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USC Track and Field Invitational - will vie against NCAA Champ Oregon Ducks

TrojanLights

War Daddy
Oct 31, 2009
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In answer to the question in a thread I posted earlier this week: You guys will have a chance tomorrow to come out and see why a school from such a small state like Oregon dominates certain sports.

USC's Track and Field Invitational will take place tomorrow at Loker Stadium. Its time for you guys to put up or shut up. The 2014 Outdoor defending National Champions and just last Saturday crowned 2015 Indoor National Champion Oregon Ducks will go head to head with USC again this Sat. They dominated the Indoor meet last week. So you guys come out and get a dose of what it takes to be a champion. If this meet was held at Hayworth Field in Eugene, Oregon there would be 10,000 fans there tomorrow.

Wash State, BYU, and Long Beach St will also send entrants to this meet. There will be an L.A. High Schools Relay Carnival as well with a few top High School football recruits running legs in the 4 x 400 relay.

You will have a chance to check out Adoree Jackson in the Long Jump and Oregon Devon Allen who was the 2014 US Track and Field 100 Meter Hurdles Champ. Both these kids will line up against each other at Autzen Stadium this fall in football as well as Allen is a Duck WR and Adoree is a USC DB.


Adoree Jackson

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Devon Allen
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

Finally you will have a chance to see the Freshman phenom, Dior Hall, in the 100 Meters Womens Hurdles who set a American Freshman record last week at the NCAA Indoor Meet. She has future Olympian written all over her.

Dior Hall


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


Oregon also features probably the fastest white female sprinter in the USA, Jenna Prandini, who posted the top mark in the 60 meters last week at the NCAA Indoor meet in a qualifying heat.

