Demian Maia vs Georges St Pierre

[SUBLIME FAN]

Who wins???

 

[Deleted member 359865]

Hard to tell GSP could cancel out almost anyone's BJJ kind of like Sakuraba in his prime but Maia is also on an entirely different planet on the ground. Would be interesting to watch.

 

[HHJ]

St pierre woul circle and jab him for 5 rounds,with the occasional superman punch thrown in. No td's or leg kicks apply.

 

[Thrawn33]

GSP keeps it standing and outpoints in a snooze fest of lands a shot for the TKO

 

[Mark Johannus]

Tough call, I would expect the fight to look something like the Shields fight....GSP would obviously avoid the ground at all costs

Maia is on a whole different level though with his BJJ....interesting matchup for sure

 

[Valhoven]

Please heavens above...do not make this fight happen.

 

[TheTimeIsNotNow]

GSP easy jab fest.

Not even close.

 

[StormGymLuton]

Lol Maia wouldn't get GSP down

 

[Chitaouri]

Hard to tell GSP could cancel out almost anyone's BJJ kind of like Sakuraba in his prime but Maia is also on an entirely different planet on the ground. Would be interesting to watch.

 

[WARinsertname]

Even with Maia's sneaky takedowns, I do not see him posing a standup or takedown threat against GSP, assuming he comes in close to what he was. On the ground though, it's hard to tell, GSP has trained with even more brilliant guys than Maia. I assume that heavy top game would come in handy against Maia but even I wouldn't look for him to take a chance on that. It's not like a lazy BJ Penn guard, Maia is actually dangerous from every position.

 

[J-Pac]

Maias performance was super impressive, but he is nowhere near athletic enough to get GSP down and keep him down. GSP wins an easy 50-45 or lands something and puts him away.

 

[The_Renaissance]

This is the fight I want, and the one I suspect is in the works...think about it...

GSP keeps teasing a return. He was worried about head trauma in the past, he won't need to worry about that against Maia - it's a solid, top-level test and a fight that would do big numbers, he can see how he feels and if he passes the test, title-shot.

UFC 206, Toronto, book it! Maybe have Woodley/Thompson headline the same card?

Oh, and GSP wins. Tough 3 rounds, then he takes over and jabs Maia's head off for 10mins, mouses him up something rotten and wins a UD.

 

[Angelassassin53]

I would absolutely love to see the UFC set up Wonderboy vs Woodley and GSP vs Maia for a shot at the belt.

I think GSP wins it though. I imagine he stuffs the takedowns and pieces Maia up on the feet, and if he needs to go to the ground, Georges can get it there and neutralize from top position/escape if he finds himself in a compromising position.

 

[The guest]

50 - 45 GSP, all day, every day.

 

[Magx951]

I know that everybody's gonna say that Maia deserves a title shot, and he does, but wouldn't this be an interesting fight?

I doubt Maia would say no to a GSP payday.

 

[kurtwpg]

On the ground though, it's hard to tell, GSP has trained with even more brilliant guys than Maia.

No he hasn't. Regardless, GSP basically levitated to stuff a prime Kos takedown. Maia is not getting him down.

 

[Reach4theSky]

Can't see Maia taking GSP down...

GSP via teh jab...

 

[aerius]

No he hasn't. Regardless, GSP basically levitated to stuff a prime Kos takedown. Maia is not getting him down.

I'm not that familiar with the BJJ scene, but Roger Gracie is said to be one of the best ever and GSP has trained with him.

