定义一个大于等于二的正整数n=x1y1×x2y2×…×xzyz,xn = {x_1}^{y_1}\times {x_2}^{y_2}\times …\times {x_z}^{y_z},xn=x1y1×x2y2×…×xzyz,x均为质数,它的“快乐数”是y1x1×y2x2×…×yzxz{y_1}^{x_1}\times {y_2}^{x_2}\times …\times {y_z}^{x_z}y1x1×y2x2×…×yzxz求相邻的两个互为快乐数的数比如8和9(都大于等于二)