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Jurgens

He s stand 6'4" like I, he s freak athletic and can take any football positions!
He can one of beast DE like Ben Stille
Nick Bosa 6'4" 270
Ryan Kerrigan 6'4" 260
Chris Long 6'4" 270

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TS3BTEFZTqVlBzvtkd+N6AXysHyAB6s1nbWnGCEPB4CuTbw7DvjX+FQiwtsYaCIgDAyqnGfDbbc/GrlpOXwCcDG55CotIclVwV2BbxxSlv+iyJ+AcOj0lVjRc8wFA1Dlv40N4j0YgJd44o+yMkY9+By9lEjehZBGvPkKvzWpMQfODg4/gavHLtNxhKEuBpGAPAAAVRk4bETkxrn1D8KuNauSdsb+Irk2Unl7/8K15RlpwiKowAAPDu91fRIB4V9HDXP6y/E19/JTfX+H+NHODSI3FfPlNGej3AI5ZdErNgg4xgbj2eGacI+hNmOaMfW7fhRMtlpmnyiuTcGtZt+ilmv+gU/aLN95qyOHWi7dTCPLSv8KrYZYVk8Ih/tM/ctfCr97Rj1aj/AAoHCLpxlYnI9g+81OOGXh/0R9rp/wDtUdNbnku3VtrUq0oAP1VP4mgHEuDRRrqEjMcjOw5d/tol+RrrvUD1uPwrluBTnZghz/T/AMKN6Td31Ja2dvEwdNWoDmW8auHiq4xv7/4VB+Q/ra1PkMj4Gu04FGecp9XL76m5SiRG3E18B8f41A/EE+qvuoonRyLxY+6pV4DCO4n20twaBPyiO4D2AV8/KBpgXg8I/U+JqVOHxD9RafIaLXyxj3GuxcNTMtqg5IvuFToijuHuFHMaKqyMe41KsTn9U+401KKsCDG593fRyo1CjBZys6qEbtHHI4HmabYbYQPGV2ChlY/axkn2gfyK+2s+6MNlPf3+341T4x0kbUIbeIyykntYPVrjnv349wp3s8eqKcSlcLlTv3ADOfD2UMn41KsZP0n/AFFVScnuz4Vdt2coAw327K748Ry5VcWNAi4Y6gdRK4JU4PM7gczsaxuN26ZnNbLdjZSXCsZQwlGSCwI1eIxz9VQDhKy5UMT4gLgg943NSWfBNUvXSSO0jqcFsdnfK4I3BGB7zRy4QqUkPcyhvPVlAfeR7q2nU05su6Xo+i0KncsD57Uc4lGoQKDvp99EWUbgjI5nPgc/4+6qF3bY2HLuqMoeN0JcH47rAi0nUqgcuekDP30NvrlmbDwkMfolMYI35kjnVjouQryBwMgBlJPLuP3iisV3G+2A2nfOxxnzHqqHTJuFk2MgxrzpbcjI5eeK5WZFyY1VSNsbkEeOM86L8VnJBHlSssXkTvud/wCPOpRljofj0B1+icjc6R7/ABohNOWi0juzgeVKyOWfOkBfDG4A23aidteO0YIIGrIyx+FOVNjh7ZgMkYr4sdfflZO7DcnA8BXF1eCNipByPAVcu2dmn0wCueoqu3FR9U+9f41w3Fj3J8R+FUkQtxoYMvNTmn23nDqGHIjNZceJSHkg/wB4/hRngPHpYwUeJmBO2kNt66cop6luFQZZgB5mgtwlu7Fmk3P2f4UP4pxnUoDwMRnIGcGhH5WA/wDc39rf41VpSBlq2gEd1dTXZxsaFGaTxX3VHJ2huSPVWcqtCAujqBz3HO/fVjh1zrYH15HgcYoQlmgwde/tonYnScjf270bo0MCvpQHmAfXVNb4d4IqVL6M/rUB2bNO5cerI+6vnyfwY+3BqaN88t670H+TQFUxN5fEVwwPhVxh4kD21Ulu4x+uvvoCtLchTuQPLvrj8oJ9b4GqF7IHkLfq4AHs76kRk/kUAf4JKr6mG4UeB5miBbfeqnB1AgJAxqJ+G34V6V94x9ZvuVj+FVA6jixkd2okeQP8mueH2QSOML+oCBnvBO/4e6pivOpbc9kVQjjQQcjau5/olhtq2YD3Z9lTFa4Vco49f3UjQPswNSXK6kYDmVOPtDdfiKglOdJ8atDYe4/x+GaZVDdzAw9YO9D92ofcffUhOQV71wfYRVcD5iRfqhx/Zzj4YqHhN1rfV4xIT68sKVC7DBg6hjI3we8VJHdFTpGkJ4LGwHs3xRvo/wAKWQ9Yzlgi4ZCuB1uTgZ/WXG/84FxejkssvakCIfq7tjyBGBUXDca/P6SdUjcVvMZJGKAWbCSYa+XPH8B409ekLo/FZiFxrcOxV3c5xtgYxsvPPspW6P8ADfnXcjKpsPWf4D76zyxsXy5+KRtcy6d9IJzjnj8KsSYAVUQjmM528h50Q4jw2Tcx7huYHPagTwv1jE7DGAM99KRNMVhAXRgg1Y3ONz54HefVV61trdt5Vy/fkHI8qk6EdHJZAsjP1cWdsDtNj17Yp6v+Cqwwefc/f7fEVthjfWOeRLVLUcoV/sD8asrPCvKDB+yKucVZzJmQAMABlRjUFGAfP+R3VXubxpH6x27e2+APo8uXftVck6SDiCqSOpYHljGDnz2r63EiG0dQ2rONJ55zjGMVVu7t3cyM3bJBzy5YxjHLkKhubpnYu5JdsHPfnx29Qp8xpbu7xixje27WcaWxnNCuI8OCyMrRFGU4K6gcfGp5pyzFnJLNvk8zXMshJy2STvk7k+2lctjVZ1qJ/wDSpepTLdpuXZ2G58/AVXjfyrp5gBk86zWtJDHlNTNp/X5ZG/d8KE3XEFXOgZ8z3+oVRvb4knPuz/hQu4nz/PKqxxtK9L91xV2GCaHNcnxqHNfK1mMRcly14lIhyrsPaac+EcaEwjyg1xjtAk4k7Wdx8NqQkXJ2pg4BG0cis4wDsM+dTnqKx3YbO6QdUvbxg75TBz2fZtXKw/ROlcr/AERvjx8au9aPHl5iuAfMVmfSrp78AeQFTR1ZjtmfkM48wPvNVn7Jxke/+FLQHrZvmUHjk/E0Kup8aD9SUD+1kfjV2Gb5tB4D796CccbsS471Vx61b/0qwZUbNdxL2ap2shwM7HSMjwON6uQSd3dVElzyrqFcE+dRaq7STtCkahZr2R5be44q6w7vLFVbH9b7bfeTVhm3oD7apgn+lv7xg/dQXhPzU5i/o49xYijlvIMYPice+gSj/vKMH9Zk+O1LZ6rWrC30QKBsScn14FXIhkqKiLAoAPWfWamgG4rVmk6WWyvaSK4DDTk5GeWDSFFAoGAAB4CtF4wNVtKPGNv7prOItwD4gVj9XR/z+US4Zah5FjHMn4d9ME3Q21dy5j5nOASB8K56J2OlDKebbD1Dn8fuonxIAqCzHGcackBs4A2HM+Xrp/PHrtH2z3lqPtwqIoRNIC7aR3bfCqcTEtgHbv8AVUdy4AwNgO4cq6ibTGzVrGQZxqNZRpA7Scj+HqpSdzyOcLt6qa5DyP8AODVDiVvkhw2nOx7Knfx3H84qc8f6cui7JKT6qj1HmeVEp4ywwZDjwCoPiBVQ8KjIOC+ftVA2rjPPmPDvrtEJ7wPXmrEfCk+s/vH8K7HDE+s/v/wpDbNNAHLSPZ/jVDic3d4VYaShd+ck70jkCpZNzUNdOa5U1vEW7r6qZotYcMVvpE1QiajPCwSRp3rL6ZWeNsMMTf0d6JIQCF7XieWPwovfcCXQVbfP87VFwTiDquBIiY56u+iFzc6E62V0YDYaQcDwyajr+tNBnD4VVNDopZdslRkjuPuqdin1V9wqBr0yjXpwO7Ox/jioS9NhljqpZI0P6o9wqEwr4Cva6guZ8DHjQHV7eYG3