n = 3a + r (n - r) = 3a ⇒ 3 | (n - r)
n = 6b + r (n - r) = 6b ⇒ 6 | (n-r)
n = 8c + r n - r = 8c ⇒ 8 | (n-r)
n = 11d +r n - r = 11d ⇒ 11 | (n-r)
[3,6,8,11) = 264 ⇒ n - r = 264
r ∈ {0, 1, 2 } r = 0 n = 264 r =1 n = 265 r = 266
daca (n - r) = M264
ptr. n-r = 2·264 = 528 n ∈ { 528,529, 530}
ptr n - r = 3·264 = 792 n ∈ {792, 793,794}
⇒ ptr. r = 0 n ∈ {264, 528,792}
ptr. r = 1 n ∈ {265, 529, 793}
ptr. r = 2 n ∈ (266, 530, 794}
