The number of bijective functions $f:\{1,3,5,7, \ldots, 99\} \rightarrow\{2,4,6,8, \ldots . ., 100\}$ such that $f(3) \geq f(9) \geq f(15) \geq f (21) \geq \ldots . \geq f(99)$, is $\_\_\_\_$ .
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