def f(s,t):
    if s<=t:
        return (s+t)*(t-s+1)//2
    else:
        return 0

N=input()

Mod=10**9+7

DP=[[0,0] for _ in range(len(N))]
X=[x*(x+1)//2 for x in range(10)]

n=int(N[0])
DP[0][0]=n*(n+1)//2
DP[0][1]=n*(n-1)//2

for i,r in enumerate(N[1:],1):
    D=DP[i]
    E=DP[i-1]
    r=int(r)

    D[0]=((E[0]+1)*f(0,r)  +(E[1]+1)*f(r+1,9))%Mod
    D[1]=((E[0]+1)*f(0,r-1)+(E[1]+1)*f(r  ,9))%Mod
print(DP[-1][0])