Acta Crystallographica Section A
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Peta letak Sungai Adda Sungai Adda merupakan sebuah sungai yang terletak di Italia bagian utara, merupakan tributari dari Sungai Po. Bermuara dari Pegunungan Alpen di Swiss hingga Danau Como. Panjang sungai ini ialah 313 km (196 mil). Kota utama yang bermuara di sungai ini ialah Bormio, Sondrio, Bellagio dan Lecco (keduanya di Danau Como), dan Lodi. Galeri Wikimedia Commons memiliki media mengenai Adda. Taccani hydroelectric plant, Trezzo sull'Adda The Adda and the Castello visconteo, Tr...
Coffee Talk PublikasiWW: 29 Januari 2020 JP: 30 Januari 2020 (Nintendo Switch)GenreNovel visualBahasa Daftar Inggris, Jepang, Jerman, Korea, Portugis Brasil, Prancis, Rusia, Spanyol, Tionghoa Sederhana, Tionghoa Tradisional dan Turki 60 Karakteristik teknisPlatformWindows, Nintendo Switch, macOS, PlayStation 4 dan Xbox One MesinUnity (mesin permainan) ModePermainan video pemain tunggal Formatunduhan digital dan distribusi digital Format kode Daftar 30 Informasi pengembangPembuatMohammad Fahmi...
陆军第十四集团军炮兵旅陆军旗存在時期1950年 - 2017年國家或地區 中国效忠於 中国 中国共产党部門 中国人民解放军陆军種類炮兵功能火力支援規模约90门火炮直屬南部战区陆军參與戰役1979年中越战争 中越边境冲突 老山战役 成都军区对越轮战 紀念日10月25日 陆军第十四集团军炮兵旅(英語:Artillery Brigade, 14th Army),是曾经中国人民解放军陆军第十四集团军下属�...
Honest CandidatePoster rilis teatrikalNama lainHangul정직한 후보 Alih Aksara yang DisempurnakanJeongjikhan Hubo SutradaraJang Yu-jeongProduserSong Jung-minDitulis olehJang Yu-jeongHeo Sung-hyeBerdasarkanO Candidato Honestooleh Roberto SantucciPemeranRa Mi-ranKim Mu-yeolNa Moon-heeYoon Kyung-hoJang Dong-jooPenata musikLee Jae-jinSinematograferPark Yong-sooPenyuntingJung Ji-eunPerusahaanproduksiHong FilmSoo FilmDistributorNext Entertainment WorldTanggal rilis 12 Februari 2020...
Human settlement in EnglandWinghamSt Mary's Church, WinghamWinghamLocation within KentPopulation1,775 (2011) [1]OS grid referenceTR244575Civil parishWinghamDistrictDoverShire countyKentRegionSouth EastCountryEnglandSovereign stateUnited KingdomPost townCanterburyPostcode districtCT3Dialling code01227PoliceKentFireKentAmbulanceSouth East Coast UK ParliamentSouth Thanet List of places UK England Kent 51°16′21″N 1°13′02″E / þ...
لمعانٍ أخرى، طالع مسجد الجمعة (توضيح). مسجد الجمعة إحداثيات 38°15′06″N 48°18′14″E / 38.25161°N 48.30378°E / 38.25161; 48.30378 معلومات عامة الموقع أردبيل[1] القرية أو المدينة أردبيل، محافظة أردبيل الدولة إيران الاستعمال الحالي دين معلومات أخرى تعديل مصدري - ت�...
Lunar calendar classification in a 12-year cycle For the 2012 film starring Jackie Chan, see CZ12. Unless otherwise specified, Chinese text in this article is written in the format Simplified Chinese / Traditional Chinese, Pinyin. If the Simplified and Traditional Chinese characters are identical, they are written only once. This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged a...
Questa voce sull'argomento sali è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Tartrato di potassio Caratteristiche generaliFormula bruta o molecolareC4H4K2O6 Massa molecolare (u)226,26 g/mol Aspettosolido bianco Numero CAS147-78-4 Numero EINECS205-697-7 PubChem6100505 e 3455756 SMILESC(C(C(=O)[O-])O)(C(=O)[O-])O.[K+].[K+] Indicazioni di sicurezzaFrasi R-- Frasi S-- Modifica dati su Wikidata · Manuale Il tartarato di potassio è il sale di pota...
Akwa Group S.A.Company typeSociété anonymeFounded1932 (1932)FounderAhmed Ouldhadj AkhannouchHaj Ahmed WakrimHeadquartersCasablanca, MoroccoKey peopleAziz AkhannouchAli WakrimJamal WakrimRevenue $3 billionOwnersAkhannouch and WakrimWebsitewww.akwagroup.com Akwa Group S.A. is a conglomerate company headquartered in Casablanca. The company is active in oil and gas (Afriquia, Afriquia Gaz, Tissir Gaz, Maghreb Oxygène), retail (Mini-Brahim), tourism (Société d’Aménagement et de Promot...
