College Football 2016
- Thread starter knight1fox3
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Help Support Professional Engineer & PE Exam Forum:
I think Clemson just starts slow. They had the same exact stats through 4 games this year that they had last year and ended up in the championship game.
Louisville did most of their damage in the 3rd quarter / beginning of fourth. Zone read option didn't work most of the night (Jackson made some bad reads) but more that the crowd didn't come out in the 2nd half and the Louisville offensive line began protecting better. Louisville reeled off 26 straight points and if not for Clemson getting a 77 kick return, I believe they win the game.
Audi Driver P.E.
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Boise State is perennially a good team (at least until Petersen left). That's probably why. And BTW, they lost to Wyoming in a huge upset.
Where's @DVINNY...?
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IAWpjwAz5/Ufxvw1q+SbTHmi/kjMkx1PUX6PfSr7PPBbA5a2NltfKYPDNmTnn5gBHzzV3phOJfqwB6R12TqXlutvtszlnXOn21T7POmvcJyBSTcZRLLgCtsrYOeD/H/9YQ89kCVm2tQq0OQO8dvgfqHYT83rl/yPQ4Ut84nXhU90zzMndtE5p/fZfLjrs/UqamehYrXmBx9mXRQ/2Xt15fIxAURQ1SawKIs9wwd22TFH2xqzUwhkP1uxX7FqkBbYY0cq/8/vhqfaSU2w6Zu7KJxb9eAf6boM1kJDWpdpTwbd68S7XMUOpVkfDc9wE0X01uF9rKgfGvxWTqsVS8gjSX0wx3OgADZnRb2jADOF5IoTmcvKmbegRm0X2jn8ajvK+ab0YBZEdG6vGAAh9mSJY2r3Oapwf7bfVv630Q7I869LIDQNQV/RO1KvqBlhgjlgEYh2upAcQ8PSjCX9lAJQR3eQygVKAwdCrcYka1/FBBLZ0t/444fTtz2hHZXhc3xKegfwLfjAL8N0elVQ5L+3mlrzakVAj4bKhRwl0an+0QMkqO1WcemP0d+mJT5BTNwP6O3Wabh1Bxe7nnBYeC3Vbbq9ZVAUQ/MQNI+MW5aX+/r2YPxbcXyptzG3R7065IHR9QCyiPlEF7x8isKy4mTrt/fXxzCqAvjnPL1Bxn+yp2BWwanu/Zd4yfnfd0cC2YoXDqlgCarzist1H8Wkk/eRZdxE9g+FHtol6CbtHtfOt0gQ3n5wYE9IbGW+talw0G0MqLFQC8IjJhblkKeXDmYO3wo50jBKzumqzBTchskyE49ZnnejyiCSF6QK4TSdglZuWbUwATsqPv6I4rUweUalikc66jMcc7DWm5rbod4KO85j8A4ropYOBnouoHS0vZDkpPKipFoEOV5mOrNoNh9D7Q1BlcBqRWUm6EH0P6bm8+HYrNKdwlZyiAsaUmw3Q5YBevW9VPJ7RXohs0fFfHUPYd+OSr4eVeGD0ez3zdpufgRPP1iHn4tnfAee9BpTudr2oZ2vLx+BfZvJx8QjpajW0DJ++cfXQjBMCwRTemi/6biJmmE9VjXAIQs8UjaHrPu6lHZZide8xQP0dIHeW8McX/iPHwnxW/aKfuQNtuvYKmucHzNy+MrwoCqEMUaWQc+4kHXfoUTkupjYBsFTIHpFsLwU6L3w5eBIW35OuUNfSRPtXpp4cmvKt7vulewokerFjRnU7v+csH0l23xC3v//PNvgFMyIZ/3V2mAvtlXJ1+YKo7z0/2mdXZzzsl2FWzf257FUB0FH8dn8r0MHnIcwDttNYAaq+vOrpEUZiSZ3jtDp4fBv6LwhGN3mSHTaG7svw+B6J6RvvF5oFaBSu/Ke4D/Vz8bX3qg1VBq7OGF2Cyx+eT1wZiE4fAYGNYZPgVepztULXuTdPAN+VJu01KUwjGPXpIxl2pdJk2ceVe3XesY+ek6e3/j7ldIr8yDusHPcsHNWhZq3Np0Xf3pg07G/12BIL2buvyawYAQyqDbLWPTQ6i5JvB2