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Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. Henry MoslerHenry Mosler, 1907,LahirJune 6, 1841Tropplowitz, Silesia, Prussia(sekarang Opawica, Poland)Meninggal21 April 1920(1920-04-21) (umur 78))New York, New York, AS.Dikenal atasLukisan, gambar Henry Mosler (6 Juni 1841 – 21 ...

Uloboridae Periode Tithonian–present PreЄ Є O S D C P T J K Pg N Uloboridae Uloborus plumipesTaksonomiKerajaanAnimaliaFilumArthropodaKelasArachnidaOrdoAraneaeUpaordoOpisthothelaeInfraordoAraneomorphaeFamiliUloboridae Thorell, 1869 Tipe taksonomiUloborus Diversitas 19 genera, 337 species Distribusi lbs Uloboridae adalah sebuah famili dari laba-laba tidak berbisa. Mereka tidak memiliki kelenjar bisa, yang berevolusi secara sekunder (leluhur mereka memiliki kelenjar bisa, namun hilang pada g...

2028 Republican National ConventionToyota Center (photographed in 2010), the planned venue of the conventionConventionDate(s)TBD, 2028CityHouston, TexasVenueToyota CenterChairTBDKeynote speakerTBDNotable speakersTBDCandidatesPresidential nomineeTBDVice presidential nomineeTBDVotingTotal delegatesTBDVotes needed for nominationTBD‹ 2024 · 2032 › The 2028 Republican National Convention is an event in which delegates of the United States Republican Party will select the p...

Japanese manga series MarginalCover of the first volume of Marginal as published by Shogakukanマージナル(Maajinaru)GenreScience fiction, Yaoi MangaWritten byMoto HagioPublished byShogakukanMagazinePetit FlowerOriginal run1985 – 1987Volumes5 Marginal (Japanese: マージナル, Hepburn: Maajinaru) is a Japanese science fiction manga written and illustrated by Moto Hagio, and serialised in Petit Flower between 1985 and 1987.[1] It is a gender-reversed take on science fi...

2nd episode of the 1st season of The Last of Us InfectedThe Last of Us episodeThe infection is spread to Tess via mouth. The scene was written and filmed like a kiss to underscore the theme of love.[1] It sparked both positive and negative responses.[2][3][4]Episode no.Season 1Episode 2Directed byNeil DruckmannWritten byCraig MazinProduced byGreg SpenceCecil O'ConnorFeatured musicHampa by Ari LassoAllowed to be Happy by Gustavo SantaolallaCinematography b...

  此條目介紹的是拉丁字母中的第2个字母。关于其他用法，请见「B (消歧义)」。   提示：此条目页的主题不是希腊字母Β、西里尔字母В、Б、Ъ、Ь或德语字母ẞ、ß。 BB b(见下)用法書寫系統拉丁字母英文字母ISO基本拉丁字母（英语：ISO basic Latin alphabet）类型全音素文字相关所属語言拉丁语读音方法 [b][p][ɓ](适应变体)Unicode编码U+0042, U+0062字母顺位2数值 2歷史發...

2021 mixed martial arts event UFC Fight Night: Rozenstruik vs. GaneThe poster for UFC Fight Night: Rozenstruik vs. GaneInformationPromotionUltimate Fighting ChampionshipDateFebruary 27, 2021 (2021-02-27)VenueUFC ApexCityEnterprise, Nevada, United StatesAttendanceNone (behind closed doors)[1]Event chronology UFC Fight Night: Blaydes vs. Lewis UFC Fight Night: Rozenstruik vs. Gane UFC 259: Błachowicz vs. Adesanya UFC Fight Night: Rozenstruik vs. Gane (also known as UFC F...

Pour les articles homonymes, voir Goldwasser (homonymie). Shafrira GoldwasserBiographieNaissance 14 novembre 1958 (65 ans)New YorkNationalités israélienneaméricaineDomicile IsraëlFormation Université Carnegie-MellonUniversité de Californie à BerkeleyActivités Cryptographe, ingénieure, informaticienne, mathématicienne, professeure d’universitéConjoint Nir ShavitAutres informationsA travaillé pour Massachusetts Institute of TechnologyInstitut WeizmannMembre de Académie amé...

Caisson bundar di taman kekaisaran, Kota Terlarang. Caisson (Hanzi: 藻井; Pinyin: zǎojǐng; harfiah: 'alga (tumbuhan berklorofil di dalam air) baik') atau disebut juga langit-langit caisson atau langit-langit jaring laba-laba,[1] di Tiongkok arsitektur ini umumnya ditemukan pada langit-langit candi dan istana, biasanya di tengah atau tepat di atas singgasana utama, tempat duduk atau tokoh religius.[1][2] Caisson umumnya berupa panel cekung yang dipasang ...

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 biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Yuka Terasaki – ...

