M=924743079237129051644739152484
p=999322873936262740684006202459
g=140405385067992828921334150816
x=597374340137088807238685974246
k=224303606516544629816282457677
a=pow(g, k, p)

def xgcd(a, b):
    if a == 0 and b == 0: return (0, 0, 1)
    if a == 0: return (abs(b), 0, b/abs(b))
    if b == 0: return (abs(a), a/abs(a), 0)
    x_sign = 1; y_sign = 1
    if a < 0: a = -a; x_sign = -1
    if b < 0: b = -b; y_sign = -1
    x = 1; y = 0; r = 0; s = 1
    while b != 0:
        (c, q) = (a%b, a/b)
        (a, b, r, s, x, y) = (b, c, x-q*r, y-q*s, r, s)
    return (a, x*x_sign, y*y_sign)

kinv=xgcd(k,p-1)[1]%(p-1)
b=((M-x*a)*kinv)%(p-1)
y=pow(g, x, p)
isk=pow(g, M, p)
isk1=(pow(y, a, p)*pow(a, b, p))%p

print (isk-isk1)
print a
print b

M1=423582294813879697636834497552
p1=999322873936262740684006202459
g1=140405385067992828921334150816
y=937020276605545547319398743394
a1=985798159078111620103163777903
b1=992544085004248013500440387192
iskom=pow(g, M1, p)
iskom1=(pow(y, a1, p)*pow(a1, b1, p))%(p)
print (iskom-iskom1)