictatorial de l'Estado Novo (« État nouveau »), mis en place par António de Oliveira Salazar dans les années 1920. La constitution de la République portugaise est en vigueur depuis le 2 avril 1976 et a été modifiée...
Дальський Мамонт Вікторович Народився 2 (14) вересня 1865Кантемирівка, Полтавський повіт, Полтавська губернія, Російська імперіяПомер 21 червня 1918(1918-06-21) (52 роки)Москва, Російська СФРРПоховання Тихвінське кладовищеdГромадянство Російська імперіяДіяльність актор Дал...
Harmonices Mundi Edisi pertama tahun 1619PengarangJohannes KeplerBahasaLatinSubjekAstronomi, MusikPenerbitLinzTanggal terbit1619 Harmonices Mundi (Harmonices mundi libri V)[1] adalah sebuah buku karya Johannes Kepler yang ditulis dalam bahasa Latin. Di dalam bukunya, Kepler membahas tentang keharmonian dan kekongruenan bentuk geometri dan fenomena fisika. Bab terakhir pada buku tersebut berisi tentang penemuan Kepler terkenal, yang disebut hukum gerakan planet ketiga.[2] ...
Canadian politician Aris BabikianMPPԱրիս ՊապիկեանMPP Aris Babikian in 2018Member of the Ontario Provincial Parliamentfor Scarborough—AgincourtIncumbentAssumed office June 7, 2018Preceded bySoo Wong Personal detailsPolitical partyProgressive Conservative Party of OntarioResidence(s)Scarborough, Toronto, OntarioOccupationCitizenship Judge Aris Babikian (Armenian: Արիս Պապիկեան) is a Canadian politician who was elected to the Legislative Assembly of Ontario in the 2...
مسجد كامبونج سونغاي بونجا معلومات عامة القرية أو المدينة بندر سري بكاوان الدولة بروناي تاريخ بدء البناء 1999 المواصفات عدد المصلين 200 تعديل مصدري - تعديل مسجد كامبونج سونغاي بونجا يقع المسجد في كمطقة كامبونج سونغاي بونجا، والتي تبعد حوالي أربعة عشر كيلومترات من مدينة...
1977 Northern Ireland local elections ← 1973 18 May 1977 1981 → All council seats First party Second party Third party Leader Harry West Gerry Fitt Ian Paisley Party Ulster Unionist SDLP DUP Seats won 176 113 74 Seat change 18 31 53 Popular vote 166,971 114,775 70,670 Percentage 30.0% 20.6% 12.8% Swing 13.0% 7.2% 8.7% Fourth party Fifth party Sixth party Leader Oliver Napier N/A Ernest Baird Party Alliance Independent UUUP Seats...
Giant pyramidal neurons of the primary motor cortex Betz cellA human neocortical pyramidal neuron such as a Betz Cell stained via Golgi technique.DetailsLocationLayer V of Cortex in primary motor cortexShapeMultipolar Pyramidal -- some of the longest axons in the body.Functionexcitatory projection neuron to spinal cordNeurotransmitterGlutamatePresynaptic connectionsSuperficial cortical layers, premotor cortexPostsynaptic connectionsVentral horn of the spinal cordIdentifiersNeuroLex IDsao78655...
Système Stanislavski, méthode Strasberg Pour les articles homonymes, voir Méthode et Strasberg. La performance de Marlon Brando dans le film Un tramway nommé Désir (1951) d'Elia Kazan illustre la puissance de la méthode d'acteur basée sur celle de Stanislavski[1],[2]. La Méthode, aussi appelée Système Stanislavski, est le nom donné aux principes d'interprétation théâtraux inventés et mis en œuvre par le professeur d'art dramatique russe Constantin Stanislavski. Cette méthode ...
Indian TV series or programme KalasamGenreSoap operaCreated byKutty PadminiWritten byKutty PadminiScreenplay byDevibalaDirected byM.Vannan A. Abdullah M.R. Senthil KumarCreative directorRamya KrishnanStarringRamya Krishnan Sudha Chandran Kutty Padmini T. S. B. K. Moulee Devan Saakshi SivaTheme music composerD. Imman (Title Song)G. V. Kalai Kathir (Background Score)Opening themeThaiyara ThaiyaThabu Shankar (Lyrics)Country of originIndiaOriginal languageTamilNo. of seasons1No. of episodes2...
