The trapezoid ABCD (AD || BC) does not intersect the plane a, BC = 0.5 of AD, the point K is the intersection of the diagonals of the trapezoid. Through all the vertices of the trapezoid and the point K parallel lines AA1, BB1, CC1, DD1 and KK1 are drawn. Points A1, B1, C1, D1, K1 belong to plane a. Find KK1, and CC1, if AA1 = 9 cm, BB1 = 4 cm, DD1 = 7 cm.