Write and Implement a general algorithm that can be used for packing rectangles of random sizes into the smallest square or rectengle possibe
you'll get a json with a couple of Sets, containing N rectangels with random side lengths i.e:
each Set is a list, comprising of rectengles side lengths
{
'ExampleSetA': [[17, 10], [15, 19], [15, 14], [19, 21], [1, 9], [6, 25], [3, 17]],
'ExampleSetB': [[7, 9], [29, 14], [16, 3], [27, 23], [8, 19], [13, 6], [10, 26]],
'ExampleSetC': [[15, 9], [23, 19], [30, 16], [21, 2], [13, 18], [15, 7], [14, 29]],
'ExampleSetD': [[30, 29], [20, 18], [17, 28], [20, 13], [17, 11], [30, 4], [27, 27]],
'ExampleSetE': [[1, 27], [9, 21], [14, 2], [20, 29], [4, 22], [10, 26], [12, 1]
}
For every Set, generate an image showing the most optimal ordering of the set's rectangles
Finally, please put readable Text on this image containing data about the set
* Length of BoundingPerimeter
* Area of missing/unfilled/extra space - should be minimal
* TotalArea (recs area + missing spaces)
* Missing Space as % of the Area - should be minimal
* Perimeter to Area Ratio - should be minimal
so for these input examples, 5 images should be generated, name each image file to match the Set's name
put all the images in 'results' folder
finally - git add, commit and push changes