丑二 的英文怎麼說

中文拼音 [chǒuèr]
丑二 英文
ushiji
  • 丑 : Ⅰ形容詞1 （相貌或樣子難看） ugly; loathsome; unsightly; hideous 2 （叫人厭惡或瞧不起的） disgrace...
  • 二 : Ⅰ數詞（一加一后所得） two Ⅱ形容詞（兩樣） different
  1. What had prevented him from completing a topical song music by r. g. johnston on the events of the past, or fixtures for the actual years, entitled if brian boru could but come back and see old dublin now, commissioned by michael gunn, lessee of the gaiety theatre, 46, 47, 48, 49 south king street, and to be introduced into the sixth scene, the valley of diamonds, of the second edition 30 january 1893 of the grand annual christmas pantomime sinbad the sailor written by greenleaf whittier, scenery by george a. jackson and cecil hicks, costumes by mrs and miss whelan, produced by r. shelton 26 december 1892 under the personal supervision of mrs michael gunn, ballets by jessie noir, harlequinade by thomas otto and sung by nelly bouverist principal girl

    該歌原來預定插在照例于聖誕節期間公演的大型啞劇水手辛伯達第六場鉆石谷一八九三年第二版，作者：格林利夫惠蒂爾54 ，舞臺裝置：喬治a傑克遜和塞西爾希克斯服裝：惠蘭太太與惠蘭小姐導演： r .謝爾頓一八九二年十二月二十六日在邁克爾網恩夫人親自監督下演出，芭蕾舞女演員為傑西諾亞，丑角為托馬斯奧托中，是由女主角內莉布弗里斯特55演唱的。
  2. The " king model pageant " finally begins, will mandom be saved from danger and who will become the king of model

    鐵柱在mandom手上由丑小鴨變成天鵝，脫胎換骨，二人情愫漸生同時爭奪戰又正式揭幕， mandom會否有生命危險？
  3. Cycle 77, chinese year ji - chou, year 1949, month 2, day 26 1949 - 02 - 26

    農歷己丑年一九四九年二月二十六日1949 - 02 - 26
  4. Cycle 77, chinese year ji - chou, year 1949, month 3, day 28 1949 - 03 - 28

    農歷己丑年一九四九年三月二十八日1949 - 03 - 28
  5. Cycle 77, chinese year ji - chou, year 1949, month 2, day 26 1949 - 02 - 26 year in the chinese lunar calendar

    農歷己丑年一九四九年二月二十六日1949 - 02 - 26
  6. Cycle 77, chinese year ji - chou, year 1949, month 3, day 28 1949 - 03 - 28 year in the chinese lunar calendar

    農歷己丑年一九四九年三月二十八日1949 - 03 - 28
  7. I only saw two paintings containing human forms. one, " the clown, " in colored chalks, depicts the subject s dual faces, reflecting " sadness within, happiness without.

    只有二三幅畫有人的模樣，一幅叫小丑，用粉彩筆畫出內憂外鮮的兩面特徵，象徵了人生的苦樂兩面。
  8. In [ 6 ] andras bezdek proved that if a convex n - gon and n points are given, then the points and the sides of the polygon can be renumbered so that at least [ n / 3 ] triangles spanned by the ith point and the ith side ( i = 1, 2, … n ) are mutually non - overlapping

    …久; }為任一給定平面點集，幾存在八中的點和尹約邊的一個匹配，使得由abst丑act相匹配的點和邊所形成的三角形中至少有二/ 21個三角形是互不交疊的
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