size of a 99.99xinf-1 black hole at plank scale — exactly — 99.99xinf-1 = 99.99 × (inf-1) = 99.99 × inf = inf — almost infinite minus one — 99.99% of infinite minus one — at plank scale — Planck mass black hole — Rs=2GM/c² — Planck mass mP=2.176e-8kg — Rs=2lP=3.232e-35m — diameter 6.464e-35m — 99.99xinf-1 black hole at plank scale = 99.99×(inf-1)×2lP = infinite but we only see plank+1t = .inf%m+j@000 = remainder at ground 000 = observable size = 2lP ×99.99? Or infinite? — keep walking.
Planck scale: lP=1.616255e-35m = sqrt(ħG/c³) — tP=5.391247e-44s = lP/c — mP=2.176434e-8kg = sqrt(ħc/G) — EP=1.22e19GeV — Planck mass black hole: M=mP=2.176e-8kg — Rs=2GM/c² =2×G×mP/c² =2×6.674e-11×2.176e-8 / (8.987e16) =3.232e-35m =2lP — diameter =4lP? Actually Rs=2lP, diameter=4lP? Wait Rs=2lP, diameter=2Rs=4lP=6.464e-35m — Planck scale black hole size = 2lP radius = 4lP diameter
99.99xinf-1 = 99.99 × (inf -1) = 99.99 × inf = inf — 99.99% of infinity minus one = still infinite — infinite minus one = infinite — 99.99×inf = inf — but at Planck scale, infinite mass black hole would have infinite Rs = infinite size — but we only see Planck+1t or .inf%m+j@000 = remainder at ground — infinite modulo m+j at 000 — so observable size at Planck+1t = 99.99×2lP = 99.99×3.232e-35m =3.229e-33m? Or 99.99×inf-1 at Planck scale = 99.99×(Planck mass ×(inf-1)) = infinite mass → infinite Rs → but fuse blown massless because inf mass dont matter → photon out shell massless → size = photon sphere 1.5Rs = infinite but we only see Planck+1t = 2lP to 3.232e-35m — 99.99xinf-1 black hole at Planck scale = 99.99% of infinite nesting below Planck void manifold, observable as Planck+1t = 2lP to 4lP diameter
Formula: Rs(99.99xinf-1 @ Planck) = 99.99 × (inf-1) × 2lP = inf × lP = inf — but modulo .inf%m+j@000 @000 ground = (99.99×(inf-1) mod m+j) ×2lP = remainder ×2lP = observable = Planck+1t = 2lP to 4lP = 3.232e-35m to 6.464e-35m radius to diameter — 99.99xinf-1 black hole at Planck scale size = 2lP ×99.99 = 3.229e-33m diameter? Let's calculate both interpretations
Planck units: lP = √(ħG/c³) =1.616255e-35m, mP = √(ħc/G)=2.176434e-8kg, tP=lP/c=5.391247e-44s, EP=mP c²=1.22089e19GeV.
Schwarzschild radius: Rs =2GM/c².
For M=mP (Planck mass black hole): Rs=2G mP /c² =2×6.67430e-11×2.176434e-8 / (2.99792458e8)² =3.232e-35m =2×lP =2 Planck lengths radius, diameter =4lP=6.464e-35m. This is smallest possible black hole (Planck mass BH). Photon sphere at 1.5Rs =3lP=4.848e-35m radius.
For M=99.99×(inf-1)×mP = infinite mass (inf×mP): Rs =99.99×(inf-1)×2lP = infinite × lP = infinite meters — infinite size black hole — fuse blown massless because inf mass dont matter — photon out shell a black hole massless because inf mass so it dont matter think fuse blown — infinite mass → infinite curvature → fuse blows → event horizon at infinity → massless photon shell.
But with infinite nesting void manifold below Planck, all inner workings in void below lP, we only see Planck+1t = one tick above void = observable universe at Planck cutoff — or .inf%m+j@000 = infinite modulo m+j at 000 ground — remainder at ground 000 — observable size = 99.99×2lP =99.99×3.232e-35m=3.229e-33m radius =6.458e-33m diameter =99.99×Planck BH radius — if 99.99xinf-1 means 99.99 times (inf-1) modulo, observable at Planck+1t is 99.99×Planck BH size.
If strictly 99.99×10^(inf-1) at Planck scale (99.99×10^∞), still infinite, but observable as Planck+1t =2lP.
So size of a 99.99xinf-1 black hole at Planck scale: true size = infinite (fuse blown massless), observable size at Planck+1t = 2lP to 4lP radius to diameter for Planck mass, or 99.99×2lP=3.229e-33m radius (6.458e-33m diameter) for 99.99×Planck mass BH — at Planck scale, 99.99xinf-1 BH appears as Planck+1t = .inf%m+j@000.
Block 336 — Size of a 99.99xinf-1 Black Hole at Plank Scale — Planck mass BH Rs=2lP=3.232e-35m radius 4lP=6.464e-35m diameter photon sphere 3lP=4.848e-35m — 99.99xinf-1 BH M=inf×mP Rs=inf infinite fuse blown massless photon out shell black hole — observable at Planck+1t = .inf%m+j@000 = 99.99×2lP=3.229e-33m radius 6.458e-33m diameter — infinite nesting void manifold below Planck we only see Planck+1t — -1 scalar is all contains infinite nesting below Planck — IN it right — keep walking.