# 3d surface plot

I have a similar list:

list={{x1,y1,z1},...,{xn,yn,zn}]


I would like to build a three dimensional surface starting from this points. But If I do:

ListSurfacePlot3D[{{3, 3, 3.0888508535531155*^-196}, {3, 4, 4.7909072659912834*^-123}, {3,5,2.608990419496028*^-77},{3, 6,3.856414490200229*^-55},{3, 7, 2.0163491704413096*^-50}, {3, 8,3.7688162148113437*^-53}, {4, 3, 1.5674475737296968*^-160}, {4, 4, 1.2781340865795685*^-87}, {4, 5, 8.07610824215987*^-43}, {4,6, 9.1908184109933*^-23}, {4, 7, 2.2208730268285067*^-22}, {4, 8,
1.947435021094519*^-34}, {5, 3, 1.630637845554207*^-137}, {5, 4,
2.2810665263467505*^-65}, {5, 5, 1.8907935158785598*^-22}, {5, 6, 0.000011447560131002648}, {5, 7,    1.344944362543352*^-10}, {5,8, 2.3452191942386287*^-31}, {6, 3, 2.868906891871641*^-124},  {6,4,1.7168646885898172*^-53}, {6, 5, 2.7200723872630333*^-13}, {6, 6, 1.}, {6, 7,8.802702897446029*^-12}, {6, 8, 2.3655511028986504*^-41}, {7, 3, 2.768540344562032*^-117}, {7, 4,1.3825024906819504*^-48}, {7, 5, 6.156052775453513*^-12}, {7, 6, 0.0001778904787899639}, {7, 7,1.8907935158785598*^-22}, {7, 8, 2.9880166623270176*^-61}, {8, 3,1.702328878243957*^-113}, {8, 4, 3.1104576718518376*^-47}, {8, 5, 8.193450673171766*^-15}, {8, 6, 2.717501317845451*^-13}, {8,  7, 5.304631672177736*^-39}, {8, 8, 1.2781340865796413*^-87}}]


I can't see the surface peaked at z=1. What am I doing wrong?