Juliejoma you have misunderstood skating force. It has nothing to do with the angle of the headshell except that this angle attempts to follow the offset of the pivot.
The stylus reaction force is a vector. The direction of the vector is a tangent to the groove. The vector does not pass throught the pivot of a pivoted arm. The distance between the vector and the pivot forms a torque arm with the stylus friction. This torque is the skating force. The length of the torque arm is equal to the linear offset of the tonearm (about 95mm in Baerwald's alignment) and this is nearly constant regardless of the angle of the headhsell / cartridge.
The stylus reaction force is a vector. The direction of the vector is a tangent to the groove. The vector does not pass throught the pivot of a pivoted arm. The distance between the vector and the pivot forms a torque arm with the stylus friction. This torque is the skating force. The length of the torque arm is equal to the linear offset of the tonearm (about 95mm in Baerwald's alignment) and this is nearly constant regardless of the angle of the headhsell / cartridge.