Difference between revisions of "User:The Plague Censer"
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<div class="mw-collapsible mw-collapsed"> | <div class="mw-collapsible mw-collapsed"> | ||
[https://docs.google.com/document/d/e/2PACX-1vTmsldEETMk6CGnCI-f5p7v0DS_wdndJWCqP7d0AhGqEVFohcexBDbeRCfmUc73iMnwhmDgdEPrtDDi/pub Log File] | [https://docs.google.com/document/d/e/2PACX-1vTmsldEETMk6CGnCI-f5p7v0DS_wdndJWCqP7d0AhGqEVFohcexBDbeRCfmUc73iMnwhmDgdEPrtDDi/pub Log File] | ||
| + | </div> | ||
| + | |||
| + | ==10^4 == | ||
| + | <div class="mw-collapsible mw-collapsed"> | ||
| + | [https://docs.google.com/document/d/e/2PACX-1vSlhRizH_JRGVVdKgZI-vmY6D8aIkDzrG4Hz9oaZhjacg-aDi9hEUPRr1PPz0VzGfoiws0QNXQxSuxo/pub Log File] | ||
| + | </div> | ||
| + | |||
| + | ==11^4 == | ||
| + | <div class="mw-collapsible mw-collapsed"> | ||
| + | [https://docs.google.com/document/d/e/2PACX-1vQkQr_yXVQzYCMpF5RWkg0qJ8Liozm-jJqpTmot9mZoyA-hrA4nTkiBlYlYO9UEROE8Zo97RGSg0nR2/pub Log File] | ||
</div> | </div> | ||
| Line 313: | Line 323: | ||
<div class="mw-collapsible mw-collapsed"> | <div class="mw-collapsible mw-collapsed"> | ||
[https://docs.google.com/document/d/e/2PACX-1vT6j50ZKeyKIce-tmxzf110b1Ouw1hTDEf8tRBw8n1hph-h13-4zw0JdSY2US-vlmOtzke7ylyAHDC-/pub Log File] | [https://docs.google.com/document/d/e/2PACX-1vT6j50ZKeyKIce-tmxzf110b1Ouw1hTDEf8tRBw8n1hph-h13-4zw0JdSY2US-vlmOtzke7ylyAHDC-/pub Log File] | ||
| + | </div> | ||
| + | |||
| + | =Hyperbolic Magic Tile= | ||
| + | |||
| + | ==8C {6,3,3}== | ||
| + | <div class="mw-collapsible mw-collapsed"> | ||
| + | [https://docs.google.com/document/d/e/2PACX-1vQNWnKds2EgFxcNKb-1_vSt3NgieBbQe1aChzqwY_cCyPmfdcFFgJ2BY6QLQIsVR8f-ZG4461k9EclU/pub Log File] | ||
| + | </div> | ||
| + | |||
| + | ==12C {6,3,3}== | ||
| + | <div class="mw-collapsible mw-collapsed"> | ||
| + | [https://docs.google.com/document/d/e/2PACX-1vTsgYT4VHswfoErtoIQohZ7CiYCfBsrGy0FaC1Qre5QDom4Fu4cNLnXBVi29DJt0H5fBPNTfAdg75YC/pub Log File] | ||
</div> | </div> | ||
| Line 347: | Line 369: | ||
1,-1,2 46,1,2 1,1,2 46,-1,2 45,1,1 47,-1,1 m]. | 1,-1,2 46,1,2 1,1,2 46,-1,2 45,1,1 47,-1,1 m]. | ||
</pre> | </pre> | ||
| + | </div> | ||
| + | |||
| + | ==Truncated Tesseract== | ||
| + | <div class="mw-collapsible mw-collapsed"> | ||
