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ImagawayakiSajianKueTempat asalJepangBahan utamaadonan panekuk, selai kacang merahSunting kotak info • L • BBantuan penggunaan templat ini  Media: Imagawayaki Imagawayaki (kaitenyaki) sedang dipanggang di toko Gozasōrō, Sannomiya, Kobe. Imagawayaki (今川焼きcode: ja is deprecated ) adalah kue Jepang berisi selai kacang merah. Adonan kue berbentuk cair, dibuat dari campuran terigu, telur, gula, dan air. Imagawayaki dipanggang di atas loyang tembaga yang memiliki luban…

This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help to improve this article by introducing more precise citations. (January 2013) (Learn how and when to remove this template message) Wheeled all-terrain vehicle VBL Gladiador TypeWheeled all-terrain vehiclePlace of origin BrazilSpecificationsMass3.5tLength3.80 m (4.00 m long version)Width2.02 mHeight1.70 mCrew2-3ArmourSTANAG le…

American lawyer & politician (born 1975) This article is about the politician. For others, see Eric Schmitt (disambiguation). Eric SchmittOfficial portrait, 2023United States Senatorfrom MissouriIncumbentAssumed office January 3, 2023Serving with Josh HawleyPreceded byRoy Blunt43rd Attorney General of MissouriIn officeJanuary 3, 2019 – January 3, 2023GovernorMike ParsonPreceded byJosh HawleySucceeded byAndrew Bailey46th Treasurer of MissouriIn officeJanuary 9, 2017…

Federasi Sepak Bola GuyanaCONCACAFDidirikan1902Kantor pusatGeorgetownBergabung dengan FIFA1968Bergabung dengan CONCACAF1961PresidenRichard RodreguesWebsitewww.guyanaff.com Federasi Sepak Bola Guyana adalah badan pengendali sepak bola di Guyana. Kompetisi Badan ini menyelenggarakan beberapa kompetisi di Guyana, yakni: Liga Sepak Bola Nasional Guyana Piala Utama Guyana Turnamen Gugur Kashif & Shanghai Tim nasional Badan ini juga merupakan badan pengendali dari 5 tim nasional di Guyana, yakni: …

Halaman ini berisi artikel tentang perusahaan perangkat lunak. Untuk kegunaan lain, lihat Intuit (disambiguasi). Intuit Inc.JenisUmumKode emitenNasdaq: INTUS&P 500 ComponentIndustriPerangkat lunak komputerDidirikanPalo Alto, California (1983)PendiriScott Cook, Tom ProulxKantorpusatMountain View, California, ASTokohkunciTom Proulx, pengembang awalBrad Smith, CEOProdukKeuangan pribadi, perangkat lunak akuntansi dan kembalian pajakPendapatan $4,86 miliar USD (2010)Karyawan8,700Situs webint…

Tiong Hoa Hwee Kwan Sungailiat, Bangka, 1914. Tiong Hoa Hwee Kwan (THHK, 中华会馆 Zhong Hua Hui Guan) atau Rumah Perkumpulan Tionghoa adalah sebuah organisasi yang didirikan tanggal 17 Maret 1900 oleh beberapa tokoh keturunan Tionghoa di Jakarta (waktu itu bernama Batavia).[1] Tujuan utama para pendirinya adalah untuk mendorong orang Tionghoa yang bermukim di Indonesia (waktu itu bernama Hindia Belanda) untuk mengenal identitasnya. Mereka menginginkan masyarakat Tionghoa yang sudah b…

CheetosLogo resmi dan terkini Doritos.Jenis produkKeripik jagungPemilikFrito-LayNegaraAmerika SerikatDiluncurkan1964PasarSeluruh duniaPemilik sebelumnyaPepsiCoSitus webhttp://doritos.com/ Doritos (di Indonesia dikenal sebagai Maxicorn) adalah sebuah merek keripik jagung yang diproduksi oleh Frito-Lay, anak perusahaan PepsiCo di Amerika Serikat sejak tahun 1964.[1][2] Di Indonesia, Maxicorn diproduksi oleh Indofood Fortuna Makmur (dahulu PT. Indofood Frito-lay Makmur). Duta merek …

† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:СинапсидыКл�…

American political commentator (born 1941) This article is about the journalist. For the golfer, see George Will (golfer). George WillWill in 2022BornGeorge Frederick Will (1941-05-04) May 4, 1941 (age 82)Champaign, Illinois, U.S.EducationTrinity College (BA)Magdalen College, Oxford (MA)Princeton University (MA, PhD)OccupationsColumnistauthorEmployer(s)NewsweekThe Washington PostPolitical partyRepublican (before 2016)Independent (after 2016)Spouses Madeleine Will ​ ​(m.&…

In matematica un numero trascendente è un numero irrazionale che non è un numero algebrico, ossia non è la soluzione di nessuna equazione polinomiale della forma: a n x n + a n − 1 x n − 1 + ⋯ + a 1 x + a 0 = 0 {\displaystyle a_{n}x^{n}+a_{n-1}x^{n-1}+\cdots +a_{1}x+a_{0}=0} dove n ≥ 1 {\displaystyle n\geq 1} e i coefficienti a i {\displaystyle a_{i}} sono razionali non tutti nulli. L'insieme dei numeri trascendenti non è chiuso rispetto all'addizione o al prodott…

