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Sampul depan Izin Masuk Warga Taiwan Izin Masuk Warga Taiwan (Hanzi: 台灣居民來往大陸大陸通行證) adalah surat perjalanan yang khusus diberikan oleh pemerintah Republik Rakyat Tiongkok kepada warga Republik Tiongkok. Di sini, walaupun disebutkan bahwa izin hanya diberikan untuk warga yang bertempat tinggal di Taiwan, tetapi secara luas, seluruh warga Republik Tiongkok yang memegang paspor Republik Tiongkok (Taiwan) diharuskan memiliki surat perjalanan ini untuk memasuki wilayah Re...

Kodok Sulawesi Status konservasi Risiko Rendah (IUCN 3.1) Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Amphibia Ordo: Anura Famili: Bufonidae Genus: Ingerophrynus Spesies: I. celebensis Nama binomial Ingerophrynus celebensisGünther, 1859 Sinonim Bufo celebensis Kodok Sulawesi (Ingerophrynus celebensis) adalah spesies katak dari keluarga Bufonidae. Ini adalah endemik Sulawesi Indonesia . Habitat Spesies ini endemik Sulawesi di Indonesia. Katak ini dapat dijumpai sam...

1st century CE High Priest of Israel Mattathias ben Theophilusמתתיהו בן תאופילוסBornJerusalem, Judea, Roman EmpireDiedc. AD 66Jerusalem, Judea, Roman EmpireParentTheophilus Part of a series of articles onPriesthood in Judaism  KohenPresumption of priestly descentPriestly covenant RolesPriestly BlessingRedemption of the firstborn sonTzaraath (skin disease and mildew)The Torah instruction of the KohanimSacrificeIncense offeringBeth din shel KohanimPriestly divisions H...

Resolusi 1298Dewan Keamanan PBBPara prajurit EthiopiaTanggal17 Mei 2000Sidang no.4.144KodeS/RES/1298 (Dokumen)TopikSituasi antara Eritrea dan EthiopiaRingkasan hasil15 mendukungTidak ada menentangTidak ada abstainHasilDiadopsiKomposisi Dewan KeamananAnggota tetap Tiongkok Prancis Rusia Britania Raya Amerika SerikatAnggota tidak tetap Argentina Bangladesh Kanada Jamaika Malaysia Mali Namibia Belanda Tunisia Uk...

جزء من سلسلة مقالات حولالبحث العلمي قائمة المجالات الأكاديمية علم تطبيقي بحث وتطوير علوم شكلية إنسانيات علوم طبيعية مهنة علوم اجتماعية تصميم البحث مقترح البحث سؤال بحثي كتابة حجج استشهاد فلسفة بنائية تجريبية وضعية / معاداة الوضعية / ما بعد الفلسفة الوضعية واقعية واقعية ن�...

Book by Dr. Seuss My Many Colored Days AuthorDr. SeussIllustratorSteve JohnsonLou FancherCountryUSALanguageEnglishGenreChildren's literaturePublisherAlfred A. KnopfPublication dateMarch 1, 1996Media typePrint (hardcover, board book)Pages32ISBN0-679-87597-2OCLC164575524Dewey Decimal[E] 20LC ClassPZ8.3.G276 My 1996Preceded byThe Secret Art of Dr. Seuss Followed byHooray for Diffendoofer Day!  Children's literature portal My Many Colored Days is a children's book wr...

Dyah Gayatri atau Sri Rajapatni (lahir sekitar tahun 1275, meninggal tahun 1350) adalah putri bungsu raja Kertanagara dan salah satu istri dari Dyah Wijaya raja pertama Majapahit (1293-1309), merupakan nenek dari Hayam Wuruk. Dyah GayatriRajapatni Sri Rajendra Dyah Dewi GayatriArca Prajnaparamita dari Prajñaparamitapuri, Boyolangu, Tulungagung.Gayatri RajapatniInformasi pribadiKelahiranSekitar 1275, Istana Singhasari,Jawa TimurKematian1350Istana MajapahitPemakamandidharmakan di Prajñaparami...

Cet article est une ébauche concernant l’Allemagne et une chronologie ou une date. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Cette chronologie de l'histoire de l'Allemagne nous donne les clés pour mieux comprendre l'histoire de l'Allemagne, l'histoire des peuples qui ont vécu ou vivent dans l'actuelle Allemagne. Le LZ 127 Graf Zeppelin survolant la colonne de la Victoire à Berlin, octobre 1928. Préh...

Science of determining the age of rocks, sediments and fossils An artistic depiction of the major events in the history of Earth Geochronology is the science of determining the age of rocks, fossils, and sediments using signatures inherent in the rocks themselves. Absolute geochronology can be accomplished through radioactive isotopes, whereas relative geochronology is provided by tools such as paleomagnetism and stable isotope ratios. By combining multiple geochronological (and biostratigrap...

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 Februari 2023. Orsidis singaporensis Klasifikasi ilmiah Kerajaan: Animalia Filum: Arthropoda Kelas: Insecta Ordo: Coleoptera Famili: Cerambycidae Genus: Orsidis Spesies: Orsidis singaporensis Orsidis singaporensis adalah spesies kumbang tanduk panjang yang tergolong...

