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A table displaying the highest paid player for a particular professional sports team over the past $6$ decades is shown below.

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Which of the following equations best models the growth of the salary of this team's highest player, where $S$ represents the annual salary and $n$ represents the number of decades after 1965?


$ S=245{,}000{ n }^{ 2 } $


$ S=240{,}000n+110{,}000 $


$ S=60{,}000{ (2) }^{ (n+1) } $


$ S=40{,}000{ (3) }^{ (n+1) } $

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