I tried to analyse Fermat's Last Theorem in terms of visual perspective as if one big cube could perfectly block out both smaller cubes in the background much like you were observing cubed houses from a hilltop. I thought momentarily that you could somehow reshape one little cube into a rectangular cuboid to attach to another big cube to form an even bigger rectangular cuboid somehow equating to a huge cube. Then the semantics of the argument stung seeing as if a cube and a cube is equal to a rectangular cuboid then it couldn't sum to a cube much like a triangle and a triangle forming a square being largely unrelated to the initial triangular shapes. In other words the answer wasn't capable of being a precise cube value from many cube values if it wasn't even a cube to begin with! Needless to say I never fully read the mathematical small print in Fermat's Last Theorem to fully analyse the question when I first saw the numerical equation years ago! It'd be like you'd merely the wrong cube solution much like a decimal or fraction sized cube not equal to a full number as would've occurred with visual contraction from depth perception. Or perhaps if we use quantum planck lengths then could you derive two even shaped cubes matching an uneven cube but perhaps this might be cheating as if you could spread out a cube into surface area?! Maybe smoothing out a rectangular cuboid as much as possible to almost remould it into a cube might resemble a fake number 12 duodecimal scale! I thought it'd be easy enough to weld one cube superficially around another to make a second cube only that this might have a deficient quantity were we dealing with truly large numbers!
In a Vsauce spherical mirror youtube video it was mentioned how a mirror ironically halves the size of all objects in a way that appears invisible much like warping a horizontal landscape photo into a vertical portrait photo. Then to get even more mystifying would a mirror reflecting off a mirror much like an infinity mirror room present all objects as being 1/4 or an exponent less the size of the original mirror as a half-sized mirror of a half-sized mirror in spite of it still appearing the same size? Then it's not only your own visual depth perspective contracting a far away object in a recursive mirror in a mirror but also a recursive mirror in a mirror somehow mimicking the same process in itself. This might be spooky like those Russian dolls fitting inside of each other! So maybe is it your brain that enlarges your own reflection in the mirror instead of the mirror hiding your miniaturised reflection as if conscious visual perspective works by magnification rather than demagnification? In other words might a robot or an animal actually see a self-reflection off a mirror half their own size in external reality? Were we living in a mirror reality then if an object you see directly is half its actual size while a reflected image of the object is also half its size then what gives other than the perimeter of a small mirror itself contracting and expanding under depth perspective? So if you looked at an object moving back and forth with a monocular scope and ignored the background then the object might always be the same size under visual perspective. Then much like the quantum uncertainty principle the moment you look at the background then the foreground object has somehow reduced in size not in itself but in relation to the increasing amount of the background you can see in your near-peripheral vision as the object moves further away. An easier way to think of this might be if your vision were like a cinema projection in your brain with less resolution than your eyes as if the image is being dispersed thinner as it expands in such away that every object you see is actually magnified without a need for depth perspective being real. So if you look at your hand moving closer to the mirror with alternating and intermittent glances at the reflected image in the mirror you can focus on how the reflected image of your hand is apparently getting bigger instead of smaller.
Benny Benassi ft. Gary Go - Cinema
Does one equilateral pyramid and another equilateral pyramid equal the size of a larger equilateral pyramid or is the result just a cube or a diamond? The ancient Egyptians might never forgive us! 3 Giza pyramids
Even if we ignored Christianity then America makes the argument that if everyone in ancient Rome had converted to bows and arrows and capitalism then they wouldn't have been evil. Yet with all other forms of amoral or immoral porn genres from bestiality to naturism then a limitation is we could stress test this line of logic further if ancient Egypt would've been less evil under such circumstances had we time travelled back to offer such advice to make everyone more blasé and less hostile with public sex acts! So if everyone were truly serious then we could possibly afford to indulge in such amoral porn genres but perhaps the clue with divine judgement is that we're not always self-aware enough to know where we lacked of intelligence such that a sexually frustrated society 1000 years in the future might not judge us as kindly as we thought were we as expendable as ancient Egypt! I'm sure I could comment more about the mathematics of Fermat's last theorem but my head is too dizzy either from the technicalities or from the temptations of amoral porn! Kissing sphinx perspective illusion