Kittens and Cosmic Waves: A Whimsical Scene

Kittens and Cosmic Waves: A Whimsical Scene

• Model: AIVision

• Size: 1024 X 1024 (1.05 MP)

• Used settings:

  • Prompt: Ultra-detailed 8K cinematic ray-traced render of a traversable thin-shell toroidal wormhole in deep space: translucent iridescent pink torus parametrized by x=(5 + 2 cos θ) cos φ, y=(5 + 2 cos θ) sin φ, z=2 sin θ (θ,φ ∈ [0,2π)); dark central void r₀=1; blue warped spacetime backdrop with gravitational potential contours V(x,y)=−ln√(x²+y²) and flowing field lines x=3 sin(0.5t) e^{-0.1 t²}, y=3 cos(0.5t) e^{-0.1 t²}; exotic matter halo glowing violet-white violating NEC (ρ + p < 0) with ρ = −0.5/(8π r³) (2 + 2a/nb + nb/2a); ringhole metric ds² = −dt² + (n/r)² dl² + m² dφ₁² + (l² + b₀²) dφ₂² where l=±√(b²−b₀²), m=a−√(l²+b₀²) cos φ₂, n=√(l²+b₀²)−a cos φ₂, r=√(a²+l²+b₀²−2a√(l²+b₀²) cos φ₂), a>b₀; thin-shell junction ds² = dt² − (a cosh(α±α₀)−cos β)² (dα² + dβ² + sinh²(α±α₀) dφ²); T² throat metric ds² = f(χ,β) dt² − l(χ,β) dχ² − g(χ,β) dβ² − ω(χ,β) dφ² with (1/g ∂²g/∂χ² + 1/ω ∂²ω/∂χ²)|_{χ=0} > 0; glowing holographic stability equation overlaid: sinh α₀ √[(cos β − cosh α₀)² + \dot{α}₀²] + (1 + cos β) ln[(cos β − cosh α₀ + √[(cos β − cosh α₀)² + \dot{α}₀²]) / (cos β − 1)] = C(β) (stable large α₀, small \dot{α}₀ ≪ 1 regime); strong gravitational lensing with Einstein angle θ_E ≈ 0.02 rad causing light-ray caustics and distorted starfield; adorable fluffy kittens (one gray tabby, one cream) playfully floating weightlessly around the glowing stable throat, paws reaching toward swirling exotic matter; volumetric god-rays, chromatic aberration, perfect bokeh, ultra-realistic physics, cosmic dark-blue nebula background, 8K, IMAX aspect ratio, masterpiece.
  • Upscale & Enhance: 1
  • Aspect Ratio: square