Tigers X - Number one Source to Talk Auburn Tigers Sports
Pat Dye Field => War Damn Eagle => Topic started by: wesfau2 on April 23, 2021, 10:29:58 AM
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Teams will be required to run a 2-point conversion play after a touchdown when a game reaches a second overtime period. Previously, a 2-point attempt was required after the third overtime period. The rule was proposed (https://247sports.com/Article/College-football-overtime-rules-change-proposal-tweak-NCAA-announcement-release-two-point-conversion-162292671/) last month. "Also, if the game reaches a third overtime, teams will run alternating 2-point plays, instead of starting another drive at the opponent’s 25-yard line," the release read. "This is a change from the previous rule, which started to use 2-point plays in the fifth overtime period.
"This rules change is being made to limit the number of plays from scrimmage and bring the game to a quicker conclusion. Teams can still choose whether to kick the point after touchdown or run a 2-point conversion play during the first overtime period."
https://247sports.com/college/arkansas/Article/College-football-overtime-rule-changes-two-point-conversion-NCAA-164535561/?fbclid=IwAR1Guz1QVjKgmKfMhIOtwSKEYrTgKGZwOY2955h2SyJ2oBNyALnEUdmLx6k
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Reedonkulus. Why do you want to limit the number of plays from scrimmage? Oh yeah, "player safety". Puhleeease. And why do you change the way the game is played just because you went into overtime?
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The only time there should be OT is during the three College Football Playoff games. Otherwise, a tie game occurs. You want to wave the flag of safety for your "student athletes" and such? Then, accept that ties are part of competition. Plenty of numerical tie-breakers available they be needed. Don't like a tie? Play to win. Go for two in regulation. Go for it on 4th down instead of lining up a FG. In other words, stop coaching scared. Coach with balls!
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The only time there should be OT is during the three College Football Playoff games. Otherwise, a tie game occurs. You want to wave the flag of safety for your "student athletes" and such? Then, accept that ties are part of competition. Plenty of numerical tie-breakers available they be needed. Don't like a tie? Play to win. Go for two in regulation. Go for it on 4th down instead of lining up a FG. In other words, stop coaching scared. Coach with balls!
We tried that for like 90 years. Ties sucked then. They suck now.
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We tried that for like 90 years. Ties sucked then. They suck now.
Gotta agree here.
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We tried that for like 90 years. Ties sucked then. They suck now.
