Difference between revisions of "User:Dmoa"

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m (7^4 added in timeline)
m (Simplex 4 added)
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! style="background-color: #00ff00" | [https://superliminal.com/cube/ <span style="color:black;">{3,3,3} Simplex 3</span>]     
 
! style="background-color: #00ff00" | [https://superliminal.com/cube/ <span style="color:black;">{3,3,3} Simplex 3</span>]     
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! style="background-color: #00ff00" | [https://superliminal.com/cube/ <span style="color:black;">{3,3,3} Simplex 4</span>]   
 
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! style="background-color: #cccccc" | {3,3,3} Simplex 3   
 
! style="background-color: #cccccc" | {3,3,3} Simplex 3   
 
! style="background-color: #FF1F00" | 09/08/2021  
 
! style="background-color: #FF1F00" | 09/08/2021  
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|-
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|-
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! style="background-color: #cccccc" | {3,3,3} Simplex 3 
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! style="background-color: #FFA500" | 27/01/2023
 
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! 24/01/2023
 
! 24/01/2023
 
| 7^4
 
| 7^4
 +
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! 27/01/2023
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| {3,3,3} Simplex 4
 
|}
 
|}
  
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! style="background-color: #cccccc" | {3,3,3} Simplex 3   
 
! style="background-color: #cccccc" | {3,3,3} Simplex 3   
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! style="background-color: #00ffff" | 1
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! style="background-color: #cccccc" | {3,3,3} Simplex 4 
 
! style="background-color: #00ffff" | 1  
 
! style="background-color: #00ffff" | 1  
 
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! style="background-color: #cccccc" | {3,3,3} Simplex 3   
 
! style="background-color: #cccccc" | {3,3,3} Simplex 3   
 
! style="background-color: #00C600" | [http://wiki.superliminal.com/wiki/Simplex#:~:text=10-,Djair%20Maynart,-08/09/2021 <span style="color:black;">10th</span>]
 
! style="background-color: #00C600" | [http://wiki.superliminal.com/wiki/Simplex#:~:text=10-,Djair%20Maynart,-08/09/2021 <span style="color:black;">10th</span>]
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! style="background-color: #cccccc" | {3,3,3} Simplex 4 
 +
! style="background-color: #00D800" | [http://wiki.superliminal.com/wiki/Simplex#:~:text=4-,Djair%20Maynart,-01/27/2023 <span style="color:black;">4th</span>]
 
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Line 9,146: Line 9,164:
 
30,1,6 31,-1,6 2,1,6 31,1,6 2,-1,6 47,1,6 2,-1,6 47,-1,6 2,1,6 33,-1,6
 
30,1,6 31,-1,6 2,1,6 31,1,6 2,-1,6 47,1,6 2,-1,6 47,-1,6 2,1,6 33,-1,6
 
31,-1,6.
 