| + | [https://docs.google.com/document/d/e/2PACX-1vRgBoqAnQBR4LSSFSLkpq01lHwjvrcCWknNneEZgBOvAtBmSmfFtmuSJMHBoKFw_aaEb2-Be9k6cjp5/pub Log File] | ||
</div> | </div> | ||
| Line 352: | Line 379: | ||
<div class="mw-collapsible mw-collapsed"> | <div class="mw-collapsible mw-collapsed"> | ||
[https://docs.google.com/document/d/e/2PACX-1vShY4mfGDzTKnj7ywM0Sx65Gn5__t9T2uUp2NAtPlV6gWEHTFYmACtbVT6QCTzBsbETlA-wRQV212ar/pub Log File] | [https://docs.google.com/document/d/e/2PACX-1vShY4mfGDzTKnj7ywM0Sx65Gn5__t9T2uUp2NAtPlV6gWEHTFYmACtbVT6QCTzBsbETlA-wRQV212ar/pub Log File] | ||
| + | </div> | ||
| + | |||
| + | ==4D Ridge Turning== | ||
| + | <div class="mw-collapsible mw-collapsed"> | ||
| + | [https://docs.google.com/document/d/e/2PACX-1vR8xS2SzCrWsntj56G7-RatWNEEfeKM36eOs_zRlqeoN7pxcQbqpgaWE2780JqFBXPfCHevIQjsS5dm/pub Log File] | ||
| + | </div> | ||
| + | |||
| + | ==24 Cells== | ||
| + | <div class="mw-collapsible mw-collapsed"> | ||
| + | [https://docs.google.com/document/d/e/2PACX-1vQv3MfjC9gX6GexiiGeDYS2VVIcfstcv_WTKMpHAmvFid4pRYvUz7X-bI6m9mOoZiA0kDjcX2GtCEJr/pub Log File] | ||
</div> | </div> | ||
| Line 359: | Line 396: | ||
</div> | </div> | ||
| − | ==120 | + | ==48 FT Cells== |
| + | <div class="mw-collapsible mw-collapsed"> | ||
| + | [https://docs.google.com/document/d/e/2PACX-1vTszuGb6tGXOaLuJLudRy6S1QY_wxOL29_i2iOk479h0Ob_ZH3JDbQes3obBpKkayAjRa9eWSQhFeD5/pub Log File] | ||
| + | </div> | ||
| + | |||
| + | ==120 Cells== | ||
<div class="mw-collapsible mw-collapsed"> | <div class="mw-collapsible mw-collapsed"> | ||
[https://docs.google.com/document/d/e/2PACX-1vTy4_2uBcibJwkRa385DEpYJk4N2-fg8-nTAftxnYHk4fkfUC1ZvOjk2OfmytJoJN6_1UDZvyCwFwCZ/pub Log File] | [https://docs.google.com/document/d/e/2PACX-1vTy4_2uBcibJwkRa385DEpYJk4N2-fg8-nTAftxnYHk4fkfUC1ZvOjk2OfmytJoJN6_1UDZvyCwFwCZ/pub Log File] | ||
Latest revision as of 09:45, 16 November 2025
Christian Ieronutti
Puzzles Solved
Contents
- 1 N^4
- 2 N^5
- 3 N^6
- 4 N^7
- 5 Cuboids
- 6 Duoprisms
- 6.1 Triangular Duoprism {3}x{4} (3)
- 6.2 Pentagonal Duoprism {5}x{4} (3)
- 6.3 Hexagonal Duoprism {6}x{4} (3)
- 6.4 Heptagonal Duoprism {7}x{4} (3)
- 6.5 Octagonal Duoprism {8}x{4} (3)
- 6.6 Nonagonal Duoprism {9}x{4} (3)
- 6.7 Decagonal Duoprism {10}x{4} (3)
