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1584 во книжевностаie enn gng LinnosCc Tp R8kapc DCespho

Список на години во книжевноста (Табела) … 1574 1575 1576 1577 1578 1579 1580 1581 1582 1583 1584 1585 1586 1587 1588 1589 1590 1591 1592 1593 1594 … Поврзани теми од периодот … 1581 1582 1583 1584 1585 1586 1587 … … 1550-ти 1560-ти 1570-ти 1580-ти 1590-ти 1600-ти 1610-ти … … XV век XVI век XVII век … Уметност Археологија Архитектура Книжевност Музика Наука повеќе 1584 година во книжевноста содржи некои значајни настани. Настани [ уреди | уреди извор ] This page is only for definition, need detailed information please check here

Милорадова, Надежда Леонидовна220 oeSs8.3Ee TKjpgg HO

Надежда Леонидовна Милорадова Шочын: 1918 ин 16 августын ( 1918-08-16 ) Шочмо вер: Йоласал , Йоласал вел солавлӓ , Кырык мары кымдем , Марийская АССР [d] , Российская Советская Федеративная Социалистическая Республика [d] Колен: 2005 и [1] Милорадова, Надежда Леонидовна (16 август, 1928 и, Йоласал) - биологи пӓлӹмӓшвлӓн кандидатшы. ↑ http://www.netref.ru/i-pomnit-mir-spasennij.html?page=14 This page is only for definition, need detailed information please check here

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Црна Гора (Flag) (Coat of Arms) Montenegro (mn. - Црна Гора ) i kaontri long Europe. I long Bosnia & Herzegovina, Serbia, Albania. I blong hem i Podgorica. Presidens blong hem i Filip Vujanović. Praem Minista blong hem i Milo Đukanović. Populaesen blong Montenegro i stap araon 678 931 (2017). Yurop Albania · Andorra · Armenia · Austria · Azerbaijan · Belarus · Beljiom · Bosnia and Herzegovina · Bulgaria · Croatia · Cyprus · Czechia · Denmark · Estonia · Finland · Franis · Georgia · Greece · Hungary · Iceland · Ireland · Itali · Jemani · Kazakhstan · Latvia · Liechtenstein · Lithuania · Luxembourg · Malta · Moldova · Monaco · Montenegro · Netherlands · Norway · Not Macedonia · Poland · Portugal · Romania · Russia · San Marino · Serbia · Slovakia · Slovenia · Spain · Sweden · Switzerland · Turkey · Ukraine · Unaeted Kingdom · Vatican Siti This page is only for definition, need detailed information please check here

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瑟 者,登歌所用之樂器也,大瑟謂之灑。 章 一 史 二 構 三 心 四 書 五 見 六 據 七 它典 史 [ 纂 ] 《爾雅》曰︰「庖犧氏作五十絃。黃帝使素女鼓瑟,哀不自勝,乃破為二十五絃。具二均聲。」 然《史記補‧三皇本紀》則云︰「伏羲氏作二十五絃之瑟。」,又︰「炎帝神農氏,作五絃之瑟。」 構 [ 纂 ] 長八尺一寸,廣一尺八寸,二十七絃。 禮圖舊云:「雅瑟長八尺一寸,廣一尺八寸,二十三絃。其常用者十九絃,其餘四絃,謂之番。番,贏也。頌瑟長七尺二寸,廣尺八寸,二十五絃。盡用之。熊氏云:瑟兩頭有孔,其在底下者,名越。」 《鄉飲酒禮》云:「二人皆左,何。瑟後首挎越。注云:越,瑟底孔也。」 《燕禮》云:「小臣左何,瑟面鼓執越。注云:越,瑟下孔也。若用之祭祀,則練其絃,疏其越。《樂記》云:清廟之瑟,朱絃而疏越。」 鄭注云︰「朱絃,練朱絃則聲濁。越,瑟底孔也。蓋疏之使聲遲也。以其不練,則體勁而聲清,練則絲熟而聲濁也。疏,通也。使兩頭孔相連而通也。孔小則聲急,孔大則聲遲故也。其大者,別名灑。」 孫叔然云︰「音多變布如灑出也。」 郭云︰「二十七絃,未見所出。」 心 [ 纂 ] 《齊俗訓》︰「瑟無絃,雖師文不能以成曲;徒絃,則不能悲。故絃,悲之具也;而非所以為悲也。若夫瞽師之放意相物,寫神愈舞,而形乎絃者,兄不能以喻弟,此不共之術也。故叩宮而宮應,彈角而角動,此同音之相應也。其於五音無所比,而二十五絃皆應,此不傳之道也。」 書 [ 纂 ] 其樂書,有宋陳暘所撰二百卷,姜夔《琴瑟考》;元熊朋來之瑟譜;明朱載堉所撰瑟譜十卷;及至清,亦有王鼎宜撰瑟譜。 見 [ 纂 ] 琴 據 [ 纂 ] 楊宗稷 《琴學叢書‧琴瑟合譜》 《爾雅》 《古今圖書集成》·《經濟彙編樂律典》·琴瑟部·紀事·紀事一 《古今圖書集成》·《經濟彙編樂律典》 ·琴瑟部·彙考·釋樂纂 《中華百科全書》·瑟 它典 [ 纂 ] 瑟論 This page is only for definition, need detailed information please check here

