Build the jungle gym. The flesh plays. The organ forms. This paper presents the Fiber Jungle Gym Theory (FJGT), the unified principle integrating the seven-paper bioconductive fiber organ genesis series into a single conceptual statement. The jungle gym = three-dimensional parametric fiber network; The flesh = patient-specific iPS-derived clonal cells; Playing = spontaneous adhesion, migration, differentiation, and contraction; Organ = the completed functional tissue that the play produced. Children play on jungle gyms because the structure provides handholds (adhesion factors), direction (electrical gradient), and stability (fiber tensile strength). Cells play on fiber jungle gyms for exactly the same reasons: integrin receptors grasp adhesion factor coating; electrotaxis follows current gradient; contact guidance aligns cells along fiber tangent vectors. Five stages of play: exploration (electrotaxis/chemotaxis approach), contact (integrin-fiber adhesion), migration (tangent-vector-directed extension), settlement (differentiation at optimal position), structuring (intercellular junction formation). The shape of the jungle gym determines the organ: helical structure → heart; hexagonal lattice → liver; parallel lines → spinal cord; loops → kidney. Mathematical statement (from CGFT): cells playing = rho increasing; organ completion = triple integral of rho maximized. V = N / D interpretation: N = jungle gym richness (fiber density integral); D = designer intervention = zero; V = N/0 → maximum. The completion of the organ is the ultimate V=N/D state. Developmental biology confirmation: in embryogenesis, extracellular matrix fiber networks form first; cells migrate and settle afterward. Nature has always used this principle. The fiber comes first. The flesh comes later. It plays its way into becoming an organ. FJGT is the eighth and conceptually unifying layer of the series: ECCE, CPMH, SIBM, GMFT, FICI, CFOG, CGFT, FJGT. Published as open knowledge base. Build the jungle gym. The flesh does the rest.
Yoshimitsu Katayama (Wed,) studied this question.