bubblegum

Bubblegum is the name given to (a preimage of) fibor that is not optimal* (ie. false vacua). It is/are (the class of) string combinations (yesegalo + groove/melody) whose fibril incompatibility necessitate optimization (restating of fugal themes). We define bubblegum to be our "dilated vector space having everywhere-vanishing blowup points with boundary", and can easily determine it from being 'that which shares no equivalence relation with some assigned twistor space (||inf > (u,u)=0|| OR ||sup < (u,u)=0||)'.Basically, not MONEY.

Bubblegum is used in ornamenting - as an improvisation method/tool to make MONEY - in hedging a given handicap [when bubblegum * (n) {n is finite number of pieces as ¢ents} = handicap, then MONEY = yes], and thus, changing the tempo. (see also lnq's bubblegum, compare protein quaternary structure)

Notes (+): +Bubblegum is probably caused from half-integer statistics.

+'Bubblegum' is a metaphorically cohesive polymer, used to 'patch' things up so that MONEY can be made.





Function map: bubblegumimproviseMONEY