- № 03296
- xīсущ.* диал. шум, гул, гам; неустойчивый (вибрирующий) звук; конское ржание
Chinese-russian dictionary. 2013.
Chinese-russian dictionary. 2013.
George Whitefield — Church of England preacher and evangelist and a founder of Methodism Born December 16, 1714 (1714 12 16) (O.S … Wikipedia
Валиньи — Коммуна Валиньи Valigny Страна ФранцияФранция … Википедия
Riga — Latvian Cities name=Riga Coa=Coat of Arms of Riga.svg Caption= Riga old town skyline. citysince=1225 location n1=56 n2=58 e1=24 e2=8 othernames= et. Riia; fi. Riika; lt. Ryga; ru. Рига; pl. Ryga Mayor=Jānis Birks nrofmembers= area=307.17 Water=48 … Wikipedia
Communes of the Allier department — The following is a list of the 320 communes of the Allier département in France. (CAML) Communauté d agglomération de Montluçon, created in 2001. (CAMO) Communauté d agglomération de Moulins, created in 2001. (CAV) Communauté d agglomération de… … Wikipedia
Synesthesia — For other uses, see Synesthesia (disambiguation). How someone with synesthesia might perceive certain letters and numbers. Synesthesia (also spelled synæsthesia or synaesthesia, plural synesthesiae or synaesthesiae), from the ancient Greek σύν… … Wikipedia
Ioan Iacob Heraclid — Despot Vodă Ioan Iacob Heraclid (or Eraclid) (1511–1563), also known as Jacob Heraclides, was a Greek soldier and ruler of Moldavia from November 1561 to November 1563, most notable for being the first officially Protestant monarch in Eastern… … Wikipedia
History of synesthesia research — Synesthesia is a neurological condition in which two or more bodily senses are coupled. For example, in a form of synesthesia known as grapheme color synesthesia, letters or numbers may be perceived as inherently colored. Historically, the most… … Wikipedia
Ordinal linguistic personification — (OLP, or personification for short) is a form of synesthesia in which ordered sequences, such as ordinal numbers, days, months and letters are associated with personalities (Simner Hubbard 2006). Although this form of synesthesia was documented… … Wikipedia
Vitali covering lemma — In mathematics, the Vitali covering lemma is a combinatorial and geometric result commonly used in measure theory of Euclidean spaces. tatement of the lemma* Finite version: Let B {1},...,B {n} be any collection of d dimensional balls contained… … Wikipedia
François Bloemhof — Infobox Writer name = François Bloemhof pseudonym = Leo Bekker birthdate = birth date and age|1962|9|15 birthplace = Paarl, South Africa occupation = Author, Copywriter, Film reviewer nationality = South African period = genre = subject =… … Wikipedia
History of Riga — [ 1547] The history of Riga, the capital of Latvia, begins with the ancient settlement of the Livonians, an ancient Finnic tribe, at the junction of the Daugava and Ridzene ( lv. Rīdzene) rivers. The Ridzene was originally known as the Riga River … Wikipedia