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'''Kenneth's Big Cubes Method''' (KBCM), is a way to [[Direct solving|direct solve]] the [[4x4x4 c * [[User:Kenneth:Kenneth's Big Cubes Method|Description and examples]] ...

[[Category:Big Cubes methods]] [[Category:4x4x4 methods]] ...

* [[Big cubes]] ...e and more on your understanding of the cube structure as you solve bigger cubes. For size beyond 5x5x5, you need to adapt all the algs learned from the sma ...

* [[Big cubes]] [[Category:3x3x3 methods]] ...

...while still maintaining a low movecount, distinguishing it from other LBL methods that often require lengthy commutators for their last step. # '''Middle Block Layer(s)''': On cubes bigger than 4x4x4, repeat the step from before again until only one layer ( ...

There are many methods to solve big cubes, but not many methods are really good Here, 5 best methods for big cubes ...

* [[All NxNxN cubes]] ...he Centers, which solves every other complexity cube, through nxnxn (see [[Big cube]]). ...

...o known as '''Redux''', is the current dominant group of [[method]]s for [[big cube]]s speedsolving, and the dominant method for [[5x5x5]]+ that solves [[ Almost every speedcuber uses the reduction method for 5x5 and bigger cubes. Reduction was formerly the dominantly used method for 4x4 as well, however ...

...ce on M slice will be a con as M slices becomes difficult to use on bigger cubes. *Reliance on M slice. Using M slices becomes difficult on big cubes. ...

...edmore]]'s solution. Although the method was originally designed for [[big cubes]], it can also be used to solve the 3x3, though it is just a [[CF method]] [[Category:3x3x3 methods]] ...

...was created and mainly suited for [[4x4]] but can be used on larger order cubes very easily. It is very similar to the [[Meyer]] method (and arguably close * Some find M slices hard on big cubes ...

...dge Pairing''' is the substep of [[Reduction|reduction methods]] for [[big cubes]] in which [[edges]] are paired, completing the reduction to [[3x3]] (plus ...shed by placing the four already solved dedges on the bottom face (in most methods like [[Yau]] or [[Hoya]], this is already done in the [[Cross]] step). Afte ...

'''Big Cubes''' (also known as ''bigcubes'' or ''NxNxN cubes (N>3)'') are [[cube|cubical]] [[puzzle]]s having an order larger than the u ...be]]. With the V-cube technology it is now possible to mass-produce larger cubes, even up to the [[17x17x17 Cube]]; already, it is possible for anyone to bu ...

...st often aligned top to bottom but two more directions are possible. These methods can be relatively fast, effective and easy but there are few cubers who use ==Columns for big cubes== ...

...inese companies beginning with [[Shengshou]] have released their own 5x5x5 cubes. * [[:Category:5x5x5 methods]] ...

|variants= Hoya-style, X-Cross, other methods (Roux, ZZ...) ...e number of moves will be slightly lower and will be more suitable for big cubes from 5x5 onwards. ...

...ining them together in very few moves. It is used in the sub-steps of many methods including: [[Petrus]], [[Heise]], [[Roux]] and [[ZZ]]. Blockbuilding often == Blockbuilding on big cubes == ...

...proposed by [[Jong-Ho Jeong]]. It can also be applied to [[Big cube|bigger cubes]], and is frequently done on both [[5x5x5]] (usually under the name '''Hoya ...ing.com/forum/showthread.php?52047-Hoya-5x5-Tips-amp-Tricks Hoya on bigger cubes as 5x5x5 (on Speedsolving Forums)] ...

...cations can be made to make it friendlier to solve on the bigger (>=5x5x5) cubes. [[Category:Big Cube methods]] ...

'''NPB''' is a speedsolving method designed for [[big cubes]]. It was proposed by V Achyuthan (V Sundararajan) as a way of applying the '''Step 7''' : From here the rest of the cubes can be solved with just algorithms just like the APB method (with parity of ...