kB6qGcRvcFfHBG/9ofEVW4legKcnlS1f3rMdz3ffTm6ZybpdCv1m23wB+Jq7w7pFHIdsr9rl76ze2UFu0cUyWkS4AWnl0eM2e4rnvByK7+UYOQaUIpmj2QHJ5D+NFPlBDLnbOx9opTLZ2aFrJsBs97E129yA6r4+4AHv8u6qUM2C3r/Cq1pMHeVm+j9Aeoc/jTpS6pgW7U75AJyA3MADngeNT2yxu8atjd1K79osN8jHLxpAtb1zIyR5ITVhO7BO5BznPlTZ0LthJMkuvW0anVywp7h6+XuqJLt0XKWNNtH3Ye2iNrS1YcS1XAjTcBW1H1Db44pigcYrpcdXmGqNh5Gs84TbGVo4x3gZPgANzT/ay91COj/DOpRi302d/YmttA9owT7PCs88d6X88+Moz1iongijHu2HrNUnJOJHGDvoX6o8T/SPw5VNjJBO+OQ7h5+Z86rXslVpmpXT/E1PdTjT1ffjV7BgfjVCR8ug86h63N3KPCNfv3qjSg7AH1VBLHlWTx5escqnkG1cc96AWy9fbd8EHzqXi0WiU/0u0B6+fxzUETVhYpYYkGuesqSTeoiKAyWg/Fsq+R3iiAvov/E+BqK/jEsepN8cvxoxll7GwE18r6BXq3ZO1PdR3gc5HZXGT3mgcJ3pg4boyDtWP1ro+c6HL21JTJkJOP1cYHrP4VDwniA3iffOO85Hd76ZLWNTAWVQcK2F8WAPPw3pK4XayKTIwUSFv1yQAPEYB76z1tr4frfhS9WWUsdu8nb3nahTGr0PF+0VaUsxAG/0TgbgUPlnRS2t1XBI3PgacRm510NvbhcnLHPgOdWJL+Dunj99QySK+6MGHiOXnT1WcLnE5OYGw8+dCJG3xVzig7VDzWuETlXQNN3RFgedKCLnuzRmwE0JzoYA45juozPDZ/WGPcsPLbnjvx50Ouoh2tzoUdnvOByyRjJq3YzagNueKv3A1DGkZ8aws23ha4hxURdksNZ5jw2B59/P31Tg4woUICDzJORz5kn21a6VW0YiLMAWGAvjnwHjtufChnDeBKwDSLjv08jjuzg7VpjOu2WXq70eVDOzA6uzjbJGWO+42rQ+GQOsRVEwWOTyGR3ZpV4BLDAzoiaCx3OSQccuZ2pohvz41U0mi/BYmhLMwGCN8c6O299kDBpYW+bHiKq8K4zGzPGp7a4IXPMH+TVpp9tbrtCoZJGd2dZMBSVCY2JB7Wo/dQWz4hjfwqKwvNOvW4HbYgEjcN2s/GmWjRDcE8xioL+feg/5fjHN194oVxTpLEM759VA0MQzjrSxOyik254663hkQEhuyfVnaqV3x4yZVTgHnjvor0fmEQZjGSxxpbHLnnc8u6pt/wAVDjazh0yO+uYjhsUs23SBY5dHIv2gufPfHjTCZ1ID52PfVwlPpPZgqk2O1GSP6r4znxwQPfS5HxNesCYOT393+NNPFZgQEPJ1I+FIUqFO0x+h4DB28K5/p1dtfnhyhvXlXDUK4Bx1Zhggqe7IIyM+dGcUpdps1dEm54SjN82I2O3zbKCD7Dt93ro5b9DLe4h1RKbaQ/SC7qG81bII9WKEycNkaUOjEhmOW5FfjuOYp06MXa9d1ed2TODz7B549rUpaqyaYT0o4PNaztHMgU8wVGFcfWWhSrX6H9KXRsXVk7AfOQAyIcb4A7S+0fcK/OyjJxW8u4x8e5UW4P2zpzg+NSdH+jUl5cx2sLx65NWlmY6Owhc5KgkbDwp5X0GcSXcS2p8hJL+MVGU5Q5lxoTb8SMSOpO4Bz6sUDFzJMQACB491W+PcKu+HXAW6iAZh2d8xyLnHZYc8E7jmM8t6buMejviNrBLcyGzMcal2VHlzpG5CgoB8ay/HWv5J/Qb8mhlUFzqyCAoyfhsPfUc/B5LkOse+WYDmTs3fim646IcTt7V7kix