Your final answer should answer the question "What is something you could get after solving this puzzle?"
7$\begingroup$ Got five out of the six, but I really need to sleep... very nice puzzle, though! $\endgroup$– Deusovi ♦Apr 26, 2021 at 8:32
6$\begingroup$ Incredible puzzle! $\endgroup$– Matthew JensenApr 26, 2021 at 21:09
5$\begingroup$ This is an incredibly clever puzzle! If I hadn’t joined this stack already I’d join it just to upvote this. $\endgroup$– FivesideddiceApr 27, 2021 at 9:27
2$\begingroup$ Wow what a superb puzzle! That must have taken hours to make. $\endgroup$– Dmitry KamenetskyApr 28, 2021 at 12:11
4$\begingroup$ If only there was a way to award a bonus to a question. $\endgroup$– L. F.Apr 28, 2021 at 12:18
Each of these:
can be made into a word by applying some transformation. The trick to this is that all of the information is used twice - the lines drawn are only half of what we actually need.
Left column, top:
Left column, middle:
Appending a color-flipped version of the same picture gives FOSSIL.
Left column, bottom:
Overlay a copy shifted to the right, and you can read the word PETROL.
Right column, top:
Right column, middle:
Reading the cubes from the front gives BEY; reading the cubes from the right side gives OND.
Right column, bottom:
Each of the words had one eye on it in the original image - when the transformation was applied, that eye marked two different letters.
So that gives us a total of twelve letters - but how do we order them?
The boxes next to the words, when overlaid, make a shape that looks like a 6:
And one of the shapes looks like a 1...
This gives the final "redundant" art: There's an order that you can overlay the six shapes, so they look like the numbers 1-6.
Picking one of the two eye-marked letters from each word, in this order, gives DOUBLE - and the other eye-marked letters give VISION! So DOUBLE VISION is the final answer, and certainly something you might get after solving this.
16$\begingroup$ Wow. This puzzle is incredible - never seen anything that uses ambigrams in this way before! Brilliant solve too - very well done :) $\endgroup$– StivApr 26, 2021 at 19:40
4$\begingroup$ Correct! Just one little additional detail: rot13(Gur qha/qna va gur gvgyr vf gur rknpg fnzr frg bs tylcuf, uvagvat ng gur prageny zrpunavp.) $\endgroup$ Apr 26, 2021 at 19:45