- 6.8 Uniform Pentagonal Duoprism {5}x{5} (3)
- 6.9 Uniform Hexagonal Duoprism {6}x{6} (3)
- 6.10 Uniform Hexagonal Duoprism {7}x{7} (3)
- 6.11 Uniform Octagonal Duoprism {8}x{8} (3)
- 6.12 Uniform Nonagonal Duoprism {9}x{9} (3)
- 6.13 Uniform Decagonal Duoprism {10}x{10} (3)
- 6.14 {6}x{5} (3)
- 6.15 {10}x{5} (3)
- 7 Prisms
- 8 Hyperbolic Magic Tile
- 9 Other
N^4
2^4
# Hyperspeedcube puzzle log
---
version: 1
puzzle:
Rubiks4D:
layer_count: 2
state: 3
scramble_length: 30
twist_count:
ATM: 307
ETM: 409
STM: 307
BTM: 307
OBTM: 307
QSTM: 349
QBTM: 349
QOBTM: 349
scramble: >
4,25,1 6,28,1 0,13,1 7,0,1 1,2,1 5,23,1 4,29,1 5,4,1 7,9,1 1,28,1
3,7,1 5,8,1 3,19,1 5,25,1 6,10,1 1,4,1 0,19,1 2,3,1 7,30,1 5,29,1
5,0,1 2,0,1 3,6,1 2,7,1 5,4,1 6,31,1 3,4,1 5,10,1 4,30,1 3,17,1
twists: >
zw zx {1-2}OUFL yx RF FO FO UBRO xy {1-2}ODBR UO RO UI RI zx UF FI UO
FO wx UL xz wx zx UI xy xz yz UO RO UI RI zx wx UL xz wx UO zx IF RO
IB RO IF RI IB RI wz UR UO zx UI xz IF RO IB RO IF RI IB RI zx UO IF
RI IB ID RI IU IF RO IB ID RO IU zx wx xz RO IF RO IB RI IF RO IB RO
IF RO RO RO IB RI IF RI IB RI ID RO IU RO ID RI IU wz zx wz xz wy IB
RO IF IU RI xy xy xz wz {1-2}OUBR zy zx yx RO IF RO IB RI IF RO IB RO
IF RO RO IB RI zx wz wx wx wy xz xy RO IF RI IB xz {1-2}OUFL IF RO IB
RO IF RI RI IB zx RI IB RI IF RO IB RO IF RI IB RI IF RO IB RO IF RI
IB RI IF RO IB RO IF RI IB RI IF RO IB RO IF wy zx zy zy RO IF RO IB
RI IF RO IB RO IF RO RO IB RI IF RO IB RO IF RI RI IB RI IF RI IB RO
IF RI IB RI IF RI IB wy RO IF RI IB zx IF RI IB RO IF RI IB RI IF RO
IB RO IF RI IB RI IF RO IB RO IF RI IB RI IF RI RI IB zx zx IF RO RO
IB RO IF RO IB RI IF RO IB RO IF RI IB RI IF RI RI RI IB xz IF RO RO
IB RO IF RO RO IB RI IF RI RI IB ID RI IF RO IB RO IU IF RO RO IB RO
IF RI IB IU IU RI ID ID IF RO IB RI IF RI IB ID ID RO IU IU IF RO IB
RO IF RI IB ID ID RI IU IU IF RO IB RI IF RI IB ID ID RO IU IU zy zx
yx RI IB RI IF RO IB RO IF RI IB RI IF RO IB RO IF IF RO IB RI IB RI
IF RO IB RO IF RI IB RI IF RO IB RO IF RI IB RI IF RO IB RO IF RI IB
RI IF RO ID
3^4
# Hyperspeedcube puzzle log
---
version: 1
puzzle:
Rubiks4D:
layer_count: 3
state: 3
scramble_length: 45
twist_count:
ATM: 830
ETM: 1152
STM: 831
BTM: 831
OBTM: 831
QSTM: 1251
QBTM: 1251
QOBTM: 1251
scramble: >
