Chrish
Regular
Hello! Before anyone says to look at the search function.. I did, none of which were the same to my question.
I have never solved it before, but I am currently as close as I can get. My problem is are only 2 corners swapped (if you want to imagine it, think - T perm without the edge swap).
Now a normal 3x3 cannot have a single pair of corners incorrect with all the edges in place, but I'm unsure if the Shepard cube can, since there might be 2 or more pieces alike, is this the case?
Btw, I have never taken the cube apart after stickering it, or even have a pop. I can see very well that if the (2 corners) were in the opposite side, the arrows would like up.
So anyway.. are there any new algorithms I need to learn or is this actually not a possible case for the shepard cube either?
Thanks
edit--
they are NOT just orientated the wrong way and in the correct spot. They ARE swapped. (just to avoid this answer)
I have never solved it before, but I am currently as close as I can get. My problem is are only 2 corners swapped (if you want to imagine it, think - T perm without the edge swap).
Now a normal 3x3 cannot have a single pair of corners incorrect with all the edges in place, but I'm unsure if the Shepard cube can, since there might be 2 or more pieces alike, is this the case?
Btw, I have never taken the cube apart after stickering it, or even have a pop. I can see very well that if the (2 corners) were in the opposite side, the arrows would like up.
So anyway.. are there any new algorithms I need to learn or is this actually not a possible case for the shepard cube either?
Thanks
edit--
they are NOT just orientated the wrong way and in the correct spot. They ARE swapped. (just to avoid this answer)