The game is simultaneous because the goalie must choose before seeing where the kick is going.  Here's a matrix - assume the values are payoffs for the kicker for doing one thing and for the goalie doing another (like they're probabilities of beating the other, times 100.)  Could the following be part of an MSNE, as the kicker's strategy: (.355 KL, .188 KC, .457 KR)?

               Goalie    DL         DC          DR

 Kicker KL         45,55   90,10       90,10

              KC         85,15     0, 100    85,15

              KR         95,05     95,05     60,40