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Salah satu contoh generasi prosedural, di sini digunakan untuk menghasilkan model pohon yang tampak realistis. Model yang berbeda dapat dihasilkan dengan mengubah parameter deterministik dan seed acak. Dalam komputasi, generasi prosedural adalah metode untuk membuat data secara algoritmik dan bukan secara manual, biasanya melalui kombinasi aset dan algoritma yang dihasilkan manusia ditambah dengan keacakan yang dihasilkan komputer dan kekuatan pemrosesan. Dalam grafika komputer, biasanya digu...

Untuk Tokoh Dinasti kedelapan belas lainnya dengan nama yang mirip, lihat Amenhotep disebut Huy dan Amenhotep-Huy. Patung balok Amenhotep, ditemukan di Abydos. British Museum. Amenhotep (Huy) adalah pelayan tinggi Memphis di bawah Amenhotep III pada Dinasti kedelapan belas Mesir. Dengan gelar ini dia adalah salah satu pejabat tertinggi di istana. Keluarga Prasasti menggambarkan Amenhotep dan putranya Ipy. Kedua Pelayan Memphis Amenhotep, dengan nama panggilan Huy, adalah anggota keluarga berp...

Relief ukir Azizos Allat) mengendarai seekor unta arab, dari kawasan Tell Halaf dan Harran (abad ke-1 sampai ke-3 Masehi) Dalam mitologi Syam kuno, Azizos atau Aziz adalah dewa bintang fajar Arab Tadmur.[1] Ia digambarkan mengendarai seekor unta dengan saudara kembarnya Arsu, meskipun sebuah sumber menyatakan bahwa Azizos digambarkan sebagai pengendara kuda, sementara Arşu adalah pengendara unta.[2] Referensi ^ Drijvers, H. J. W. (2015). Cults and Beliefs at Edessa. Brill Pub...

Rumah SakitUniversitas IndonesiaGeografiLokasiJalan Prof. dr. Bahder Djohan №1, Pondokcina, Kec. Beji, Kota Depok, Jawa Barat, IndonesiaOrganisasiAsuransi kesehatanBPJS KesehatanPendanaanRumah sakit pendidikanJenisRumah sakit umumJaringanAsosiasi Rumah Sakit Perguruan Tinggi Negeri (ARSPTN)PelayananStandar pelayanan (tingkat paripurna)berlaku sampai 8 Juni 2023 [1] Ranjang pasien300 tempat tidur[2]SejarahDibuka13 Februari 2019; 5 tahun lalu (2019-02-13) Rumah Sakit Univ...

American paranormal reality television series This article is about the American television series. For the British Discovery Channel series, see Ghosthunters (TV series). Ghost HuntersTitle card used in seasons 5 and 6 of Ghost Hunters, depicting Race Rock Light, which was investigated during season 1.GenreParanormalReality televisionDocumentaryStarringJason Hawes (2004–16; 2021–present) Grant Wilson (2004–12; 2019–2020)Steve Gonsalves (2004–16; 2021–present)Dave Tango (2005–16...

Cycling race 2015 Vuelta a Burgos2015 UCI Europe TourRace detailsDates4 August – 8 AugustStages5← 2014 2016 → The 2015 Vuelta a Burgos was a men's road bicycle race which was held from 4 August to 8 August 2015. It was the 37th edition of the stage race, which was established in 1946. The race was rated as a 2.HC event and forms part of the 2015 UCI Europe Tour. The race was made up of five stages and was won by Rein Taaramäe of Astana.[1] Teams A total of 11 ...

Aaron Lennon Informasi pribadiNama lengkap Aaron Justin Lennon[1]Tanggal lahir 16 April 1987 (umur 37)Tempat lahir Chapeltown, Leeds, InggrisTinggi 165 m (541 ft 4 in)[2]Posisi bermain Gelandang SayapInformasi klubKlub saat ini BurnleyNomor 25Karier junior2001–2003 Leeds UnitedKarier senior*Tahun Tim Tampil (Gol)2003–2005 Leeds United 38 (1)2005–2015 Tottenham Hotspur 267 (26)2015 → Everton (pinjaman) 2 (0)2015–2018 Everton 51 (5)2018– Burnley ...

Women's 400 metres T37at the XVI Paralympic GamesVenueTokyo National StadiumDates31 August 2021Competitors8 from 5 nationsMedalists Jiang Fenfen  China Nataliia Kobzar  Ukraine Sheryl James  South Africa←2016 Athletics at the2020 Summer ParalympicsTrack events100 mmenwomen200 mmenwomen400 mmenwomen800 mmenwomen1500 mmenwomen5000 mmenwomen4×100 m relaymixedRoad eventsMarathonmenwomenField eventsLong jumpmenwomenHigh jumpmenShot putmenwomenDiscus throwmenwomenJaveli...

Ottawa war chief and principal political chief Egushawa (c. 1726 – March 1796), also spelled Egouch-e-ouay, Agushaway, Agashawa, Gushgushagwa, Negushwa, and many other variants, was a war chief and principal political chief of the Ottawa tribe of North American Indians. His name is loosely translated as The Gatherer or Brings Together (c.f. Ojibwe agwazhe'waa, to quilt something(s); to blanket someone(s)). He was a prominent leader among the Detroit Ottawa, a prominent group in southeas...

