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Erick HariyonaBiografiKelahiran23 Oktober 1982 (41 tahun)Data pribadiKelompok etnikOrang Minangkabau AgamaIslam KegiatanPekerjaanPolitikus dan pengusaha Partai politikPartai Persatuan Pembangunan KeluargaOrang tuaHariadi , Emma Yohanna SaudaraNikki Lauda Haryona Erick Hariyona (lahir 23 Oktober 1982) adalah seorang pengusaha, politikus, dan aktivis organisasi kepemudaan Indonesia. Sebagai pengusaha, ia memimpin PT Swarnadwipa Jaya Konstruksi yang bergerak di bidang konstruksi, properti, ...
.bhDiperkenalkan1 Februari 1994Jenis TLDTLD kode negara InternetStatusAktifRegistriTelecommunications Regulatory Authority of BahrainSponsorTelecommunications Regulatory Authority of BahrainPemakaian yang diinginkanEntitas yang terhubung dengan BahrainPemakaian aktualDigunakan di BahrainPembatasanHarus memiliki binsis yang terdaftar di BahrainStrukturRegistrasi tersedia di tingkat keduaSitus webTRA.bh adalah top-level domain kode negara Internet untuk Bahrain. Lihat pula Top Level Domai...
KaimanaDistrikKaimanaPeta lokasi Distrik KaimanaTampilkan peta Maluku dan PapuaKaimanaKaimana (Indonesia)Tampilkan peta IndonesiaKoordinat: 3°30′26″S 134°02′29″E / 3.507269°S 134.041321°E / -3.507269; 134.041321Negara IndonesiaProvinsiPapua BaratKabupatenKaimanaPopulasi (2021)[1] • Total44.676 jiwa • Kepadatan13,00/km2 (33,7/sq mi)Kode pos98654Kode Kemendagri92.08.01 Kode BPS9102030 Luas3.655,00 km²Kampung/kel...
2018 single by LenaThank YouSingle by Lenafrom the album Only Love, L Released16 November 2018Recorded2017GenrePopLength3:14LabelUniversal Music GroupSongwriter(s) Beatgees Fraser T. Smith Janee Bennett Jessica Glynne Meyer-Landrut Simon Triebel Lena singles chronology If I Wasn't Your Daughter (2017) Thank You (2018) Don't Lie to Me (2019) Thank You is a song performed by German singer Lena Meyer-Landrut. The song was released as a digital download on 16 November 2018 as the lead single from...
追晉陸軍二級上將趙家驤將軍个人资料出生1910年 大清河南省衛輝府汲縣逝世1958年8月23日(1958歲—08—23)(47—48歲) † 中華民國福建省金門縣国籍 中華民國政党 中國國民黨获奖 青天白日勳章(追贈)军事背景效忠 中華民國服役 國民革命軍 中華民國陸軍服役时间1924年-1958年军衔 二級上將 (追晉)部队四十七師指挥東北剿匪總司令部參謀長陸軍�...
Feature of Richard Nixon's foreign policy The theory was an important part of Nixon's foreign policy The madman theory is a political theory commonly associated with the foreign policy of U.S. President Richard Nixon and his administration, who tried to make the leaders of hostile Communist Bloc nations think Nixon was irrational and volatile so that they would avoid provoking the U.S. in fear of an unpredictable response.[1] Some international relations scholars have been skeptical o...
اليمن الجمهورية اليمنية اليمنعلم اليمن اليمنشعار اليمن موقع اليمن باللون الأحمر في جنوب غرب شبه الجزيرة العربية الشعار الوطنيالله، الوطن، الثورة، الوحدة النشيد: رددي أيتها الدنيا نشيدي الأرض والسكان إحداثيات 15°30′N 48°00′E / 15.5°N 48°E / 15.5; 48 [1] أعلى ق�...
Furoshiki sebagai bungkusan untuk hadiah (2007) Sebuah rancangan furoshiki karya Friedensreich Hundertwasser Dua bento buatan rumah dengan bungkusan furoshiki Botol wine dengan bungkusan furoshiki Furoshiki (風呂敷) adalah sebuah jenis alat pembungkus Jepang yang biasanya dipakai untuk membawa busana, hadiah atau barang lainnya. Sejarah Meskipun diyakini telah ada sejak pertengahan zaman Nara, namanya berasal dari praktik zaman Edo yang memakaikannya untuk membungkus pakaian saat berada di...
فهد بن عبد الله تونسي رئيس مجلس إدارة المركز الوطني لقياس أداء الأجهزة العامة تولى المنصب17 مايو 2022 مستشار في الديوان الملكي بمرتبة وزير تولى المنصب27 ديسمبر 2018 معلومات شخصية الجنسية السعودية الحياة العملية المدرسة الأم كلية كينجز لندن (التخصص:اقتصاد مالي) (الشهادة:دكتو...
Geological process of stretching planet crust Extensional tectonics is concerned with the structures formed by, and the tectonic processes associated with, the stretching of a planetary body's crust or lithosphere. Deformation styles The types of structure and the geometries formed depend on the amount of stretching involved. Stretching is generally measured using the parameter β, known as the beta factor, where β = t 1 t 0 , {\displaystyle \beta ={\frac {t_{1}}{t_{0}}}\,,} t0 is ...
