6×6×6 Cube Puzzles

Remark
[H] : hollow
[B] : box
[I] : interlocking
[O] : outside notch

NamePiecesPiece SetHolesSolsMovesColDesignerInvRemark
Three Cube Puzzle 37 6/2 6/3 6/4 6/5 6/6 6/7 6/8 6/9 6/10 6/11 6/12 6/13 6/14 6/15 6/16 6/17 6/18 6/19 6/20 6/21 6/22 6/23 6/24 6/25 6/26 6/27 6/28 6/29 6/30 6/31 6/32 6/33 6/34 6/35 5/1 4/1 3/1 0 many 1 荻野光一 (Koichi Ogino) 33+43+53
Symmetric Hexominoes 36 6/4 6/7 6/9 6/13 6/17 6/19 6/23 6/28 6/29 6/30 6/33 6/34 6/35 6/36 6/42 6/56 6/60 6/66 6/78 6/80 6/81 6/84 6/88 6/100 6/105 6/106 6/112 6/125 6/128 6/140 6/143 6/162 6/163 6/164 6/165 6/166 0 397+ 1 Jan Naert & me 2006
24-tuplets 1 24 8/701×24 24 7,000+ 1 Bram Cohen 2009 [O]
8/687×24
24-tuplets 2 24 8/697×24 24 7+ 1 Bram Cohen 2009 [O]
8/691×24
24-tuplets 3 24 8/696×24 24 5+ 1 Bram Cohen 2009 [O]
8/692×24
24-tuplets 4 24 8/4730×24 24 1 1 Bram Cohen 2009 [O]
8/5884×24
Eight Four Puzzle 18 12/1372 12/9163 12/9183 12/11709645 12/11713491 12/11713584 12/11716358 12/11717941 12/11718058 12/11719711 12/11719773 12/11721288 12/11721343 12/11722488 12/11723238 12/11920942 12/12093700 12/12096866 0 many 1 夏木智 (Satoru Natsuki) 2009
ebuc s'arah 18 12/11719490 12/11719557 12/11766880 12/11769685 12/11769817 12/11859556 12/11859703 12/11864479 12/11901702 12/11901847 12/11907340 12/11917106 12/12096897 12/12104505 12/12170354 12/12218068 12/12973065 12/13090713 0 67 1 Ronald Kint-Bruynseels 2002
Livecube 6×6×6 -1 12 16/11152046×12 24 1 1 Min S. Shih [O]
Snow Flake Puzzle 12 16/12913652×8 12/63444×4 40 1 1 Min S. Shih 2005 [O]
Livecube 6×6×6 -2 12 16/12913652×6 14/894591×2 13/237430×4 40 12 1 Min S. Shih [O]
Building Block Burr 16 16 15×2 14×4 13/18291095 13/24628698×2 13/24826131×2 12/99880×3 0 1 / 1 1.2.1.1.1.2.6.2 1 Tim Alkema 2017 [I]
16 15×2 14×4 13/18253015 13/24628698×2 13/24826131×2 12/99880×3
Bloxon 12 16×12 0 9 1 Yavuz Demirhan 2014
Eight Lizards 12 18×12 0 1 2 Franklin Gonsalves 2008
Cube 216-2 21 18×21 0 25,682 1 原義勝 (Yoshikatsu Hara) Chooses 12 pieces [1]
Hyper-Tornados 20 20 12/1372 12/9100 12/34568 12/37050 12/10467077 12/10467108 12/10488003 12/11293258 12/11295666 12/11295731 12/11423236 12/11423421 12/11533534 12/11534110 12/11709265 12/11709356 8/51 8/240 8/598 8/1015 0 many 1 植松峰幸 (Mineyuki Uyematsu) 2004 Uses 19 pieces