Dissident organization during the American Revolution For other uses, see Sons of Liberty (disambiguation). Sons of LibertyFlagLeadersSee belowFoundation1765Dissolved1776MotivesBefore 1766:Opposition to the Stamp Act After 1766:Independence of the United Colonies from Great BritainActive regionsMassachusetts BayRhode IslandNew HampshireNew JerseyNew YorkMarylandVirginiaIdeologyInitial phase:Rights of Englishmen No taxation without representation Later phase:LiberalismRepublicanismMajor a...
Effects caused by overtime Woman experiencing stress Employees who work overtime hours experience numerous mental, physical, and social effects. In a landmark study, the World Health Organization and the International Labour Organization estimated that over 745,000 people died from ischemic heart disease or stroke in 2016 as a result of having worked 55 hours or more per week.[1] Significant effects include stress, lack of free time, poor work-life balance, and health risks.[2]...
Come leggere il tassoboxCottidiPseudoblennius zonostigmaClassificazione scientificaDominioEukaryota RegnoAnimalia SottoregnoEumetazoa RamoBilateria PhylumChordata SubphylumVertebrata SuperclasseGnathostomata ClasseActinopterygii InfraclasseTeleostei OrdineScorpaeniformes SottordineCottoidei SuperfamigliaCottoidea FamigliaCottidae I Cottidae sono una famiglia di pesci ossei d'acqua marina, dolce e salmastra appartenenti all'ordine Scorpaeniformes. Indice 1 Distribuzione e habitat 2 Descrizione...
Questa voce o sezione sull'argomento centri abitati della Lombardia non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Mezzagocomune Mezzago – VedutaTorre di Palazzo Archinti LocalizzazioneStato Italia Regione Lombardia Provincia Monza e Brianza AmministrazioneSindacoMassimiliano Rivabeni ...
Battle between Arab-Muslim forces and the Nubian-Christian kingdom of Makuria in 642 First battle of DongolaPart of the Muslim conquestsDateSummer,[1] 642LocationIn Northern Nubia, SudanResult Makurian victoryBelligerents Rashidun Caliphate Kingdom of MakuriaCommanders and leaders Uqba ibn Nafi[2] QalidurutStrength 20,000 Cavalry[3] 8,000–10,000 Archers and Cavalry[4]Casualties and losses 10,000–15,000 dead[5][1] c. 1,000 deadc. ...
لمعانٍ أخرى، طالع دي سوتو (توضيح). دي سوتو الإحداثيات 31°57′20″N 84°03′44″W / 31.95545°N 84.06213°W / 31.95545; -84.06213 [1] تقسيم إداري البلد الولايات المتحدة[2] التقسيم الأعلى مقاطعة سومتر خصائص جغرافية المساحة 2.112248 كيلومتر مربع2.11225 كيلومتر مربع (1...
جامعة الملك فيصل شعار جامعة الملك فيصل الشعار اقرأ وربك الأكرم معلومات التأسيس 1975 (منذ 49 سنة) الانتماءات اتحاد الجامعات العربية النوع جامعة حكومية الكليات 14 كلية الموقع الجغرافي إحداثيات 26°23′19″N 50°11′16″E / 26.38849°N 50.18778°E / 26.38849; 50.18778 المدينة الأحساء الر�...
موزمبيق البرتغالية موزمبيق البرتغاليةالعلم موزمبيق البرتغاليةالشعار الأرض والسكان إحداثيات 25°54′55″S 32°34′35″E / 25.91527777778°S 32.57638888889°E / -25.91527777778; 32.57638888889 عاصمة مابوتو اللغة الرسمية البرتغالية الحكم نظام الحكم مستعمرة التأسيس والسيادة الت�...
Game in economic experiments This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these messages) This article may be too technical for most readers to understand. Please help improve it to make it understandable to non-experts, without removing the technical details. (January 2021) (Learn how and when to remove this message) This article may be confusing or unclear to readers. Please help clarify the article. There m...
Clade of amphibians BatrachomorphaTemporal range: Early Carboniferous–present PreꞒ Ꞓ O S D C P T J K Pg N Pangerpeton, a salamander from the Jurassic Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Superclass: Tetrapoda Clade: BatrachomorphaSäve-Söderbergh, 1934 Groups Amphibia †Lepospondyli? †Temnospondyli Lissamphibia Incertae sedis †Caerorhachis The Batrachomorpha (frog forms) are a clade containing extant and extinct amphibians that are more cl...
Computer science method In computer science, a mutator method is a method used to control changes to a variable. They are also widely known as setter methods. Often a setter is accompanied by a getter, which returns the value of the private member variable. They are also known collectively as accessors. The mutator method is most often used in object-oriented programming, in keeping with the principle of encapsulation. According to this principle, member variables of a class are made private ...