Here's the file in question:

If you open this PNG image in an HEX-Editor you will notice this file is only 777 bytes large. How is this possible? Note that each pixel has a different color value!
A 24 bit 256x256 image that has unique pixels should be at least 197KBytes large.
256*256*3 bytes = 196608 bytes
Is this using some hidden feature of PNG files or using some kind of hack?
Edit: Just as a sanity check, I've encoded the PNG as Base64, and sure enough, it is as small.
data:image/png;base64,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
The image was constructed so that PNG's filter type 4, the Paeth filter perfectly predicts the pixel value for all lines after the first, except for a difference of 1 in the first green value, giving a green progression down and to the right. The first line, which is an increment of reds, uses filter type 1, Sub, which results in the series 1 0 0 1 0 0 ... You end up with 196,098 zeros, 511 ones, and 255 fours, which is highly compressible.
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