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Hak LGBT di Israel Lokasi IsraelAktivitas sesama jenis legal?Legal sejak 1988 (tetapi tidak ada catatan penegakan hukum sodomi sebelum ini dan jaksa agung menyatakan bahwa hukum yang melawan homoseksualitas tidak akan ditegakkan pada tahun 1963)TranseksualPerubahan Jenis kelamin dilegalkanPengakuan pasangan sesama jenis- Pasangan tak terdaftar legal sejak 1994; - Perkawinan sesama jenis yang dilakukan diluar negeri diakui sejak 2006, - Perserikatan sipil sesama jenis didalam Tel-Aviv Yafo dib...

Lambang Provinsi Sumatera Selatan Peta Lokasi Provinsi Sumatera Selatan di Indonesia Peta kabupaten dan kota di provinsi Sumatera Selatan Artikel utama: Daftar kabupaten di Indonesia menurut waktu pembentukan Berikut adalah artikel mengenai Daftar kabupaten dan/atau kota di Sumatera Selatan berdasarkan waktu pembentukan yang diurutkan berdasarkan abjad. Referensi berdasarkan Undang-Undang Republik Indonesia yang pertama dikeluarkan saat pembentukan kabupaten/kota tersebut meskipun terdapat p...

Kolkata Municipal Corporation in West Bengal, IndiaWard No. 37Kolkata Municipal CorporationInteractive Map Outlining Ward No. 37Ward No. 37Location in KolkataCoordinates (dms): 22°34′29″N 88°22′11″E / 22.574861°N 88.369861°E / 22.574861; 88.369861Country IndiaStateWest BengalCityKolkataNeighbourhoodsSealdah (Baithakkhana), RajabazarReservationWomen(Open)Parliamentary constituencyKolkata UttarAssembly constituencyJorasankoBorough5Population (2...

Concept in toxicology Genotoxicity is the property of chemical agents that damage the genetic information within a cell causing mutations, which may lead to cancer. While genotoxicity is often confused with mutagenicity, all mutagens are genotoxic, but some genotoxic substances are not mutagenic. The alteration can have direct or indirect effects on the DNA: the induction of mutations, mistimed event activation, and direct DNA damage leading to mutations. The permanent, heritable changes can ...

العلاقات اللاتفية الميكرونيسية لاتفيا ولايات ميكرونيسيا المتحدة   لاتفيا   ولايات ميكرونيسيا المتحدة تعديل مصدري - تعديل   العلاقات اللاتفية الميكرونيسية هي العلاقات الثنائية التي تجمع بين لاتفيا وولايات ميكرونيسيا المتحدة.[1][2][3][4][5] مق...

EventfulCompany typeSubsidiaryIndustrySocial networkingEvents discoveryFounded2004; 20 years ago (2004)FounderBrian DearHeadquartersSan Diego, California, USParentAudacy, Inc.Websiteaudacy.com/eventful Eventful is an online calendar and events discovery service owned by Audacy, Inc. The service allows users to search for and track upcoming entertainment events in their area[1] (such as concerts, festivals, and film presentations) involving specific performers, indica...

German general Paul ConrathBorn(1896-11-22)22 November 1896Rudow, Berlin, Kingdom of Prussia, German EmpireDied15 January 1979(1979-01-15) (aged 82)Hamburg, West GermanyAllegiance German Empire Weimar Republic Nazi GermanyService/branchArmyPoliceLuftwaffeYears of service1914–45RankGeneral der FallschirmtruppeCommands heldFallschirm-Panzer Division 1 Hermann GöringBattles/warsWorld War I Battle of Verdun Battle of the Somme World War II Battle of France Operation Ba...

Mata Ilahi versi Kristen, menekankan segitiga yang melambangkan trinitas. Mata Ilahi (atau mata Tuhan yang melihat segala; all-seeing eye), juga disebut mata satu, merupakan simbol sebuah mata yang dikelilingi oleh pancaran cahaya atau gloria dan biasanya dikelilingi segitiga. Simbol ini sering dimaknai sebagai perlambang mata Tuhan yang mengawasi umat manusia (juga kuasa Tuhan atau wali ilahi).[1][2][3] Pada masa modern, penggambaran simbol ini yang paling terkenal te...

Pub in Richmond, London The Old Ship, RichmondLocation within London Borough of Richmond upon ThamesGeneral informationTypePublic houseLocation3 King Street, Richmond in the London Borough of Richmond upon Thames Listed Building – Grade IIOfficial nameOld Ship Public HouseDesignated25 June 1983Reference no.1286531 The Old Ship is a Grade II listed[1][2] public house at 3 King Street, Richmond in the London Borough of Richmond upon Thames. It was built in the 18th centur...

