Pantai Kondang Merak Pantai Kondang Merak Informasi Lokasi Pantai Kondang Merak, Bantur, Kabupaten Malang, Jawa Timur Negara Indonesia Biaya Rp.10.000 Jenis objek wisata Wisata pantai Fasilitas • Pantai pasir putih • Rumah makan • Tempat sampah • Kamar bilas/Toilet • Mushola • Spot foto • Area Camping Pantai Kondang Merak adalah sebuah pantai di pesisir selatan yang secara administratif berada di Desa Sumberbening, Kecamatan Bantur, Kabu...
CrailsheimThe Johanneskirche, built between 1398 and 1440, is one of the oldest buildings in Crailsheim Lambang kebesaranLetak Crailsheim di Schwäbisch Hall NegaraJermanNegara bagianBaden-WürttembergWilayahStuttgartKreisSchwäbisch HallSubdivisionsKota inti dan 8 distrikPemerintahan • Lord MayorRudolf Michl (SPD)Luas • Total109,08 km2 (4,212 sq mi)Ketinggian414 m (1,358 ft)Populasi (2012-12-31)[1] • Total32.417 ...
AugustówAugustów Comuna polonesa Símbolos Brasão de armas Localização País Polónia Voivodia Podláquia Powiat Augustów Tipologia gmina rural Características geográficas Área total 266,52 km² População total (2004) 6 697 hab. Densidade 25,1 hab./km² Matrículas de automóveis BAU TERYT 3202601022 Sítio http://www.gmina-augustow.home.pl/ Augustów (polaco: Gmina Augustów) é uma gminy (comuna) na Polónia, na voivodia de Podláquia e no...
Арнехамані Давньоєгипетський фараонПравління 220—215 до н.е.Попередник Шесепанхенамон СетепенраНаступник Аркамані II Титульні імена Тронне ім'я (преномен): Хепер-ка-раТой, хто є проявом ка Ра Власне ім'я (номен): Арнехамані Ім'я Гора: Канахт Мері-маатСильний бик, ...
Swedish preacher and author Carl Olof RoseniusBorn(1816-02-03)February 3, 1816Nysätra, Västerbotten, SwedenDiedFebruary 24, 1868(1868-02-24) (aged 52)Stockholm, SwedenBurial placeSt. John's Cemetery, StockholmOccupation(s)preacher author editorKnown forNyevangelism movementSpouse Agatha Lindberg (m. 1843)Children7, including Elisabeth Nyström [sv] (born 1848) Paul Josef Rosenius (born 1853) Carl Olof Rosenius (February 3, 1816 – F...
Head of state and head of government of Ghana President of theRepublic of GhanaPresidential Seal of GhanaPresidential Standard of GhanaIncumbentNana Akufo-Addosince 7 January 2017StyleHis/Her ExcellencyTypeHead of stateHead of governmentResidenceJubilee HouseTerm lengthFour years, renewable onceInaugural holderKwame NkrumahRepublic establishedJerry RawlingsCurrent ConstitutionFormationRepublic Day1 July 19601992 Constitution15 May 1992DeputyVice-President of GhanaSalary934,800 Ghanaian c...
1990 single by Crowded HouseI Feel PossessedSingle by Crowded Housefrom the album Temple of Low Men Released29 January 1990[1]RecordedCapitol Recording StudiosSunset Sound Factory, Los AngelesGenreRockPopLength3:47LabelCapitolSongwriter(s)Neil FinnProducer(s)Mitchell FroomCrowded House singles chronology Sister Madly (1989) I Feel Possessed (1990) Chocolate Cake (1991) I Feel Possessed is a rock song written by Neil Finn and performed by Australian band Crowded House for their album T...
Ice rink in Fraser, Michigan, U.S. Big Boy ArenaBig Boy ArenaLocation within MichiganShow map of MichiganBig Boy ArenaLocation within the United StatesShow map of the United StatesFormer namesFraser Hockeyland (2013-2021)Great Lakes Sports City (2001-2013)Address34400 Utica RdLocationFraser, MichiganCapacity8,000SurfaceIceTenantsDetroit Lightining (CEHL) (2001–2004)Motor City Mechanics (UHL) (2004–2006)Detroit Dragons (AAHL) (2008–2009)Detroit Hitmen (AAHL) (2009)Metro Jets ...
Layers of Pascal's pyramid derived from coefficients in an upside-down ternary plot of the terms in the expansions of the powers of a trinomial – the number of terms is clearly a triangular number In mathematics, a trinomial expansion is the expansion of a power of a sum of three terms into monomials. The expansion is given by ( a + b + c ) n = ∑ i , j , k i + j + k = n ( n i , j , k ) a i b j c k , {\displaystyle (a+b+c)^{n}=\sum _{{i,j,k} \atop {i+j+k=n}}{n \choose i,j,k}\,a^{i...
