我要組樂團...但想不到團名><

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

團名
的名稱
就取為
想不到
印位你真的想不到

如果要我幫你取因該說出你麼團的特點

我也認為你們要聚在一起好好討論

畢竟這個名稱代表你們團體

旁人是無法幫你們想的

Bonnie*大說得很好
像我的樂團的名子是 紅色萬花筒(雖然是團長私自決定的= =)
但很符合我們的特徵 每個人個性都不同!! 住不同地方!! 不同音樂喜好!!
可以朝這點發展喲! 祝您早日尋到!

可以想想你們共同的符號,趣事,回憶
或是你們想表達你們樂團的理念或是特色