31,-1,6.
 +
</pre>
 +
</div>
 +
 +
 +
<p style="font-size:120%" > ''' {3,3,3} Simplex 4 ''' </p>
 +
 +
<div id="simplex4d4" class="mw-collapsible mw-collapsed">
 +
<pre>
 +
MagicCube4D 3 3 487 {3,3,3} 4
 +
0.11112659312637888 -0.3503355855538604 0.9300085256570275 -8.666329975696965E-10
 +
-0.9877251876487505 -0.14229964755536284 0.06441866181364099 -5.003503776666136E-10
 +
0.10977173581739963 -0.9257514719406357 -0.3618485570171336 -3.538021394952676E-10
 +
-3.590652231717521E-10 -7.023449124735186E-10 7.101851844768197E-10 1.0
 +
*
 +
63,-1,1 12,1,2 27,1,4 6,-1,1 22,-1,2 73,-1,2 46,-1,1 23,-1,8 56,-1,4 37,1,1
 +
13,1,8 54,-1,2 0,1,8 17,-1,4 8,-1,8 70,1,4 30,-1,8 9,1,8 30,-1,2 62,1,2
 +
38,1,2 12,1,4 50,1,1 22,-1,1 73,1,4 54,1,8 63,-1,4 2,1,1 42,1,8 12,-1,4
 +
m| 45,1,8 60,1,8 1,1,8 0,-1,8 18,1,8 31,1,8 33,-1,12 48,1,12 63,-1,12
 +
3,-1,12 2,-1,12 62,-1,14 3,1,14 62,1,14 3,-1,14 15,1,14 0,1,14 30,-1,14 0,-1,14
 +
30,1,14 15,-1,14 45,-1,14 30,1,14 45,1,14 30,-1,14 63,-1,14 33,1,14 63,1,14 33,-1,14
 +
16,1,14 15,1,14 15,1,14 45,1,14 0,-1,14 45,-1,14 0,1,14 18,1,14 17,-1,14 62,1,14
 +
32,-1,14 62,-1,14 32,1,14 46,1,14 60,-1,14 46,-1,14 60,1,14 15,1,14 63,1,14 48,-1,14
 +
63,-1,14 48,1,14 18,1,14 17,1,14 3,-1,14 17,-1,14 3,1,14 17,-1,14 3,-1,14 17,-1,14
 +
17,-1,14 3,1,14 17,-1,14 3,-1,14 17,-1,14 3,1,14 45,-1,14 15,-1,14 45,1,14 15,-1,14
 +
45,-1,14 15,-1,14 45,1,14 30,-1,1 32,1,14 3,-1,14 32,-1,14 3,1,14 17,-1,14 3,1,14
 +
17,1,14 3,-1,14 42,-1,1 16,-1,12 46,1,14 16,1,12 46,-1,14 1,1,12 2,-1,12 47,1,14
 +
61,-1,12 47,-1,14 61,1,12 2,-1,12 0,1,12 30,-1,14 45,1,12 30,1,14 45,-1,12 1,1,12
 +
3,-1,12 1,-1,14 46,1,12 16,-1,14 46,-1,12 16,1,14 3,-1,14 32,1,14 62,-1,12 32,-1,14
 +
62,1,12 3,1,14 1,1,14 0,1,12 15,-1,14 30,1,12 15,1,14 30,-1,12 0,-1,12 1,1,12
 +
60,-1,14 16,1,12 60,1,14 16,-1,12 1,-1,12 3,1,12 47,-1,14 31,1,12 47,1,14 31,-1,12
 +
2,1,12 0,1,12 3,-1,14 0,1,14 15,-1,12 30,1,14 15,1,12 30,-1,14 60,-1,12 16,1,14
 +
60,1,12 16,-1,14 1,1,14 32,1,14 62,-1,12 32,-1,14 62,1,12 3,-1,14 2,-1,14 0,1,14
 +
30,-1,12 45,1,14 30,1,12 45,-1,14 0,1,14 1,-1,14 61,-1,14 47,1,12 61,1,14 47,-1,12
 +
3,-1,14 2,1,14 31,-1,12 61,1,14 31,1,12 61,-1,14 1,-1,14 0,1,14 m[ 45,1,14
 +
0,-1,12 45,-1,14 0,-1,12 45,1,14 0,-1,12 45,-1,14 m] m[ 61,1,14 2,1,12
 +
61,-1,14 2,1,12 61,1,14 2,1,12 61,-1,14 m] 56,-1,1 31,1,14 m[ 61,1,14
 +
2,1,12 61,-1,14 2,1,12 61,1,14 2,1,12 61,-1,14 m] 31,-1,14 56,1,1 17,1,12
 +
