Higher symmetry about 4D Move Operators
Compact/ Chess Interchange Format
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#9 Higher symmetry about 4D Move Operators
I think regular Operators about 4D is a bit unsymmetry. so I think if these Operators is like this maybe more symmentry.(Bold is the new contents)
<4d>:α,β: := <+-α;+-β>:α,β:+<+-β;+-α>:α,β:+<+-α;+-α>:β,β:+<+-β;+-β>:α,α:
<3d>:α,β: = <+-α;>:α,β:+<+-β;>:α,β:+<;+-α>:α,β:+<;+-β>:α,β:+<+-α;+-β>:0,α:+<+-β;+-α>:0,α:+<+-α;+-β>:0,β:+<+-β;+-α>:0,β:+<+-α;>:β,β:+<+-β;>:α,α:+<;+-α>:β,β:+<;+-β>:α,α:+<+-β;+-β>:0,α:+<+-α;+-α>:0,β:
The other Operators is as same as regular ones.
If you need more precise notation, I think these notations will be more accurate:
<4dl>:α,β: := <+-β;+-β>:α,β:+<+-β;+-α>:β,β:+<+-α;+-β>:β,β:
<4ds>:α,β: := <+-α;+-α>:α,β:+<+-β;+-α>:α,α:+<+-α;+-β>:α,α:
<3dl>:α,β: := <+-β;>:α,β:+<;+-β>:α,β:+<+-α;+-β>:0,β:+<+-β;+-α>:0,β:+<+-α;>:β,β:+<;+-α>:β,β:+<;<+-β;+-β>:0,α:
<3ds>:α,β: := <+-α;>:α,β:+<;+-α>:α,β:+<+-α;+-β>:0,α:+<+-β;+-α>:0,α:+<+-β;>:α,α:+<;+-β>:α,α:+<+-α;+-α>:0,β: