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Ja MorantMorant bersama Memphis Grizzlies pada tahun 2021No. 12 – Memphis GrizzliesPosisiPoint guardLigaNBAInformasi pribadiLahir10 Agustus 1999 (umur 24)Dalzell, South Carolina, A.S.Tinggi6 ft 2 in (1,88 m)Berat170 pon (77 kg)Informasi karierSekolah menengah atasCrestwoodPerguruan tinggiMurray StateDraf NBA2019 / Babak: 1 / Urutan pemilihan: ke-2 secara keseluruhanDipilih oleh Memphis GrizzliesKarier bermain2019–sekarang–sekarangRiwayat karier2019�...
Messier 86M86 by Hubble Space Telescope Kredit: NASA/STScI/WikiSkyData pengamatan (J2000 epos)Rasi bintangVirgoAsensio rekta 12j 26m 11.7d[1]Deklinasi +12° 56′ 46″[1]Pergeseran merah-0.000814 ± 0.000017 (-244 ± 5 km/s)[1]Jarak52 ± 3 Mly (15.9 ± 1.0 Mpc)[2]Magnitudo semu (V)8.9[1]Ciri-ciriJenisS0(3)/E3[1]Ukuran semu (V)8′.9 × 5′.8[1]Ciri-ciri pentingdisplays a rare blue shiftPenamaan l...
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 relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Episcopal High School Alexandria, Virginia – news · newspapers · books · scholar · JSTOR (March 2017) (Learn how and when to remove this template me...
Probability density of electrons being somewhere This article is about the quantum mechanical probability density of an electron. For the number density of electrons in a plasma, also called electron density, see Plasma (physics). Electron density or electronic density is the measure of the probability of an electron being present at an infinitesimal element of space surrounding any given point. It is a scalar quantity depending upon three spatial variables and is typically denoted as either ...
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's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (November 2013) This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. ...
Jakartasentrisme atau Jakartasentris adalah istilah untuk menyebut dominasi budaya, ekonomi dan politik Jakarta terhadap wilayah-wilayah lain di Indonesia. Gagasan Jakartasentrisme mulanya muncul sebagai salah satu permasalahan jurnalisme di Indonesia. Media massa cenderung memberitakan dan menampilkan apa yang terjadi di Jakarta dan karakteristik demografi Jakarta sehingga permasalahan-permasalahan dan masyarakat dari luar kelompok itu tidak mendapatkan perhatian. Kawasan sosial dan budaya J...
Swedish canoe racer (1942–2021) Gunnar UtterbergGunnar Utterberg competing for Sweden in 1964Personal informationBorn(1942-11-28)28 November 1942Jönköping, SwedenDied12 September 2021(2021-09-12) (aged 78)Height1.82 m (6 ft 0 in)Weight69 kg (152 lb)SportSportCanoe racingClubNyköpings Kanotklubb Medal record Representing Sweden Olympic Games 1964 Tokyo K-2 1000 m Canoe Sprint European Championships 1967 Duisburg K-2 1000 m 1967 Duisburg K-2 10000 m 1969...
United States Air Force general Robert D. KnappRobert D. Knapp with Airco DH.4 bomber, ca. 1920Born(1897-12-26)December 26, 1897Moreland, GeorgiaDiedApril 25, 1994(1994-04-25) (aged 96)BuriedArlington National CemeteryAllegiance United States of AmericaService/branchUnited States Air ForceYears of service1918–1953RankBrigadier GeneralCommands heldAir Corps Primary Flying School, Brooks Field44th Observation Squadron7th Observation Squadron321st Bombardment Group57th Bomb WingBattl...
Videos recorded by Jay-Z This article is about videos recorded by Jay-Z. For albums recorded by Jay-Z, see Jay-Z albums discography. For songs recorded by Jay-Z, see Jay-Z songs discography. Jay-Z in 2003 This is the videography for American rapper Jay-Z. They often involve him performing. As lead artist List of music videos as lead artist, showing year released and director Title Year Director(s) I Can't Get Wid Dat 1994 Abdul Malik Abbott[1] In My Lifetime 1995 In My Lifetime (Remix...
Projection on sole of shoe This article is about the protrusions on the soles of certain shoes. For the shoe itself, see football boot. This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (October 2019) (Learn how and when to remove this message) Football boots have studs on their soles Cleats or studs are protrusions on the sole of a shoe or on an external attach...
