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Federico Bernardeschi Bernardeschi alla Juventus nel 2021 Nazionalità Italia Altezza 185 cm Peso 77 kg Calcio Ruolo Centrocampista, attaccante Squadra Toronto FC CarrieraGiovanili 2000-2001 Atletico Carrara2001-2003 Ponzano2003-2013 FiorentinaSquadre di club1 2013-2014 Crotone38 (12)[1]2014-2017 Fiorentina72 (14)2017-2022 Juventus134 (8)2022- Toronto FC44 (13)Nazionale 2011-2012 Italia U-187 (0)2013 Italia U-191 (0)2013-2015 Italia U-202 (0)2014-2017…
Pour les articles homonymes, voir Harvey. Paul Harvey Avec Zachary Scott (à droite), dans L'Homme du Sud (1945) Données clés Nom de naissance Roy Paul Harvey Naissance 10 septembre 1882SandwichIllinois, États-Unis Nationalité Américaine Décès 5 décembre 1955 (à 73 ans)Los AngelesCalifornie, États-Unis Profession Acteur Films notables CasbahArizonaLa Maison du docteur EdwardesLe Père de la mariée modifier Paul Harvey est un acteur américain, né à Sandwich (Illinois, États-Un…
Luwuk PostTipeSurat kabar harianFormatKoranPemilikJawa PosDidirikan4 Juli 2007PusatLuwuk, Sulawesi TengahSitus webhttp://luwukpost.info Luwuk Post adalah sebuah surat kabar harian yang terbit di Kabupaten Banggai (Luwuk) Sulawesi Tengah. Luwuk Post merupakan surat kabar harian kedua setelah Radar Sulteng yang ada di Sulawesi Tengah yang bernaung di bawah panji Grup Jawa Pos dan merupakan yang pertama dan terbesar di Kawasan Timur Sulawesi. Sirkulasi Luwuk Post tersebar seluruh Kabupaten Banggai,…
Pembakar BunsenKegunaanPemanasanSterilisasiPembakaranAlat terkaitSelubung pemanasLempeng hangatlbs Pembakar Bunsen, dinamai dari Robert Bunsen, adalah sebuah peralatan laboratorium umum yang menghasilkan nyala api gas tunggal yang terbuka, yang digunakan untuk pemanasaan, sterilisasi, dan pembakaran.[1][2][3][4][5] Gas yang digunakan dapat berupa gas alam (biasanya metana) atau bahan bakar gas cair, seperti propana, butana, atau campuran keduanya. Sejarah …
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Il portale del Monte di Pietà a Messina Natale Masuccio (Messina, tra il 1561 ed il 1568 – 1619) è stato un architetto e gesuita italiano. Fu uno degli architetti più importanti in Sicilia nel passaggio tra il manierismo ed il barocco. Indice 1 Biografia 2 Opere 3 Galleria d'immagini 4 Note 5 Bibliografia 6 Altri progetti 7 Collegamenti esterni Biografia Mancano notizie sulla prima parte della vita e sulla sua formazione iniziale. Entrato nell'ordine dei gesuiti venne inviato dall'ordine a …
Russian saint Icon of Cyril, presumably painted by Dionisius Glushitsky, now located in the Tretyakov Gallery, Moscow (1424) Cyril of Beloozero (Russian: Кирилл Бело(е)зерский, romanized: Kirill Belo(e)zersky; secular name: Kozma; 1337 – 1427) was a Russian monk. He is venerated as a saint by the Russian Orthodox Church. Cyril was a disciple of Sergius of Radonezh. In 1397, he founded the Kirillo-Belozersky Monastery in northern Russia, in present-day Vologda Oblast.…
Bagian dari seri tentangLGBT lesbian ∙ gay ∙ biseksual ∙ transgender Orientasi seksual Homoseksualitas Gay Lesbian Biseksualitas Panseksualitas Poliseksualitas Aseksualitas Aseksualitas abu-abu Queer Identitas seksual Demografi New York Indonesia Biologi Lingkungan Sejarah Garis waktu Gerakan sosial Interseks dan LGBT Kerusuhan Stonewall Komunitas LGBT Afrika-Amerika Budaya Acara terbesar Desa gay Homososialisasi Hubungan sesama jenis Kebanggaan Pawai ke…
بالم سبرينغس الإحداثيات 33°49′26″N 116°31′49″W / 33.823888888889°N 116.53027777778°W / 33.823888888889; -116.53027777778 [1] تقسيم إداري البلد الولايات المتحدة[2][3] التقسيم الأعلى مقاطعة ريفيرسايد خصائص جغرافية المساحة 246.3 كيلومتر مربع245.984242 كيلومتر مربع (1 أبريل…
Elektrische Verbindung mit Lötbrücke auf einer Leiterplatte Eine Lötbrücke ist ein Verbindungselement aus leitendem und lötfähigem Material zur leitenden Verbindung zwischen zwei oder mehr Anschlusspunkten auf einer Leiterplatte. Darüber hinaus kann es sich bei einer Lötbrücke auch um eine nicht beabsichtigte elektrische Verbindung zwischen zwei oder mehreren elektrischen Netzen handeln. Inhaltsverzeichnis 1 Lötbrücke als Verbindungselement 1.1 Einsatz 1.2 Alternativen 1.3 Darstellung…