6uOJpTpabXoVNZA7GNWB486L9FeC8X+SxPCvDgkyLKCzThyJBrGvSmCcN505hSy+mNZYno7uj/wDy/wDCinDOi89upVxqy2RhW2235jyrTL3hnG40eVvyeVRWYgPcZIUFjjs88ChvF+JmWys5EiRnvXiiRZGbQjyqxyWUasAqRtvVXbOaZB0jsGR8srKG3GoEffQFq0bpt6PL+zge6nlgMSsBoSSV2Gs4GNaDb1mkGwsZJ5UhhQvJIQqqOZJ+71nYVWM0WV2OdFJY8aWA1MxBbJDKpXslSCMbgjPiRRyFnRiJcOuB2s7hiPogHmM99GLX0EXxTU09uj4+jmQ48iwX7s0v8W4Dd2lxFZ3CASyOghfUTE2tgmQwGcAncYyPCozwu9xrh9JJqrkd1pbwo/FLkZBqWb0T8UP69lt4STfjHS50j4Xf8O0rcRAdYdMciNqiZsjIJxlTg5wRvg4qZjlD/Jiv8QzgleY37iPPnQWyug7HflTfL6KuLnI66zGf6c3/AJdI3FejF3ZX8Nk7xNNN1YUqWMfzr6F1EqDzG+1VxqbnK+cQkKyHfzq9a9IgoAIOaabj0R8Ufm9l/bm/8ukjh/BZ5r78np1YuOsljJYsI8whmY5C6sEIcbeFHGxPKL130ok0nHYXx7z6qW+DcVK3QlY4zkerwzTR0t9HF/bG3E0kDdfMsMaxs5xI/wBHOpBt571V6X+i+64db/KLiW3K6lQKjyF2Zs8g0YHIE8+6rk/1Npzt+IkoGzg+PdVe8u0lK61G2Qc+eMH3j40odHOMOeptkAM0siRJrz1fzjBVLEb7EimXpf0T4hY27XNx8laNSFIjeXXlzgY1IBzoPaK64MjbxkqfDO1B5OFyDmpI8mpquuhXFILZ7pmszHHEZWAebUVVNZAGjGrA8auDodxXqeuBsSnV9ZjXPkrp1bdjnijQ5FbhlqG2EgRvqvkH2eNF7/iksY+cZNIHPlXfRno/xDiNstxClkInLBVmaUtlSVJIVCOYNBbD0YcQvWnCz25FvO0TBpJdHWKFLaB1Z7I1Y3xyNLiOQWl58rvIFQb9YoDHvywJx5YBrY5YACqDkGyB4VnN/wCj++4Sg4hK1s6W7ISqPJqOp1Ts5jA5t41oE3FkUazTk0N7U+mE+howOeCT8KTuJS9YSp+j31Y4jeSXM7HHt7gBVO17RPkcZrL7Vv8AJLYDDctuXnRYOfE0PRdLkeGD7zRAVnh4M72+8IdhGBIRqHljHl3VLwONl4jE+SyuXGcbD5tjj7qXuk90U06ioU4xuNRI8s8h6q6sOmIQIVGXTO5+juGA2HPnVyW0rZGzX11GkbNKcIAc7ZyPAAbknwFYBY9GEaRnbC6nYpE3NUJJUHHMgY5Uce/knYu8rOT4nYeQA2UeoVI1qGGGAI8DXRh8/wDWFq10K4csPGeHhVVci5zpAGcW7c/fWs9KZ7lbmwFvr0NOwn0rleq6s/TOOyM8jtvisp6HQaOM8PGTjFzsWJA/9nPLJ2rWek/H3trixiVVK3M5ifOcgaCQVweecc807NVJD/yjGT5PaAkdZ1+VHfo0HX7M6PhTt6Sv0Tef6hvupH/ygeAQi3jvVULMJUjdh+ujBjhvEgqMGnf0k/oi8/1DfdSDrpT+hrn9hl/4dqTPQ5x+6klS1mmV4UsY5I1EaqV7SooJG7YUc++nPpT+hrn9hl/4dqR/RRYdVfRdot1nCbeTcDbXIDpGOYBzSP8Ag50/vrt7yKxt7hYY5raRnJiV84bQQM4I2bxpf4vYC3ThduGLCK/tACeZGiQZ9pVj7aN9MZ1TjVqWIA+SSjJ5Z61aG9MXBm4YQQQb+DcHPLX4es0r6c8MXpjQHh2CMgz24I8jMtZt0T6ODh/SOBD+ak60wMfOJ+z9oZ0+0eNaH6b5SvC3ZeaywkesSqRWGW63vFL2FFnJuCWaNnYqEMY19nSOx9HIwOYFO3sp4/QXTeS7hntLuBZZbeAzfKYISNbq8eI2CEgSaWHLmM5A54zHpZ0uTit1w2WC3mRbe7VXeQIBmSWHSvZY79g7GtF6Pcfu7eS2s+KiIzXAcQzQsSHMQUsJV0jQ2GGCNjvsO9Y9LPR6OK+4deRAI0t3FHMF2EhDqyMQNtQwwz35HhTI6+k/iM9vw6WW1JEytEEwMklp41IxjfIJGPOg/pyQHhykjcXMJHkdRG3sJ99M/TLpALC0kujGZNBQaAwUnXIqcyDj6Waxj0odK7y7WGKW2FtCJBJp6wSO5RlTLFOyqgyDbvJFAbN02uriKxnktAzTqoMYVNbE6hyXB1bZ7qwjoxc3l50gszxBGWZN8NH1ZCRpJIhK4Hf31vfS/jZsrOa6CdZ1ShtGrTntAc8HHPwrJvRzxw8T4+94Yuq0Wp7IfWAQUQb4HMMe6gNna8AmWHvaNn9isi/8/wAKxK3tOr6ZAY2Zncf17N2PxJrWH4bOeKLcZX5OLRosZOvrWmV+WMadKjfNJHSGzK9K+HyY2kgk38WSK5B+BSgH7jHCeuntHP0beR5f63VPGvxfP9Wsc/yiONa7m3s1O0amVx3a32QHzCqT/tK3Oa6CuiHnJqx61Gce7J9lYD6feDdVxGK5AAFxFgnxkiwp/wBwx+6gEzokuOIWH7Xb/vlrdvTz+iJf9ZF/fFYX0U/SFh+2W/75a3T08/oiX/WRf3xQBzpT+hrn9hl/4dq59G10J+E2bZz8wsZ9cYMTfFTXXSn9DXP7DL/w7UvegC96zhKp/wCFLInvIk/6lAF/RFYmHhNvGeYMpPtnkI+GKF+ha662G/lH+k4hO/8AaEZ/Gm6TFrZSHYCKKR/IYDPSB/k5fo6b9pb91FQC16V+McSee6tZVlXhxeMdZ8n7GMxsuJNP1xzz5VUfiiAgMC2PI0X9K/Td5mueFiBVVJIgZjLv2Skv0NPs50qalPeR8anKqxFbjiqhDhcbbbVz0V4d1yOSxUhh6jkUPaLUB2gR68ffRThshhDaWGTjI7uVZ3v1pLZ4l4lZNE+SdmGB5kEHbz8qnU1X4reNPbvGuzjtKGx9JdxihXDeJ5jXUe1jB9YpXGTwW23bO7m5Z21MzMfFiSfjV6yfcUMQZNXrR960/qaZ7Oc6himW3lyKUuH880espsGt8aiinC+JRW/FLCeZxHEnygM7fRBaEhcnzNaPfdMeDTPDJJdws0DF4jqbssVKk4Gx2J55rMHmCOFYAq3LPKrjQKRkKvuFFx3SXvSr0rt+KRRWVlJ1hMmt5NLLGuhHwoLAamJYcs8qZuHdOrC9tGtb6QW0rR9XPHKer5jBMbt2SDgkYPhSWUVxoYAjw/nlVaW3KjEiCeL+kA0ij+t9MfH10cAdOn3Tm2e0ksbGRbiaaMxDqzqjjjZdLM7jbAXI2JOcUL6OcdtbTiKGa4CRLw2KFGk2OY5j2dhgkAe7FDLZY9HzQUL/AEQB7wORruHnR+MbSdPeIrxDiEL8PmWYw2sjPoyRgSLkHbzoE/F012UjtoWO8geTJOlVBbLfZ860bg/S3R2ZYlK97xqqt/WA2b2YpR9I3DEtyvEbZg1tK+mVQPzcjb6tP1T3r4nzqO51VTWhf0u9MbG54a8NvdRyyGSIhFJycSAnurKOi3GPkd7Bd6S4hcllXGSjqUfT4kBthTzw+dJBkKquMEgAciMhlPepFB5ej8TzyakaJSuQQewTvrI+qRsdJ88cqnOanI8Ju8WsP0m4NeSW1295CHti7RB5OrZTIoVtSPgn6I7u7akX0k+kG1uruxigfVDb3UcssxBCZVwOzncgDUScY5YzWYXtl1UpR17WxXUBkqQMA+DDljxBqHR7viKnmLhq6rc/Sr0zsbnhk0NvdRySs0WlFJycTxk428AT7KSulF+slurNkMiMm/1vlNnIc/1Uc58jSEGKkEcxv6/MU5dH+JA6JAe0jA5IzpYciR3qQWUjvDHyqbn2qY9Nmv8Ap1weaNopbu3eNtmVt1IzncEb8qXOB8f4NbcRmlgmtoYjawoNA0q0hmuDJsBzAEWfWtdjiltc6QEjSZfpxELkqR9JNvnEP1h7QDkVgnGLdRJIiHPVuyj7IYgfcKvkng3e59J8P5YjRb1PkHyc6zgaOv1ORltOoHGkYzivnSTpdw6TifC7lLyIrCblZCCeyskBCE7ctQx/Wr8/2zZBUjf+HP21ZgZkYMpwVIIPqOxouWimO29dM/SFZddw6SC5jk6u6HWaSezFJFJE7HbkA+aE+mrpDw+9sB1F3E80Miuiqe0wPYcDbwYN/VrPL66iN1b3CAKLhSkqYGBIuA2PI5U0scffNxJj62P7Ix+FOXZWaO3oduOHrdPNxBo1MQRoC7MAJAxOQAcEjY75xzpt9NPpCs7mz+SWsomd5FLFQ2lVTfmQAxJxyz3+WcMqaGfHMZHh/CmT9KdIunXDn4XcQpeRGRrSRFUE5LmEqANuedqSvQL0utrSG5iup0iBdHTWdmJUq2PVpX3iswgETMuoDSWUN3YUsNWccts0wLacMaRRnQuo5+cJBGLkKDkDSMxwEn/5p5DcAbH0/wDSBYPw67jhu4nkeJkVVJJOvsnG3gTSz6C+llnaWMsdzcxxObhmCsTkqY4wDy5ZB91Z9FbcNwVJOcth+sI2MlyEyNONlSA+euinCuj3DppVWJjIFjRny5AwZFDM2FyGAJyuwHlQD56ROK8EntLqSNrV7t0Olwo60vsBg4znArL459IGT3fGjcb8PPV4YMTGpZdRU6y8AbkNsBpjgdyD1nuexsSmVZpCFkJBZhqYA6AcDbfGMYyM+sRkqBlhefOBdOrV2ceuit5aSR5eMZx9NPrY718GHxovwO2sYSDHpZsJlzrJHaw+nOcEg9w8duYrvjF5GUJQqHBBJ7ensqhIXI3ySwBPh7ahcDbMpNHz9R5Mp8CO40n8WSeGQoAWHMEd+SfjWmRpaAsPo5LacFskB8AjAySVyQMeHtXeJ8Ztw4DsiMETKjUcN1a6wfPVq+/vokDM4OdT2v0q+V6r/pGWy5UZs+Yr1erbFNS8a/0Xto1a/QHqr1erSJqIfSq73V6vUygdaf5zJ9lfxoh316vUB2lUumP6KuvtwfvK9Xqn6eHPQzgHO0/ZF/vGmJea/aX+8K9XqnL9F4ftC16SP82T7af3p6Sm+kfV/Cvterjx/WN/r+6I/qfz+tRfor+df1H769XqKiGDj/57hv23/vLQv0gf563qr7XqueGUj+e/nwNTj/l/jXq9TyZxJLytv9a3/RodxT89L9tv7xr1eqsfE5eqter1eqkpIq4Ner1AfK+16vUBLF9NfWKceH8jXq9WebTH0U4byqe+7vV+Fer1ZrW1/PR18b6cn2/+Va9XqeHpV//Z
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I disagree with the height comment. I don't want a 6-5 guy at defensive tackle or nose. I want a 6-2 or so guy with alot of lower body strength. The OLB in a 3-4 should be fast and rangy. At his height and power he should be a defensive tackle or offensive guard.
I agree. Center also a possibility.
 
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