Checkablock 12 18×12 0 272 2 岩沢宏和 (Hirokazu IWASAWA) 2005
Split Ribs Cube 8 20×8 56 1 2 Marc van Kreveld 2004 [O]
Cube Builder 14 20×8 12/101494×2 8/21×2 72/8×2 2 1 / 4 1.1.3.2.2.2 1 Tamás Vanyó 2013 [I]
Two Point Five 14 20×13 16 0 1,334 1 Kevin Holmes Chooses 11 pieces [1]
Cube 216-C 16 21 20 19 18 17 16/747413 15/198267 14/52496 13/13924 12/9155 11/2473 10/671 9/193 8/51 7/15 6/12 0 230,000+ 1 原義勝 (Yoshikatsu Hara) [1]
Fats Lomino 6 15 22 20 18×3 16×2 14×3 12/11709645 10/15296 10/47888 8/1311 6/105 0 many 1 George Bell 2011
Tetraskelion Quartet 10 23 22 20×3 19 12/4329216×4 44 1 1 Franklin Gonsalves 2008 [O]
Collapsible Cube 13 24 18×6 16×2 14 13/25064722×2 12/99880 0 2 / 2 1.2 max 1 Leonid Mochalov [I]
24 18×6 16×2 14 13/24867289×2 12/99880
Twins Galore 10 24×4 22×2 20×2 18×2 0 1 1 Franklin Gonsalves 2008
One & a Half Cube 9 24×9 0 2 1 Kevin Holmes [1]
Snafooz II Level 3 6 25 24×3 23 22 18/178400953 17/46244529 12/4251 11/3420 10/1960 6/13 0 1 1 Idea Group, Inc. 2001
Sixteen Squares 16 25×4 16/1762392×4 9/440×4 4/4×4 0 12 1 Yavuz Demirhan 2015
Snafooz II Level 2 6 26 24 23×2 21 20 16/7815514 14/441425 13/20370 12/5575 12/14379 12/9151 0 1 1 Idea Group, Inc. 2001
Snafooz II Level 1 6 26 25 24 23×2 22 15/321815 15/476674 14/278287 13/45090 9/779 7/69 0 1 1 Idea Group, Inc. 2001
Full Cube Packing 15 26×6 18×3 1×6 0 1 1 Stephan Baumegger 2016
Dino Egg 9 26×8 8 0 1 1 Stephan Baumegger 2016
Snafooz Level 2 6 27 26 25×3 24 64 2 1 Idea Group, Inc. 2001 [H]
Snafooz Level 4 6 27 26 25×3 24 64 3 1 Idea Group, Inc. 2001 [H]
Snafooz Level 5 6 27 26×2 25 24×2 64 2 1 Idea Group, Inc. 2001 [H]
Snafooz Level 1 6 27×2 25×2 24×2 64 2 1 Idea Group, Inc. 2001 [H]
Triplets Cube 8 27×8 0 1 1 Kevin Holmes [1]
Two To One 8 27×8 0 3 1 Kevin Holmes [1]
One Double Puzzle 8 27×8 0 1 1 夏木智 (Satoru Natsuki) 2008
Three-Limbed Robots 8 27×8 0 1 1 Franklin Gonsalves 2008
Snafooz Level 3 6 28×2 24×4 64 2 1 Idea Group, Inc. 2001 [H]
Boxing Ring 6 28×2 27 23×3 64 1 / 32 47.7.3.4.2 1 Stéphane Chomine 2014 [I][O]
Cubic Burr 2.2 8 28×3 24×2 20×3 24 1 / 147 2.2.3.2 1 Tom Jolly 2013 [I]
Erhan's Fake 3x3x3 Cube 9 28×3 24×3 20×3 0 1 1 Erhan Çubukcuoğlu 2011