E6Lhgrdy9QoUB1mRI8M6tQZXN+lq58qO7wbFjUzZjiMGjZt7M8PYEnVdfP3FoO5ecaHdi0HzYt5p/RYCt1OtLtW2x9OB14MuXUE1l8IznbEH8AQpUjbJds/2S0y7e/XNj6GyiEeHYu+hfYzmzp5ShvO/gCRtd8ujdIMA6anWTJ7e5jDgJv+d5s+aQ/qZXW58mV+A3+JmKXtF3aQrpnLJqeX8L1vF5v6BenomDZFOwdva5MjVNmk7nGLAujIN4HWQE6JZi1yiLBfZxtQK1u/cP/OPnH57xyZcjz88jx40ufp7IibAOpARfo/6Ytko7t2DYpnKjww5ymY/XBsP//xkLN11inpq0DsxrhaxpYwKWbed8GhMPvQskE7xkDM1ajJMclg5Pqp/uuPQFH3/LeyF4S8x3L1z3gBRpbpv7JlIbg89brNg4lwvvel3ncWAhiW6RMVk9m1vubQfhPOkCpvqvwpL8DAH7pPa1QYUu1wep38D7ZKGw5urxHSD0acDTy0NjdE53lnGz0eQBFKQGK0sJZDawu58ucIzRgO3VO1G147AhxJgQMyPoU5+OanQB8jFeGWHh9/2qsy44pVy/MudnnHiGZDq0rz4rqUBuAFLwGMzbU3kDd97r6ZTsHsMWMzdPGAghvdpmQZBtpuzSj6wLzbK+ftmgoTls46EfQjxMyIWRJ3F8CqsuFHuFzkavV7JWFk8LQB69NBZN+3v0dnAjevHGdcz8PougGZWz0A5+XOKWTMB22FeA28317lKREATGENtBvZxNdzB1TxK+dQcP+H+7sRddf1cWf4yXPuqs3rITpPtE/sLQDr6VajAaxeGuwTRcYYnACsOhgWANCReububYsC/A1rtysTlWZKij1luzi1mVKrERRpV6BttpkAsYXi6kDWHJkrpR0MMzeMCfbPDaXbFkuW+xhwjivcgTWjgncffgjD1kwqv8YNIp+8tYpuDqC6K9KlUH8uqzbKFAjKtz3iaAVYknO9uu8PjqL1zlV1L3kSejfoPMmrNRhyGk6rbgBiOTsBjFO0rFC4Xv6j2TJBzxEd+tV1AEN99YlaBWKvxwUYh8OUwfNDt+SDi9uvjri7CMDQXpUhEf9ucf+vxKIAf4Lu6KF7OgUWy9Lb9XWakBc1eo3wHe21ArJUzdo2fWaYOmyEY6eGULV8+QmF7n64fluefedPloXvT4weuDQvhJ+MePt6I4C6SqkGfIjEpvsoK9OV3hDzMuZtbDuYOGB23KYu8HvZ07OuhYLaUE2pzIWeER2W1SsP3ktq9nAvAmBMZtwFdmXst9tuhP6q/xSfvZDtQuZUaXt8qM9O91+6n3KHlSc3rj+4FEBJq8iwWSmTPij514NFAT6Jgw2lXNG20dQ61cv2hJ9d5sZ9bwXe/asvL/XsQ87DS46tvpwOei0Y5rpQgUdRjwe/CAdQ06tysyWSd/+zEFNkuKfqQLgfGer7LASGZwx0WTsSwvqF/+f1GnDKlLKSgwajCve/3DIK3LrnqZJ5OdQLqTao5HpoVKuOVvYPLpCPrZ8+DX8N49bNmrnRB14dejU3MgJAsVLk0vObigX6MRYF+Bvkm8Aoz2aZWTbllOQP7V9e6eq+pmj33PVBfabOVgScuX6pw51s0D3PkJrzLsGtnncWPsoMYBiqSlOyN38y8D/G5IO8UXWCPUGHDGeawoyTS15urwDaTZFFTIACjnlyZO4Ms3aOPuRXFH6g18QmWcGhq31R24wg5ogjpIDZe1b47gyDEO1k/as2AGqwKjc5vzA8yr8LiwJ8IlIRbuhRnqfrO+lxNR/mf+L5Yiv0aPzDhPm/wXmPSw3uFAYw7NEjsH3hQFPqUBY0tIxiCsz4eYn1jjaw+7uDXc4c+JCr6hYP28J1oMjdfDOypfrw9yMVj9tezg3zkq8M250TqC3uibwAShFymbs1vx4sCvBFrNbjPeypyPf4Kj4Qmfbt/eiqABTWB5h9PM2qTXGJ2isp4EXaF2tePYPhToHP1/SBe+ce1nvehfchIslKJlwg4u6rw28NMC7DzBJBwNNST2+8iAZQhyl5gPdxhuJNpL79+lzuhv2dFKZ0mC4Tqh7xwqIAn4l8E7zcI1OBOV07pGvlrIUP6uPQWfXaA7YedtlsygOIPmJ6ghT5Vi6WDZvVVHBs7ekU15vChG2zb22sDTGzYhvFLf2QeXnxDXt/cYU9bod+PpMaQF1nSAFAdDynPPbYAojuYjLgLlKJmsBE5tAXmMBkuv+FRAlUuoESTDDjQSlAPiVbEnTY32A5CIsXB5pLubpUgz6125XZ152g7jsGhTSAYHa2/c0WwJDVIE9sY+K5zZgJFwDlEHNh2Yj1k/Z7QAXF3S9/NSh4w21MlicwddbCHlsbQlyLuCJxzQBUO3Wq/gtfZtljsm3KL1pDctXB2W439M7eOZ13P8j3c65nGeNA6yCmilDASrdBstXPJ/QYr+KEqEgdcCyR4oVDQXAa5jgrmbT8+QmUNubqwW/eGC6+6FGh9fjGW10P2xyzv7Q2V+WGlTrbTtgMz/eGhbySH+KopcgBGN9dFzv5JDYe0WqCm5LrZqbJkHF6hnupc8D+HkeynosBUJsq8bMiNaFv1xqDtTLQqVyrfTWOwcy1o0v7XdVG2Ga2qWF17Z6+vH+rx2oVemQkMUBKbZCe1r+Kqel/V/WPBS5YLN+sswomRh/9FRYFSCCkIvTZphXXJgnXSVP6e47esbSyundK4Px3wSMA1EvqdwA4JtC+u7T5ySBeiEJAGvETq4Dzah8l83+V86XqZgoJuVQrCPmc8hzJnAw2D1rUZVBxyBOQw9G1coh03aGDfqb7XI9WrejRsoW7jBItSsrQlaKUnjZ9eVj/EnSUKiP8RQ1P9I76CIsCJBBSAdIMkamg4jeu3ol57FWxodfU9lZjzsKVudev3/8e/vD50U81a/47TB+4MMUliq8nm8mBpqMYB7b3bAKs38DcweMrdHGG9iuanPDM8fJnmaf1Jvnk3rYmSRs7AbEsghMIORCe6y6Fk+NyuWWzSb/1zf7vBnS4WGcyGOKsj1ttBBAr2ZWgRZs81hLKhdPkQHNFNIOGj+sUKFsfmg7yOuvx/ovxS72l3JnI/gKJj0UBEoWduqfZpsYtp9dfV7ElVB5QdniBbgBaXaM8Obb7yqJP6KEWtTdaD8ihZHuefiQM8uxesOFQcMhvF2sTfkaPEDe1uFT4uJ/NXen4YlGABEYPIyLtHZlaynmy4+hkMQ829bvsN9DnOaQcnfJa8q4AwlrI2KRfSWQ6MUGsBuv01t9Z5Ye+S/x8fc5Dodd5t2T1i9TjAo2rp7uSXjJ3bRMKiwIkFgKBOKU/4xd2r/bIo1aRAIY26eVVrvxaAK2ekB/s+NxPFSU0ptCIAcIB6nTwHFAyM7Rp1yi28vtvYq6tKWVwPrPWNBGwKEAioX+3wORyWMb6lHVmw+uT0b12dlxfT4Osv2Y5ky4CQMuhyVCzSR2a0eQzXFFbDRl/du2RxgsGB/TM1FiFlCRvYz/xiv494olv9Dfba3O3a0JjUYBERg6cUPmsZ+qxQo3zFs3yLjpflz6t29RMDUoXtYQaBCCOczkpayZ9htVzhtyG7tDzRkf3uovBPbbInVxPoyvLPBPby/pf+9cemFoUIEnZpO+P76jU4XnTCp7doHRwsYW5OwJo7TV5UmybyJHhPvgMP4Gqrzy2F34MnQq0cKg+A3DBkZQbm8is686au8USG4sCJBF6aEb94Gjyu3Q3XbI6eT2b1mdP50E+GcF+rkNru9cAwtt0XprAmL75NVk8AJd1LjmdPWDIwx7LGvtDKi+nosl/uK27go5PpX9nYYu52y2xsSiAWTh6U8plbb3WVUtTciB4la5+vZQRQFuhye/4WiespZY4w3XgkpJeuQBddrfeWbMJVFxXemP+PHFFZJ7JPnLgn2sZr6L+QVgUIInRo0/IjysxJ8h+pJ2fzdBL/ftu6ezlHQPp86UblNoOQBsupMtifEMz6lacWh3tGZT3KPnELQy6NW03s/YtUDYoAUqu/+i7O8sjzN0+SY1FAcyEHn1CDwg1Y417jqJKbkNcpQ5Nmt3ylPHaKiBNwx7y7IuKMIVmvCNygmOc06PkZWHwiB41m+SH9DVcBjhNe6h/SmpsC90Hup252yWpsSjAV8HaVEprpQhh+7P4l2t9t+ZRKPQ0X8qsPwEYF2r5gfcntZ/MY2REueEsgA61m2b2rAw1mlXqVtRJ0z0DZgWioaH9ttfcLWAuLApgZvRozDIwCYE9s9bMuMWlQ8STXhd9X3oVBetztkut08AfQiP+HaYw6AFaciiWrGCBHJHQu2Mnay87sHIxzFd/P9hYZp3vohgUg2JgprnbwVxYFOCrYr9+crwuQ5Mn9QaWywXVJ1ZIU+QVgNZMewP8+Rds/stxJVn6ZG3st8PAmd9taRgKWZtn3OvSOWylzDpmkm6819vcd2xuLArwlaAblxWVqekrUzZLvt4+5Fa3frf9evuEgvNJ5/Mp5fcDrohM8pKPbIh053utszgMzX19nnrsA59SNeqUzscxmWWB7qjyy1pz3+/XgkUBvjKkIlxqJVNzblQKKbOrQKT2a8u7DTwq7gUQ13V/K1NgLZPjyh6tCrjdyn0+kzd8n7pr7QYNwLaATSOrh7/r0Zhn1tJ3oZLc8cSChc9COti47JPy8KMrLjeWPdgtRK5gj1VdA4WAjFY+24SATJPq3xPCtl+OwCZDhVh0aO2RvYeFzst3Uvr4mft+LFj4IuQAbnBAyjfLp1Rc8PuW34RQj2VZ1fAHIcDVxjtciObFu/0amFyISK+3k6J2mBRgpr+U1rbxr4kFC2ZADmDb51KutHoW/sLzVX0hPEIaRA16I0SWiu4/dbogxJlTl0re3msa+GffSpmjmrnrb8FCgiAHdInZUj7Ys3XhXq/jIUIsrL5myZ6rpoEfeVrKllnNXV8LFhIUYRRGYaSvHOA/noj7Ke6lcZE4HNs59nnceZMCLOuqvzH2mLu+FiwkCnKAZ6on5enKUr5wkbLMI3PXz4KFJEEO+A4LpZzdUkqr2+au1z+Nf62nz7fBeicpd2TTD9Kym7tGFixYsGDBwj+D/wMlj49tm16USAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAxNi0wMy0xNVQxNzo0NToyNiswMjowMGtRMJcAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMTYtMDMtMTVUMTc6NDU6MjYrMDI6MDAaDIgrAAAAcnRFWHRzdmc6YmFzZS11cmkAZmlsZTovLy91c3IvbG9jYWwvZ29vZ2xlL2hvbWUveXV2YWxmbC9sb2dvcy9uY2FhL0JJR18xMl9fTW91bnRhaW5lZXJzX19VTklURURfU1RBVEVTX19OQ0FBX1NQT1JUUy5zdmcAr9eNAAAAAElFTkSuQmCC
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Road Guy
Well-known member
All this work to get a playoffs and then we may have Alabama playing Washington in a scrimmage before the final game?
Any of the one loss teams are more deserving and about half of the two loss teams imo
Any of the one loss teams are more deserving and about half of the two loss teams imo
geomane
Well-known member
I honestly think that any team that had a style of play capable of beating Alabama is probably out of contention at this point. I'm just glad to see OSU has their offense in sync again, or so it would seem. I worry about the Michigan loss though, and what will happen if Ohio State wins out but doesn't play in the B10 championship game. I figure the committee may not care on the premise that they will have already beaten the likely conference champion in Wisconsin, but weird things happen in weeks where everyone else is playing and you're not.
Road Guy
Well-known member
(I am not familiar with the schedule) but wouldn't the winner of the Michigan / OSU game play in the "Big10" championship? Or did that already happen and I am not paying attention? or is it going to Pen State?
If Michigan won and then lost to OSU, it would be a three way tie, and the overall records would come into play with Ohio State winning the head to head tiebreaker with Michigan.
With Michigan's loss, an OSU win over Michigan would give OSU and PSU a tie, so it's only conference play that matters, with PSU owning the head to head. So, unless Penn State loses, it will likely be Penn State and Wisconsin in the Big 10 Championship if Ohio State wins out. However, it may still be enough for Ohio State or Michigan to make the playoff depending on who wins out, with the Big 10 champion just getting a new year's 6 bowl. A stronger case could be made for Ohio State than Michigan, because they have the #2 strength of schedule and the most top 15 wins.
Louisville's quarterback/receivers can.
Unfortunately I think the Alabama DL will maul the Louisville OL