American actor and comedian David KoechnerKoechner in 2013BornDavid Michael Koechner (1962-08-24) August 24, 1962 (age 61)Tipton, Missouri, U.S.Occupation(s)Actor, comedianYears active1986–present[1]Spouse Leigh Koechner (m. 1998; sep. 2020)Children5 David Michael Koechner (/ˈkɛknər/ KEK-nər;[2] born August 24, 1962) is an American actor and comedian. He is best known for playing roles such as Champ Kind in th...
Former railway station in Wales Llanerch-Ayron HaltRenovated station building near LlanerchaeronGeneral informationLocationCeredigionWalesCoordinates52°13′03″N 4°13′58″W / 52.2174°N 4.2328°W / 52.2174; -4.2328Grid referenceSN475600Platforms1Other informationStatusDisusedHistoryOriginal companyLampeter, Aberayron and New Quay Light RailwayPre-groupingLampeter, Aberayron and New Quay Light RailwayPost-groupingGreat Western RailwayKey dates2 October 1911Statio...
Gaffurius, Theorica musicae (1492): Pythagoras exploring harmony and ratio with various musical instruments According to legend, Pythagoras discovered the foundations of musical tuning by listening to the sounds of four blacksmith's hammers, which produced consonance and dissonance when they were struck simultaneously. According to Nicomachus in his 2nd-century CE Enchiridion harmonices,[1] Pythagoras noticed that hammer A produced consonance with hammer B when they were struck togeth...
2px solid red; error:colour</ includeonly> 2px solid red; error:colour</ includeonly> colspan=2 | Kucingan colspan=2 | Klasifikasi ilmiah Kerajaan: Plantae Klad: Tracheophyta Klad: Angiospermae Klad: Eudikotil Klad: Asterid Ordo: Lamiales Famili: Lamiaceae Genus: Nepeta Spesies: N. cataria colspan=2 | Nama binomial Nepeta catariaL. Nepeta cataria, umumnya dikenal sebagai kucingan, catnip, catswort, atau catmint, adalah spesies dari genus Nepeta dalam keluarga Lamiaceae, tana...
Vedic storm and wind deity; epithet of Shiva For other uses, see Rudra (disambiguation). Not to be confused with Rudras. RudraGod of Auspiciousness, the Wind, Death, Destruction, Time, and AnimalsRudra, from an 18th-century Assamese manuscript Ananda Patani.AffiliationShiva, Vayu, DevaMantraMahamrityunjaya MantraOm Namo Bhagavate RudrayaWeaponsBow and Arrow, TrishulaTextsShri Rudram, Rig Veda Rudra (/ˈrʊdrə/; Sanskrit: रुद्र) is a Rigvedic deity associated with Shiva, the wind or...
County subdivision of Sussex, England For other meanings of the word, see Rape (disambiguation).RapeMap of Sussex in 1832, showing the six rapesCategoryCounty subdivisionLocationSussexCreatedSaxon period (pre-1066)Rape of Bramber (by 1086)Rape of Chichester (by 1275)Number6Populations30,113 (Rape of Bramber) (1831) – 71,921 (Rape of Lewes) (1831)[1]Areas116,650 acres (472.1 km2) (Rape of Bramber) – 228,930 acres (926.4 km2) (Rape of Pevensey)[1] A rape is a tradi...
Ayub 25Kitab Ayub lengkap pada Kodeks Leningrad, dibuat tahun 1008.KitabKitab AyubKategoriKetuvimBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen18← pasal 24 pasal 26 → Ayub 25 (disingkat Ayb 25) adalah bagian dari Kitab Ayub di Alkitab Ibrani dan Perjanjian Lama dalam Alkitab Kristen. Kitab ini menceritakan riwayat Ayub, seorang yang saleh, dan pencobaan yang dialaminya.[1][2] Teks Naskah sumber utama: Masoretik, Septuaginta dan Naskah Laut Mati. Pas...
この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。 出典を追加して記事の信頼性向上にご協力ください。（このテンプレートの使い方）出典検索?: 木下氏 – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL (2017年5月) この記事で示されている出典について、該当する記�...
لمعانٍ أخرى، طالع فورست بارك (توضيح). فورست بارك الإحداثيات 33°37′11″N 84°21′57″W / 33.6197°N 84.3658°W / 33.6197; -84.3658 [1] تقسيم إداري البلد الولايات المتحدة[2] التقسيم الأعلى مقاطعة كلايتون خصائص جغرافية المساحة 24.185457 كيلومتر مربع24.182436 كي...
Это личная страница участника русской Википедии. Это не энциклопедическая статья. Если вы видите эту страницу не на сайте русской Википедии (ru.wikipedia.org или ru.m.wikipedia.org), то вы просматриваете зеркало сайта. Это означает, что эта страница могла устареть, и человек, которому пр�...