32,1,14 m[ 61,1,14 2,-1,12 61,-1,14 2,-1,12 61,1,14 2,-1,12 61,-1,14 m]
 +
32,-1,14 17,-1,12 62,1,14 m[ 1,1,14 16,1,12 1,-1,14 16,1,12 1,1,14 16,1,12
 +
1,-1,14 0,1,14 31,1,14 60,-1,1 31,-1,14 60,1,1 31,1,14 0,-1,14 1,1,14 16,-1,12
 +
1,-1,14 16,-1,12 1,1,14 16,-1,12 1,-1,14 0,1,14 31,-1,14 60,-1,1 31,1,14 60,1,1
 +
31,-1,14 0,-1,14 m] 62,-1,14 2,-1,14 2,1,12 47,1,14 2,-1,14 47,-1,14 2,-1,14
 +
47,1,14 2,-1,14 47,-1,14 15,1,14 45,-1,14 15,-1,14 45,1,14 0,-1,14 45,1,14 0,1,14
 +
45,-1,14 48,-1,1 57,-1,1 15,1,14 45,-1,14 15,-1,14 45,1,14 0,-1,14 45,1,14 0,1,14
 +
45,-1,14 58,-1,1 48,-1,1 m[ 61,1,14 2,1,12 61,-1,14 2,1,12 61,1,14 2,1,12
 +
61,-1,14 m] 16,1,12 62,-1,14 m[ 60,1,14 1,1,12 60,-1,14 1,1,12 60,1,14
 +
1,1,12 60,-1,14 61,1,14 33,1,14 16,-1,1 33,-1,14 16,1,1 33,1,14 61,-1,14 60,1,14
 +
1,-1,12 60,-1,14 1,-1,12 60,1,14 1,-1,12 60,-1,14 61,1,14 33,-1,14 16,-1,1 33,1,14
 +
16,1,1 33,-1,14 61,-1,14 m] 62,1,14 16,-1,12 m[ 47,1,2 61,-1,2 47,-1,2
 +
61,1,2 47,1,2 61,-1,2 47,-1,2 61,1,2 47,1,2 61,-1,2 47,-1,2 61,1,2 m]
 +
70,-1,1 m[ 16,1,2 1,-1,2 16,-1,2 1,1,2 16,1,2 1,-1,2 16,-1,2 1,1,2
 +
16,1,2 1,-1,2 16,-1,2 1,1,2 m] 70,1,1 56,1,1 62,-1,1 m[ 18,1,2
 +
33,-1,2 18,-1,2 33,1,2 18,1,2 33,-1,2 18,-1,2 33,1,2 18,1,2 33,-1,2 18,-1,2
 +
33,1,2 m] 62,1,1 47,1,1 1,-1,1 33,1,1 m[ 45,1,2 15,-1,2 45,-1,2
 +
15,1,2 45,1,2 15,-1,2 45,-1,2 15,1,2 45,1,2 15,-1,2 45,-1,2 15,1,2 m]
 +
33,-1,1 1,1,1 31,-1,1 2,-1,1 18,1,1 m[ 45,1,2 30,-1,2 45,-1,2 30,1,2
 +
45,1,2 30,-1,2 45,-1,2 30,1,2 45,1,2 30,-1,2 45,-1,2 30,1,2 m] 18,-1,1
 +
2,1,1 31,1,1 55,-1,1 30,-1,1 m[ 2,1,2 47,-1,2 2,-1,2 47,1,2 2,1,2
 +
47,-1,2 2,-1,2 47,1,2 2,1,2 47,-1,2 2,-1,2 47,1,2 m] 30,1,1 48,-1,1
 +
m[ 17,1,2 62,-1,2 17,-1,2 62,1,2 17,1,2 62,-1,2 17,-1,2 62,1,2 17,1,2
 +
62,-1,2 17,-1,2 62,1,2 m] 1,-1,1 60,1,1 1,1,1 60,-1,1 16,-1,1 m[
 +
17,1,2 62,-1,2 17,-1,2 62,1,2 17,1,2 62,-1,2 17,-1,2 62,1,2 17,1,2 62,-1,2
 +
17,-1,2 62,1,2 m] 16,1,1 60,1,1 1,-1,1 60,-1,1 1,1,1 60,-1,6 m[
 +
32,-1,14 3,-1,2 32,1,14 3,-1,2 32,-1,14 3,-1,2 32,1,14 3,-1,2 46,1,1 3,1,2
 +
32,-1,14 3,1,2 32,1,14 3,1,2 32,-1,14 3,1,2 32,1,14 46,-1,1 m] 60,1,6
 +
32,-1,6 m[ 62,1,1 45,-1,14 0,-1,2 45,1,14 0,-1,2 45,-1,14 0,-1,2 45,1,14
 +
0,-1,2 62,-1,1 0,1,2 45,-1,14 0,1,2 45,1,14 0,1,2 45,-1,14 0,1,2 45,1,14
 +
m] 32,1,6 48,-1,6 m[ 33,1,1 1,-1,14 16,-1,2 1,1,14 16,-1,2 1,-1,14
 +
16,-1,2 1,1,14 16,-1,2 33,-1,1 16,1,2 1,-1,14 16,1,2 1,1,14 16,1,2 1,-1,14
 +
16,1,2 1,1,14 m] 48,1,6.
 
