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Kulari Ke PantaiPoster filmSutradaraRiri RizaProduserMira LesmanaDitulis oleh Arie Kriting Mira Lesmana Gina S. Noer Riri Riza Pemeran Maisha Kanna Lil’li Latisha Marsha Timothy Ibnu Jamil Suku Dani Penata musikAksan SjumanSinematograferGunnar NimpunoPenyuntingAline JusriaPerusahaanproduksi Miles Films BASE Entertainment Ideosource Entertainment GoStudio DistributorGoStudio OriginalTanggal rilis28 Juni 2018 (2018-06-28)Durasi112 menitNegaraIndonesiaBahasaBahasa IndonesiaPendapata...

Lambang Peta Elektrėnai ialah sebuah kota di Lituania dan ibu kota kotamadya yang dinamai menurut kota ini kotamadya Elektrėnai. Kota ini terletak di kabupaten Vilnius dan terletak sekitar 40 kilometer di barat ibu kota Vilnius. Nama kota yang didirikan setelah runtuhnya Uni Soviet ini diturunkan dari kata elektra (listrik). Sebagian besar bangunan di sini adalah perumahan monolit yang dibangun semasa Uni Soviet dan sama sekali tidak ada bangunan bernilai historis. Artikel bertopik geografi...

The first page of Frédéric Chopin's Fantaisie-Impromptu, one of the best known character pieces A character piece is a musical composition which is expressive of a specific mood or non-musical idea.[1] History The first appearance of the term character piece is in the avertissement (preface) to Marin Marais's fifth book of viola da gamba music published in 1725.[2] He writes that pièces de caractère are now received favorably by the public, so he has decided to insert many...

Artikel ini bukan mengenai Divisi Utama Liga Indonesia 2011–2012 (LPIS). Divisi Utama Liga IndonesiaMusim2011–12Jumlah pertandingan111Jumlah gol268 (2,41 per pertandingan)Pemain terbaikCristian CarrascoPencetak golterbanyakSackie Teah Doe (18 gol)Kemenangan kandangterbesarPersekam 5 - 1 Perssin (7 Februari 2012) Persekam 4 - 0 Persigo (12 Februari 2012) Barito 4 - 0 Persekam (22 February 2012)Kemenangan tandangterbesarPSMP 0 - 3 PS Sumbawa Barat (10 Maret 2012)Pertandingan terbanyak ...

MandrajayaDesaNegara IndonesiaProvinsiJawa BaratKabupatenSukabumiKecamatanCiemasKode pos43377[1]Kode Kemendagri32.02.22.2007 Luas-Jumlah penduduk-Kepadatan- Salah satu pantai di Mandra Jaya.Mandrajaya adalah desa di kecamatan Ciemas, Sukabumi, Jawa Barat, Indonesia. Referensi ^ Kode Pos Kecamatan Ciemas Pranala luar (Indonesia) Keputusan Menteri Dalam Negeri Nomor 050-145 Tahun 2022 tentang Pemberian dan Pemutakhiran Kode, Data Wilayah Administrasi Pemerintahan, dan Pulau tahun 2...

Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...

Capital of the Papua Highlands, Indonesia Town in Highland Papua, IndonesiaWamenaTown (District)Wamena in 2019OpenStreetMapWamenaLocation in Highland PapuaShow map of Highland PapuaWamenaLocation in Indonesian PapuaShow map of Western New GuineaWamenaLocation in IndonesiaShow map of IndonesiaCoordinates: 4°5′51″S 138°57′04″E / 4.09750°S 138.95111°E / -4.09750; 138.95111Country IndonesiaProvinceHighland PapuaRegencyJayawijaya RegencyPopulation (mid...

American baseball player (born 1963) This article is about the baseball player. For other uses, see David Wells (disambiguation). Boomer Wells redirects here. For the first baseman, see Greg Wells (baseball). Baseball player David WellsWells with the Padres in July 2007PitcherBorn: (1963-05-20) May 20, 1963 (age 60)Torrance, California, U.S.Batted: LeftThrew: LeftMLB debutJune 30, 1987, for the Toronto Blue JaysLast MLB appearanceSeptember 28, 2007, for the ...

King of Hawaii from 1819 to 1824 This article is about the second King of Hawaii. For other uses, see Kamehameha (disambiguation). Kamehameha IIPortrait of Kamehameha II, drawn by John Hayter, 1824.King of the Hawaiian Islands (more...) ReignMay 20, 1819 – July 14, 1824PredecessorKamehameha ISuccessorKamehameha IIIKuhina NuiKaʻahumanu IBornLiholihoNovember 1797Hilo, HawaiʻiDied(1824-07-14)July 14, 1824 (aged 26)London, EnglandBurialMay 11, 1825[1]Mauna ʻAla Royal MausoleumSpouseK...

County in Texas, United States County in TexasLee CountyCountyCounty courthouse in Giddings, built 1899 SealLocation within the U.S. state of TexasTexas's location within the U.S.Coordinates: 30°19′N 96°58′W / 30.31°N 96.96°W / 30.31; -96.96Country United StatesState TexasFounded1874Named forRobert E. LeeSeatGiddingsLargest cityGiddingsArea • Total634 sq mi (1,640 km2) • Land629 sq mi (1,630 km2)&#...