Removable Structure Bis 10 28×4 18 15×3 14×2 13 1 / 795 13.27.8.2.2.2.5.3.2 1 Gregory Benedetti 2013 [I]
Snafooz Level 6 6 29 26×2 25 24 22 64 2 1 Idea Group, Inc. 2001 [H]
Cubic Burr 4.3 8 30×3 20×5 26 1 / 39 4.3.4.2 1 Tom Jolly 2013 [I]
S-Cargot 8 30×4 16 15 14 13/18529686 38 1 / 3,116 25.6.3.5.4.1.2 1 Gregory Benedetti 2012 [I][O]
30×4 16 15 14 13/18491606
Alf Cube 8 31 27×2 26×2 25×3 4 1 / 1 4.1.1.1.1.1.2 1 Alfons Eyckmans 2008 [I]
Half Meant 5 32 27 24×2 23 86 1 / 12 1.3.2.2.3 1 Rex Rossano Perez 2017 [B][I]
Cubic Burr 6.9 7 32 31 20×3 24 22 17 1 / 96 6.9.4.5.2 1 Tom Jolly 2016 [I]
Cubic Burr 6.2 8 32×2 30×2 24×2 16×2 12 1 / 6 6.2.3.3 1 Tom Jolly 2013 [I]
Domino Cube 6 32×6 24 1 1 Oskar van Deventer [O]
Cubic Burr 7.2 7 33 30×4 22 20 21 2 / 31 7.2.3 1 Tom Jolly 2016 [I]
Two Eyes for Each Face 6 33 32 31×2 29 27 33 1 / 1 11.3.2.8.2 1 Tom Jolly 2010 [I][O]
Inca Masks 10 34×4 16 12/90167 12/10454555 7/637×2 5/3 21 1 / 2 1.1.1.3.4.13.4.6.5 1 Gregory Benedetti 2009 [I][O]
34×4 16 12/90178 12/10454544 7/661×2 5/3
Cube 6x6x6 of Eleven Boxes 11 36 30 27 24 20×2 16 15/198267 12/9155 8/51 8/3501 0 1 1 Andrey Ustjuzhanin 2015
Cubic Target 8 36 31 29 28×2 17 15×2 17 1 / 384 6.2.6.1.1.1.2 1 David Rousseau 2011 [I]
Cube 216-1 7 36×4 27×2 18 0 14 1 原義勝 (Yoshikatsu Hara) [1]
Hexopus 6 36×6 0 1 1 Franklin Gonsalves 2008
Onion Puzzle 12 37 30 24 23 19 18×2 14 13/90437014 10/47824 7/584 3/2 0 216 1 夏木智 (Satoru Natsuki) 2009
Surfaced Cube 7 38 31 30 28 27 23 22 17 1 / 18 4.7.2 1 William Hu 2014 [I]
Cubus Amplexus 7 38×3 37 15 13/24867289 12/99880 25 2 / 192 18.4.2 2 Yavuz Demirhan 2012 [I]
38×3 37 15 13/25064722 12/99880
Cube Pedestal 6 39×2 38×2 24 23 15 1 / 120 4.2.3.3 1 Tamás Vanyó 2013 [I]
Fort Knox 5 40×4 36 20 1 / 2 1.3 1 Franklin Gonsalves 2008 [I]
Cubed Burr II 6 41 38 33×2 32 30 9 1 / 1 10.1.3.2 1 Tom Jolly 2004 [I]
Burr Cube 8 6 41 39 37 33 30 26 10 1 / 1 8.1.1.2 1 Andrey Ustjuzhanin 2014 [I]
Cubic Burr 5.8.8 7 42 30×2 24 23×2 21 23 1 / 128 5.8.8 1 Tom Jolly 2016 [I]
Cubed Burr 6 42 40 34×3 32 0 1 / 1 1.2.2 1 Tom Jolly 2004 [I]
Stacker 6 43 42 27 26×2 24 28 1 / 3 23.3.3.2.5 1 Émil Áskerli 2016 [I]