</pre>
 
</pre>
 
</div>
 
</div>

Revision as of 16:37, 27 January 2023

Hi, I'm Djair Maynart!

Completed Solutions

List of puzzles solved:

M ^ N M ^ 4 (4D) M ^ 5 (5D) M ^ 6 (6D) M ^ 7 (7D)
2 ^ N 2 ^ 4 2 ^ 5 2 ^ 6 2 ^ 7
3 ^ N 3 ^ 4 3 ^ 5 3 ^ 6 3 ^ 7
4 ^ N 4 ^ 4 4 ^ 5 4 ^ 6 4 ^ 7
5 ^ N 5 ^ 4 5 ^ 5 5 ^ 6 5 ^ 7
6 ^ N 6 ^ 4 6 ^ 5 6 ^ 6 6 ^ 7
7 ^ N 7 ^ 4 7 ^ 5 7 ^ 6 7 ^ 7
Magic 3D Hyperbolic Tile {6,3,3}
8 Colors
12 Colors
14 Colors
20 Colors (a)
20 Colors (b)
32 Colors
52 Colors
Other
{3,3,3} Simplex 2
{3,3,3} Simplex 3
{3,3,3} Simplex 4
Magic Simplex 5D 2/5
Magic 120 Cell
Face Turning 24 Cell
Solved Unsolved Unavailable


Dates of Solutions

Dates in which every puzzle was solved (DD/MM/YYYY):

M ^ N M ^ 4 (4D) M ^ 5 (5D) M ^ 6 (6D) M ^ 7 (7D)
2 ^ N 20/04/2021 26/04/2021
3 ^ N 17/04/2021 25/04/2021 09/05/2021 24/05/2021
4 ^ N 19/04/2021 08/06/2021 14/01/2023
5 ^ N 21/04/2021 04/12/2022
6 ^ N 22/01/2023
7 ^ N 24/01/2023
Magic 3D Hyperbolic Tile {6,3,3}
8 Colors 13/12/2021
12 Colors 14/12/2021
14 Colors 16/12/2021
20 Colors (a) 18/01/2022
20 Colors (b) 10/03/2022
32 Colors 15/06/2022
52 Colors 18/11/2022
Other
{3,3,3} Simplex 2 20/01/2023
{3,3,3} Simplex 3 09/08/2021
{3,3,3} Simplex 3 27/01/2023
Magic Simplex 5D 2/5 10/08/2021
Magic 120 Cell 10/12/2021
Face Turning 24 Cell 19/01/2023


