The well established fact that the spin-orbit interaction is of short range compared to one-pion-exchange (OPE) causes the phase shift combination ALs= i-2%,o)-3$ l+561 2 , 1 /12 to be small compared to AT =5 2$ , o-361 1 , d,, 2j/72 at low energy. We find that this makes it impossible to carry through an unambiguous phase shift analysis of existing data near 10 MeV for do and d, J, , but also makes it possible to show that the ratio Am/AT must lie between 0.07 and 0.15 at 9.69 MeV. Using this result, we can then uniquely determine 6: , AT' and AC= , 0+3bl 1+56l 2 , , 9 and obtain 6: = 55.69"& 0.28', AT =O. 91"& 0.28", A, =-0.020"-+ 0.029 a with relative correlations (OT) =-0 96, (OC) = .47, (TC) =-. 30. The result is stable against variation of Alw;/AT over the full physically allowable range, a,gainst the extrapolation needed to include A yy /A xx (909 at 11.4 MeV in the data set, against vacuum polarization corrections, against whether or not phases with J > 2, 3 F2, and (marginally) c2 are dropped or given their OPE val