Quantom encryption mode

reflection and oscillation would be the key encryption for one side sams for other sidd for quantom encryption public and private key encryptiom as haredware there is need all prime oscillation of quantom then numeric refraction it means numeric refraction we need reflection means all quantom qubits has taken and their differ differ reflection aand saMe time their oscillation oscillation density and reflection density r power o and o power r they must not to be equal so for first message ae find out any method the public and private key how o power r -q/r power o+1any kind of method how we achoved oscillTion by fourier transform reflection to antozethem that how quantom bits reflected oscillation stTes even it could happen by any transforms not even knowing fohrier if there is quantom trnsform then it well worth shlws when thes requirement completed then there is two thing need quantom key how to get it reflection /oscillation we could generate key by reflection and oscillation series and factor strength cos- r / sin -o we also could create frequency forier frequencies transform to generate key ovsr the fprmjla put both reflection and oscillayions so how the generate a keys r,o these two thing will be oscillations of reflection os cillation woulf wbe th key on one site here in it reflection that not in older computing and oscillation dTa we renders both laser to find impurity axis blocks to filter the quantom bit and quantom oscillation msMs oscillation of qubits also to find outs they put in matrices in sych way and one quantom then there will be quantom oscillator to osciilate the quantom mms to gets osmation keys sams reflection keys and then oscillator factors go 0 rflections thdn reflector layers also matrices the oscillaton to zero in matrices then any algorithm or fourier transform njmeric will convert in numeric even fensity of refldctofand os cillator so we got the reflection series and oscillatior series to renders the key to maki g matrices of oscillation and matr ice of reflectiom to find out well formed then in matrices to reach to findout complex number and reach to that complexity to make un even complexity we have to make comolex number and find out the square root vues those varies either by oscillation or by reflection so we create the reflection numbers we get what in it we square root of compldx could be dvdn odd prime complex square root now bgby these key we could make bruteforce key

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