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I Gioielli della Corona prussiana sono la raccolta delle insegne reali tedesche, dapprima come gioielli della corona del Regno Prussia e successivamente come parte dei gioielli della corona imperiale di Germania. Tali gioielli erano considerati spesso contrastanti con altri gioielli della corona in europa in quanto le insegne degli Hohenzollern si presentavano piuttosto semplici e non eccessivamente cariche di lavorazioni e pietre preziose. Indice 1 Le corone 2 Gli scettri 3 Altri oggetti 4 I gioielli oggi 5 Altri progetti 6 Collegamenti esterni Le corone [ modifica | modifica wikitesto ] Corona reale di Federico I Corona di Guglielmo II La Corona di Federico I del 1701 che è stata creata per l'incoronazione di Federico, principe elettore di Brandeburgo e duca di Prussia, al titolo di re di Prussia (avvenuta appunto nel 1701 a Königsberg). La corona aveva la particolarità che i suoi gioielli potevano essere smontati e utilizzati altrove separatamente: co...

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Dyffryn Clydach Dyffryn Clydach yw tre yn Castell-nedd Port Talbot, Kembra; (SS79NW78). [1] Yma hi 31.2 mildir (50.1 km) dhiworth Kardydh ha 159.3 m (256.3 km) dhiworth Loundres. 3078 o braster an poblans yn 2011, ha 350 (11.4%) a wodhya kewsel Kembrek. Pednventydnyow [ chanjya | pennfenten ] ↑ Enwau Lleoedd; Canolfan Bedwyr This page is only for definition, need detailed information please check here

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Catopuma badiatese:i4 sion500com

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Catopuma badia paplateiba pasaulī Catopuma badia (Gray, 1874, anglīšu: bay cat, Bornean cat , krīvu: калимантанская кошка ) — ira leļs kaču saimis ( Felidae ) plieseigais zviers. Catopuma badia dzeivoj tikai Borneo jiursolā [1] [2] . Izavierīņs [ pataiseit | labot pirmkodu ] Auguma garums: nu 53 da 70 cm [1] ; Astes garums: nu 32 da 39 cm [3] ; Svors: 3—5 kg [1] . Nūruodis i olūti [ pataiseit | labot pirmkodu ] ↑ 1,0 1,1 1,2 University of Michigan Museum of Zoology ↑ BioLib Profil taxonu — druh kočka bornejská Pardofelis badia (Gray, 1874) ↑ Sunquist, Mel; Sunquist, Fiona (2002). Wild cats of the World. Chicago: University of Chicago Press. pp. 48–51. ISBN 0-226-77999-8. Itys rakstīņs irā napiļneigs. Jius varit dūt sovu īlicīni Vikipedejā, papiļdūt tuo. Vikitekā ap itū temu irā dabojami faili. Verīs: [[Commons:Category:|]] This page is only for definition, need detailed information please check here

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A second course in the representation theorygOo s2L Vh

7 5 $\\begingroup$ I've read Etingof's and then Fulton-Harris' books about the representation theory and found their subject very exciting! Can someone, please, recommend me a textbook containing a kind of the "second course" in this branch of the mathematics? (It'd be great if someone recommended a "russian-style" book.) (I heard a lot about the "Representation theory and complex geometry" written by Chriss and Ginzburg. Is it really so wonderful? And what other good references do you know?) I'm going to learn the advanced representation theory for its own sake. But I'll be glad to see interesting intersections with the algebraic or complex geometry! UPD: User Vincent's answer was really great! But it was only about the Lie groups. I...