Ellenberger to 155?

Discussion in 'UFC Discussion' started by Marce Porter, Jul 29, 2016.

  1. Marce Porter

    Marce Porter Black Belt

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    Why on earth doesn't the Veggieburger drop down to LW? He's 5'9 and significantly less muscular than Woodley and Hendricks (same height).

    He's a tiny 170er and has struggled mightily over his last 6 fights. He can easily make 155 and I believe he would benefit greatly from dropping down where he'd be less likely to be KTFO'd.
     
  2. kenCs

    kenCs Couches, couches, couches which one should I pick? Banned

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    He cuts a lot already. He just aint a 55er. Also he is off the juice.
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BenH3WoJ70NL+p/wCJQQAqiZsfGdTp8k4x/L/PimZiR704HSJ5RP79VECTnGseW3l0SHYuNfLp4Jg4iNRI+7cKM50X8wTt+6KAcq1iT1+XgkGCB8evUIg7N43M894P6oB+21p6pgLa4WBByzoNfetJ2CyDGMI1yVD55VmnATO3LfwKv+xNNxxBf/TpuPvhob8SoT/VlmL90dExFfVV1fF3TjO94qv4ngHgSPGFlpHQbfwXeDxObe36K1ouCxXBceSSw2c34tO/vWio4lQlGiUZWi/p1OSFWtAsVVtxaJ2LlCQ2NY0zJ8ZP1qs1imEn60V9iMQIuqTGVm3A2vKmiEhWDN1qeGVgshSrKxw2NhRkTj0a+riwAqvGYtQft4jVV2M4iAoU2S0iNxfGiCdwqLDYlznSNz80njfEC5pa3f5Kw7NMGW+quSqNlEpcpDtKk7eyfYSC2PvD4FXvo2lvVQKWDLnzsFW5WTUTFds8B6DFOc0DJW/mNkSBPrt/7p8iFSlsd5sgGY6cwulduOHCrhmu9qk4EdWugOHvAPksH6MREaadD1WvFPlEwZocZ/6QSN9PrVFqD+ETP5KTUZFuW3zUV8jTx/yrCkPCgnu7a7WOxF9Zt5pOEnMLxzJsI3lJrDQ6TeOv1ona8uaHnUnXmNiesiPJSAZrU4JtY3G9jpdP4ilmGZpzZQA43n+6DttPRFRaXMI1j1RN51MdIB84TWGIBkmw8b9LIARkPMe9BS/s7Pv0/e7/ANUEAIYZt4kc/wDCQa3L68eaS92o96U90jMRpAsAAeU9UgBU2dlsZtHdty6IhUzWN5i+pHh06INr3kgGxEHS/Lkid3SRoeZsR+iYADyJAtqCefTwS3FpggQLSASb8xynlskzmGkZRqBqPxfqgKugjuz6vPz5oAUHzqLdNv1W2/h/hv5dd33nNb5NGb/9LEWFxodP35ro/Yf/AIRrvvPqHzmPyVGfUC/xl7y3w7Mn5JGNxE/JJxlYi/JU9bFWuVnSs2t0yixFc06ocNQ6CNiDqFfjHyJWZ4hUl/mp2HMhW1op5b0XVLiW0qSMYs+2kZEf4UyjSnUpNIacmTq+JLjlbqbfunv9KMCBHjupvCKAZeLnUnVWVXGgkDx8lU5b0XKNdmPxWEqU5IaS3pt+yg/bVrca8ws9i6IedPNSUvsi4/RCfxAgWUSripm5g89Z3CfxGFyiE9gMI1tyL9bqVrsXuehmhhIYS72tlI7OVobHl7rJ3iNA233VPwqvD3N5974wUo7TCS4tG8wzrKwwrYElUmBrgQTcHb5KyOP/AAwPG6rlEkpfAfEXgtcw6OaW+9c1eyL8tQee/kug4l2YSNvq6w/ESG1HtOmY+W/nqr8P0ZfI3RX1Wz4jX9VAc7NI31B/Ip3E4jYefh0Ud0t03EzGoWhGUVhnZjldcHf7p5+HPok4aq4O7oknuxqCDYtRPMXbabWPvA6JdWpmGaAHCxI9rr46ypAIxDcriBMA22936p7Gte7vuuTGc21OkxoYRUnFzC2JyXDokgmO74GE3hSZgaEd7kW9ZsgBlBTPQN/H7moIAYaSRH3b/sksrEEG3d0kCPMbpLjt8PzT1ZxPfIEkxsAY3hABPsQY9YTpa+4/JEx2bukTJmYl0+PJEyoZMic1uviORQc4iRpz5+HRABekOgt+fjzS6rgTmywCfVExPQnZAmWzHqgCw18eqDa1wXNBaPZuB5cj1QAG1JnNygfh/boukdhqZGCBOnpKkeUfmubt7psJNsvTlbcrslHBfZcHRouM1GszPGv8yoS90noXR5KjO/bRp8Ve+yk4jXkxKoMdX2U7HVbnZUOJqXUIIuySFU6GcOM3AJaJuSC2RHKC7zCs+FQQEzU4sMKGspsY6q0Nzve0Oa197NG5h3gl8CfmAO959825BSmqRThlcmizFAi4VjhsPaTqmw8Cx1TnpQqezYtEkugJLa4Gii1XxomfTDeEqJWibUqZlDxDw3fySBVGyPK113J0RsqzLjOycpu7w6aqVXeBooPpBzSEPYmrIJVTwjBtqVHXaHNzRmfk7wFiHRFxNjYkRaVIxdWGqlw2JLS7mXBzSRO8EHmCCfcrcS7M/kS6RpcFjLQdd+hVlTxayOExl4J9YmCZv9GVZ06945puFCjktGpovkiPodViu2mHLKwOgcBfqLSPIBa7g4Ljoj7b8HFXDlws+kMwPNntNPuBnoq4S4zLckOWPRzKocwmYywMv4di3pz8UUh3QjSNCOXQo6ZyktdIJ7pIOg3Eboj3CRY/KDuCN1tOeBj5sdNuh6IU6xaYIBAkFpuOvn1RHumW6bT+fVA6SNRr47EJABzix3dJEXEH59UeJMw6AM1yAI03HQo8+YQRLrkO0JEXafmio1iZabh0C94jQt5QmAwgp32MfeZ/5fogkBHkubf2bDwnTqksrODs2/W/SISSSCNRGnTwTtTNZx9YySd/GNkwE1O6dIkdDAPLkjZ3hlj1QTI18+iKi4mWxOaJte24J0SHOOn1KAFCqbchtt580pxHrZR3pgR3fLmEdR2bvEDYWAAMDpuktrXMgGQRfad28iEAaf8Ah5w0YrGND25msy1XEzPccMrfBxyjwC6zx/COMrBfwZaRiMQIP+7YSY0h+nTVdK4gZklY87bkb/H1Gzl3GMK4mAO9OnSFna4dTcHEXBBgrpGMa0ZjH1yWB42y5nXmnjYs0dFBUfJJJuSST1N1f9liSDGzvgYKsP4eYqkMU2jUw9Osa72Ma6pB9HGYkhpBmfLRafjVNrsbVaymyk2llpZaYDWuyjMXkACCc8f9Ksyv2lPjK5lbjKIIzTcbKJndt7lZYzCkqBTqOYcpF9jzCzRkb5IYl52KP0bhdymtxE+KkYbBF5vom5CUSrDjsEmXHUFaL/TQ3QKJinhuyXMOBRVabuqThqAEudrsE7i8ZsNToEr7Icve1OqlZBr6K7EQVRYtkF0eIHIb25K/xFKFScUbDmn61VuLszZ9ojUHfMQOvRa3A8Ke9oqC45DUdCsZXF/HTl5dJXQ+zDu6x4d6zWhwGhIsSp5tLRHx0m2mXHAsIAL6jdS+ONApVBzY8HzaUrCCCfFDG3ttB9yxt7N6RxusyWh4NvVM2IIFp5yBqjfDx3ZBaLNJnu8wTvJ06qRjcIKdarSJg5i0EjuhpuCeWovsorW+jeQ4d4SLHfn1EH4rop2clqnQTSCMunIzYnr4omvGhFt41+gjLAxwNnDUaifHcQg8e1qCbzrm3Bj5oEFdpgfEaj9EuI7zZEyNdOY+KInNfQ8hpHRGHbHy6deqAB6Q8/kjR+hPJBIBsyQJubBvOOQG4SadVwNiZIIO8g6goSQdwR4gj9EHyL6GLxsevJMAqhgkCwOt58pSwS5txZg1sLE6HmhQcSC32dTpYgayU2Xm3S46FMA21yCDYxoCAWwLQRujd3bxqNxpPJHUmzzq4kzaCecJVAkmCJzW5kGdR1QB2D+DeEDMJUqx3q1SJ3y07AT4klaPiL76ql7B93h9FgMHKXHa7nvJUzG1YknbX9Fhm7kzo4lUUUnGX6NG1z4rHcfFp8Fp8UT6xWK4/jO9CliWyOd+0a4HxNuGxVGu4FwpvzFoIaTYiATYarSYbtG2rWrVsrgKlRz8sgkA6Axr4pP8L8K0PxGLqsD2UGZQC0OGd5uQCDcN+ZVb/EPDsZxDECmGlpLXd2wDnNBc21hfZaJRUlTMmPI4O0aqlxSm/QOB/scfkE+5oAl7e6dCQfzXLKdctNswP4XkKV/qlaCPS1wOXpHEe4mFS/HXwzQvMfyjqWHoUjfu/BOYim6P5bmA7SJ+AXIftLh/zKg/6nJQx1T+tU/7nKP439k/zF9HTmcOr74kknYUwB80VXhFQ+tUnyAXNm8Tq/160f3u/VSuE0X4hz2elqZg3M2XvIMOAOa/Ip+g/sX5cfo3uD4O1rpMT7yl4z0bAZcweJCwnEuGvoZQ6o4vdJcGudlAERebm5TIZI0nqUvx99ifl30i44jimTZw8lQ8RcHCRsnS1M1ZFxryV8YpGaeRyIVNhLXdNOc6kAaxGq2PZCpNBo5F3z/dYutIdbnaPyWi7P4zK9zTAzQ63q5hZ2WNtPijIriPDKpo6HhPmna26hcNry3wUqrUJIWFnTic57dYWKzKkQKjBP8AczumfKFQ4huYBzTIbDTaHf3Eb8p6BbHtvTzU6UCTmc0X3iffaPNYugYJJMWIgzebEGNv0W7C7gjm51U2LDQ5uVsyLxGp3DfIbpNEiMpMTcnaRoCPzQYzI7vTblF+UE2hB1OTOzryBA6joeitKQhbXXfoj068k9UZNx4RuI08Ugtm31KiA36QoIvR/VkEAG5xIk3OklJDiPOJ633QQTAD7SNuX6pRdmbJvlgDw5IkEAClVIM+V72IiE96ptvPiiQQB1zsNVP2XC9WQfAOcrvjYsBzk+YJCCCwy7f+nSh0jG8ZeQ0wufY15L3E80SCuwlPl/B0HDVTQ7Nh1Luur1y2o4alpdBAO1mAeErndZuXRBBaDGTuE8RNNsZKbx6QEtqMDw6QG5XTeN45hL4xhWsr1Gts2xAB0kTAnZEggCofYpyg2TB6/In8kEEAH6WBoL8wpmAqloOUkZwWui0tkHL4SB7kSCQEk1SWgEyGjug7TeB0TrDtOyNBJjG6ghRKhk5doJ9yJBAEOe6RyNjuBe3gnuG1iHAbSCOhmLcrGEEFL4EdB4HUOYDmIPkr9nqzuiQXPn2dbH0Yvt1/uaf9/wCTlkMWLtO7mAnxvf4IILXg/Qw+T/0EvM0288xE9IFk/hR3COoP+ESCtZnHo1SGskgcyggkA75/JBBBAH//2Q== 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
     
    BlackPanther likes this.
  3. LilNubi

    LilNubi Brown Belt

    Joined:
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    Chewing Bubblegum
    He wouldn't be any more of a contender at 155. Let him have a nice, safe cut to 170.
     
    j18lee likes this.
  4. SimonNova

    SimonNova Worship and forget

    Joined:
    Jan 19, 2012
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    Likes Received:
    37,135
    Location:
    Qc City
    Jake to N.F.C (Nebraska fighting championship)
     
    Marce Porter likes this.
  5. BlackPanther

    BlackPanther קℓล†เиµм вэℓ†

    Joined:
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    Location:
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    Coach Edmond Disagrees
     
    Flinx93 and Marce Porter like this.
  6. Marce Porter

    Marce Porter Black Belt

    Joined:
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    Location:
    The Gold Coast, Chicago aka B1G Country
    lol
     
  7. NotaNutHugger

    NotaNutHugger Blue Belt

    Joined:
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    Ellenberger will probably fight at 155...in Bellator.
     
  8. RockyLockridge

    RockyLockridge Silver Belt

    Joined:
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    elleberger to bellator?
     
  9. Failwani

    Failwani Brown Belt

    Joined:
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    If he still has a job after tomorrow, I guess...
     
  10. DOMMA

    DOMMA Brown Belt

    Joined:
    Apr 18, 2016
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  11. Marce Porter

    Marce Porter Black Belt

    Joined:
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    Location:
    The Gold Coast, Chicago aka B1G Country
    Wow, he looks tiny in that second pic. He looks like he could easily make 155 and not even have a size advantage at LW.
     

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