# 立方形密铺

（重定向自立方形堆砌）
 正方形镶嵌..mw-parser-output .CDD-invert img{filter:invert(100%)}.mw-parser-output .CDD-white img{filter:contrast(0)brightness(100)}.mw-parser-output .CDD-red img{filter:brightness(0%)contrast(0%)sepia(100%)saturate(1000)}.mw-parser-output .CDD-yellow img{filter:brightness(0%)contrast(0%)sepia(100%)saturate(15)hue-rotate(30deg)saturate(10)}.mw-parser-output .CDD-orange img{filter:brightness(0%)contrast(0%)sepia(100%)saturate(10)}.mw-parser-output .CDD-green img{filter:brightness(0%)contrast(0%)sepia(100%)saturate(1000)hue-rotate(120deg)}.mw-parser-output .CDD-cyan img{filter:brightness(0%)contrast(0%)sepia(100%)saturate(15)hue-rotate(180deg)saturate(10)}.mw-parser-output .CDD-blue img{filter:brightness(0%)contrast(0%)sepia(100%)saturate(1000)hue-rotate(-120deg)}.mw-parser-output .CDD-purple img{filter:brightness(0%)contrast(0%)sepia(100%)saturate(15)hue-rotate(-140deg)saturate(10)}1种颜色 立方体堆砌在正图形的形式1种颜色 棋盘正方形镶嵌2种颜色 立方体堆砌.2种颜色 扩展正方形镶嵌3种颜色 扩展立方体堆砌4种颜色 4种颜色 8种颜色

## 参考文献

• Coxeter, H.S.M. Regular Polytopes, (3rd edition, 1973), Dover edition, ISBN 0-486-61480-8
1. pp. 122-123, 1973. (The lattice of hypercubes γn form the cubic honeycombs, δn+1)
2. pp. 154-156: Partial truncation or alternation, represented by h prefix: h{4,4}={4,4}; h{4,3,4}={31,1,4}, h{4,3,3,4}={3,3,4,3}
3. p. 296, Table II: Regular honeycombs, δn+1