In student parking at a local high school, there were 12 spaces in the front row, numbered 1-12 in increasing distance (decreasing preference) from the main entrance. Different rows, had different numbers of spaces available. So in someone's mind in the front office, it made the most sense to have students randomly selected to a row first, but the specific space within the row was to be a separate random assignment. As it happened, the cars driven by the 12 students selected to the first row were Lexus (#2), Ford (#4), Chevy (#4), and Kia (#2).

Compute the probability that in a random assignment, the two Lexus cars occupy the first two spots.