 

[UL]

Maia via M bomb


If this happens
Maia deserves a big payday

 

[TheRassler]

The Brazilian Backpack
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yuWNStkgpM4yatTjY0+Huw8Fh26W9GMMXTlvdhvtej5IvpI3MByObT9lwwd2LKFWE9Ivy4+zedPC5vogEzxMa8i/KxlKlpN5wbs4pWdoSfJP4DKpOzVz0gV4tHcJtI/Ru4FSt68USN3I7bOdsFf/cPZeYxx8XFe1jpddSpoLKnHk2TpZG8EAIAQAgBAefNfpr3F0pd4H+5aKe8q8FrWk/zeWPqJaOc0fZXVr801p4s6B8WleUxsMuImur9+p6Gm+6hVrZo35RY5ogQCWVaTgA5pDmknYKtU4ar2NWM+T+wkrqxXNj1RgZmTIc77sj1sj2D7VT1BehVSrPWXdXJb/N/SxRYjHxXdpe36IdoNGxR5NHHNZlXOpKW9ii+AhhY4uk3IRYGFDJHWqEnO3Gkb/slCY7yKaPcRaISAbpjcytCBv254jxW+bWWyLfEShKk4p7rEuibULQU5q+zZ3cK55EO+001DuBBWudOM/WRupV503eLsctF6v2d1oieYubkZI17TGaRvumoD4zUNOGbKY7AuPFSr06UkpXi1bXer8nx8y5wmMjVkoyVpdNxP2vVHctRv1inuWWZ/oxvPc0n3LZSjmqRjza+JD0TGPkGk/lZW7nMPeHN/QvZr1mVkPXl+cC0FkbQQAgBACAw80BPUgPOeu7vo+u8fyrTT3lXs/WUmTzkhlvaOa30JZm97y/9a87tWP8A1LfNL4W+RfUn3Saloy3rgehsIBDHQXT5hLD6ri0+IXp6cs0FLmkeQrRyVJR5NnOaWnsWw1iYz44KAKI2YIDGRohB0DkJMuIOBGBFEA22HQMcbw5rnmgN1rnktZXMNByCycm1Y3zxEpRyv/6O4FPasTQavk96AU6DFbSzqvH8Dh7wuLHu1F+XxLHZqvXXRMlDCvPHpCPco9oDNHTn0mhn3yGfqXbgI5sRDxv7NTXUdos48hUdLPKd9z80x969XHeyspu9SfivgWeszeCAEAIAQHK1mjHn6rvYVD3ES3M86654tiPWR+Vaqe8rNn+vLwJfyLSfy9pbutBP3mM/tVJtfSrF9Pmy8o7iwm4qljq7m96EL0gLsszR/VcfvBr/ANRXpMFK9CJ5faEbYiX5wGWY1K6jjFllsu9AKblB2KSBJMcUBkKCTcIDYFAYkl2IDWvx8digkdNWmVnruY4+LR71X7Sf7SXUtNlL91vp9CRbSqLiegINyxWq7Y42f1Jmjsa1z/a0K22RC9dvkn9DTWfdHnkOH8o/i39VF6KO9ldS9efj8iyVmbwQAgBACAT6QPzUn2HflKh7jGXqs8662D5ph3SEdhYf2WmnvKvAP9xroSfkXl/7xv1ond4ePcqbbSs4Px+RfUOJZ7QqZaI3Mhunm0tM3WyN3eHN/wBtXuznelbqzz21Vasn0Qz2SKrqrvKwc64ZbPcgOMzu/AKQJ5R2qAahAbIDauCEnKTZ8bFBJvT4+OPggHvVVvzjzuZTvcP7VV7TekV1LjZK70n4fMfXDpFU1tS8K15aJcLK0b5HdoDR71ebFWs34fM56+5Ex5FmUsRPW0dzf8q8hvZXUPWn/wAiwlmdIIAQAgBANms9qMVjtEjReLIZHU30aVDDV9DzxpG0GaxhzqVEorQYec0e0LUladitpU1TxOVbrEn5E3/P2sfUg9sqqts7oefyLmjxLaVIkbiH60R/zTTsdCQfUcT+vxVrsyXdkuv58Cl2vHWL8Rqs4oSrQphY7AfHWgODhU168EAnkzQg1QGwKGRsD7kJNZzt3fHvQGWFQB71TNXync2MeL/2VTtN6xXj8i82StJPwHsY14qo3lwVjyzDGyncZW/+M+5XuxX668PmaK/AmXIpLWyubQ4XDXZjeFOPR8QrqG9lZh/Wn4ljLYdQIAQAgBAR3lBtxh0faC0Vc6KRjdgFWOqSeoAnsCA896McXWa0MPmBrx1UNf0rXJWkmcVZKNaElx0JhyLfT2v7MH++fcqfbW6n4v5FrQ4ltOeqFztob0iL64N6dndt+cb3hp/SrPZb78l4FTtdftxfUbobNTEq6KC5s5tfjqQHOU0QHOx2J8zqMHE5AcSubE4qlh45qj8uLN9DDVK7tBefBD9/0w25S+b+/wA3hTcqH/XanaXyrLy4+3mXP+kQyWzd7n9hltmj3xGjxTHA5tPA+5XuGxlLEK9N68uP57ior4WpQdprz4HCntXUaDD21FOKA4WeTChzGB7FBJI9V2mkppmWDuDj+pU20334roX2yV+3J9fkPYZRVdrFqVzyzRUigO6Uj70bz+hXOxX+7NdPn9zTX9VDlyP6Z5t7bKRhLHfa6o8tl+rabatBPq9avocSrw2+b6luLYdQIAQAgBAQblTq6JkbSQXiXrwAYDUEUyd8FAUloOIkWhgxLo6YZVxotdTgcmK0lB9SecjkBraXOBF4xXa1wbSemfb3qk207umvH5Flh2tSzxGqVU7as3tjBrY+hgFM3u8GFWOzf5X4fMrNq/wrx+TGovV2eeNS+poBU+JUNpK7JSbdkOFg0AXUdLUD0RmeJ2Kixu2ow7tDV8+Hlz+HiXGF2U33qunT6/nsMaQ1hZD83A1pphXzAeqmLvjNWmy/0lWxiWIx0nG+qj/Zrq36vha/gdFbHwo/t0UtPZ9xndrNaK1vN4XRT916RfpDZKjbs3455X+NvccX+o4i97+5Dno/WdsnQtDWgHC8PJ9YHLiqHaf6OlRXbYCTuv6vf/6vT2P2nXR2lGfcrLfx4eaFNv0B50J67pOHqn91QYTbTXdxC8/qvzwIxOyk+9R9n0ZH5Y3MJDgQQMQc16CFSNSOaDuilnCUHlkrM5XOle35rIxJFqtJUyjcGH86p9px70X4l5sl92S6ofgqtFuQHlasjpbOxrGlxbNGdmVycV/EFabIllru/wDtfxRpxM4wp3lzIfqJpC7brHdODJmQ3vTaWuBPe4ngDtXpIqyOGlDKteOp6RWRtBACAEAICDcpR6Vnxp0ZhlXPmq/HUgKX0UxzLS+hzjkINcwHUz2+SVhNXSOXFxvGPiixuTEUktQ3OiA4XZv8qj2z68PP5FlR4lhKoNpG9bvLs4+tIe5tPeu/Z38kvArdq/xLxE1i0Y+XIUb6Ry2Zb9q7sTjadBa6vl+biqw+CqVnpouZILHo5kWQq7a459m5eYxmOq133npyW77noMNhKdBd3fzOWl7U1jKPv9M3BcLQ6prtcQBkcV3fpzBPFY1PS0Fnd92m7d1d/InGVVTp+OmhEDJYvQtA9aNfVsuM35o+xnn70eTA2SyP+jnkjO6VgI6ukzAI6uKh60FJf4v6jLSe6TXicbfoh8fSaL8ex7SHjLGtMu0LOhjIVO69JcnoROi1qtUSbVK1l8N0mpYbvq5j3jsXzP8AV+Cjh8cqkFZVFfzWj9uj8Wy92bVc6Vnw08h0tdiZKKPbXcdo4Fecw+JqUJZqbt8GdVahTrRtNEb0joJ8YJZ02/iHEbeIXpcJtanW7s+7L3P86lBidm1KXehqvejbVOT5xw2lh/CW/wBxWW0l3YvqbdlPvyXREkkNFTMvSG8ob6Qk7i0nsbMrHZetZ+HzRwbRV6cV/kvgys9V7QRACCQYLRFIKbA7ChA2Xh49YXqSD1BG+oBGRFe9AbIAQAgBAQXlQqBA4EDCZmIrgWtcRSlP9PbhxwCAp9rgbREGDpOZJXYTUucATliG+NdqxluNNd2jfk0WBycMIntBAcGnmz0m3TWkoVDth3cL9TfgqrmpJtX03FglVC1Owi2t8tJrMNhEv+3RWOzfXl5FXtb+OPiddGaXLAGvxZl1t/cLbjdnKtedPSXuf3OPB7QdK0J6x+A/xyhwq0gg7QvK1oSpycZKzPQ05xms0XdDHrhZy+EEU6LwTUgChq3EnAYkL0/6MxMaWPlCX9otLxVn8Ezj2nTcqKa4P7EMcy7i0hzcW1IAqaY0accARjvX1JSzaPR7ygsluARi7eqa7CK0Bx6JwzyINdhRyea354kW0udtGWqVkg5p5a5x34OO5wOB7VhXpU5w/cV0vd4GUJST7rJnq85rmGQRiNzj0rp6DiMnNGzMgjeCvmH6vqWxMKGbNkj5rM9z57rroy+2cu45WtccbRaGxtvPIA+MBvXmaNKdWWSCuztq1YU45puyIvpTTTpKtb0W+J4n3L0+C2XCj3p6y9y/OZ53F7RnV7sNI+9ifQcl20x7nFze9pPtaFv2hG9F9NSNmStXS5pr5kstBxVAz0iIVyn/APZPPDxJZ/uKx2S7Yi3R/X5HNi43hHpJP4lWauyCloGXzQkGWcb2+PSPZWopi31RoPT+r09+ywO3xMrxDQD4goBwQAgBACAhPKy0CxskJoI5RU9T2PZj6zmnsCApOyvrbYdlA3fhVjnbeohYT9VnPi/4ZfnFFwamt8o7yB90Y/nC85tSd6kI8rsbIh+3OXNpewlKrEWzInraL1ogG6OU95jA9hVpsxaz8vmU+1npBePyELWq4KM0g0g+I1YdmI2HiFzYnCUsRG1RefFG+hialF3g/LgP1i03FOLklGkihDvJdXDA+5ebrbOxGDmq1F3yu6a3q3T8XMv8PtCjXWSejfB7n5jJpLV+WIuMY5xhrsDnCtNm/AYhe/2V+qcJi4qOIap1Fz0i/B/J+/ecWIwFSm7w1XvGlsDxhddWoN0tJFRXEtOf+SvS9vRazZlbndfE4ezmtLP2DzozQ0j/ADDC2vlOa2/d3NqK166DDuXm9q/qTB4WLUZKpO25PS/VrS3S7fTiu7D4KpPesq948WrSsVnYI46OLRQAHAfaO0rwUMFicfVeIru2Z3b5+C5cF0Oyvj6OGj2dPVrhw9pGrbbnyOq41OzcOoBeiw+Gp0I5aa+r8SirV51pZpsRuct5qO1jtNHNd6D2u7A4E+FVprxzU5Lozdhp5K0X1J7aBivLs9ciI8oUV6wzndGfBzHD8q7NnStiYePyZhWV4MqDVj6SXGn8vJXdm3B3VWnbRewOE9Hcnct6wRV2Fw/ET70BJUAIAQAgIhysQX9GTCoBvw0rlXn4xTtqgKN0LE6bSAoKkyPNPVcB4ELVXmoU3KW458VFyp5Y720veXvoeyCONoHfv2k95NOqi8bWqurUc3x+BZ0KKo01TXD48RxWN9TMiWn5v5unowt/E99R+EK42Wu5J9fgUe133oroI5Pj47FaFONtodTuUECVz0A56M0/JFh5bPRds+ydnsVbitmUa+vqy5r5o78NtCrR0eq5P5MlEGn4nMvVIPokdLs2FUMtj4hTypJrnw+pdR2pQcMzdny4jTpHSz5KjyGbgcTxPuCvMHsqlQ70u9L3LwRT4raVSrpHRe8ZJXjZkFaFekatZVDK52ZChFwnswLTTOh9mChoJtMmjprzGuHnNB7wD715Oas7HtYO6uMOu4po+0//AAu9i6cB/wBzDxIq+oyldW5Lszx6UUjKYY1GIFdpAK9kcB6K5NhSyUwwfTA1GDI8igJUgBACAEBXfLdaJBYWRRtPzkzKvrQMEZDwTt8oNy3LGUkt5rqVIw3lX8ln/qTA4Ylso4ENxr90jtVdtbXCvxR0ULOSZfAC8qjsZsVkyCG27p2iY7nNYPVaK+Lj3K/2dDLQXXU83tOebENckkI7U+6Pj42ruK4a5TVCDDIaoLiiKEIRcXhoaFJIitE1VBKRrHFvQNigIY3Nq+9DI1vk4D4+MUJJNol1bPD1Nun1Oj+leXxUctaS6nrsHLNRi+hy1gsvPWeaL04nt7S0geKww9TJVjPk0zokrpo8+aJaXStcDSnTqQS2oxAd1HJe3m8pU1amSNz0RyV6REkEjaXSH36ZgNc0DA0pSrXUG4JGSYpVo1N3Am6yNoIAQAgIZytWa/o6Q+gQ72j3ha6m45cYrwvya+hD9S3NfNZnhrbzo31dTpHonMqn2ppRNOzG/SGuhZQVBEv2auKiQIJBL0C8+eXSffcXfqC9VRhkpqPJI8hiJ56spc2xBaZrx71sNJwaEINxU4BAOFls1BUoQcLbacaBCTnFGgbO9aIYmKoZJBdr8daEmwFEA+avSVjc30X1HBzQfzByoNpxtVvzR6XZU70bcn9xwIqq+JZsqPTJqxgGFSQQKZDYvYwd1c8gtJNFv8mWi+ZsbXEdKQ3uu6MG+8+suimtLlphI2p356ktWw6QQAgBANuslg+UWWaLa+NwHGlW+ICxmro11YZ4OJUPJmDSC9g6P5QCPsvLaHv8FSbXbVHTmjRs+K9Kf/H6Fqh1VQpp7i6EemJLsEhGd0tHF3RHiQttGGepGPVGqvPs6cpckyFWuUAXRs93/C9QePETIyT4oBXHZvaUIFMUICC5pa5qCg+Pj3IQI4oK4lCLncuoEIODpEMkjAk9qGR0EmCA3LvjuQDnq8/pPbtLWn7riP1Kn2rHSL8fkXmx5euvAeS7Gg/4VMXpXTdFGbSEdmbtklJ+qyoNewFeuwbc6MX0R5mtRvXlBc/uXpDEGNDWijWgNA3ACgCsSyStojdCQQAgBACArO2QxWfSzY2FrOcc99yoq4yRlziBuL2uPFVG1KTdF2W63xNFCDjir20aJfd3LzclyLe42afvGIgNJxBNBU0GNaZ50yqujAzUaycnbecePjKVBqCu9PiRSOEHHPP2r0q1PKNNaChsYHxuQg2+P3QGhd8fHUgQnfvPWgYnltNEIsJzIShJlrShJ1bBVBc3bB7EFzL8FBktRfoY3Hc483GObdBOZq5pq1u0YeVkOtVeP/eShT1a1fT7l1s+1C86uieivx+xJwWtw8c/FUqklvL3Vjfqg2M6Tthu/ONhhuu2XHl96nXVjanqovV7Ks8OmuvxKycGq0pNeHsRPFZEggBACAEAICleW+J8Nss9qYcQxt3ZR8Ty4VNdt7wKwnBTTi9zJTsWRZ5LzGu3tDu8