Sune — solved corner at the front-right
WV S1Insert the pair with R U prime R prime and you would be looking at a Sune whose one solved corner sits at the front-right.
27 cases
Orient the last-layer corners while inserting the final F2L pair, skipping most of OLL.
When the last F2L pair is ready to insert with a plain three-move insertion and the last layer edges are already oriented, Winter Variation lets you insert the pair and orient all four corners in one algorithm. You arrive at the last layer with only corner permutation and edge permutation left. Cheap to learn relative to the payoff, and a good first taste of "influencing" a later step.
Insert the pair with R U prime R prime and you would be looking at a Sune whose one solved corner sits at the front-right.
A plain insertion would leave a Sune with the solved corner at the front-left, above the slot you are filling.
Inserting normally would leave a Sune with its solved corner at the back-left.
Inserting normally would leave a Sune with its solved corner at the back-right.
A plain insertion would leave an anti-sune with the solved corner at the front-right.
A plain insertion would leave an anti-sune with the solved corner at the front-left.
A plain insertion would leave an anti-sune with the solved corner at the back-left.
A plain insertion would leave an anti-sune with the solved corner at the back-right.
Inserting normally would leave a Pi, with the two corners twisted clockwise sitting along the front.
A plain insertion would leave a Pi with the clockwise pair down the right-hand side.
A plain insertion would leave a Pi with the clockwise pair down the left-hand side.
A plain insertion would leave a Pi with the clockwise pair along the back.
A plain insertion would leave an H, with the two clockwise-twisted corners on the front-right to back-left diagonal.
A plain insertion would leave an H, with the clockwise pair on the other diagonal from WV H1.
Inserting normally would leave a bowtie with its two solved corners at the front-right and back-left, and the front-left corner twisted clockwise.
The same bowtie positions as WV L1, but the twists run the other way: the front-left corner is twisted anticlockwise.
Inserting normally would leave a bowtie with its solved corners at the front-left and back-right, the front-right corner twisted clockwise.
The mirror twist of WV L3: same solved corners, opposite directions.
A plain insertion would leave a T shape with its two solved corners along the front.
A plain insertion would leave a T shape with its solved corners down the right-hand side.
A plain insertion would leave a T shape with its solved corners along the back.
A plain insertion would leave a T shape with its solved corners down the left-hand side.
A plain insertion would leave a U shape — the headlights — with its two solved corners along the front.
A plain insertion would leave headlights with the solved corners down the right-hand side.
A plain insertion would leave headlights with the solved corners down the left-hand side.
A plain insertion would leave headlights with the solved corners along the back.
The pair is joined at the front-left of the top layer, its two front stickers matching, and all four last-layer corners already show the top colour. Nothing to influence.