22.已知PPP、QQQ分别在直线l1:x−y+1=0l_{1}:x-y+1=0l1:x−y+1=0与直线l2:x−y−1=0l_{2}:x-y-1=0l2:x−y−1=0上,且PQ⊥l1PQ\bot l_{1}PQ⊥l1,点A(−4,4)A(-4,4)A(−4,4),B(4,0)B(4,0)B(4,0),则∣AP∣+∣PQ∣+∣QB∣\vert AP\vert +\vert PQ\vert +\vert QB\vert∣AP∣+∣PQ∣+∣QB∣的最小值为 ___58+2\sqrt{58}+\sqrt{2}58+2___.