A Venn diagram shows the membership overlap for three luxury car clubs: Vintage ($V$), Supercar ($S$), and Classic ($C$). Circle $V$ and circle $C$ are mutually exclusive. Circles $V$ and $S$ overlap, and circles $S$ and $C$ overlap.

The probabilities for the individual regions are as follows:

• The probability of membership in only $V$ is 0.24
• The probability of membership in the intersection of $V$ and $S$ is 0.16
• The probability of membership in only $S$ is 0.12
• The probability of membership in the intersection of $S$ and $C$ is 0.21
• The probability of membership in only $C$ is 0.15
• The probability of membership in the region outside all three circles is 0.12

Determine: