Issue: Orbits depend on pattern rotation

[jkboyce]

As observed by Fred Roudaut, these two patterns have different ball orbits:

pattern=22[32]3;colors=mixed pattern=[32]322;colors=mixed

The ball orbits should be invariant with respect to pattern rotation.

[froudaut]

Here the behavior is the on expected : The first throw done to reach the multiplex is the first orbit of the multiplex.

• [32]322

• 22[32]3 Orbits are then different from [32]322

It could be solved by the Toukola Model. Order of sort based on Hand number also solve this or a combination of both,i.e height first and Hand second if height is the same.

Otherwise extra information has to be added has written in #111

[froudaut]

In the same way it is also depending of the period used sometimes. See : pattern=24[45];colors=mixed; pattern=24[45]24[45];colors=mixed

[froudaut]

• 24[45]

• 24[45]24[45]

[froudaut]

And because for sure this is also the case for passing notation here is an example : Idea is to have a look to the following MHN Matrix : In JugglingLab Passing Notation this may be translated to <([4x2p2],0)!|(0,[4x2p1])!><(3,0)!|(0,3)!><(0,2)|(2,0)><(0,[2p2 4x5])|([2p1 4x5],0)><(2,0)|(0,2)>

It gives following diagram :

Now let do a circular rotation of 1 beat to have the following MHN matrix :

I.E in JugglingLab : <(0,0)!|(0,0)!><(0,2)|(2,0)><(0,[4x2p2])|([2p1 4x],0)><(2,0)|(0,2)><([4x2p2],0)!|(0,[2p1 4x])!> And the resulting diagram we get with such pattern is slightly different from the previous one, if you closely look the orbits :