Thankfully, pedrocerrano saved me from myself. I really, really wanted to add that Brett to my lineup (because, you know,
OFFENSE!!!), and might very well have, but a more pressing need is ensuring that my starting SS isn't a C/D+ fielder with a normalized slash line of .260/.319/.357 (albeit with 53 SBs, which was a league-leading figure as I recall from what was, for whatever reason, one of my favorite baseball cards from the first baseball card set that I ever completed).
![](data:image/jpeg;base64,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)
Maybe Freddie will make the roster as a backup, but as my starting SS, and with this pick, I'll go with the unspectacular yet steady
1997 Jay Bell.