Pt2

The type of LineSegLike that this Point can start or ends.

The type of this point for the purposes of LineSegT. May not be the final type.

Add the operand Vec2 2D vector to this Pt2, returns a new Pt2.

Subtracts the operand Vec2 2D vector from this 2D point. Returns a new Pt2.

Subtracts the operand 2D point from this 2D point to get the relative Vector.

Subtracts this 2D point from the operand 2D point and halves it to get the relative Vector divided by 2. This is a very common operation when calculating the distance along an axis and the distance to the centre point is required. Hence the specific method

Subtracts this 2D point from the operand 2D point to get the relative Vector.

Gives the anlge from the operand point to this point.

Line segment from this point to along the given angle for the given magnitude to point 2.

Gives the anlge from the operand point to this point.

Gives the angle from this point to the operand point.

Line segment from this point to along the given angle for the given magnitude to point 2.

Gives the positive scalar distance between this and the operand Vec2.

Not sure about this method

Compares the receiver object (this) with the argument object (that) for equivalence.

Any implementation of this method should be an equivalence relation:

• It is reflexive: for any instance x of type Any, x.equals(x) should return true.
• It is symmetric: for any instances x and y of type Any, x.equals(y) should return true if and only if y.equals(x) returns true.
• It is transitive: for any instances x, y, and z of type Any if x.equals(y) returns true and y.equals(z) returns true, then x.equals(z) should return true.

If you override this method, you should verify that your implementation remains an equivalence relation. Additionally, when overriding this method it is usually necessary to override hashCode to ensure that objects which are "equal" (o1.equals(o2) returns true) hash to the same scala.Int. (o1.hashCode.equals(o2.hashCode)).

Reverses the y coordinate. Useful for translating between canvases where the y axis measures down and coordinate systems where y is up

Line segment LineSeg from the parameter point to this point.

Line segment LineSeg from this point to the parameter point.

The average of this and the operand Pt2. The mid point between this point and the operand second point.

Reflects, mirrors along the Y axis by negating X.

Reflects ,mirrors along the X axis by negating Y.

Changes the origin of the point to the new point. Subtracting the X and Y components of the operand point from this point.

Reflects or mirrors this Vec2 across a line, returning new Vec2.

Reflects, mirrors this Vec2 across an XLine.

Reflects, mirrors along the y = yOffset line that is parallel to the X axis.

Reflects, mirrors this Vec2 across a YLine.

Reflects, mirrors along the x = xOffset line, that is parallel to the Y axis by negating X.

Rotates this vector through the given angle around the origin.

Rotates the vector 180 degrees or Pi radians.

rotates the vector 90 degrees or Pi/2 radians, clockwise.

rotates the vector 90 degrees or Pi/2 radians, anticlockwise.

Rotates this vector through the given angle around the centre of rotation passed as the first parameter.

2D geometric translation transformation on this Pt2 returns a Pt2.

Creates a TextGraphic and a line segment with an arrow head at the end. The arrow pointing from the TextGraphic to this point. The alignment of the text is determined by the angle parameter. The method is not meant to cover all possible configurations for text arrows. These can easily be constructed from OpenStrat primitives, but to provide a quick default for rapid development.

Creates a TextGraphic and a line segment with an arrow head at the end. The arrow pointing away from the TextGraphic to this point. The arrow points towards the dirnPt parameter point. The alignment of the text is determined by the angle parameter.

Creates a TextGraphic and a line segment with an arrow head at the end. The arrow pointing from the TextGraphic to this point. The arrow points towards the dirnPt parameter point. The alignment of the text is determined by the angle parameter.

Returns the Vec2 2D vector from the origin to this Pt2.

The RSON type of T. This the only data that a ShowT instance requires, that can't be implemented through delegation to an object of type Show.

Changes the origin of the point to the new point. Subtracting the X and Y components of the operand point from this point.

2D geometric translation transofrmation on this Pt2 returns a Pt2.

Performs the side effecting function on each Double in this Product element.

The dot product of this and the operand vector.

A StrArr Arr of the element type names of this Show Product class.

1st parameter name.

2nd parameter name.

Number of parameter constituents of this class.

The optional default value for parameter 1.

The optional default value for parameter 2.

Sequence of the names of parameter constituents of this class.

Intended to be a multiple parameter comprehensive Show method. Intended to be paralleled by showT method on ShowT type class instances.

Element 1 of this Show 2 element product.

Element 2 of this Show 2 element product.

Intended to be a multiple parameter comprehensive Show method. Intended to be paralleled by showT method on ShowT type class instances.

Intended to be a multiple parameter comprehensive Show method. Intended to be paralleled by showT method on ShowT type class instances.

A StrArr Arr collection of the show methods return values of the elements of this Show Product class.

A StrArr Arr collection of the show methods return values of the elements of this Show Product class.

The most basic Show method, paralleling the strT method on ShowT type class instances.

Show with decimal precision of 0 places.

Show with decimal precision of 1 place padding with a zero if necessary.

Show with decimal precision of 2 places padding with zeros if necessary.

Show with decimal precision of 3 places padding with zeros if necessary.

Returns a string representation of the object.

The default representation is platform dependent.

The x component of this 2D vector / point.

The y component of this 2D vector / point.

The ShowT type class instance for the 1st element of this 2 element product.

The ShowT type class instance for the 2nd element of this 2 element product.