لمعانٍ أخرى، طالع السندباد البحري (توضيح). هذه المقالة عن السندباد البحري القصة الخيالية. لالمسرحية، طالع السندباد البحري (مسرحية). السندباد البحري معلومات شخصية الحياة العملية الجنس ذكر المهنة بحار ألف ليلة وليلة - السندباد البحري - ويكي مصدر…
A questa voce o sezione va aggiunto il template sinottico {{Ricorrenza}} Puoi aggiungere e riempire il template secondo le istruzioni e poi rimuovere questo avviso. Se non sei in grado di riempirlo in buona parte, non fare nulla; non inserire template vuoti. Carnevale di Fano, 2017 Il Carnevale di Fano è uno dei più antichi carnevali d'Italia insieme a quello di Venezia[1]. Si svolge con cadenza annuale tra febbraio e marzo. Indice 1 Le origini 2 La festività 2.1 L…
Cet article est une ébauche concernant la conservation de la nature. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Symbole « en danger critique » de la liste rouge de l'UICN. Tigre blanc royal (en danger d'extinction) Une espèce en danger critique (ou en danger critique d'extinction) est un statut de conservation qui désigne toute espèce en péril exposée à une disparition ou à une extinction im…
2004 soundtrack album by Raven-Symoné and various artists That's So RavenSoundtrack album by Raven-Symoné and various artistsReleasedMay 18, 2004GenrePopR&BLength48:53LabelWalt DisneyProducerMatthew GerrardChristopher B. PearmanRay ChamCutfatherDef JefDes'reeAndy DoddDr. LukeMattias GustafssonMark HammondAshley IngramDave KatzArif MardinHarvey Mason Jr.David PaichMarty PaichMike SimpsonDamon ThomasAdam WattsJay Landers (exec.)Elliot Lurie (exec.)[1]That's So Raven soundtrack ch…
Unsolved problem in mathematics: Are graphs uniquely determined by their subgraphs? (more unsolved problems in mathematics) Informally, the reconstruction conjecture in graph theory says that graphs are determined uniquely by their subgraphs. It is due to Kelly[1] and Ulam.[2][3] Formal statements A graph and the associated deck of single-vertex-deleted subgraphs. Note some of the cards show isomorphic graphs. Given a graph G = ( V , E ) {\displaystyle G=(V,E)} , a vertex…
American social media personality/ YouTuber (born 1998) Larri MerrittMerritt in 2022Personal informationBornLarri Merritt (1998-07-22) July 22, 1998 (age 25)Compton, California, U.S.EducationAlta Loma High School[1]OccupationsYouTuberTikTokerWebsitegirliesxo.shopYouTube informationChannel LARRAY Years active2015–presentSubscribers9.31 million[2]Total views1.2 billion[2]Associated actsTwaimzThe Hype House Creator Awards100,000 subscribers2017[3]1,0…
У Вікіпедії є статті про інші значення цього терміна: 1-ша бригада. 1-ша радіотехнічна бригадаНарукавний знак бригадиНа службі1992—дотеперКраїна УкраїнаНалежністьПвК «Захід»Вид Повітряні силиТип Радіотехнічні військаЧисельністьбригадаПункт базування Львівс…
History of area now known as Cumbria, England The history of Cumbria as a county of England begins with the Local Government Act 1972. Its territory and constituent parts however have a long history under various other administrative and historic units of governance. Cumbria is an upland, coastal and rural area, with a history of invasions, migration and settlement, as well as battles and skirmishes between the English and the Scots. Cumbria within England Overview Cumbria was created as a count…
Circus in ancient Rome Fanciful engraving of the Circus Flaminius by Giacomo Lauro in 1641 The Circus Flaminius was a large, circular area in ancient Rome, located in the southern end of the Campus Martius near the Tiber River.[1] It contained a small race-track used for obscure games, and various other buildings and monuments. It was built, or sectioned off, by Gaius Flaminius in 221 BC.[2] After Augustus divided the city into 14 administrative regions, the Circus Flaminius gave…
Ne doit pas être confondu avec Apathéisme ou Ignosticisme. Deux balances de la croyance représentées par deux droites perpendiculaires. Une du théisme à l'athéisme, et une du gnosticisme à l'agnosticisme. L'agnosticisme (/a.ɡnɔs.ti.sism/) est une attitude philosophique consistant à aborder de façon sceptique les questions de métaphysiques ou de religion et à affirmer que l'esprit humain ne peut pas accéder à l'absolu. Ce concept repose sur une position sceptique selon laquelle to…