()"H"()"E""This is the classic 'chaos' demonstration using the population formula,""new population=old population x boom factor x (maximum possible - old population)""For low values of boom factor this conforms to classical biological theory and reaches""a stable optimum level after a few generations. But as the boom factor increases ...!""The program shows the point at which chaos suddenly ensues in even the most ordered""system. Initial populations are randomly chosen, so run the program a few times to see"("variations.";2"Press key to start ...."somv() ({)&< plo,scrnloa,scrnsavF ()"H"()"E"P Z   L~d ()"H"()"E"n"Boom factor: "; x}    ()   ;  y( )()  yy((y))x( plo (x,y,)      J "Run again? (y/n)"v() %()"Y" F  "catalog."       J "Run again? (y/n)"v() %()"Y"