Multi Specials DS001025 |
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Some figures (Hereamong is also Double 014) can be made using two differently colored SOMA sets. I number the two sets: 1,2,3,4,5,6,7 V,L,T,Z,A,B,P V,L,T,Z look like the pieces, A,B are the mirror pieces, P look like a little Pyramid. The resulting figure will have bands of colors. For the UnSolved figures, is mark the colors as (1) and (2) The cubes whose color I don't know are marked (3) /SOMA001 ;Like Double 014 ;This Pyramid can also be made using two ;differently colored sets ;One set is V,L,T,Z,A,B,P ;The other is 1,2,3,4,5,6,7 /VV.../ZT5../Z55A./LLAA3 /VT.../7T5../ZT6A./ZL633 /...../771../711P./BL663 /...../...../BBPP./B44P2 /...../...../...../44222 /SOMA002 ;Double set / Double colored ;Pieces 1,2,3,4,5,6,7 ;Pieces V,L,T,Z,A,B,P /PPB/P5B/113 /PBB/553/513 /LZZ/LLL/443 /ZZT/222/244 /AVT/AAT/766 /VVT/7A6/776 |111111|111111|111111 |212121|112122|212121 |222222|222222|222222 /SOMA003 ;Double set / Double colored ;Banded double tower 1 ;Pieces 1,2,3,4,5,6,7 ;Pieces V,L,T,Z,A,B,P /.3/43/43/77/7L/BL/LL/VV/66/56/55/AA/PA/PP /4./43/11/71/BB/BZ/ZZ/ZV/22/26/25/AT/TT/PT /SOMA004 ;Double set / Double colored ;Banded double tower 2 ;Pieces 1,2,3,4,5,6,7 ;Pieces V,L,T,Z,A,B,P /../L5/L6/LL/TA/TT/T4/34/33/3Z/BZ/PP/P7/11 /55/65/66/AA/VA/VV/22/24/24/BB/BZ/PZ/77/17 /SOMA006 ;Double set / Double colored ;Solved by Thorleif 22.10.99 /11VV/2B66/BB6L/PTTT/ZZTA/7333/4435 /.1V./2226/BLLL/PPAA/PZZA/7755/7445 /SOMA007 ;Double set / Double colored (Other coloring) ;Solved by Thorleif 22.10.99 /VVBB/222B/2333/6557/PZ5A/ZZAA/Z441 /.VL./LLLB/6637/6577/PPTA/PTTT/4411
/SOMA011 ;Tripple set Gigantic 81 Cubes = 3 set /...../11111/11111/11111/11111/11111/11111/11111/11111 /1.1.1/1.1.1/11111/11111/11111/11111/11111/11111/11111 /SOMA012 ;81 cubes = 3 set /111../11111/11111/11111/11111/11111 /11.../1111./1111./1111./1111./1111. /1..../111../111../111../111../111.. /...../11.../11.../11.../11.../11... /...../1..../1..../1..../1..../1.... /SOMA013 ;81 cubes = 3 set ;Hidden at 3 ? /........./........./........./........./........./....1111./....1111. /........./........./........./........./........./...11..11/...11..11 /..2....../..22...../..22...../..22...../..22...../.322....1/.322....1 /........./..2....../..2....../..2....../..2....../.12....11/.12....11 /........./........./........./........./........./11....11./11....11. /........./........./........./........./........./1....11../1....11.. /........./........./........./........./........./1...111../1...111.. /........./........./........./........./........./11.11..../11.11.... /........./........./........./........./........./.111...../.111.....
/SOMA021 ;108 cubes = 4 set /........../1111111111/1111111111 /........../1111111111/1111111111 /........../11......11/11......11 /........../11......11/11......11 /........../1111111111/1111111111 /....111.../1111111111/1111111111 /........../....111.../....111... /........../........../....111...
*SOMA024 ;162 cubes = 6 SOMA set's ;This figure cannot be viewed in SOLVE, because it ;is more than 16 cubes wide. /.1111..11..11.11.1111./1111111111111111111111 /.1....1..1.1.1.1.1..1./1111111111111111111111 /.1111.1..1.1.1.1.1..1./1111111111111111111111 /....1.1..1.1...1.1111./1111111111111111111111 /.1111..11..1...1.1..1./1111111111111111111111