Overview of the languages spoken in Ukraine Languages of UkraineNative languages in Ukraine, 2001 censusOfficial Ukrainian Indigenous Crimean Tatar Krymchak Karaim Urum Minority 12 recognised Belarusian Bulgarian Crimean Gagauz German Greek Hungarian Yiddish Polish Romanian Russian Slovak other Romani Armenian Turkish Albanian Swedish Foreign English German French Spanish Italian Arabic SignedUkrainian Sign LanguageKeyboard layoutUkrainian keyboardSourceCensus-2001 The official language of …

西維珍尼亞 美國联邦州State of West Virginia 州旗州徽綽號：豪华之州地图中高亮部分为西維珍尼亞坐标：37°10'N－40°40'N, 77°40'W－82°40'W国家 美國加入聯邦1863年6月20日（第35个加入联邦）首府（最大城市）查爾斯頓政府 • 州长（英语：List of Governors of {{{Name}}}]]） • 副州长（英语：List of lieutenant governors of {{{Name}}}]]）吉姆·賈斯蒂斯（R）米奇·卡邁克爾（英�…

2015 single by EminemPhenomenalSingle by Eminemfrom the album Southpaw (Music from and Inspired By the Motion Picture) ReleasedJune 2, 2015 (2015-06-02)Recorded2015GenreHip hopLength4:43Label Shady Interscope Songwriter(s) Marshall Mathers Luis Resto Mario Resto Producer(s)DJ KhalilEminem singles chronology Best Friend (2015) Phenomenal (2015) Kings Never Die (2015) Phenomenal is a single by American hip-hop artist and record producer Eminem, from the soundtrack album Southpaw (Mu…

莎拉·阿什頓-西里洛2023年8月，阿什頓-西里洛穿著軍服出生 (1977-07-09) 1977年7月9日（46歲） 美國佛羅里達州国籍 美國别名莎拉·阿什頓（Sarah Ashton）莎拉·西里洛（Sarah Cirillo）金髮女郎（Blonde）职业記者、活動家、政治活動家和候選人、軍醫活跃时期2020年—雇主內華達州共和黨候選人（2020年）《Political.tips》（2020年—）《LGBTQ國度》（2022年3月—2022年10月）烏克蘭媒體�…

Annual hurling competition for intermediate clubs in Carlow Carlow Intermediate Hurling ChampionshipIrishCraobh Idirmheánach Iomáint CheatharlachCodeHurlingFounded1984; 40 years ago (1984)Region Carlow (GAA)TrophyPat Foley CupNo. of teams5Title holders St Mullin's (6th title)Most titles Naomh Eoin (9 titles)SponsorsJJ Kavanagh and SonsOfficial websiteCarlow GAA The Carlow Intermediate Hurling Championship (known for sponsorship reasons as the JJ Kavanagh Intermediate Hurling …

Juan Pérez de Montalbán (1602 – 25 June 1638) was a Spanish Catholic priest, dramatist, poet and novelist. Juan Perez de Montalban, 1639 Biography He was born in Madrid. At the age of eighteen, he became a licentiate in theology. He was ordained priest in 1625 and appointed notary to the Inquisition. In 1619 he began writing for the stage under the guidance of Lope de Vega, who is said to have assisted him in composing El Orfeo en lengua castellana (1624), a poem intended to compete with Já…

У этого термина существуют и другие значения, см. Гротеск (значения). Гротеск (шрифт без засечек)и антиква (засечки выделены красным) Гроте́ск, ру́бленый шрифт (брит. англ. sans serif, от фр. sans — «без» и англ. serif — «засечка») — шрифт без засечек[1]. В более точно�…

منليك الثاني، امبراطور إثيوپيا. اتفاقية أديس أبابا بين بريطانيا وإثيوبيا، الموقعة في 15 مايو 1902م، ووقعها بريطانيا بالنيابة عن السودان، وأهم ما فيها المادة الثالثة التي تنص على: إن الإمبراطور الإثيوبي منليك الثاني يعد بألا يبني أو يسمح ببناء أي أعمال على النيل الأزرق وبحيرة �…

TikalKuil I Tikal dengan ketinggian yang mencapai 47 m[1]Nama alternatifYax MutalLokasiFlores, Departemen Petén, GuatemalaWilayahCekungan PeténKoordinat17°13′19″N 89°37′25″W / 17.22194°N 89.62361°W / 17.22194; -89.62361Koordinat: 17°13′19″N 89°37′25″W / 17.22194°N 89.62361°W / 17.22194; -89.62361SejarahPeriodeKlasik Awal hingga Klasik AkhirBudayaPeradaban Maya Situs Warisan Dunia UNESCONama resmi: Taman N…

Axiom of set theory This article is about the mathematical concept. For the band, see Axiom of Choice (band). Illustration of the axiom of choice, with each set Si represented as a jar and its elements represented as marbles. Each element xi is represented as a marble on the right. Colors are used to suggest a functional association of marbles after adopting the choice axiom. The existence of such a choice function is in general independent of ZF for collections of infinite cardinality, even if …