Jenna Prandini


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pVAJA6TlfaAbqdhnt6z6r4b8RUrtAVqAPjemWHUD3wD8Q9RCEQuPQyNWny3+LV//a0U8qbN/wBzAD/wMf8AUrpaKl6jBVHLMQBPhnjPWBc3D1VJ9mAEQnb3VzuR2yST9ZPCCrvo2eDstUrHt7MD6ltv2MNVLF8F0zld8DuPQec74L0dqVBncFWqkEA8hFHu5HYnLH6iE7q49jSqtgnppuRjk4UkgevcfKKuU+masNOJ2jNYagr4zs3B9YZq6UDb1bhj0tTGRjB9oqjcEee6gH6T5/4MoistQsXJQqV6WAyGX4MnblT3HPMYLnxK1Qrb9Bp0FdS5Yjrb2bdSoFXICdQUkk5OOO8w5JaaX8NnN3KcheyrgjBl9xp3WBg7j9jKKtt1++hHVzjs3+8lZ6lg9LbEcg7EQGvYy45y0Yq9i6zI4I5jxQprUXI57yivpIPaW/jb7lnJqHL0xOBnGEYq+hDtB9fR3HECsVIAF4ngJdVtWHImcgxL68kJdMgySQMlJ0WUdM9LDPSaIUrLAJ0JJhJ0uJ2ORECWLJKkmEk4E5o0W92RzCNKsGgkJN9nbAe8xP8AlHJ+flL3ryBSTO3tBtuhFPcsz9A+QwCSfyHr2gTUfEexQL0Oh6WUHKjbYq3dfI4EYq9ZWTIONjj/AHg3Q/D1JWarVxVqsQc8ooHAAPJ3O584H/IrevIsULOpWPVwD947D6ecLWui013b3z67D8v6xsuNPVuNoPq2hXn85XDQ2ckszqPKdAk+iSCS+IXIYvCCsKVQ4Ug1SQVOWACqpyO2CpEnrOoCnUoooRjVLjL1AgX2ahiWbB8wMeomzQ7IJQp+70sR1E/eDP7xz588QR/zMq35tCv3gOsvnLGn14x3OSAMzbK0ji5K22/bLNO1VKjrTCYqGpWp5BDJmiqsxDbdSnqA45zBV3TsKjYqUAGapVQdFNwzNROKjAUtyo85Zr3jOgtyts9FWUf3tVqa01qBeoqCQR1DbONwTjG0yXOt0j0dNnnoap0PQrKpUkM1TBBQjIUk52ORyYWwP9lreErByowcv1dCtVqU2YKMtgNvsJbp/hezpnNKmoflWJNQ7c4Yk/pAr6vY3LBbj7VRNNai9NZGAUVBnqLBSB8Bx1EA9J5hy40ZblKT0atOo1NGSlUQLgjI46SUVvdGQF7bY4kLnr+GlqJHuncH4T5HyMTP4i1jTtukf3jhdjggD3iR5fDjHrHijQJpKrkGoEUVCAwXrxhsZ3G4Ox9MxE8TUHub+2ohgQgL1FHKgEEu3owAA9cxd+DRL2X+F9P9jboCMOw638+pux+QwPpK9ctMf2g+TfyP8owvbkcytqYIIO4OxHpMjTZ05aS0gFp9+QBvt+0M07xKgAdQSOM8j5HkRYu6JoVCp+E7qfMH+c97Qjg/IxNdB62O2n1wp9x/9Lc/RoXpaj5z5wl+T6EQzpt01RcnscCHivT0JzYVXY8U7pWlnslMU0uWE10NRxNPJGOsDDNbTgewg640RT2mmhqXrNa3wPMp45oQ8bQqXWhkcQdVsXXtHxijSqpaA+sTXxZfgHifPWUjkGejrV0wHtOxP4r9laEdaksFSE9S0j7ycdxA+JpaaOtFTS6NCvLQ8ygyxTK2w+KLLiuVRmX4gCR9IO0XUOtGps+OpW6G/Ce3PkcQgDA9/ohO9EhM8jcDfkjH7QK2WkHalLamjEkqikt+PYZ39T5TTTrEcTFa0uhQoLEAADJJ4GNs8S4GX4KS9ha31L8UI06qsItAy2lWK8GGr9gViT8BmvZA8bTJSs2Z1Q7dTBeryBOCZO31L8U329VHqUUJHv1MLnOCyq1QDb1SEkqfQq6qJexsFLbA7bY+W0Aal4GtK7mrUolnYhmYVaynq7HCuAOBxC9e4KDqIJ4BwCTg9wRyO/pPn1X+KdehWenVtUZFdwrhnpDoDEKSzAgnA3xtniaHtI5yW3rQa1bQrW2tbhgKqhKVSpgVnO6IW36+odsbgxCfSCSCleydg9VMV0e0rH2DuCRWp5U49kxByPgPdThvp+N1vqNRlRxTLdBV7elcoCFBI6Vqq7qcg8GYru7GXFCpY0yXrMFubepbn3lPs8l1wzB+kFsnqDtwcStsiSANHS69VnpihcZKlXNK6t7gY6ekkGqepThvxA4b1hano99T0421K1qCqS6BzUoLimahYOcVfiKnGOxJO/em+tbuoci+taZ9/CJdKlIhgzoQtMDJDlFLYyVU85xGM6lb0wFNzSOABn2hLHHc4zkybfoJSvZdoNtVo21FKu1YJ/aD3T7xYsQenY4Jxt9IpWVMf8YuapxhaFJNjnpZux9cK30Ijw3ug+XcfzHr+8TNJpEe1dgA1WvUqbb+6Wwm/wDlUH6ysj0jRhjlQ0CoDKqlAGDFcjgy+nekczPyRr+trwZdb0c1UwPiG6/0+sTlYoSjjBGxB7T6JTu1Mq1DTKVce+uT2YbMPkYNRvwFORz1SEqiqt84x2gCoAOP5wd/ypUWphWDUz947MB6jufl+kMmzKAADYbQJlp7DdS/6R6pzM4ZwmFsvRP2hnRdMO8qzIky9sFwn5NqakRzNlHVPWBDImGrYqsEsak1CeiqKpHechfYJ/GNGk6x91/zmrUdLDjqTmKghvR9XKHpbdZFW+mFeNz+0GBlKnBGDOgxovtPSsvUuMxbuLdkOGECp0Nx5Va/yeBk1MpBlimV0HtlolqUSeBKFMIWjHyP5QuKYLukV/ZH8pWVxzDa1cjg/lB9xSYnYGTggVlZlAhfwTXpVatT3h1oo6VOMgscFgDuMbDI/F6xXv6jO4o0wSxYLgckk4Ah6nTbqq06FutRLUrRB6OiuzhQatSnUXBPxHIBJ9DGRCT2Ys/yXbcT4XkeXYHnnvwDnzB8/TvBmoaYjbsoKn72Nv8AUO3zECJ4i9hQWvcGoKbP7NS6gVuSMMCAHAw3IVsKee5+w1JKi9dF0ZTzg+4fnn4D6GPM6fYBHhK2dsooV/8ACcN8ww5El/y9UpjFOq4Gc7sW3Hl1ZjBWRW3Awfwtsc+aPPU70jZlLD1A6h6Hzk0HtihdeH67U2Rq9T2ZUqcU6JPSRgjPSDxBlPwUmFLVmqUl7YwAcj40GD28iJ9GNVTwMfpB93bLnqAam3mNwfnK0FLMus3+Ld6hVXUp+EqcNgbg4PB84vquBjy2hjWW/sSp+8yAYBAOHDHAPGynIgfMz5n2jb8VdNnsT2J1VJ4lgtn/AAmJ0atpFOJNKpHBk/sz+U99lfyk0ytovp3vnNCV1MwfZm8jOfZ3/CYSbFuZYSairTLVsPIyNOnVHY/WWi6I+IYl9PyD2vDMFWgy8iUmG0qhpGrYq3pJx9F/b7AhkTNtxp7DjeYnUjnaC1oYqT8HMTsgZ2UWZ7xFPBEoFH1kVpt5iWimfOMcv0ImkuthHTLxqR5yvlGBlp3C9sxSVT5zRb1WU5BhJ66Yu4Te0+y+70lkPpM4oxistTVx0vzIXekBt0P0kcLyi5zNdUA0pesM6bXUcmDalAocMMTgMFdB0uaHe3qUiO0o1y7p0bepU2JVT0jzY7L+pEU1rEd4ueOLtilNA7LksSQzLsAOQDg/XiGr2ZcuLhLrZf4TaoPtVwEepUoUwyE9WR7QstQgLuxCdRHfaY70Uq1vQWw+1PfFg4qCo4AwdxTy3s2HG23GT3Eq8MaHcOvWtarRQ/eFWohYeioRkfONtt4dKj/5VxnuRVqDJ8z70v7JXRlx4smup/8AAJ/Fe+rGla064w+GeqgOcP0oMqSBt7zjyOdiZ87sb96bA03dT916bMrgZz7rKQSPNf8A0fT9c8JPWwftDsyghfab7HkE75zgcifNPEWjVLd8OnSTuMfC2PvIfP0lO1T6KvFcv9loYLDx5fUv75agPHtEUhvlUXpY/Jjn5xmsP4pnZa1IZ/wnA/IjP6z5RRvSueodQ7+o/wAQ7/PmXU3ViApx36X4H+Vu0nJ+yJ0j7faePbNvi60PopH7VD+01v45tRshrVPn7ML/APs5/SfDipXkY+fH0YbfmJptKBYj+uf5Scq9hfbP9X/Z9oe6W8pq9OmVVWO5bPUQMHAG2NyPzmFrYjnMn4ZvFo29OmRjC/8AkSf5w8lVHHYwWuX9N2OqifAEtRg7w5aVUmS4sh90wfVDL2P0k/4hNLJ/RsRU9JZ0U/SJX24+Znv+IN5mX9iA/Gr2N1ZUlKdGYrHUG85z7e3nJ9iL/Hr2OJFP0g+9t0PYRc+3t5mRa+bzMp2i5+PSfkuuLfB93aTo1WHJzMRujI/ajB2h3FtdhhawPO0mbdWG+DARujOC8YcGXyQH1P8AgQraaCdjicmNNSYes7J+pesgAW4MsFczCrSxWk5MNRPo2CqZNah85kVpNWg7C0jWtQ+cJWGqOh5yPKBQ8mtSRNolSmux2p1lqr7wmK60UHdD9Jh0rUx8LfnCFbrX3qZyOcHiN6aMmqitLoDV7Vk5Bgi608Vq6l90RAen8TEnn0GP1jdS1hG2qDB9Zi1qmihXp4wSVbH5r/OLc6W0MdOlxpHKFftCNs+YuUa+8MWdfMUxi6CbwR4h0tLqi1N++6t3Rh8LL6iGU3EqrJB8EeqWmfnutSZWZWHTURmVh5MpIJHoZK2A+8OnPfsf6Rm/iLpXs7sOBha65J8nTAf8x0n84GWlkbDPy3mldrZysi4PR5OofC23bO4hHSEY1F2AyRkA4B+mINS3I4JX5fzB5jB4etKntU6l22bq6WT3TuCexz6Yk2l5FpOnpD4DJJWI4OJnzPZijv6CtHVWHO82Ub9X24+cX8ydKp0nMJWxVYpfgY6tirDgfMQfX0sj4TmStdQHGcH1M1Gv9YzUsTu5YDrUWXkGVZh5rgfeGPnM729N/wDaA49DFm9oEdU5mb6ul/hP5zOdNqeUriw1kn2ZyZEtLGs3HMgbRvSVphcl7IZnC061sw7iRNA+cmickQLTsrcYnpCbR//Z



So it should be a nice event and day to spend a few hours on campus tomorrow. Come out and see how our new Track and Field Coach Caryl Smith Gilbert has the program set for a revival back to our glory days.


FIght On
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USC Track and Field Invitational - Sat - be there
 
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