[中譯] Puzzleup 2020 (1) Tetrahedron Travel

看板puzzle (益智遊戲 - 數獨,拼圖,推理,西洋棋)作者 ( )時間3年前 (2020/11/07 05:05), 編輯推噓1(100)
留言1則, 1人參與, 3年前最新討論串1/1
題目網址: https://www.puzzleup.com/2020/ https://www.puzzleup.com/2020/puzzle/?1 答題時限: 11月5日7PM-比賽結束(約12月30日) 加分時限: 11月5日7PM-11月10日6:59PM 答對可得基本分100分。答案可上傳5次,每改1次答案從基本分扣20分。  比賽期間內可隨時上傳答案,加分時限內答對第n天加(6-n)分        另依題目的難易有額外加分(如有80%的人這題答錯,答對者加80分)   ◆TETRAHEDRON TRAVEL https://www.puzzleup.com/2020/img/puzzle/2020/01.jpg
You will make a travel through the edges of two tetrahedrons (ABCD, and CDEF) joined as shown in the figure. - You will start on A, and finish on F. - You can visit the vertices more than once except the finishing vertex F. - You can't pass through the edges more than once. In how many different ways can this travel be done? Note: Two travels having same edges in different order will be considered as different. 你將從上圖這兩個正四面體 (ABCD 及 CDEF) 在一個邊相接的圖形的邊上進行移動。 - 路線從 A 開始,到 F 結束。 - 除了 F 之外的任一頂點皆可以經過多於一次。 - 任一條邊不能經過多於一次。 試問如此的移動有多少種不同的走法? 注意: 兩個走法若僅是經過的邊順序不同依然視為不同走法。 ==== 第一題是個舊題形回顧, 之前出在 2015 Q9 和 2016 Q10 那因為同樣幾乎一字不改我就把舊翻譯拿來用了 XD -- 'You've sort of made up for it tonight,' said Harry. 'Getting the sword. Finishing the Horcrux. Saving my life.' 'That makes me sound a lot cooler then I was,' Ron mumbled. 'Stuff like that always sounds cooler then it really was,' said Harry. 'I've been trying to tell you that for years.' -- Harry Potter and the Deathly Hollows, P.308 -- ※ 發信站: 批踢踢實業坊(ptt.cc), 來自: 106.1.234.196 (臺灣) ※ 文章網址: https://www.ptt.cc/bbs/puzzle/M.1604696758.A.6B0.html

11/07 13:53, 3年前 , 1F
謝謝翻譯
11/07 13:53, 1F
文章代碼(AID): #1VfRgsQm (puzzle)
文章代碼(AID): #1VfRgsQm (puzzle)