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QUOTE][img id="yui_3_10_0_1_1448042310427_1435" alt="Pin by Holly McDonald on shit | Pinterest" src="http://media-cache-ec0.pinimg.com/736x/3c/cf/25/3ccf256c9add2612d91477dc08386102.jpg">
We would still be 3-1 against you...
MACtion > Iowa
With 1 more win vs. the top 10 in the last 20 days than Iowa has had the whole seasonThen of course then there's reality where Iowa is 16-4 against the MAC under Kirk. Similar to how Nebraska is 0-1 against 2 win teams in the last 20 days.
Huh?Then of course then there's reality where Iowa is 16-4 against the MAC under Kirk. Similar to how Nebraska is 0-1 against 2 win teams in the last 20 days.
Then of course then there's reality where Iowa is 16-4 against the MAC under Kirk. Similar to how Nebraska is 0-1 against 2 win teams in the last 20 days.
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