이미지 생성 AI가 얼마나 맛이 가는지 테스트해봄
Tried to see how insane the image gen could get
핵심 요약
사용자가 AI 이미지 생성기에 수학적 용어를 섞은 엉터리 프롬프트를 입력해 AI가 어떻게 반응하는지 실험함.
- 엉터리 프롬프트 — 수학적 용어를 무작위로 조합한 난해한 지시사항을 입력함.
- AI 반응 — AI가 프롬프트의 무질서함에도 불구하고 나름의 결과물을 생성함.
- 프랙탈 이미지 — 복잡한 수식 요구사항을 반영해 생성된 프랙탈 패턴이 인상적임.
- 실험 결과 — 논리적으로 말이 안 되는 지시에도 AI가 시각적으로 흥미로운 결과물을 만들어냄.
이미지 생성 AI가 얼마나 맛이 가는지, 그리고 완전히 개소리 같은 프롬프트를 어떻게 해석하는지 궁금해서 한번 돌려봤거든. 어... 일단 마음의 준비 좀 해라.
프롬프트 (이미지 1):
generate an image of of the of the windowwaker washingthescene with a thrimble stuffer gust of un unanandium watcher, with a botched stuffa guppy with the sum of all totals of all airplane snatched into an air of indecision with the map sum total of all supernovae in existence, with a fleeting sub total mark of fifty five point twenty seven eighty two four twenties and ten. that all within tree 3 but the tree three is only tree 3 if its leaves reach the maximum allowed integer limit of surfer sofas in the subways. make this a fully photorealistic style, no caps. but also include all numerical values from negative integers to positive within imaginary numerical frameworks with madelbrot sets appearing but only for every odd integer, and create a geodesic parabolic pattern but only with every even number that isn't included in the constitution of the united states of brazil but in that case only modify the charter of the united nations with an addendum requiring that an infinite set of n
이미지 2:
great now generate an entirely new image but composed entirely of many of this image repeated. count all of the numbers present in this image. if the number is odd and divisible by an ordinal sequence of square roots, rotate all repeated images of this by .4 degrees. if the number is even and divisible by the sum of all numbers in the mandelbrot set, rotate it by .100 degrees and multiply the number of repeated images by 400. for every number three present in this image, add a branch to a recursive fractal spiral of these images repeated. for every negative number in the image, multiply every number in every repeated image by its negative value in the mandelbrot set x100.


