Riemann zeta function and it's resolution

because  of there are infinitely many root is the zeta function  zero points,when sn=x+_itn,we have n=1,2,3,.....,10^31,tn is countable  only and if only x=1/2  ! then  t1=14.1347251;t2001052=1132490.658714411;      .....;t9*10^30=93190757695495100910042023930.298;t10^31 =9492988297545549640875878559878.37=10^39.97740294549885...that  is only and if only  Re(Sn)=X=1/2,any zeros are on the line。t203=1+4t1^2,t49=203,t10=49,  965571=t1681610,1265822784810*79=e^32.24=100381596039095.74=t469734996298619