将一个棱长是整数厘米的长方体的各表面都刷成红色，然后将这个长方体分割成若干个棱长为$$1$$厘米的小正方体，若任何一面都没有涂色的小正方体有$$11$$个，则原来的长方体的体积是~\uline{~~~~~~~~~~}~立方厘米．  Brush each surface of a box with integral centimeter of edge length into red, and then divide the box into several small cubes with an edge length of $$1$$ cm. If there are $$11$$ cubes without color on any face, the volume of the original box is~\uline{~~~~~~~~~~}~cubic centimeter.
选项为:A:$$117$$  B:$$99$$  C:$$96$$  D:$$84$$  E:$$48$$  请回答其中一个选项.