大約四分之一的新發1型糖尿病个案被診斷時已發展出一定程度的糖尿病酮症酸中毒(這是由高濃度酮體引起的代謝性酸中毒,由分解脂肪酸和脫氨作用導致)。其他類型的糖尿病診斷一般是以其他方式作出。包括常规健康檢查、在作其他醫療檢查時發現高血糖、出現繼發症狀,如視力變化或不明原因的疲勞。患者的其他健康問題可由糖尿病引起的,如心臟病發作、中風、神經病變、傷口癒合不良或足部潰瘍、眼底問題、真菌感染、分娩出会出現低血糖的嬰兒或巨嬰(英语:Large for gestational age)。
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Artur AvilaLahir29 Juni 1979 (umur 44)Rio de Janeiro, BrasilTempat tinggalRio de Janeiro, Brasil dan Paris, PrancisWarga negaraBrasil dan Prancis[1]AlmamaterUniversitas Federal Rio de JaneiroInstituto Nacional de Matemática Pura e AplicadaDikenal atasSistem dinamikaTeori spektrumPenghargaanFields Medal (2014)IAMP Early Career Award (2012)Michael Brin Prize (2011)Herbrand Prize (2009)EMS Prize (2008)Salem Prize (2006)Karier ilmiahBidangMatematikaInstitusiCNRS, IMJ-PRGUniversitas...
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Albanian guitarist, composer and singer You can help expand this article with text translated from the corresponding article in Polish. (March 2014) Click [show] for important translation instructions. View a machine-translated version of the Polish article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-t...
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Thomson-Brandt était une entreprise française, créée en 1966 à la suite du rapprochement entre la Compagnie française Thomson Houston (CFTH) et Hotchkiss-Brandt[1]. Sigle de la société française Thomson-Brandt Initialement dénommée Compagnie française Thomson-Houston Hotchkiss-Brandt, elle était présente dans un grand nombre de domaines. Le groupe Hotchkiss-Brandt a apporté des activités dans l'électroménager (marque Brandt), l'armement, les machines à coudre et projecteurs...
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هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أبريل 2019) تيودور فاسيلي معلومات شخصية الميلاد 16 أغسطس 1947 (77 سنة) بلويشت الطول 173 سنتيمتر[1] الجنسية رومانيا الوزن 66 كيلوغرام[1] الحياة العملي...
У этого термина существуют и другие значения, см. Крючок (значения). У этого термина существуют и другие значения, см. Крюк (деталь). У этого термина существуют и другие значения, см. Расширители. Каменный рыболовный крючок с острова Пасхи Разнообразие рыболовных крючков На...
Inventions of the Byzantine empire heir of the Roman The characteristic multi-domed profile of the Byzantine Hagia Sophia, the first pendentive dome in history, has shaped Orthodox and Islamic architecture alike.[1] This is a list of Byzantine inventions. The Byzantine or Eastern Roman Empire represented the continuation of the Roman Empire after a part of it collapsed. Its main characteristics were Roman state traditions, Greek culture and Christian faith.[2] Architecture Cro...
Population transfer from Nazi-occupied areas Flight and expulsion of Germans duringand after World War II (demographic estimates) Background 1944–50 flight and expulsion of Germans German–Soviet population transfers Potsdam Agreement Wartime flight and evacuation German evacuation East Prussia Post-war flight and expulsion Czechoslovakia Poland (incl. former German territories) Netherlands Romania Later emigration Refugees in Schleswig-Holstein Emigration from Poland Other themes Wolf chi...
Felix Film CoNama asli株式会社FelixFilmNama latinKabushiki-gaisha Ferikkusu FirumuJenisKabushiki gaishaIndustriAnimasi JepangDidirikan14 Mei 2014; 9 tahun lalu (2014-05-14)Kantorpusat6-13-33 Shimorenjaku, Mitaka, Tokyo, JepangTokohkunciTomohito Naka (CEO)Garyuu Tanaka (anggota dewan)Total ekuitas¥ 5,000,000Karyawan30Situs webfelixfilm.co.jpCatatan kaki / referensi[1] Felix Film Corporation (Jepang: 株式会社FelixFilmcode: ja is deprecated , Hepburn: Kabushiki-gaisha ...
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لمعانٍ أخرى، طالع ميدواي (توضيح). ميدوايMidway (بالإنجليزية) الملصق الرسمي للفيلممعلومات عامةالصنف الفني فيلم تاريخي — فيلم أكشن — فيلم دراما — فيلم حربي المواضيع القائمة ... معركة ميدواي — الهجوم على بيرل هاربر — غارة دوليتل — الغارات على جزر مارشال وغيلبرت — معر�...
This article may require cleanup to meet Wikipedia's quality standards. The specific problem is: This article may be unbalanced to certain viewpoints, in particular, it does not clearly state the controversy surrounding the topic (see talk page). Please help improve this article if you can. (June 2021) (Learn how and when to remove this message) Medical conditionShaken baby syndromeOther namesabusive head trauma, non-accidental head injury, non-accidental traumaAn intraparenchymal bleed with ...
Australian artist (1855-1917) Frederick McCubbinSelf-portrait, 1886, Art Gallery of New South WalesBorn(1855-02-25)25 February 1855Melbourne, Victoria, AustraliaDied20 December 1917(1917-12-20) (aged 62)Melbourne, Victoria, AustraliaEducationNational Gallery of Victoria Art SchoolKnown forPaintingMovementHeidelberg School Frederick McCubbin (25 February 1855 – 20 December 1917) was an Australian artist, art teacher and prominent member of the Heidelberg School art movement, also k...
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Mathematical operation that combines three elements to produce another element In mathematics, a ternary operation is an n-ary operation with n = 3. A ternary operation on a set A takes any given three elements of A and combines them to form a single element of A. In computer science, a ternary operator is an operator that takes three arguments as input and returns one output.[1] Examples Given A, B and point P, geometric construction yields V, the projective harmonic conjugate of P w...
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