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Certification as competent to dive to a specified standard NAUI Nitrox diver certification card A Diving certification or C-card is a document (usually a wallet sized plastic card) recognizing that an individual or organization authorized to do so, certifies that the bearer has completed a course of training as required by the agency issuing the card. This is assumed to represent a defined level of skill and knowledge in underwater diving. Divers carry a qualification record or certification...

SerpongKecamatanPeta lokasi Kecamatan SerpongNegara IndonesiaProvinsiBantenKotaTangerang SelatanPemerintahan • CamatSyaifuddin[1]Populasi (30 Juni 2023)[2] • Total163.451 jiwa • Kepadatan991/km2 (2,570/sq mi)Kode pos1531xKode Kemendagri36.74.01 Kode BPS3674020 Desa/kelurahan9 kelurahan Serpong (Sunda: ᮞᮨᮁᮕᮧᮀ, translit. Sěrpong) adalah sebuah kecamatan di Kota Tangerang Selatan, provinsi Banten, Indonesia....

Review of the election 2018 Arizona Superintendent of Public Instruction election ← 2014 November 6, 2018 2022 →   Nominee Kathy Hoffman Frank Riggs Party Democratic Republican Popular vote 1,185,457 1,113,781 Percentage 51.6% 48.4% County results Hoffman:      50–60%      60–70%      70–80% Riggs:      50–60%      60–70%  ...

1937 film by Frank R. Strayer Big BusinessDirected byFrank R. StrayerWritten byEleanor De LamaterRobert EllisRon FergusonHelen LoganProduced byMax GoldenStarringJed ProutyShirley DeaneSpring ByingtonCinematographyEdward SnyderEdited byAlfred DeGaetanoMusic bySamuel KaylinProductioncompanyTwentieth Century FoxDistributed byTwentieth Century FoxRelease date June 18, 1937 (1937-06-18) Running time60 minutesCountryUnited StatesLanguageEnglish Big Business is a 1937 American comedy ...

Knife associated with the Gurkhas of Nepal Khukuri, Khukuri and Khukuri redirect here. For other uses, see Kukri (disambiguation). Kukri TypeBladed melee weapon, utility toolPlace of originGorkha KingdomService historyIn servicec. 7th century – present[1]Used byGurkhas and Kiratis (natively)WarsGurkha WarAnglo-Afghan WarsSino-Nepalese WarThird Nepal–Tibet WarWorld War IWorld War II1962 Sino-Indian WarSecond Indo-Pakistani War1967 Sino-Indian WarThird Indo...

Major release of Windows NT, released in 2021 Windows 11Version of the Windows NT operating systemScreenshot showing the new Start menu and centered taskbar, with the Search box open[1]DeveloperMicrosoftWritten inC, C++, C#, Rust,[2][3] assembly languageOS familyMicrosoft WindowsSource modelClosed-sourceSource-available (through Shared Source Initiative)Some components open source[4][5][6][7]GeneralavailabilityOctober 5, 2021;&#...

تمرد الكورنيش عام 1497معلومات عامةالبلد مملكة إنجلترا تقع في التقسيم الإداري كورنوال المكان كورنوال بتاريخ 17 يونيو 1497 تاريخ البدء 1496 تاريخ الانتهاء 17 يونيو 1497 تعديل - تعديل مصدري - تعديل ويكي بيانات أسماء المتمردين تمرد الكورنيش عام 1497، ويعرف أيضًا باسم تمرد الكورنيش الأول،...

Daftar keuskupan di Lituania adalah sebuah daftar yang memuat dan menjabarkan pembagian terhadap wilayah administratif Gereja Katolik Roma yang dipimpin oleh seorang uskup ataupun ordinaris di Lituania . Konferensi uskup di wilayah Lituania bergabung dalam Konferensi Waligereja Lituania. Saat ini terdapat 8 buah yurisdiksi, di mana 2 merupakan keuskupan agung, 5 merupakan keuskupan sufragan, dan 1 merupakan ordinariat militer. Daftar keuskupan Provinsi Gerejawi Kaunas Keuskupan Agung Kaunas: ...

منطقة إزرع موقع منطقة إزرع في محافظة درعا تقسيم إداري البلد  سوريا[1] العاصمة إزرع  المحافظة محافظة درعا المسؤولون المنطقة منطقة إزرع المركز إزرع رمز المنطقة SY1203 خصائص جغرافية إحداثيات 32°54′04″N 36°09′41″E / 32.90121°N 36.16144°E / 32.90121; 36.16144   المساحة 954.44 كم² ا�...

Northeast Caucasian ethnic group Ethnic group ChechensНохчийNoxçiyTotal populationc. 2 million[a]Regions with significant populationsRussia1,674,854[1]    Chechnya1,456,792[2]    Dagestan99,320[2]    Rostov Oblast14,316[2]    Stavropol Krai13,779[2]    Ingushetia12,240[2]    Moscow Oblast11,491[2] &#...

