# Tag Info

### Most efficient cubifier

Lua, Score: 85.91 13.50 13.20 12.70 9.41 9.32 9.83 9.66 9.12 9.06 8.03 (Average) ...
• 1,397

### Most efficient cubifier

Cubically, Score: 86.98 U3D1R3L1F3B1U1D3~:7+1(-1@3(-1%1)6:1+3111@6%1-31111+004@6:1+11111%6:1+45@6:1-1%6~:7+1)6 Try it online! Turns out, all you need is ...
• 4,361

### Most efficient cubifier

C# (.NET Core), Score: 129.98 11.73 10.82 9.62 10.33 10.32 10.20 -1.2 point from MD XF's suggestion to use @6666... instead of ...
• 4,361
Accepted

### Implement the Cubically Cube

Python 2, 476 bytes ...
• 108k
Accepted

### Sum a Cubically cube's faces

Jelly, 16 14 13 bytes 3 bytes thanks to Erik the Outgolfer. ḟ⁶ỴV€€sS€ẎsS€ Try it online!
• 49.8k
Accepted

### Most efficient cubifier

C++11, Score: 6.37 ...
• 17.3k

### Sum a Cubically cube's faces

Python 2, 155 150 147 123 121 120 bytes Could probably be golfed quite a bit Edit: -5 bytes by using a better method for removing the whitespaces Edit: -3 bytes thanks to @Leaky Nun Edit: -24 ...
• 3,241

### Sum a Cubically cube's faces

05AB1E, 16 bytes ¹|ðм€Sôεø¹ô€OO}˜ Try it online!
• 40.6k

### Sum a Cubically cube's faces

Octave, 64 59 54 bytes @(c,n)sum(im2col(c'-48,[n n],'distinct'))([2 5:8 10]) Try it online! Previous answer: ...
• 5,665

### Sum a Cubically cube's faces

Husk, 15 bytes 3 s and 2 ms mṁṁiṁoC⁰TC⁰mf±¶ Try it online! Explanation ...
• 11.6k

### Most efficient cubifier

C++, score: 4.026 3.998 improvement: added M, E and S rotations; now eats even more RAM Fortunately, there is no memory limit here! This program can use over 10 GB of RAM, if you are unlucky enough. ...
• 8,425

• 17.3k

### Of Dumps and Cubes, and Structured Nonsense

Ruby, 115 bytes ...

### Of Dumps and Cubes, and Structured Nonsense

Clean, 150 145 143 bytes Contains many non-printable characters. ...
• 8,117
1 vote

### Sum a Cubically cube's faces

PowerShell, 236 bytes ...
• 43.5k
1 vote

### Sum a Cubically cube's faces

APL (Dyalog Classic), 30 27 bytes {+/⍎¨6(⍺*2)⍴⍉⊃,⌿3⍺⍴⍵⊂⍨⍵∊⎕D} Shaved off 3 bytes thanks to @Adám is n ...
• 261
1 vote

### Sum a Cubically cube's faces

Haskell, 128 bytes s n c=filter(>=0)$map(\[x,y]->sum$map(\[v,w]->fromEnum((lines c)!!(x*n+v)!!(y*n+w))-48)$n%n)$3%4 n%m=sequence[[0..n-1],[0..m-1]] ...
• 1,050

Only top scored, non community-wiki answers of a minimum length are eligible