Companion object for HegReg trait, contains HexRegImp implementation case for the general case of regular Hexagons.
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Implementation class for the HexReg trait.
Implementation class for the HexReg trait.
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- Supertypes
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trait PersistNFixedtrait Persist1Plus[Pt2]trait PersistNtrait TellNtrait HexRegtrait Telltrait Persisttrait Polygon6Plustrait Polygon5Plustrait Polygon4Plustrait Polygon3Plustrait Polygontrait PolygonLikeDbl2[Pt2]trait PolygonLikeDblN[Pt2]trait PolygonValueN[Pt2]trait PolygonLike[Pt2]trait Pt2SeqSpectrait SeqSpecDbl2[Pt2]trait SeqSpecDblN[Pt2]trait SeqSpecValueN[Pt2]trait Pt2SeqLiketrait SeqLikeDbl2[Pt2]trait SeqLikeDblN[Pt2]trait ArrayDblBackedtrait SpecialTtrait SeqLikeValueN[Pt2]trait PointDbl2SeqLike[Pt2]trait PointDblNSeqLike[Pt2]trait PointSeqLike[Pt2]trait Equalstrait ShapeCentredtrait CentredElemtrait WithCentretrait Shapetrait BoundedElemtrait Fillabletrait Drawabletrait GeomElemclass Objecttrait Matchableclass AnyShow all
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Concrete methods
Factory method for regular hexagon HexReg. Takes the inner diameter the rotation and then centre point. A rotation of 0 degrees places side 4 at the bottom parallel to the X axis and side1 at the top.
Factory method for regular hexagon HexReg. Takes the inner diameter the rotation and then centre point. A rotation of 0 degrees places side 4 at the bottom parallel to the X axis and side1 at the top.
Attributes
Factory method for regular hexagon HexReg. Takes the inner diameter the rotation and then centre point. A rotation of 0 degrees places side 4 at the bottom parallel to the X axis and side1 at the top.
Factory method for regular hexagon HexReg. Takes the inner diameter the rotation and then centre point. A rotation of 0 degrees places side 4 at the bottom parallel to the X axis and side1 at the top.