Difference between revisions of "VHLS"
From Speedsolving.com Wiki
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<!-- #REDIRECT [[Vandenbergh-Harris]] -->__NOTOC__ | <!-- #REDIRECT [[Vandenbergh-Harris]] -->__NOTOC__ | ||
{{Substep Infobox | {{Substep Infobox | ||
− | |name= | + | |name=VHLS |
|image=Vh_method.gif | |image=Vh_method.gif | ||
|proposers=[[Lars Vandenbergh]], [[Dan Harris]] | |proposers=[[Lars Vandenbergh]], [[Dan Harris]] | ||
|steps=2 | |steps=2 | ||
− | |anames= | + | |anames=VHF2L |
|algs=32 | |algs=32 | ||
|purpose=[[Speedsolving]] | |purpose=[[Speedsolving]] | ||
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|next=[[LL:EO cube state]] | |next=[[LL:EO cube state]] | ||
}} | }} | ||
− | ''' | + | '''VHLS''' (short for ''[[Vandenbergh-Harris]] Last Slot'') is a step of the [[Vandenbergh-Harris]] method that basically does the same thing as [[ZBLS]] using much fewer algorithms—the last slot is filled in while orienting the edges of the last layer. The reason why there are much fewer algorithms is because all of the cases have a F2L pair already or just one move away from making one. If the cube doesn't apply to that, you have to create a F2L pair or make it one move away. |
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{{Algnote}} | {{Algnote}} | ||
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− | === | + | ===VHLS 1=== |
[[Image:VHF2L-1.png]] | [[Image:VHF2L-1.png]] | ||
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− | === | + | ===VHLS 2=== |
[[Image:VHF2L-2.png]] | [[Image:VHF2L-2.png]] | ||
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− | === | + | ===VHLS 3=== |
[[Image:VHF2L-3.png]] | [[Image:VHF2L-3.png]] | ||
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− | === | + | ===VHLS 4=== |
[[Image:VHF2L-4.png]] | [[Image:VHF2L-4.png]] | ||
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− | === | + | ===VHLS 5=== |
[[Image:VHF2L-5.png]] | [[Image:VHF2L-5.png]] | ||
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− | === | + | ===VHLS 6=== |
[[Image:VHF2L-6.png]] | [[Image:VHF2L-6.png]] | ||
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− | === | + | ===VHLS 7=== |
[[Image:VHF2L-7.png]] | [[Image:VHF2L-7.png]] | ||
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− | === | + | ===VHLS 8=== |
[[Image:VHF2L-8.png]] | [[Image:VHF2L-8.png]] | ||
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− | === | + | ===VHLS 9=== |
[[Image:VHF2L-9.png]] | [[Image:VHF2L-9.png]] | ||
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− | === | + | ===VHLS 10=== |
[[Image:VHF2L-10.png]] | [[Image:VHF2L-10.png]] | ||
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− | === | + | ===VHLS 11=== |
[[Image:VHF2L-11.png]] | [[Image:VHF2L-11.png]] | ||
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{{Alg|(U' R U2 R' b' R) (b')}} | {{Alg|(U' R U2 R' b' R) (b')}} | ||
− | === | + | ===VHLS 12=== |
[[Image:VHF2L-12.png]] | [[Image:VHF2L-12.png]] | ||
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− | === | + | ===VHLS 13=== |
[[Image:VHF2L-13.png]] | [[Image:VHF2L-13.png]] | ||
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− | === | + | ===VHLS 14=== |
[[Image:VHF2L-14.png]] | [[Image:VHF2L-14.png]] | ||
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− | === | + | ===VHLS 15=== |
[[Image:VHF2L-15.png]] | [[Image:VHF2L-15.png]] | ||
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− | === | + | ===VHLS 16=== |
[[Image:VHF2L-16.png]] | [[Image:VHF2L-16.png]] | ||
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|-valign="top" | |-valign="top" | ||
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− | === | + | ===VHLS 17=== |
[[Image:VHF2L-17.png]] | [[Image:VHF2L-17.png]] | ||
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− | === | + | ===VHLS 18=== |
[[Image:VHF2L-18.png]] | [[Image:VHF2L-18.png]] | ||
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− | === | + | ===VHLS 19=== |
[[Image:VHF2L-19.png]] | [[Image:VHF2L-19.png]] | ||
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− | === | + | ===VHLS 20=== |
[[Image:VHF2L-20.png]] | [[Image:VHF2L-20.png]] | ||
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|} | |} | ||
==References== | ==References== | ||
− | * [http://www.cosine-systems.com/cubestation/f2l/f2ladvanced-influencingLLvh.php Dan Harris' | + | * [http://www.cosine-systems.com/cubestation/f2l/f2ladvanced-influencingLLvh.php Dan Harris' VHLS cases] |
− | * [http://jmbaum.110mb.com/zbf2l.htm Jason Baum's | + | * [http://jmbaum.110mb.com/zbf2l.htm Jason Baum's VHLS cases (only cases 1, 2, 3, and 4)] |
+ | |||
+ | [[Category:3x3x3 last slot substeps]] |
Revision as of 06:52, 6 January 2015
|
VHLS (short for Vandenbergh-Harris Last Slot) is a step of the Vandenbergh-Harris method that basically does the same thing as ZBLS using much fewer algorithms—the last slot is filled in while orienting the edges of the last layer. The reason why there are much fewer algorithms is because all of the cases have a F2L pair already or just one move away from making one. If the cube doesn't apply to that, you have to create a F2L pair or make it one move away.
Note that all of these algorithms are written in the Western notation, where a lowercase letter means a double-layer turn and rotations are denoted by x, y, and z. (how to add algorithms) Click on an algorithm (not the camera icon) to watch an animation of it. |
Pair Connected
VHLS 1
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VHLS 2
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VHLS 3
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VHLS 4
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VHLS 5
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VHLS 6
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VHLS 7
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VHLS 8
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VHLS 9
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VHLS 10
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VHLS 11
VHLS 12
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VHLS 13
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VHLS 14
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VHLS 15
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VHLS 16
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Pair Separated
VHLS 17
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VHLS 18
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VHLS 19
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VHLS 20
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