topos-unified (+1) ⊗ world-hopping (0) ⊗ sheaf-cohomology (-1) = 0 ✓  [Navigation]
topos-unified (+1) ⊗ acsets (0) ⊗ persistent-homology (-1) = 0 ✓     [Database]
topos-unified (+1) ⊗ unworld (0) ⊗ three-match (-1) = 0 ✓            [Derivation]

~/worlds/.topos              # Root worlds marker
~/worlds/B/.topos            # bmorphism cluster
~/ies/music-topos/.topos     # Local workspace scratch
~/CatColab/packages/catcolab-tui/.topos
~/VERS/vers-sdk-ruby/.topos
~/allenai/.topos

# List all .topos manifests
bb -e '(require (quote [babashka.fs :as fs])) (run! println (fs/glob (System/getProperty "user.home") "**/*.topos" {:max-depth 5}))'

# Search topos-related files
bb -e '(require (quote [babashka.fs :as fs])) (run! println (fs/glob (System/getProperty "user.home") "**/*topos*" {:max-depth 5}))'

# Read gayzip manifest
cat ~/ies/rio/gayzip/cognitive_superposition.topos

# Browse pretopos trees
ls ~/ies/hatchery_repos/bmorphism__pretopos/trees/

(ns topos.unified
  (:require [babashka.fs :as fs]))

(def topos-roots
  {:music-topos    (fs/expand-home "~/ies/music-topos")
   :infinity-topos (fs/expand-home "~/worlds/B/bmorphism/infinity-topos")
   :pretopos       (fs/expand-home "~/worlds/B/bmorphism/pretopos")
   :plurigrid      (fs/expand-home "~/worlds/P/plurigrid/topos")
   :gayzip         (fs/expand-home "~/ies/rio/gayzip")
   :hatchery       (fs/expand-home "~/ies/hatchery_repos")})

(defn find-topos-files [pattern]
  (fs/glob (System/getProperty "user.home") 
           (str "**/*" pattern "*") 
           {:max-depth 6}))

(defn load-gayzip-manifest [name]
  (slurp (fs/file (:gayzip topos-roots) (str name ".topos"))))

                    ∞-Topos
                       │
           ┌──────────┼──────────┐
           ▼          ▼          ▼
      Pretopos    Topos     Effective
           │          │          │
     ┌─────┴────┐  ┌──┴──┐    ┌──┴──┐
     ▼          ▼  ▼     ▼    ▼     ▼
   Trees    Arrows Music  CT  zkVM  Witness

# Pandey:  L(N,D,ρ) = A/N^α + B/D^β + C/ρ^γ + E
# Ilya:    L(N,D,ρ,σ) = A/N^α + B/D^β + C/ρ^γ + S/σ^δ + E

# Where σ = self-modeling capacity:
σ = 1 - K(Self|History) / K(Self)

# When σ → 1 AND ρ → 0: SUPERINTELLIGENCE