Stasiun Karangjati KS07 Stasiun Karangjati, 2019LokasiMojoagung, Karangrayung, Grobogan, Jawa TengahIndonesiaKetinggian+23 mOperatorKereta Api IndonesiaDaerah Operasi IV SemarangLetak dari pangkalkm 44+022 lintas Semarang Tawang-Brumbung-Gambringan[1]Jumlah peronSatu peron sisi yang rendahJumlah jalur4 (jalur 2 dan 3: sepur lurus)Informasi lainKode stasiunKGT2614[2]KlasifikasiIII/kecil[2]Operasi layananKedung Sepur Stasiun sebelumnya Layanan lokal/komuter Stasiun berik...
This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: The Tender Hook – news · newspapers · books · scholar · JSTOR (April 2008) (Learn how and when to remove this template message) 2008 Australian filmThe Tender HookTheatrical posterDirected byJonathan OgilvieWritten byJonathan OgilvieProduced by Michelle Harriso...
A concept in stellarator physics A flux surface of Wendelstein 7-X (yellow), a magnetic field line on that flux surface (green), and the coils needed to generate the magnetic field (blue). Wendelstein 7-X is designed to be nearly omnigenous. Omnigeneity (sometimes also called omnigenity) is a property of a magnetic field inside a magnetic confinement fusion reactor. Such a magnetic field is called omnigenous if the path a single particle takes does not drift radially inwards or outwards on av...
Didik SetiyonoInformasi pribadiLahir2 Mei 1964 (umur 59)Nganjuk, Jawa TimurAlma materAkademi Angkatan Laut (1987)Karier militerPihak IndonesiaDinas/cabang TNI Angkatan LautMasa dinas1987—2022Pangkat Laksamana Muda TNINRP8898/PSatuanKorps PelautSunting kotak info • L • B Laksamana Muda TNI (Purn.) Didik Setiyono, S.E., M.M., M.Tr. Opsla (lahir 2 Mei 1964) adalah seorang Purnawirawan TNI-AL yang terakhir menjabat sebagai Tenaga Ahli Pengkaji Bidang Sismennas Lemha...
Democratic caucus in the 2000 election Main article: 2000 Democratic Party presidential primaries 2000 Iowa Democratic presidential caucuses ← 1992 January 24th, 2000 2004 → NH →57 Democratic National Convention delegates (47 pledged; 10 unpledged)The number of pledged delegates won is determined by the number of state delegate equivalents (SDEs) won[a] Candidate Al Gore Bill Bradley Home state Tennessee New Jersey Delegate count 29 18...
2013 studio album by Foy VanceJoy of NothingStudio album by Foy VanceReleased26 August 2013 (2013-08-26)Recorded2013 in Donegal, IrelandGenreAlternative rockfolk rockLength41:22LabelGlassnote[1]ProducerMichael KeeneyFoy Vance chronology The Melrose EP(2012) Joy of Nothing(2013) The Wild Swan(2016) Singles from Joy of Nothing Joy of NothingReleased: 25 February 2013 JaneyReleased: 10 June 2013 Professional ratingsReview scoresSourceRatingAllMusic[2]The Ir...
Sovereign MerciaMerged intoFrisian AllianceFormation2008 (2008)Dissolved2019 (2019)TypeActivism, NeopaganismRegion English MidlandsWebsitesovereignmercia.webs.com Sovereign Mercia was an organisation that campaigned to establish a sovereign Mercian state in the English Midlands, and generally promoted the culture and identity of the region.[1] Sovereign Mercia recognised the traditional Saint Alban's Cross charged with the white, double-headed Eagle of Leofric as the Me...
Beato Bonaventura da Potenza Presbitero NascitaPotenza, 4 gennaio 1651 MorteRavello, 26 ottobre 1711 (60 anni) Venerato daChiesa cattolica Beatificazioneda papa Pio VI nel 1775 Santuario principalea Ravello Ricorrenza26 ottobre Manuale Bonaventura da Potenza, al secolo Carlo Antonio Gerardo Lavanga (Potenza, 1651 – Ravello, 26 ottobre 1711), è stato un presbitero italiano dell'Ordine dei frati minori conventuali. È stato beatificato da papa Pio VI nel 1775. Indice 1 Biogra...
De gravitatiewet van Newton De gravitatiewet van Isaac Newton is een natuurwet, die de aantrekking door de zwaartekracht tussen voorwerpen beschrijft. Deze wet staat in Newtons werk Philosophiae Naturalis Principia Mathematica dat hij publiceerde op 5 juli 1687:[1] Elke puntmassa oefent een kracht uit op elke andere puntmassa. Deze kracht is gericht langs de lijn die beide punten verbindt en is evenredig met het product van de massa's en is omgekeerd evenredig met het kwadraat van de ...