5,11,1 5,30,1 2,28,5 6,18,3 4,29,2 3,8,2 2,12,5 1,31,1 3,31,3 1,11,2
1,31,1 0,19,1 4,30,5 1,3,3 6,26,3 6,9,2 1,28,2 2,15,3 5,13,3 2,19,5
2,3,3 4,30,1 4,17,2 6,25,3 0,2,3 5,24,1 4,12,2 5,10,1 5,9,3 3,20,1
2,19,1 2,6,3 3,0,2 3,30,2 4,25,5 2,3,1 4,20,2 6,1,5 6,5,3 6,8,1 4,10,1
3,23,1 5,22,3 2,1,1 5,15,1
twists: >
xw RB RB DB RF BL UO RI FD BR DI DI LB IR BR IL wy UO wz UO wx xz xz
UO RO UI RI UB UI UI wz zx zx UI FI UO FO wz UO wx xz xz UO RO UI RI
UI xz wx zx UO wx {1-3}OUFL yx UI FI UO FO UO wz UI wx zx UI FI UO FO
UI UI wx wz zx zx UI FI UO FO UR wz UI wx zx UI FI UO FO UL wz xz UO
RO UI RI zx zy zx yx RO UO RI wz UO UO wx {1-3}OUFL yx UO RO UI RI UO
RO UI RI UO wz UI UI wz xy xz yz UO RO UI RI UB wx wx UI UI xz wz xy
yz yx UO RO UI RI {1-3}OUFL xz yz wx wx RO IF RO IB RI IF RI IB UI xy
{1-3}ODBR wx UO wx xz xz UO RO UI RI xz RO IF RO IB RI IF RI IB UB wx
wx {1-3}OUFL yx UI UI wx xy xz yz xz UO RO UI RI UR wz xz UI FI IDB FO
UO IUF wx zx zx UI FI IDB FO UO IUF UI wz zx {1-3}OUFL yx UO RO IDL RI
UI IDL UF zx wz zy {1-3}OUBR UO RO IDL RI UI IDL UF zx wz xz UO zx UI
FI IDB FO UO IUF zx wz UI UI xz wx xz xy xz yz zx FI IDB FO UO IDB UF
UF zx wz wz xz UI xy {1-3}ODBR UO RO IDL RI UI IDL {1-3}OUFL yx UO RO
IDL RI UI IDL UO UB UI FI IDB FO UO IDB wx UI LI UO LO UO FO UI FI zx
UF wx zx UO RO UI RI UI FI UO FO UI UI xy xz yz xz UI LI UO LO UO FO
UI FI UB wx wz xy {1-3}ODBR UO RO UI RI UI FI UO FO UB wx xy {1-3}ODBR
UI LI UO LO UO FO UI FI UI wx UI LI UO LO UO FO UI FI UL wz UO RO UI
RI UI FI UO FO UL xy {1-3}ODBR xz UO RO UI RI UI FI UO FO UB wx wz xz
UO RO UI RI UI FI UO FO wx zx UO RO UI RI UI FI UO FO UI RO UI RI UI
FI UO FO UI LI UO LO UO FO UI FI xz UO RO UI RI UI FI UO FO UI RO UI
RI UI FI UO FO UF UF zx wz zx UI FI IDB FO UO IDB UO RO IDL RI UI IDL
xz UL xz UI FI IDB FO UO IDB UO RO IDL RI UI IDL zx zx UL xz wx zx UI
UI xz UI FI IDB FO UO IDB UO RO IDL RI UI IDL xz wx UO zx UO RO IDL RI
UI IDL UI FI IDB FO UO IUF wx UI xy {1-3}ODBR UI FI IDB FO UO IUF UO
RO IDL RI UI IDL wz zx wx xz UO wz zx UI UI xz UI FI IDB FO UO IUF UO
RO IDL RI UI IDL xz wx xy xz yz UO RO IDL RI UI IDL UI FI IDB FO UO
IUF UL xz wx xy yz yx UI UI xy yz yx UI FI IUF FO UO IDB UO RO IDL RI
UI IDL xz wz wx UO wz UI xy {1-3}ODBR xz UO RO IDL RI UI IDL UI FI IUF