[Expand] Timeline:
17/04/2021 3^4
19/04/2021 4^4
20/04/2021 2^4
21/04/2021 5^4
25/04/2021 3^5
26/04/2021 2^5
09/05/2021 3^6
24/05/2021 3^7
08/06/2021 4^5
09/08/2021 {3,3,3} Simplex 3
10/08/2021 Magic Simplex 5D 2/5
10/12/2021 Magic 120 Cell
13/12/2021 {6,3,3} 8 Colors
14/12/2021 {6,3,3} 12 Colors
16/12/2021 {6,3,3} 14 Colors
18/01/2022 {6,3,3} 20 Colors (a)
10/03/2022 {6,3,3} 20 Colors (b)
15/06/2022 {6,3,3} 32 Colors
18/11/2022 {6,3,3} 52 Colors
04/12/2022 5^5
14/01/2023 4^6
19/01/2023 Face Turning 24 Cell
20/01/2023 {3,3,3} Simplex 2
22/01/2023 6^4
24/01/2023 7^4
27/01/2023 {3,3,3} Simplex 4


Time spent on each puzzle

Amount of time in days it took me to solve each puzzle for the first time:

M ^ N M ^ 4 (4D) M ^ 5 (5D) M ^ 6 (6D) M ^ 7 (7D)
2 ^ N 1 2
3 ^ N 2 4 11 26
4 ^ N 2 5 14
5 ^ N 2 13
6 ^ N 3
7 ^ N 2
Magic 3D Hyperbolic Tile {6,3,3}
8 Colors 3
12 Colors 2
14 Colors 2
20 Colors (a) 6
20 Colors (b) 8
32 Colors 17
52 Colors 15
Other
{3,3,3} Simplex 2 1
{3,3,3} Simplex 3 1
{3,3,3} Simplex 4 1
Magic Simplex 5D 2/5 1
Magic 120 Cell 30
Face Turning 24 Cell 5


Some observations:

  • If I started a puzzle and solved it in the same day, it counts as 1 day
  • If I started a puzzle and solved it in the next day, it counts as 2 days even if it took less than 24 hours
  • If I started a puzzle and there was a huge period when I didn't make any progress (like months without touching the puzzle) this gap won't be considered
  • If I started a puzzle and finished some days later but I didn't make any progress on one specific day, this day will still be considered
  • Some "easier" puzzles were solved in fewer days than "harder" ones just because I was more focused on some days than others
  • From 2023 on, my solutions will get a lot longer because I will be solving them a little bit each day rather than trying to solve them as fast a possible


Positions on HoF

My positions on each Hall of Fame:

M ^ N M ^ 4 (4D) M ^ 5 (5D) M ^ 6 (6D) M ^ 7 (7D)
2 ^ N 20th
3 ^ N 440th 77th 15th 11th
4 ^ N 97th 8th 3rd
5 ^ N 68th 5th
6 ^ N
7 ^ N
Magic 3D Hyperbolic Tile {6,3,3}
8 Colors 6th
12 Colors 2nd
14 Colors 1st
20 Colors (a) 2nd
20 Colors (b) 1st
32 Colors 1st
52 Colors 2nd
Other
{3,3,3} Simplex 2 10th
{3,3,3} Simplex 3 10th
{3,3,3} Simplex 4 4th
Magic 120 Cell 15th
Face Turning 24 Cell 4th


Log files

Log files of my first solutions of every puzzle:

M ^ N

2^4

[Expand]


3^4

[Expand]


4^4

[Expand]


5^4

[Expand]


6^4

[Expand]


7^4

[Expand]


2^5

[Expand]


3^5

[Expand]


4^5

[Expand]


5^5

[Expand]


3^6

[Expand]


4^6

[Expand]


3^7

[Expand]


Magic 3D Hyperbolic Tile {6,3,3}

8 Colors

[Expand]


12 Colors

[Expand]


14 Colors

[Expand]


20 Colors - Pattern A

[Expand]


20 Colors - Pattern B

[Expand]


32 Colors

[Expand]


52 Colors

[Expand]


Other

{3,3,3} Simplex 2

[Expand]


{3,3,3} Simplex 3

[Expand]


{3,3,3} Simplex 4

[Expand]


Magic Simplex 5D 2/5

[Expand]


Magic 120 Cell

[Expand]


Face Turning 24 Cell

[Expand]
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