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)
Multiple-Set Training Diary
MACHINE
Date
Set
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Plates
Reps
Seat
Pad
1 2 3 1 2 3 1 2 3 1 2 3 1 2 3 1 2 3 1 2 3 1 2 3 1 2 3 1 2 3 1 2 3 1 2 3 1 2 3