FO UO IUF zx wz FO RO UO RI UI FI xz FO RO UO RI UI FI UR RO UO RI UO
RO UO UO RI zx wz wz RO UO RI UO RO UO UO UO RI UO RO UO UO RI UF wx
wz UI xy {1-3}ODBR xz RO UO RI UO RO UO UO UO RI UO RO UO UO RI wy yx
{1-3}OUFR zy zy IBR LBI IBR RBO IBR LBI IBR RBO xz xy IBR LBI IBR RBO
IBR LBI IBR RBO {1-3}ODFL yz yx IBR LBI IBR RBO IBR LBI IBR RBO
{1-3}OUFL xz IBR LBI IBR RBO IBR LBI IBR RBO yz xz IBR LBI IBR RBO IBR
LBI IBR RBO yx IBR LBI IBR RBO IBR LBI IBR RBO yw wx wx xz wx zx RO IF
RO IB RI IF RO IB RO IF RO RO IB RI IF RO IB RO IF RI RI IB RI IF RI
IB RO IF RI IB RI IF RI IB wz wz zx RO IF RI RI IB RI IF RI IB RO IF
RI IB RI zx zy xz yz zx {1-3}OUFL xz IBR LBI IBR RBO IBR LBI IBR RBO
IUBL IBR LBI IBR RBO IBR LBI IBR RBO IDFR RBO IBR LBI IBR RBO IBR LBI
IBR IUBL RBO IBR LBI IBR RBO IBR LBI IBR IDFR zx wx zx IBR LBI IBR RBO
IBR LBI IBR RBO IUBL IBR LBI IBR RBO IBR LBI IBR RBO IDFR RBO IBR LBI
IBR RBO IBR LBI IBR IUBL RBO IBR LBI IBR RBO IBR LBI IBR IDFR yw yz xz
IB RI IF IU RO ID IB RI IF RO IB RO IF RO IF RO RO RO IB RO IF RI IB
RI xz IF RI RI IB ID RI IF RO IB RO IU IF RO IB zx zx zy zx yx IF RO
RO IB RO IF RI IB RI IF RI IB xy {1-3}ODBR IF RO IB RO IF RO RO IB RI
IF RI RI IB ID RI IF RO IB RO IU IF RI RI IB xz RO IF RI IB RI IF RI
IB ID RI IF RO IB RO IU IF RO IB xz xz IF RI RI IB ID RI IF RO IB RO
IF RO IB IU RO IF RI IB RI IF RO IB xz IF RO RO IB RO IF RI IB RI IF
RI IB ID RI IF RO IB RO IU IF RI IB zx zx IF RO RO IB RO IF RI IB RI
IF RI IB ID RI IF RO IB RO IF RI IB IU xz ID RO IU RO IF RO IB RI IF
RI IB ID RI IU xy {1-3}ODBR ID RO IU RO IF RO IB RI IF RI IB ID RI IU
zx RO IF RO IB RI IF RO IB RO IF RO RO IB RI IF RO IB RO IF RI RI IB
RI IF RI IB RO IF RI IB RI IF RI IB RO IF RO IB RI IF RI IB RI ID RO
IU RO RO IF RI IB RI IF RI IB RO IF RO IB RI ID RI IU IF RO IB UR FU
UL FD UBRO LB UL LF IF UI IB
4^4
5^4
6^4
7^4
8^4
9^4
10^4
11^4
N^5
2^5
3^5
4^5
5^5
N^6
3^6
N^7
3^7
Cuboids
2x2x2x1
2x2x2x3
2x2x2x4
2x2x3x3
2x3x3x3
Duoprisms
Triangular Duoprism {3}x{4} (3)
Pentagonal Duoprism {5}x{4} (3)
Hexagonal Duoprism {6}x{4} (3)
Heptagonal Duoprism {7}x{4} (3)
Octagonal Duoprism {8}x{4} (3)
Nonagonal Duoprism {9}x{4} (3)
Decagonal Duoprism {10}x{4} (3)
Uniform Pentagonal Duoprism {5}x{5} (3)
Uniform Hexagonal Duoprism {6}x{6} (3)