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Ця стаття потребує додаткових посилань на джерела для поліпшення її перевірності. Будь ласка, допоможіть удосконалити цю статтю, додавши посилання на надійні (авторитетні) джерела. Зверніться на сторінку обговорення за поясненнями та допоможіть виправити недоліки. Мат...

Species of beetle Goldstreifiger Conservation status Endangered  (IUCN 3.1)[1] Scientific classification Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Coleoptera Family: Buprestidae Genus: Buprestis Subgenus: Stereosa Species: B. splendens Binomial name Buprestis splendens(Fabricius, 1775) The Goldstreifiger (Buprestis splendens) is a species of beetle in the family Buprestidae.[1] It has a wide but scattered distribution from Western Europe to Russia; i...

انقلاب 1953 في إيران جزء من أزمة عبادان، والحرب الباردة، وتورط الولايات المتحدة في تغيير النظام    التاريخ وسيط property غير متوفر. نهاية 19 أغسطس 1953  البلد إيران  الموقع طهران  تعديل مصدري - تعديل   32°25′40″N 53°41′17″E / 32.427908°N 53.688046°E / 32.427908; 53.688046 انقلا�...

American journalist and author 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) This biographical article is written like a résumé. Please help improve it by revising it to be neutral and encyclopedic. (March 2024) This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsour...

Michael CollinsMícheál Eoin Ó Coileáin Michael Collins cuando era ministro de Finanzas en 1919.Información personalNombre en irlandés Mícheál Seán Ó Coileáin Nombre en inglés Michael John Collins Apodo The Big Fella (El grandullón)Nacimiento 16 de octubre de 1890Clonakilty, condado de Cork, Irlanda británica Fallecimiento 22 de agosto de 1922 (31 años)Béal na Bláth, Estado Libre Irlandés Causa de muerte Muerto en combate Sepultura Cementerio de Glasnevin Nacionalidad Britán...

Disambiguazione – Se stai cercando altri significati, vedi Georgia (disambigua). Georgia (dettagli) (dettagli) (KA) ძალა ერთობაშიაDzala ertobashia(IT) La forza sta nell'unione Georgia - LocalizzazioneIn verde scuro il territorio controllato dalla Georgia, in verde chiaro l'Abcasia e l'Ossezia del Sud, territori non controllati e la cui separazione dalla Georgia non è riconosciuta dalla quasi totalità della comunità internazionale. Dati amministrativiNome comple...

Magregliocomune Magreglio – VedutaIl santuario della Madonna del Ghisallo LocalizzazioneStato Italia Regione Lombardia Provincia Como AmministrazioneSindacoDanilo Bianchi (lista civica La svolta) dal 25-5-2014 TerritorioCoordinate45°55′06.27″N 9°14′42.05″E45°55′06.27″N, 9°14′42.05″E (Magreglio) Altitudine750 m s.l.m. Superficie3,08 km² Abitanti651[1] (30-11-2020) Densità211,36 ab./km² Comuni confinantiBarni, Bellagio, ...

KucintaAlbum studio karya Yana JulioDirilis1 Juni 1998GenrePopLabelAquarius MusikindoKronologi Yana Julio Selamanya Cinta (1995)Selamanya Cinta1995 Kucinta (1998) Jumpa Lagi (2002)Jumpa Lagi2002 Kucinta merupakan sebuah album musik karya Yana Julio. Dirilis pada tahun 1998. Lagu utamanya ialah All I Am. Daftar lagu Kucinta All I Am Menggapai Asa Asmaraku Asmaramu You Hari Bahagia Tiada Ragu Harapan Artikel bertopik album Indonesia ini adalah sebuah rintisan. Anda dapat membantu Wikipedia ...

Species of flowering plant Forsythia europaea Conservation status Least Concern  (IUCN 3.1)[1] Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Lamiales Family: Oleaceae Genus: Forsythia Species: F. europaea Binomial name Forsythia europaeaDegen & Bald. Forsythia europaea, commonly known as Albanian forsythia or European forsythia,[2][3] is a species of flowering plant in the olive f...

Schematic picture of a 2-bridge knot. Bridge number 231516371... In the mathematical field of knot theory, a 2-bridge knot is a knot which can be regular isotoped so that the natural height function given by the z-coordinate has only two maxima and two minima as critical points. Equivalently, these are the knots with bridge number 2, the smallest possible bridge number for a nontrivial knot. Other names for 2-bridge knots are rational knots, 4-plats, and Viergeflechte (German for 'four br...