2 個解答
- 小小Lv 68 年前最愛解答
主題曲 第1季片頭曲「YOUTHFUL」歌:99RadioService 片尾曲「そしていま」歌:瀨戶麻沙美 第2季片頭曲「STAR」歌:99RadioService 片尾曲「茜空」作詞:coffa,作曲、編曲:新屋豐,歌:瀨戶麻沙美 歌曲下載二季片尾只有1分多鐘哦其他完整 如果連結無法使用那麻煩請留下你的email比較快 問題解決就會刪除檔案請先收藏再選擇你喜歡的解答給最佳
2013-02-27 23:49:22 補充:
已收到你的來信
歌曲已發送
麻煩確認一下是不是正確的唷
如果有錯請跟我說一下謝謝
2013-03-01 22:45:09 補充:
大大
歌曲無法下載的話
你給我你的mail我傳給你哦
2013-03-01 22:45:54 補充:
阿是說發現之前好像已經傳給你了(?
mail也無法下載嗎@@ 好奇怪
- 匿名8 年前
交大游凱復的心得整理:
Examples
The cube can generate all the convex uniform polyhedra with octahedral symmetry. The first row generates the Archimedean solids and the second row the Catalan solids, the second row forms being duals of the first. Comparing each new polyhedron with the cube, each operation can be visually understood. (Two polyhedron forms don't have single operator names given by Conway.)
Cube
"seed" ambo
(rectify) truncate bitruncate expand
(cantellate) bevel
(omnitruncate) snub
Uniform polyhedron-43-t0.png
C Uniform polyhedron-43-t1.png
aC = djC Uniform polyhedron-43-t01.png
tC = dkdC Uniform polyhedron-43-t12.png
tdC = dkC Uniform polyhedron-43-t02.png
eC = aaC = doC Uniform polyhedron-43-t012.png
bC = taC = dmC = dkjC Uniform polyhedron-43-s012.png
sC = dgC
dual join kis
(vertex-bisect) ortho
(edge-bisect) meta
(full-bisect) gyro
Uniform polyhedron-43-t2.png
dC Rhombicdodecahedron.jpg
jC = daC Triakisoctahedron.jpg
kdC = dtC Tetrakishexahedron.jpg
kC = dtdC Deltoidalicositetrahedron.jpg
oC = deC = daaC Disdyakisdodecahedron.jpg
mC = dbC = kjC Pentagonalicositetrahedronccw.jpg
gC = dsC