English politician This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: Edward Barrett, 1st Lord Barrett of Newburgh – news · newspapers · books · scholar · JSTOR (September 2013)Edward Barrett, 1st Lord Barrett of Newburghportrait by Cornelius JanssenBorn21 June 1581 DiedDecember 1644  (aged ...

مكتب الأمم المتحدة المعني بالمخدرات والجريمة مكتب الأمم المتحدة المعني بالمخدرات والجريمة‌ مقر المكتب في فيينا الاختصار (بالفرنسية: ONUDC)‏  المقر الرئيسي فيينا،  النمسا تاريخ التأسيس 1997؛ منذ 27 سنوات (1997) الرئيس التنفيذي غادة والي (1 فبراير 2020–)[1][2]  �...

Синоптическая карта России 1 мая 1890 г. Синоптическая карта — географическая карта, на которую цифрами и символами нанесены результаты наблюдений на сети метеорологических станций в определённые моменты времени. Такие карты регулярно составляются в службе погоды по �...

In mathematics, in particular homotopy theory, a continuous mapping between topological spaces i : A → X {\displaystyle i:A\to X} , is a cofibration if it has the homotopy extension property with respect to all topological spaces S {\displaystyle S} . That is, i {\displaystyle i} is a cofibration if for each topological space S {\displaystyle S} , and for any continuous maps f , f ′ : A → S {\displaystyle f,f':A\to S} and g : X → S {\displaystyle g:X\to S} with g &...

Nama ini menggunakan cara penamaan Portugis. Nama keluarga pertama atau maternalnya adalah Antunes dan nama keluarga kedua atau paternalnya adalah Coimbra. Zico Zico di kualifikasi Piala Dunia FIFA 2014 saat timnya melawan Oman di Doha.Informasi pribadiNama lengkap Arthur Antunes CoimbraTanggal lahir 3 Maret 1953 (umur 71)Tempat lahir Rio de Janeiro, BrasilTinggi 172 cm (5 ft 8 in)[1]Posisi bermain Gelandang serangInformasi klubKlub saat ini Kashima Antlers (Di...

Classical Latin name for Pontic steppe This article is about the region of the Pontic steppe. For kingdom of the Scythians, see Scythians § Pontic Scythian kingdom. Scythia (Scythian: Skulatā; Old Persian: 𐎿𐎤𐎢𐎭𐎼 Skudra; Ancient Greek: Σκυθία Skuthia; Latin: Scythia) or Scythica (Ancient Greek: Σκυθική Skuthikē; Latin: Scythica), also known as Pontic Scythia, was a kingdom created by the Scythians during the 6th to 3rd centuries BC in the Pontic–Caspian st...

Immunological method to test for tuberculosis Mantoux testThe Mantoux skin test consists of an intradermal injection of one-tenth of a milliliter (ml) of PPD tuberculin. The circular shape is known as a wheal response.SynonymsMantoux screening testPurposescreen for tuberculosis The Mantoux test or Mendel–Mantoux test (also known as the Mantoux screening test, tuberculin sensitivity test, Pirquet test, or PPD test for purified protein derivative) is a tool for screening for tuberculosis (TB)...

Markus 9Injil Markus 8:35-9:1 pada Papirus 45, yang dibuat sekitar tahun 250 M.KitabInjil MarkusKategoriInjilBagian Alkitab KristenPerjanjian BaruUrutan dalamKitab Kristen2← pasal 8 pasal 10 → Markus 9 (disingkat Mrk 9 atau Mr 9) adalah pasal kesembilan Injil Markus dalam Perjanjian Baru di Alkitab Kristen, yang diyakini ditulis menurut catatan Markus berdasarkan kesaksian Simon Petrus, salah seorang dari Keduabelas Rasul Yesus Kristus.[1][2] Teks Naskah aslinya di...

Pulau SikuaiPeta lokasi Pulau SikuaiKoordinat1°7′39.07″LS,100°21′9.1″BTNegara IndonesiaGugus kepulauan-ProvinsiSumatera BaratKotaPadangLuas44,4 HaPopulasi- Pulau Sikuai merupakan salah satu pulau yang terletak di sisi barat pulau Sumatra.[1] Secara administrasi pemerintahan, pulau ini masuk ke dalam wilayah kecamatan Bungus Teluk Kabung, kota Padang, provinsi Sumatera Barat, Indonesia. Pulau ini terletak sekitar setengah mil laut dari pusat kota dan dapat dicapai dengan...

Framework for integrating diverse theories This article is about a New Age concept. For the theory of integration in mathematics, see Integral. Aqal redirects here. For the nomadic tribe domed house, see Wigwam. This article may rely excessively on sources too closely associated with the subject, potentially preventing the article from being verifiable and neutral. Please help improve it by replacing them with more appropriate citations to reliable, independent, third-party sources. (May 2024...