若式子σa,b,c满足σa,b,c=σb,c,a=σc,a,b,则称σa,b,c为轮换对称式.给出如下三个式子:①σa,b,c=abc; ②σa,b,c=a2-b2+c2;③σA,B,C=cosC·cosA-B-cos2C(A,B,C是△ABC的内角).其中,为轮换对称式的个数是( )