Carbo Cube 6 44 39 38×2 23×2 11 1 / 12 6.2.3.4.4 1 Donald Osselaer 2013 [I]
Flaky Cube 9 44×3 30 28 26 0 1 / 1 1.2.1.3.2 1 Leonid Mochalov [I]
Sonneveld's 4 Piece Cube 4 44×4 40 1 / 5 2 1 Dic Sonneveld [I]
Cubic Equation No.5 8 46 35 34 27 26 21 18 9/436 0 1 1 Willem L. van der Poel 33+43+53
Gargamel 8 47×2 18×2 17×2 14 12/99880 26 1 / 7,680 62.3.2.2.3.2.3 1 Alfons Eyckmans 2016 [I]
Claw Cube 6 48×4 24 1 / 1 6.2.2 1 Donald Osselaer 2014 [I]
Hook Cube 4 49 48×3 23 1 / 6 7.9.4 1 Émil Áskerli 2016 [I]
Ksenias' Cube 6 49×2 31 24 22 20 21 1 / 1 21.2.2.2.4 1 Aleksandr Leontev 2015 [I]
Cube Burr 6 50×2 28 27 24×2 13 1 / 1 13.4.2.2.4 1 Donald Osselaer 2012 [I]
Stripe Cube 5 50×2 47 46 14 9 1 / 5 9.2.2 1 Yavuz Demirhan 2013 [I]
Stripe Cube 2 6 51×2 22×4 26 1 / 7 9.4.3.2.4 1 Yavuz Demirhan 2013 [I]
Burr Cube 6 52×2 50 16 13/80078342×2 20 1 / 12 9 1 Donald Osselaer 2014 [I]
52×2 50 16 13/80115046×2
Eureka NEO 2008 type-1 8 55 53 28 24 17 16 12/11717941 11/299545 0 1 1 植松峰幸 (Mineyuki Uyematsu) 2008 33+43+53
Eureka NEO 2008 type-2 8 58 51 38 18 17 16 10/47022 8/1319 0 1 1 植松峰幸 (Mineyuki Uyematsu) 2008 33+43+53
Cubic Equation No.4 9 60 50 48 18 15/198267 9/440 8/51 6/12 2/1 0 1 1 Thomas H. O'Beirne 1970's 33+43+53 [1]
Rift 5 60×2 13/525483 13/80078342 13/80115046 17 1 / 96 8.1.2 1 Tim Alkema 2016 [I]
Cubic Equation No.1 8 62 41 40 30 27 8/3501 6/12 2/1 0 1 1 R.A. Wheeler 1950's 33+43+53 [1]
Cubic Equation No.2 8 64 50 44 18 17 9/440 8/51 6/12 0 1 1 Thomas H. O'Beirne 1950's 33+43+53 [1]
Block 6 64 60 28 27 15×2 7 1 / 2 7.2.2 1 Stephan Baumegger 2015 [I]
Divido Board Burr 6 71×2 16/415884×2 15/111192 14/29788 13 1 / 96 5.6.3.2 1 Yavuz Demirhan 2014 [I]
Divido Burr 6 72 70 16×2 15 14 11 1 / 52 13.2 1 Yavuz Demirhan 2014 [I]
Muroi Cube 3 76 72 68 0 1 / 1 1 1 室井忠夫 (Tadao Muroi) 1997 [1]
Eureka NEO 2008 type-3 8 80 37 28 19 17 16 11/299538 8/1321 0 1 1 植松峰幸 (Mineyuki Uyematsu) 2008 33+43+53
Catch Some Z's 7 83 80 8/3518×5 13 1 / 1,000 10.1.1.2.2.2 1 Tim Alkema 2017 [I]
Cubic Equation No.3 8 125 28 16 14×2 9/440 6/12 4/4 0 1 1 Emmet Duffy 1970's 33+43+53 [1]

[1] : A Compendium of Cube-Assembly Puzzles using Polycube Shapes
Kevin Holmes and Rik van Grol, Aug 2002

Apr 18, 2017 by k16@chiba.email.ne.jp