Indian mohan veena player Vishwa Mohan BhattBhatt in 2017Background informationAlso known asV. M. BhattOriginJaipur, Rajasthan, IndiaGenresIndian classical musicOccupation(s)MusicianInstrument(s)Mohan veenaguitarYears active1965–presentWebsitewww.vishwamohanbhatt.comMusical artist Vishwa Mohan Bhatt,[1] known professionally as V. M. Bhatt, is an Indian Hindustani classical music instrumentalist who plays the Mohan veena (slide guitar).[2][3][4] Personal l...
AmblygoniteGeneralCategoryPhosphate mineralsFormula(repeating unit)(Li,Na)AlPO4(F,OH)IMA symbolAby[1]Strunz classification8.BB.05Crystal systemTriclinicCrystal classPinacoidal (1) (same H-M symbol)Space groupC1IdentificationColorGenerally white or creamy, but can also be colorless or pale yellow, green, blue, beige, gray, brown or pink.Crystal habitPrismatic to columnar formTwinningMicroscopic polysynthetic twinning commonCleavage[100] Perfect, [110] good, [011] distinctFractureIrregu...
Carle Vernet; potret karya Robert Lefevre Antoine Charles Horace Vernet alias Carle Vernet atau Charlot (14 Agustus 1758 – 17 November 1836) adalah seorang pelukis asal Prancis. Ia adalah anak bungsu dari seorang pelukis lanskap Claude Joseph Vernet, dan ayah dari Horace Vernet.[1] Ia pernah melukis pertempuran Napoleon I dan melukiskan subjek-subjek olahraga, terutama kuda, untuk Raja Louis XVIII.[2] Biografi The Pertempuran Wagram; dilukis oleh Carle Vernet d...
У этого термина существуют и другие значения, см. 29-я дивизия.У этого термина существуют и другие значения, см. 29-я пехотная дивизия. 29-я пехотная дивизия Годы существования 1863 — 1918 Страна Российская империя Подчинение начальнику дивизии Входит в 20-й армейский корпус Т�...
2002 United States Senate election in West Virginia ← 1996 November 5, 2002 2008 → Nominee Jay Rockefeller Jay Wolfe Party Democratic Republican Popular vote 275,281 160,902 Percentage 63.11% 36.89% County resultsRockefeller: 50–60% 60–70% 70–80% 80–90%Wolfe: 50–60% 60–...
103 Masjid Agung Halte TransjakartaHalte Masjid Agung, 2022.LetakKotaJakarta SelatanDesa/kelurahanSelong, Kebayoran BaruKodepos12110AlamatJalan SisingamangarajaKoordinat6°14′07″S 106°47′54″E / 6.2352°S 106.7984°E / -6.2352; 106.7984Desain HalteStruktur BRT, median jalan bebas 1 tengah Pintu masukMelalui jembatan penyeberangan di depan Masjid Al-AzharGerbang tarifYaAksesFasilitas SepedaYa (Arah Kota)Informasi lainPemilikPT Transportasi JakartaNama...
11º torneo olimpico di pallacanestroLos Angeles 1984Informazioni generaliSport Pallacanestro EdizioneGiochi della XXIII Olimpiade Paese ospitante Stati Uniti CittàLos Angeles Periododal 29 luglio 1984 al 10 agosto 1984 Nazionali maschili12 Nazionali femminili6 Incontri disputati63 (46+17) Classifica finale maschile Vincitore Stati Uniti Secondo Spagna Terzo Jugoslavia Classifica finale femminile Vincitore Stati Uniti Secondo Corea del Sud Ter...
Bataille de Bergzabern Informations générales Date 3 octobre 1793 Lieu Bergzabern Issue Victoire prussienne Belligérants République française Royaume de Prusse Armée des émigrés Première CoalitionBatailles Guerre de la Coalition Porrentruy (04-1792) Marquain (04-1792) 1er Quiévrain (04-1792) Longwy (08-1792) Verdun (08-1792) Thionville (08-1792) La Croix-aux-Bois (09-1792) Valmy (09-1792) Nice (09-1792) Lille (09-1792) Villefranche-sur-Mer (09-1792) 1er Mayence (10-1792) Jema...
Assault rifle IMBEL MD-2 The IMBEL MD-2 rifleTypeAssault riflePlace of originBrazilService historyUsed byBrazilian Army, Brazilian Navy, Brazilian Military Police, Battalion of Special Operations, Batalhão de Operações Policiais Especiais and National Force (Brazil)[citation needed]Production historyDesigned1983ManufacturerIMBELProduced1985 -VariantsMD-1, MD-2, MD-3 and MD-4SpecificationsMass4.40 kg (9 lb 10 oz)Length1,010 mm (39.8 in) (stock extended);764 mm (30.1 i...
Geometrical concept Not to be confused with Cavalieri's quadrature formula. This file represents the Cavalieri's Principle in action: if you have the same set of cross sections that only differ by a horizontal translation, you will get the same volume. In geometry, Cavalieri's principle, a modern implementation of the method of indivisibles, named after Bonaventura Cavalieri, is as follows:[1] 2-dimensional case: Suppose two regions in a plane are included between two parallel lines i...