VovCzvFtFgtSM6ct5c/AkCM0FPS84jtw7OtXmz8Mo0s0l63w/NTz20sS5VcsH6vx/NBGNIB/0jQ4+kDdf2kCh9YFb3hnDWlK3TevZw8jmWKU9K0c3Xc/bxNwwHyHB25rqMfwFTdd2GvUnpE4fyxt1Wq+qHo0Kn8Mr9Ho/ozjK4tJBBB3EEHuK6YVIzV4u5y1KM6btJWOL5lma7CeRxPcgObYd6EHUMAQg2vBAbB6A7QQOkFWjojNxN1g4uOC0VMRCGjd3yWrOujhalTVKy5vRGxdHHl86/e4UjH2WnF3F2HUtWSrV9furkt78XwOjtKND+PvS5vcvBcRJNK5xLnEuJ2nP46l0whGCyxVkclSc6ks03djxq7pPEQy4/03H8h93VhurTbQwln2sVpx+pe7NxmZKlLet30JJohrflgu5iB4eBsDpI+bLt1bslN9HbiuzYiks+mmntO3EW0JOr45gQAgBACAEBCde9FMtNWSCradoO8daAYrJp2eFnNSsDw0XWTMIGAFG87G41BA2trXcFQ19jZqmeD0vqn8jc68o03lWvAbJ7c2lA4V4qwyOKtY8zOlUjrJM1s7SDUqDSKZjh7RsQkxDpIgUqHN9F4vt7AcW+qQueeFpyeZaPmtDphi6sVlfeXJ6m5lhfmHx9bSJW8brqOHeVjlrw3NS8dH7tDY5YWp6ycX01X1OkdlYfJmYeLZGHxb71Kr1FvpvyaZi8PRfq1V5po1Oj3bHxffP9qn0j/CXs+5j6Kv/JH2/Y1/hrtssQ7Xn2NUekS4U5e76j0WC31Y+9/Ix8liHlTOd1Mjp4vI9ijPiJboJeL+hKpYWO+bfgrfE0+WRM+jiBPpSuv9t0Ub4J2FSf8AJPyWn3MlXpQ/jp+ctfduONstsj6FzidwyA4AYDsW6nRhT9VWNVWvUqvvu/5yOLZ962mqxo+3sBpWp3NBce0DLiVkoN7jdToTnuQ66NsYkc0uJGIIyqKGoxGSz7DMrS3HbRwbi1KT3cizdE6PjhaebGLzfe4klz3EYlxOJyAAyAAAoBRbqdONOOWKsixbbd2LlmQCAEAIAQAgGrSUNVDYGabRTHZtCxzAbrRqvA7NgKm5jmaET9SYPNvtP1XuHsUWRqkovel7DlLqg4eRPIONHfmBWLhE1OhSf9RIdUpxlK0/aZ+xWLpI1PCUuFzk/Vi07HRnvCx7IweDjwZqNCWxuQb98+8KOyZg8F19xh1gtvoV9f8AwnZsx9CfM4u0ZbD/AKf4/wDCdmyfQnzNP4Na/wCmPv8A+E7MyWD6mRoG1nzWDtJ/ZT2RmsHHizdmrNqObmjg0+8rLs0bFhaXU6DU2V3lvLuqtB3CgKzUYrgdEKdOO5C6y6plu5Zm649aN0KWuHFSSTqFtAAgN0AIAQAgBACA4TRVUNATusywyg5OsymxjY1+TKbEZTBsyWIympsyEZTBs6Cxj5MgymPkqCxn5KgsY+SoLGRZEJymwsiDKdBZFJNjcWRDKxvHZqFALmqSTKAEAIAQAgBAYQGKIAuoDFxAYLEBrzagiwc2lgHNIA5tCQ5tSA5tCDNxQLGQ1SSZuoDNEAUQGQgMoAQAgBACAEBhACAEAIAQAgBACAEAIAQGEAIDKAEAIAQGUAIAQAgBACAwgBACAEAIAQAgBACAEBhACAEBlACAwgBAbIAQAgP/2Q==

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vs
The Canadian Comforter