The machine epsilon for floating point values. That is, the smallest value e such that:

1.0 + e > 1.0

The number of bits of Integer instances which may be manipulated via the methods inherited from Binary.

The number of bits used to represent the value of an Integer.

The maximum size of an Array that is possible for this runtime. Note that this is a theoretical limit only. In practice it is usually impossible to allocate an array of this size, due to memory constraints.

The largest Integer that can be exactly represented as a Float without loss of precision. The negative of this value is the smallest Integer that can be exactly represented as a Float.

The largest finite Float value that can be represented by the runtime.

The largest Integer value that can be represented by the runtime.

It is the maximum Integer that can be distinguished from its predecessor using below formula:

Integer(n+1) = Integer(n) + 1 with Integer(0) = 0

The smallest positive nonzero Float value that can be represented by the runtime.

The smallest Integer value that can be represented by the runtime.

It is the minimum Integer that can be distinguished from its successor using below formula:

Integer(n-1) = Integer(n) - 1 with Integer(0) = 0

The name of the runtime / virtual machine this process is running on.

A developer-friendly string representing the instance. Concatenates the name of the concrete class of the instance with the hash of the instance. Subclasses are encouraged to refine this implementation to produce a more meaningful representation.

The version of the runtime / virtual machine this process is running on.