For the municipality, see Suong Municipality. City in Tboung Khmum, CambodiaSuong សួងCitySuongLocation in CambodiaCoordinates: 11°55′0″N 105°39′0″E / 11.91667°N 105.65000°E / 11.91667; 105.65000Country CambodiaProvinceTboung KhmumMunicipalitySuongElevation29 m (29 ft)Population (2019)[1] • Total35,054Time zoneUTC+7 (ICT) Suong (Khmer: សួង, UNGEGN: Suŏng, ALA-LC: Suang [suəŋ]) is the capital and ...

I quattro settori e 75 gruppi dell'AVE:     Alpi Nord-orientali     Alpi Centro-orientali     Alpi Sud-orientali     Alpi Orientali Occidentali Alpenvereinseinteilung der Ostalpen (espressione in lingua tedesca che significa Classificazione delle Alpi Orientali secondo il Club Alpino), generalmente abbreviata in AVE è la classificazione delle Alpi Orientali di Franz Grassler pubblicata nel 198...

1979 single by Pink FloydDon't Leave Me NowB-side of Run Like HellSingle by Pink Floydfrom the album The Wall A-sideRun Like HellPublishedPink Floyd Music Publishers LtdReleased30 November 1979 (UK)8 December 1979 (US)RecordedApril–November 1979GenreProgressive rockLength4:08LabelHarvest (UK)Columbia (US)Songwriter(s)Roger WatersProducer(s) Bob Ezrin David Gilmour James Guthrie Roger Waters Don't Leave Me Now is a song by the English rock band Pink Floyd.[1] It appears on The Wall a...

Chemical compound TedatioxetineClinical dataOther namesLu AA24530; Lu-AA-24530ATC codenoneLegal statusLegal status Investigational Identifiers IUPAC name 4-{2-[(4-methylphenyl)sulfanyl]phenyl}piperidine CAS Number508233-95-2 YPubChem CID9878913ChemSpider8054590 YUNII5H681S8O3SKEGGD10170 NChemical and physical dataFormulaC18H21NSMolar mass283.43 g·mol−13D model (JSmol)Interactive image SMILES CC(C=C1)=CC=C1SC2=C(C3CCNCC3)C=CC=C2 InChI InChI=1S/C18H21NS/c1-14-6-8-16(9-7-1...

У этого термина существуют и другие значения, см. Коряки (село). Для термина «Коряк» см. также другие значения. Коряки Современное самоназвание нымыланы, чавчувены, алюторцы Численность и ареал Всего: 7953  Россия: 7485 (Всероссийская перепись 2021 г.)[1]  Камчатский кр...

American politician (1806–1884) George Washington JonesChairman of the House Democratic CaucusIn officeMarch 4, 1855 – March 3, 1857SpeakerNathaniel P. Banks (1856–1857)Preceded byEdson B. OldsSucceeded byGeorge S. Houston (1859)Member of the U.S. House of Representativesfrom TennesseeIn officeMarch 4, 1853 – March 3, 1859Preceded byWilliam Hawkins PolkSucceeded byJames Houston ThomasConstituency6th districtIn officeMarch 4, 1843 – March 3, 1853Preceded by...

American politician Solomon FootBrady-Handy Photograph Collection, Library of Congress, circa 1860United States Senatorfrom VermontIn officeMarch 4, 1851 – March 28, 1866Preceded bySamuel S. PhelpsSucceeded byGeorge F. EdmundsPresident pro tempore of the United States SenateIn officeFebruary 16, 1861 – April 13, 1864Preceded byBenjamin FitzpatrickSucceeded byDaniel ClarkChairman of the Joint Congressional Committee on Public Buildings and GroundsIn office1861–1866Preceded byJe...

Many of New Zealand's birds are endemic to the country, that is, they are not found in any other country. Approximately 71% of the bird species breeding in New Zealand before humans arrived are widely accepted as being endemic.[1] There is also a smaller group of species are not fully endemic, but are breeding endemic, in that they breed only in New Zealand, but migrate or range elsewhere. Population status symbols are those of the Red List published by the International Union for Co...

В Википедии есть статьи о других людях с фамилией Щукин. Щукин Марк Борисович Дата рождения 14 октября 1937(1937-10-14) Место рождения Ленинград, СССР Дата смерти 14 июля 2008(2008-07-14) (70 лет) Место смерти Санкт-Петербург, Россия Страна  СССР→ Россия Род деятельности архео...

Piermarco Cannarsa (Roma, 21 febbraio 1957) è un matematico italiano. I suoi interessi scientifici comprendono l'analisi funzionale, le equazioni alle derivate parziali e la teoria dei controlli. Insieme a Carlo Sinestrari ha scritto il primo testo che si è occupato sistematicamente ed esaurientemente delle funzioni semiconcave.[1] Indice 1 Biografia 1.1 Incarichi 2 Opere 3 Note 4 Collegamenti esterni Biografia Si è laureato in Matematica nel 1979 presso l'Università di Pisa essen...