Uniform Hexagonal Duoprism {7}x{7} (3)
Uniform Octagonal Duoprism {8}x{8} (3)
Uniform Nonagonal Duoprism {9}x{9} (3)
Uniform Decagonal Duoprism {10}x{10} (3)
{6}x{5} (3)
{10}x{5} (3)
Prisms
Dodecahedral Prism
Hyperbolic Magic Tile
8C {6,3,3}
12C {6,3,3}
Other
Simplex (3)
MagicCube4D 3 3 144 {3,3,3} 3
-0.528836609256087 -0.775560535915053 -0.3406052149501565 0.053158098070174735
-0.6801148804281163 0.6299708887211279 -0.3652747403980452 0.08458600836605384
-0.017909691643084844 -0.01976121512237206 0.22482089865040283 0.9740350614080391
-0.5074000720102664 -0.035384020008408866 0.8366707925498079 -0.2031627991195664
*
70,1,1 56,1,1 19,1,2 33,-1,4 73,1,1 8,-1,2 26,-1,4 38,1,4 15,-1,2 58,-1,2
9,1,1 23,1,4 45,1,1 70,-1,4 0,-1,2 17,-1,2 39,1,2 70,1,4 m| 8,1,2
3,1,1 24,1,2 3,-1,1 17,1,2 17,1,2 18,1,4 15,1,4 15,1,4 61,1,2 62,1,4
61,1,4 2,1,4 2,1,4 30,1,4 30,1,4 33,1,4 m[ 48,1,2 63,-1,2 48,-1,2
63,1,2 m] 2,-1,2 m[ 47,-1,2 31,1,2 47,1,2 31,-1,2 m] 2,-1,2
2,-1,2 m[ 62,1,2 17,-1,2 62,-1,2 17,1,2 m] m[ 30,1,2 15,-1,2
30,-1,2 15,1,2 m] 6,-1,2 8,1,2 6,-1,2 1,-1,2 2,1,2 3,1,2 3,1,2
4,1,2 6,1,2 2,1,2 3,1,2 9,-1,2 2,-1,2 m[ 61,-1,2 47,1,2 61,1,2
47,-1,2 m] m[ 15,1,2 45,-1,2 15,-1,2 45,1,2 m] 3,-1,2 m[
45,-1,2 15,1,2 45,1,2 15,-1,2 m] 3,1,2 3,1,2 9,-1,2 0,1,2 3,-1,2
m[ 30,1,2 15,-1,2 30,-1,2 15,1,2 m] 1,1,2 2,1,2 m[ 22,-1,2
3,1,2 22,-1,2 3,1,2 22,-1,2 3,1,2 22,-1,2 m] m[ 47,1,2 61,-1,2
47,-1,2 61,1,2 m] 1,-1,2 m[ 61,-1,2 47,1,2 61,1,2 47,-1,2 m]
1,1,2 5,-1,2 1,-1,2 2,-1,2 3,-1,2 3,-1,2 m[ 61,-1,2 47,1,2 61,1,2
47,-1,2 m] 2,1,2 5,-1,2 m[ 61,-1,2 47,1,2 61,1,2 47,-1,2 m]
m[ 48,-1,1 15,1,2 45,-1,2 15,-1,2 45,1,2 48,1,1 m] 18,1,1 m[
48,-1,1 45,-1,2 15,1,2 45,1,2 15,-1,2 48,1,1 m] 18,-1,1 m[ 48,-1,1
45,-1,2 15,1,2 45,1,2 15,-1,2 48,1,1 m] 45,1,2 2,-1,2 45,-1,2 2,-1,2
45,1,2 2,-1,2 45,-1,2 m[ 46,1,2 1,-1,2 46,-1,2 1,1,2 47,1,1 45,-1,1
1,-1,2 46,1,2 1,1,2 46,-1,2 45,1,1 47,-1,1 m].
Truncated Tesseract
4D Edge Turning (4D Curvy Copter)
4D Ridge Turning
24 Cells
Truncated 24 Cells
48 FT Cells
120 Cells
Complex 3x3x3
The 3x3x3 complex doesn't allow you to save the log file, so I generated a random sequence of 500 moves using an online scrambler, then solved the puzzle starting from move 501 and recorded the entire sequence. Log File