Geddic acid Names Preferred IUPAC name Tetratriacontanoic acid Other names Gheddic acidGhedoic acidC34:0 (Lipid numbers) Identifiers CAS Number 38232-04-1 Y 3D model (JSmol) Interactive image ChEBI CHEBI:76216 N ChemSpider 85266 Y PubChem CID 94485 UNII HLT2OTQ105 Y CompTox Dashboard (EPA) DTXSID00191624 InChI InChI=1S/C34H68O2/c1-2-3-4-5-6-7-8-9-10-11-12-13-14-15-16-17-18-19-20-21-22-23-24-25-26-27-28-29-30-31-32-33-34(35)36/h2-33H2,1H3,(H,35,36) YKey: UTGPYHWDX...
Untuk penggunaan kladogram dalam Wikipedia, lihat Templat:Klad. Kladogram mendatar, dengan akar di kiri Dua kladogram vertikal, dengan akar di bawah Kladogram (dari bahasa Yunani clados cabang dan gramma karakter) diagram yang digunakan dalam bidang kladistika untuk menunjukkan hubungan ciri-ciri antara organisme. Kladogram tidak sama dengan pohon filogenetika karena ia tidak menunjukkan hubungan atau perubahan antara leluhur dan keturunannya, maka, beberapa pohon filogenetika dapat menjadi k...
MMCX MMCX Straight Male P.C.B. PlugType RF coaxial connectorProduction historyDesigned 1990sGeneral specificationsDiameter 2.4 millimetres (0.095 in)Cable CoaxialPassband 0-6 GHz Micro-miniature coaxial (MMCX) connectors are coaxial RF connectors similar to MCX but smaller.[1][2][3] They conform to the European CECC 22000 specification. MMCX connectors are rated to 500 mating cycles.[4] The connectors have a lock-snap mechanism allowing 360-degree rotation...
Ancient Japanese nobleman Kamo no OkimiPersonal informationParentsKotoshironushi[1] (father)Tamakushi-hime (mother)SpouseMirahime [ja]ChildrenNunasokonakatsu-hime [ja], Takeihikatsu no Mikoto [ja] Kamo no Okimi (Okimi of the Kamo clan) was the son of Kotoshironushi and Tamakushi-hime, and brother of Himetataraisuzu-hime.[2] He was an ancestor of the Kamo clan, and by extension through Ōtataneko [ja] (太田田根子) the Miw...
Jumbe in 2014 Friday Anderson Jumbe (born 4 April 1955) is a Malawian economist and politician who served in the government of Malawi as Minister of Finance and Economic Planning under President Bakili Muluzi, representing the United Democratic Front.[1][2] Early life and education This section of a biography of a living person does not include any references or sources. Please help by adding reliable sources. Contentious material about living people that is unsourced or poorl...
Indonesian cultural day, 2 October Batik Day (Hari Batik)Observed byIndonesiaTypeNationalSignificanceThe day that UNESCO recognized batikObservancesWearing batikDate2 OctoberNext time2 October 2024 (2024-10-02) Batik Pattern Batik Day (Hari Batik Nasional) is an Indonesian cultural day for celebrating batik – the traditional cloth of Indonesia. It is celebrated on October 2 and marks the anniversary of when UNESCO recognized batik as a Masterpiece of Oral and Intangible Herit...
Species of flowering plant Ipomoea polymorpha Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Solanales Family: Convolvulaceae Genus: Ipomoea Species: I. polymorpha Binomial name Ipomoea polymorphaRoemer & Schultes Synonyms Convolvulus brownii Spreng. Convolvulus commatophyllus Steud. ex Choisy Convolvulus defloratus Choisy Convolvulus nolaniflorus Zippelius ex Spanoghe Convolvulus robertianus Spreng. Ipomoea c...
Five traditional Chinese blessings For the ruler of Chen, see Chen Tuo. Zhong Kui with the wufu as represented by five bats, in a late 19th or early 20th century xylograph Wufu (Chinese: 五福), meaning the five blessings, is a concept that signify a grouping of certain good fortunes and luck in Chinese culture. The number five is regarded as an auspicious number in Chinese traditions and closely associated with the Five Elements (Wu Xing, Chinese: 五行), which are essential for a ...
Tikus tanah Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Mamalia Ordo: Eulipotyphla Famili: Talpidae Tikus tanah atau tikus mondok (bahasa Inggris: mole) adalah anggota mayoritas dari famili mamalia Talpidae dengan ordo Eulipotyphla. Meskipun kebanyakan tikus tanah bersembunyi di dalam lubang di tanah, beberapa spesiesnya adalah akuatik atau semi-akuatik. Tikus tanah memiliki badan berbentuk silinder dan tertutup oleh bulu, dengan mata kecil yang dilindungi, sedangkan teli...