Coluccio Salutati BiografiKelahiran(it) Lino Coluccio Salutati 16 Februari 1331 Stignano (Republik Firenze) Kematian4 Mei 1406 (75 tahun)Firenze (Republik Firenze) Data pribadiPendidikanUniversitas Bologna KegiatanSpesialisasiFilsafat Pekerjaanpolitikus, penulis, filsuf PeriodeRenaisans AliranHumanisme Renaisans Murid dariManuel Chrysoloras dan Pietro da Moglio MuridLeonardo Bruni dan Pier Paolo Vergerio the Elder Coluccio Salutati (16 Februari 1331[1] – 4 Mei 1406)[2 ...

Women's roles and history surrounding religion 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 article may require cleanup to meet Wikipedia's quality standards. The specific problem is: improve sourcing and tone. Please help improve this article if you can. (June 2018) (Learn how and when to remove this message) This article includes a list of general references, but it lacks suffic...

Jalan Tol Bengkulu–LubuklinggauInformasi ruteDikelola oleh PT Hutama Karya (Persero)Panjang:95 km (59 mi)Berdiri:2024; 0 hari lalu (2024) – sekarangPersimpangan besarUjung barat:BengkuluUjung timur:LubuklinggauLetakKota besar:LubuklinggauBengkuluSistem jalan bebas hambatan Sistem Jalan di Indonesia Jalan Tol Jalan raya Jalan Tol Bengkulu–Lubuklinggau adalah jalan tol bagian dari Jalan Tol Trans Sumatra yang menghubungkan Bengkulu dengan Lubuklinggau. Ruasnya berada d...

Federal systems of Canada For the political ideology that favours Quebec remaining within the Canadian federation rather than pursuing independence, see Federalism in Quebec. Not to be confused with Canadian nationalism. 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 2016) (Learn how and when to remove this message) Politics of Canada Government (structure) The ...

Questa voce sull'argomento calciatori trinidadiani è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Stephen HartNazionalità Trinidad e Tobago Altezza185 cm Calcio RuoloAllenatore (ex centrocampista) Squadra HFX Wanderers CarrieraGiovanili 19?? Hurricane FC Squadre di club1 19?? Utd Petrotrin? (?)19?? San Fernando Strikers? (?)19?? Saint Mary's Huskies? (?)1988-1989 Halifax King of Donair...

Wikipédia en italien Logo de Wikipédia en italien. Page d'accueil en mars 2023. Données clés URL it.wikipedia.org Langue italien Lancement 11 mai 2001 État actuel en activité Nb d'articles 1 884 353 modifier Wikipédia en italien (en italien : Wikipedia in italiano) est l’édition de Wikipédia en italien, langue italo-romane parlée en Italie et dans le Tessin en Suisse. L'édition est lancée en 11 mai 2001[1],[2]. Son code est : it. Au 2 octobre 2024, l'éditio...

Mobile equipment that transports people, animals or cargo This article is about the means of transportation. For other uses, see Vehicle (disambiguation). Cars, motorcycles, and a bus on display in Thame, England in 2009A train passing a group of boats near the River Dart, England in 2016Bicycles, electric bicycles, and scooters in Yangzhou, China in 2008A spacecraft and an aircraft above California, United States in 1977 A vehicle (from Latin vehiculum)[1] is a machine desig...

يوزيف براون (بالمجرية: Braun József)‏    معلومات شخصية الميلاد 26 فبراير 1901(1901-02-26)بودابست  الوفاة 20 فبراير 1943 (عن عمر ناهز 41 عاماً)خاركيف  مركز اللعب وسط الجنسية المجر  مسيرة الشباب سنوات فريق –1916 VAC Budapest المسيرة الاحترافية1 سنوات فريق م. (هـ.) 1916–1925 MTK Budapest [الإنجل...

Type of massive terraced structure of ancient Mesopotamia For other uses, see Ziggurat (disambiguation). Anu ziggurat and White Temple at Uruk. The original pyramidal structure, the Anu Ziggurat, dates to the Sumerians around 4000 BC, and the White Temple was built on top of it circa 3500 BC.[1] A ziggurat (/ˈzɪɡʊˌræt/; Cuneiform: 𒅆𒂍𒉪, Akkadian: ziqqurratum,[2] D-stem of zaqārum 'to protrude, to build high',[3] cognate with other Semitic languages like ...

Graph which remains connected when k or fewer nodes removed A graph with connectivity 4. In graph theory, a connected graph G is said to be k-vertex-connected (or k-connected) if it has more than k vertices and remains connected whenever fewer than k vertices are removed. The vertex-connectivity, or just connectivity, of a graph is the largest k for which the graph is k-vertex-connected. Definitions A graph (other than a complete graph) has connectivity k if k is the size of the smallest subs...