dimneisonal qunatom computing

0 and 1 or shadow satte to take of eitehr 0 and or eitehr one will fatser then currently work load and take angular movemenet we know that qbit have two stage one is 0 and 1 superpsotions but if we make on shadow means 0 is visbe and 1 is shadown and in otehr dimensions live aparts then these 0 and 1 will get all supersotion state how we will do it we shadw parity one is imagnary 1 pow i and and 0 pow j two inairy constants so 0 is shadow in one dimesion and 1 is visibl either 1 ia shadow in one dimension and 0 is visible so 0 and 1 dimsnional statte of qunatom so electron could make multipel dimensions in suhc thats by electron we shadow mutiple palce electron so oen thign happens we gete the qubit states multipel pace elctron means that elctron rotiaing they shadowns against mutile one and mutiole 0 and also now electron as consider qubit spin by spin we tokk anguar comex scenrion here like 0 pow cos theta either 1 pow cos theta so imgine in atom orbit there is eight elctron so they come to cretae dimsnsions tp cretae dimeniosn we shadown some qbit some not how if two electorn have state 10 01, 11 00,0101 so means here we hide some shadown we shadoa 1 and shadows zero by nagur monetum of it we shadow we get norma state bit and fast bit to works togethers here 1 pow cos theta or sin theta or tan theta we shck all angle same for 0 so we shadonw state of qubits when we get shadow sate of qubits we make dimensiona bit like 1 and 0 which accridng to require is postion bit is 0 bit or 1 bit because we ealsiy colle reahc 0 or 1 stayte and is fats one but here by the complex analysis 1 pow i and 0 pow -i or 1 pow -i and 0 pow i cos theta + i sin theta = 1 pow i or 0 pow i cos theta -i sin theta = 1 pow -i or 0 pow -i now how angular momentum will chnage to give value of summarization woul be easy by the above equantion eitehr 1 or 0 could go in angular moementum but inagibe if spin ange is high and we know they cant be eual either 90 or zero then pahse will come how angaularily they hidden with each others in superpostionns then that angle differnces make shadwo 0 or 1 elther on some anualr in super psorsiton states without make noisy

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