此条目序言章节没有充分总结全文内容要点。 (2019年3月21日)请考虑扩充序言，清晰概述条目所有重點。请在条目的讨论页讨论此问题。 哈萨克斯坦總統哈薩克總統旗現任Қасым-Жомарт Кемелұлы Тоқаев卡瑟姆若马尔特·托卡耶夫自2019年3月20日在任任期7年首任努尔苏丹·纳扎尔巴耶夫设立1990年4月24日（哈薩克蘇維埃社會主義共和國總統） 哈萨克斯坦 哈萨克斯坦政府...

الشيخ  عبد اللطيف بن عبد الرحمن الملا معلومات شخصية الميلاد 12 نوفمبر 1853   الكوت  الوفاة 31 يناير 1921 (67 سنة)   الكوت  مواطنة الدولة السعودية الثانية (1853–1891) إمارة نجد والأحساء (1913–1921)  الديانة الإسلام[1]،  وأهل السنة والجماعة[1]  الحياة العملية التلا�...

Politics of New Zealand Constitution The Crown Monarch King Charles III Governor-General (list) Cindy Kiro Realm of New Zealand Executive government List of governments (current) Cabinet Ministers Prime Minister (list) Christopher Luxon Executive Council State services departments Legislature54th New Zealand Parliament King-in-Parliament House of Representatives Speaker: Gerry Brownlee Official Opposition Elections Political parties Electorates Electoral system Electoral reform Electora...

American Jewish rabbi Joseph TelushkinBorn1948 (age 75–76)United StatesOccupationRabbi, writer, lecturerGenreJudaism, ethics Joseph Telushkin (born 1948) is an American rabbi. He has authored more than 15 books,[1] including volumes about Jewish ethics, Jewish literacy, as well as the book Rebbe, a New York Times bestseller released in June 2014.[2] Biography Telushkin was raised in Brooklyn and attended the Yeshivah of Flatbush. He was ordained at Yeshiva Universit...

Об обычаях других народов см. Свадебные обряды. А. П. Рябушкин, «Крестьянская свадьба в Тамбовской губернии» (1880) Русские свадебные обряды — система традиционных обрядов, сопровождающих заключение брака. Является важнейшим элементом русской культуры. У рус�...

Detective Chinatown 2Poster rilis teatrikalNama lainTionghoa唐人街探案 2MandarinTángrénjiē tàn àn SutradaraChen SichengProduserChen SengoiEileen Ling GongSun TaoWang HaipengLing HongShawn Xiang YueJohn Zheng[1]Ditulis olehChen SichengPemeran Wang Baoqiang Liu Haoran Penata musikNathan WangSinematograferJie DuPerusahaanproduksi MM2 Entertainment Wanda Pictures Wuzhou Film Distribution Distributor CMC Pictures Holdings (Australia) Golden Village Pictures (Singapura...

2013 Massachusetts's 5th congressional district special election ← 2012 December 10, 2013 2014 → Massachusetts's 5th congressional district   Nominee Katherine Clark Frank Addivinola Party Democratic Republican Popular vote 40,172 19,319 Percentage 65.8% 31.5% Municipality results Clark:      50–60%      60–70%      70–80%      >90% Addivinola:  &#...

Disambiguazione – Se stai cercando altri significati, vedi Pets (disambigua). Petsserie TV d'animazione Hamish e Trevor Lingua orig.inglese PaeseRegno Unito AutoreAndrew Barclay, Brian West RegiaMike Stephens StudioFit2Fill Productions Limited ReteChannel 4 1ª TV5 maggio 2001 – 2002 Episodi26 (completa) Durata ep.11 min Rete it.MTV 1ª TV it.18 ottobre 2002 – 2003 Generesitcom Pets è una sitcom britannica del 2001,...

A questa voce o sezione va aggiunto il template sinottico {{Scuderia motoristica}} Puoi aggiungere e riempire il template secondo le istruzioni e poi rimuovere questo avviso. Se non sei in grado di riempirlo in buona parte, non fare nulla; non inserire template vuoti. La TOM'S Co., Ltd (株式会社トムス?, Kabushiki-gaisha Tomusu) è un'azienda automobilistica giapponese che svolge la funzione di preparatore di vetture sportive per la Toyota e la Lexus. Il nome è un ...

American astronaut and marine biologist Jessica MeirBornJessica Ulrika Meir (1977-07-01) July 1, 1977 (age 47)Caribou, Maine, U.S.CitizenshipUnited StatesSwedenEducationBrown University (BS)International Space University (MS)University of California, San Diego (PhD)Space careerNASA astronautTime in space204d 15h 19mSelectionNASA Group 21 (2013)Total EVAs3Total EVA time21h 44mMissionsSoyuz MS-15 (Expedition 61/62)Mission insignia Scientific careerFieldsMarine biologycomparative physiology...

Exponentielle Abnahme einer Größe vom anfänglichen Wert N {\displaystyle N} mit der Zeit t {\displaystyle t} . Die Kurve folgt der Gleichung N ( t ) = N ⋅ e − t ⋅ ln ⁡ ( 2 ) / T 1 / 2 {\displaystyle N(t)=N\cdot \mathrm {e} ^{-t\cdot \ln(2)/T_{1/2}}} . N {\displaystyle N} kann z. B. die anfängliche Zahl von radioaktiven Atomkernen in einer Probe sein. Die Halbwertszeit oder Halbwertzeit[1] (abgekürzt HWZ, Formelzeichen meist T 1 / 2 {\displaystyle ...