The square is one base element
General case
editSegments in the general case
editThe side length of the square
Perimeters in the general case
editPerimeter of base square
Areas in the general case
editArea of the base square
Centroids in the general case
editBy definition the centroid points of a base shape are . Relatively is the lower left point of the base of the square is at:
Normalised case
editIn the normalised case the area of the base is set to 1.
Segments in the normalised case
editSegment of the base square
Perimeters in the normalised case
editPerimeter of base square:
Areas in the normalised case
editArea of the base square
Centroids in the normalised case
editThe position of the lower left point of the base of the square:
Identifying number
editApart of the base element there is no other shape allocated. Therefore the integer part of the identifying number is 0.
The decimal part of the identifying number is the decimal part of the sum of the perimeters and the distances of the centroids in the normalised case.
So the identifying number is: