GOLDBACH CONJUCTURE NEEGATION and new theorem

sum of two unknown prime numebr cant be any certain given even number coudl be th even numebr but not the certain given numbers it means that mulipel of 2 of any numbers coudl give the new handlers of them in gold bach conjucture writtenn it that every number that is integer it could be be written as multipe of 2 and numebr + remainder number cna wirtetn in the form of 42 is 2*21 but equaiton is 2*multiple + remiander vallues so by that we ppronoced that thsi is the new theme and then connevrt this as prime how thsi will conert as prime the it means that eveyr even number is multipe of some number with 2 as a multiple ike 42 is 2*21 =42 but how thus works 2*21=42 now 2(7+14) it coudl be mkutpel of prime and even and even and prime and prime and prime then this mutlipel coudl be turn in shape of sum of two number that called as prime then to reach to prime we woul add too the numebr add in shape of prime like 2*(7+14) then one prime and anotehr even so then so on so sum of two prime for one even numebr coudl be equal to mutple of 2 and under it any two numbers so it deosn not necesaye that even numenr sume of two prime number because soem of two priem unknown number cant be the even number

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