We examine a game problem [1, 2] of the “hard” contact of two points (players) in a linear position field of attraction to a fixed center. Hollister Clothing For Women
We assume that the first (the minimizing) player realizes a control (thrust, force) which is bounded in total momentum, while the second (the maximizing) player has available a controlled thrust which is bounded in absolute value. The game's value is the time up to “hard” contact, i.e. the geometric coincidence of the points for an arbitrary relative velocity. This paper abuts  in subject matter and is very closely related to . In those sections which repeat the material of  the proofs are given concisely.
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