AFTER FUSION AND FISSION and qunatom WE COME TO CURVED PROCESSING curve comptuing

curvical processsing to works after fission fusion and how cuvrevd procesisng whta si teh curved processing willl works curvuicla processing ist differ friom fusiona nd fissiion an dspecvtrum curve inn in palce of spectrums in it all thigns wokrs in the base of curves to mainatins how cuvrves is bascially works in such thta the ways to workks fusiona nd fuisiison to get ends cuvers is conmbicnation fo regual rcomptuing thehnw quantom computing then fisisiona nd fusioon computing how cuvr eis nalyssed by reguaklr, comution the by quantom comotion then by fusiopnm and fisision com,mputing the to make te curve to falllow ist crvature dveice not compuyetr but coudl sue as compautional way in it after anlsyixzing cuvre or multi cuvres we accce;arte the negine for searhc and path fidning and many mroes the sorting iumagien you have y sququre = 4ax tyehn in thsi curve we naylakse the reflwection over cuivre of mdoer comopruitng or classicla ciomutung then qubnatommm then fissona nd usion when it essntial willl compleet then we we make loigc circuti fo curves by tehresourd of the these liogcla cirbcuits called the cuirve circuits curve menas non zero exxentials is it smalla necessssities is comes ist clasicla cuvre replacing then all computioan if we creta erucves uder cuirves all compuitaion siw ocominng in qunatom cuvrr e repalcinmg the all compuataions if we cretaeed curves uder teh ligcla comptaion fo taht quantom comptuing the whe it creates the fromm fissiona nd fusion then to creta the circuits of teh curves taks a lot conjucture abnd curves assciate wiorking curve assictituve rpogrmmaing how wil be done though logics first pahse to rpoces teh curves then impemsnt the curves in such manners we have chekc teh quivaalcney and medinas of layers of logics in it parabaols then then we cuvres iots slef like parabolas thne we selct teh alll m\ligcs to wokr iowth curves curves computations will work in such athat ways curvess cvomoutations will works as a cuirevcla compsuation taht not mae l;inra equantion with any comutaioin but a luinear tangent is working sin such rtahat ways linear tangent is womrking in htogh and intersection fo comoutaion with curve tio uyunsderstand or what curves is procesdsing by the computations which cuvre si process by compaution then rebuild rte curve in such thsat way meams curve processing is big deal meanms all comutatio where lying oevr intersecitng or tnagent to cuvres when we collect data then from callasical comaitaion and fissssion anf fusisonm and qunatom compting then wwe have to mkae logcs for nonm inetrsenct curve and non atneget curve to maintaisn to saya tahat its called curve computinmg ist afs t them you have yo maje then atomic non binary model or classical model for tha curves processing to process curves we have to make it curves curve processing based on conjuctures and conjnjuctions