TOPOLOGICAL SHAPE AND SPACE THEOREM

there is totplogicla spac and shpe theorme theorme reveals that one toligcla shape udner the space could increas or shuffle or comrpessed and decompress with the pwoer of its own shape same vice versa means f(x) power of f(y) same f(y) power of (fx) means its need like space nad shape and shape and space f(x) power of f(y) f(y) power of f(x) means f(x) power of(fy) if we raise their series as serues of hamrony f(x) place on power (symbol not a place of pow) f(y) = 1+ f(x)/ fy mod fatcorial 1 + f(x)squqre/ (fy mod factorial 2 )pow square + f(x) cube/( fy modulo factorial 3)pow cube + f(x) fourth/)(fy modulo factroial 4)pow fourth + f(x) power fifth /(bar fy)pow fifth........................................................................................................................ bar means and vice versas whwre f(y) pow f(x)=...............................................................................................................................

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