Formosan language of Taiwan BununBununNative toTaiwanEthnicityBunun peopleNative speakers38,000 (2002)[1]Language familyAustronesian BununDialects Isbukun North–Central (Takitudu–Takbanua) Writing systemLatin scriptOfficial statusRecognised minoritylanguage inTaiwanLanguage codesISO 639-3bnnGlottologbunu1267Distribution of Bunun language (medium green, center)Bunun is classified as Vulnerable by the UNESCO Atlas of the World's Languages in Danger The Bunun language ...

Questa voce è parte della serieStoria della letteratura latina Età preletteraria Età arcaica Età classica Età di Cesare Età di Augusto Età imperiale Età giulio-claudia Età flavia e di Traiano Età di Adriano e Antonini III-IV secolo V secolo Classici latini conservati: Dalla fondazione alla fine della Repubblica Da Augusto agli Antonini Dai Severi alla caduta dell'Occidente Categoria: Letteratura latina Questo box: vedi • disc. • mod. Voce principale: Le...

У этого термина существуют и другие значения, см. Ноев ковчег (значения). «Ноев ковчег». Художник Эдвард Хикс, 1846. Но́ев ковче́г (в Библии ивр. תֵּבַת נֹח‎, тева́т Hóax; от ивр. תֵּבָה‎, тева́ коробка, сундук, ковчег) — судно, которое, согласно Библии, построил Ной по пов�...

Questa voce sull'argomento centri abitati del Rio Grande do Sul è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. David Canabarrocomune David Canabarro – Veduta LocalizzazioneStato Brasile Stato federato Rio Grande do Sul MesoregioneNoroeste Rio-Grandense MicroregionePasso Fundo AmministrazioneSindacoMarcos Antonio Oro TerritorioCoordinate28°23′18″S 51°50′55″W28°23′18″S, 51°50�...

دورة فرنسا المفتوحة 1982 - فردي السيدات جزء من دورة فرنسا المفتوحة 1982  رقم الفعالية 75  البلد فرنسا  التاريخ 1982  الرياضة كرة المضرب  البطل(ة) مارتينا نافراتيلوفا الوصيف(ة) أندريا جايجر النتيجة 7–6(8–6)، 6–1 دورة فرنسا المفتوحة 1981 - فردي السيدات  دورة فرنسا المفتوحة...

Questa voce sull'argomento tuffatori italiani è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Francesco Dell'UomoNazionalità Italia Altezza169 cm Peso60 kg Tuffi Specialitàpiattaforma 10 m, sincro piattaforma Squadra Fiamme Oro Palmarès Competizione Ori Argenti Bronzi Europei di nuoto 0 0 2 Vedi maggiori dettagli  Modifica dati su Wikidata · Manuale Francesco Dell'Uomo (Colleferro, 8 gennaio 1987) è un ex tuffatore e alle...

Voce principale: Fudbalski Klub Škendija. Fudbalski Klub ŠkendijaStagione 2015-2016Sport calcio Squadra Škendija Prva Liga2° Coppa di MacedoniaVincitore Europa Leagueprimo turno preliminare StadioEcolog Arena 2014-2015 2016-2017 Si invita a seguire il modello di voce Questa voce raccoglie le informazioni riguardanti il Fudbalski Klub Škendija nelle competizioni ufficiali della stagione 2015-2016. Indice 1 Stagione 2 Organigramma societario 3 Maglie e sponsor 4 Rosa 5 Calciomercato ...

Emergence of modern science in the early modern period This article is about a period in the history of science. For the process of scientific progress via revolutions, proposed by Thomas Kuhn, see Paradigm shift. Scientific RevolutionAstronomer Copernicus, or Conversations with God by Jan Matejko, 1873Date1543–1687LocationEuropeOutcomeCopernican RevolutionAge of Enlightenment The Scientific Revolution was a series of events that marked the emergence of modern science during the early moder...

Integer side lengths of a right triangle Animation demonstrating the smallest Pythagorean triple, 32 + 42 = 52. A Pythagorean triple consists of three positive integers a, b, and c, such that a2 + b2 = c2. Such a triple is commonly written (a, b, c), a well-known example is (3, 4, 5). If (a, b, c) is a Pythagorean triple, then so is (ka, kb, kc) for any positive integer k. A triangle whose side lengths are a Pythagorean triple is a right triangle and called a Pythagorean triangle. A primitive...

Point limite zéro Données clés Titre original Vanishing Point Réalisation Richard C. Sarafian Scénario Guillermo CainBarry Hall (non crédité) Acteurs principaux Barry NewmanCleavon LittleDean Jagger Sociétés de production Cupid Productions Pays de production États-Unis Genre Road Movie Durée 99 minutes Sortie 1971 Pour plus de détails, voir Fiche technique et Distribution. modifier Point limite zéro (Vanishing Point, littéralement « Point de fuite ») est un film d'a...