LVector3i

class LVector3i

Bases: LVecBase3i

This is a three-component vector distance (as opposed to a three-component point, which represents a particular point in space). Some of the methods are slightly different between LPoint3 and LVector3; in particular, subtraction of two points yields a vector, while addition of a vector and a point yields a point.

Inheritance diagram

LVector3i.__add__()

LVector3i.__div__()

LVector3i.__getattr__()

LVector3i.__init__()

LVector3i.__mul__()

LVector3i.__repr__()

LVector3i.__rmul__()

LVector3i.__setattr__()

LVector3i.__sub__()

LVector3i.__sub__()

static LVector3i.back(): Returns the back vector for the given coordinate system.

LVector3i.cross()

static LVector3i.down(): Returns the down vector for the given coordinate system.

static LVector3i.forward(): Returns the forward vector for the given coordinate system.

static LVector3i.get_class_type()

LVector3i.get_xy(): Returns a 2-component vector that shares just the first two components of this vector.

LVector3i.get_xz(): Returns a 2-component vector that shares just the first and last components of this vector.

LVector3i.get_yz(): Returns a 2-component vector that shares just the last two components of this vector.

static LVector3i.left(): Returns the left vector for the given coordinate system.

static LVector3i.rfu()

INLINE_LINMATH static FLOATNAME(LVector3) & rfu(FLOATTYPE right,

Returns a vector that is described by its right, forward, and up components, in whatever way the coordinate system represents that vector.

static LVector3i.right(): Returns the right vector for the given coordinate system.

static LVector3i.unit_x(): Returns a unit X vector.

static LVector3i.unit_y(): Returns a unit Y vector.

static LVector3i.unit_z(): Returns a unit Z vector.

static LVector3i.up(): Returns the up vector for the given coordinate system.

static LVector3i.zero(): Returns a zero-length vector.