在正立方體的各頂點標上數字$$1$$至$$8$$，每個數字只用一次，且使得各個面上四個頂點的數字和都相等．各頂點安排的數字能由旋轉正立方體而得到相同狀況都視爲一樣的安排．試間有多少種不同安排頂點數字的方法？  Each vertex of a cube is to be labeled with an integer $$1$$ through $$8$$, with each integer being used once, in such a way that the sum of the four numbers on the vertices of a face is the same for each face. Arrangenents that can be obtained from each other through rotations of the cube are considered to be the sane. How nany different arrangements are possible?
选项为:A:$$1$$  B:$$3$$  C:$$6$$  D:$$12$$  E:$$24$$  请回答其中一个选项.