Via Sequence | Edit [Graphics]
The new way to write Hex choreography...
The sequence database is defined as follows:
Edits are made via Sequence | Edit [Graphics]:
The numbers in the upper right (e.g., 16-12) assist in resolving the square.
-
The first number indicates which Boys need to Trade so that the Boys are in sequence.
E.g., 16 means the #1 Boy and #6 Boy need to exchange places.
-
The second number indicates which Girls need to Trade so that the Girls are in sequence.
E.g., 12 means the #1 Girl and #2 Girl need to exchange places.
The
![](data:image/png;base64,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)
button toggles between the two different views for the same formation, if possible.
![](data:image/gif;base64,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) |
This button toggles between the two
different views of the same formation
|
![](data:image/gif;base64,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) |
|
Notes:
-
The snapshot database currently primarily only contains hex snapshots for A2 and below.
-
There is currently no function to find getouts.
-
Since entering a snapshot for a new instance of a call is a bit tedious,
it isn't currently recommended that users do so.
-
There are several known issues with executing hex calls.
Should you encounter a call that can't be done, or was done incorrectly,
please send details to Contact Vic.