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RrPpW2TWLXKxPUTQx8UA0E+gotjNUB6aUBxSfaUf4vCkE1zoTQHjPH7VtHR2XMVZQiiTsR3jOmv9Gi6vpHhz8elZj2gUrjLng6n1hTz86npYtdnsizWAoAOIbI0l4VAQWKFRJkKFJJG7iNATTzdkV9lbU3baPDu7nZpKhQJIhQJ1jfzoZbwz31W57dnu3rrKFU5VS5AJLmdO4NkXbLryofieHZLy2nuoO4GZzqqkqXKggmeniTtUUSwz4PDMjh3xFwB80KAkwQNHE895OxPSqxj3F7E3XUFUZ2aCZMEzr41JxdoI7IjhwDo66Bh1FDVvBSQTGvSgi20LEKokkgAdSdAK0bs92fXDrneGukanko6L+J517wzs9h7BVgDcuDYsdAfBVgfGTRxU6gSemn41JEtNO3n51JtPpB1HLwpspGzR4ESPj/KlosRpHlsfEVUe3rcjTcaj0/OkXTIDTRBLYInnUNbAkr0P11oJNpgyL13p5hnRk57iotiQQD0qQphgR60DKLzoN2ww2fCPpqmVx/CdfkTVivW4PgdqZvYcOjodnVlPkwI/GhGKBq9zV46EEqdwSD5jSkVls6HpJNIBryaIcmuBpE17NUWnsNxj2GICMe5dhT4P9k/Ex6+FaixrBga1rsjxgYmyMx/vLcK469G9Y+INXzUsWBO8jLQ0Wpkf1/X50Rw6gN51HuMFdl57jxBrSA960UIYCADE9Jqh9q7cY1/HI3n3R+VaZiFJ0gQd/5dKzztmkYsEiJtr8i4/Kp6WPcRaxV9QXkqqZ0BgSGbIoREHvORCiBMHlTjdlbyEapBV2ktlAFsJmknQQWiZgwTtFEimJNu2hvOlxk07wsoltQsG44SXfKVGUGVBE86h2sKE9ncxF9LiBLoRAxYRaHs1VdlKlgu2hy+dRQB9GIkGCRIMg+IPMUIuDvHzNHMfZtoy+xue0UgTKlGB5gg6b9CfOgLnvHzqVWo4e6RyM7acqI25OykxS8Bg1QS2p+QoiHjaqwjKjfcNIS2y8u706eVPPdqM+KcUEto2+f40I4hxP2eKs2zBF1GEzrnBGWfA6jzNSb73HVsgh4hWKyPVZFUDi/Bccr+1uK7sCCHTvRBkQAJEb7RSrI0h+XWnbL7eFD+HYo3raOdGYDMOjDQj4zU67pBG9ETfeWOmoppH1ry0+oNddENHI0RkXajD5MXeUaAvmH8YD/VjQo1av0i4fLiUfk9sfFSQfllqpTWa3Ciem1dSZrpor0UqaRNehqD00U7PcXOGvrcE5dnH3kO/qNx5eNCZriaDfFvq6K6GVYBlI5g6gio/FAe648Qapv6O+PSv6q51Em2f3d2T01I8J6Vd76SjLzHeFblYM2tQNZqk/pCsgPZfmVdT5KVIP8AqNXOw8a+E1S/0h3QbtpQdkY/5iP/ABp64eeoGDwTXbb38S7+ztowt66sUEAKWkBASq6blgORhdjgmIuDDhyy586qHUjJbtnNJBgwZcjTprqK4cft5PZPadkCKgXOAAoWC0ZSM4cs4bq2uwqFe47eZ86O1sKuRAp9y2I7ubc+6CTzNRpOxPZW8pBBUKVmXZUIuQT7P3iC0iBlJG+ogxTXWGIPU/1pR/H8QD27dtM2VAWfNu11/eO+wEKPAHrQDnUo3I2oG8/WkA8qrb4/H3VzBLeGTcljnYDfmI+QqFgu2OU5b6c/fTbTmU3+BPlRMXMKD4UrD4YEktBqDgOJ27sezdW8jqPTcUZQQIFVChTWJxSICXMeG5PkBqadBoTxR0yPcPeyBjHivL40A+52jtEytm7vo0BZI001M/CpOHxQde7n15MpBB5g8vhQ/gGFa4AxjqdPl4CrRYsKggAUKiC2yicpini0qNDp9Kk+000plHgmdvpQUX9JSKUsPzDOvowB/wCNUA1rvans9+sp3Gh1OZfukxGvn1rJsTYZHZHBVlMEHkalWcNUphBiZ8ROvx1pNKUidRI6bVFeV01011FdNca8r2gdwt90dXQw6EFT0Iraez3GExNpbi6MBldfutzHlzB6ViINGezHGmw13PujQrjqvXzG/wARzqypY1q7YElSPKs77ctGJA6W1+bOa0rOGVXUypG41kHY1mHbZ5xbzyVB6RP41ankALUpTTZr1DUUotpUBW1qbeOlQRvUVbO0uLuJduIXJAPdk7BoIHzj0ocLSmDz8am3Bavu74i6+ZvuoIWAAJAJnYaV3FWRMowlyVI7zMhDqR0ZgAAf3QDpvREE4fJ30co66ggkGfAir9wDFY50R3a1BEjMrZiPHKwAPkKoFvO3dNx327udjJB+6TrVw7O8Ve2RYvqyg/s3YR/AZ+XwqlHeL9ohYQlrbl/sgCUY+L8h5iegNAr/AGiDKzvae2SsuBDo423MEE8jBmrFiLYfusAykbEaVRu1ivnFoCEtqMv73ifL3fTxokXrhuLtZFZGWGA50TeSNN/rWG52AgMwB5AkD4Ve+yfbEFBZxL5WUQjtsw2AY8mHXn57tLF1VcyyOe3nSkcFddDzHjVYwvaOx7S4gvrlBzBiRBJ94Kdjrr60rhXabDZ7qNdVYeVZzAYECSCdNwdPKmmD3D78l0P2CI/wsJH4j0rNf0h4NlxLXMhyMqS8d3PtBO0wBVr4Hx1b2OuohzIUBQxElCA0dR3vkaLcU4lYtEpiCoDrOUqWDKJBEAHrtVOMSrqfxrIbjm2CqFmKA8lkwPhTIFZV011e5D0pJoONcBXhr2aD0U7ht4pmncPcymefKitE7FcWyf8ASXDuCbTeQkprzG48J6UA7Z4O4tw3jqpyq3UMBGvgeRFTsHwf2iLddSiQPZhTBkfbnl1HWpHHLFy7ZSy7BnLnvkasEBKlo56gHxE84rXxn6o4cHanFMa0niPDrlh8txSp3HQjwIphWJ3rKnG50wwin22NIuJpImPGJG+mn5CgNcHxGGDH9ZLgRoU69DAJ8oqQe0mHUwmDUryNxySfMQQPiaq6inBboLtw3tVhg4z4RE6OgViD5FQaNWMUbhLftFLSMze7pyiAP63rM00qXguIPbaUcr9D5iqY1a3flQpQZelQOOcJF5P7uFuKO7OzD7p/PlQLAdq1cZbncf726n8qKYvHuqB1IkcgZkb0TFGv2iMyn31MEf8AvxpvA4TMZbRdvXpVl41esXct2CtzQMI0fz8R1prDWwDKZXGuh5TRQT9XQOY2rrHDg7tB210oqllMxDLqZmOVe4K0c7siwp2nwpggcKtumJQI5QiSGG4kRsdDO2tG+P8AFwmId2/vAyhVmAFCzpoP3pqLw/ClsRnP2QfrUj+wGxV097IinvEDcnXSqKZceWJ0EmuirLx7syba57QYgDvKdTH3gRv4iqwGrIVpXSetJmlICTAkk7AUHBSxAABPgKmrw4FSYaBoSNgfhU3BYBUBN0wQNpiPM8vLemrvEs7BE0XbQaf14mqE2OC50Z/aBQsTmU7nlpNSUwRVGCMhBB+0ATp+8AfSnOJvlRLQBBHeflJNDVfxoNFwmORkRY0hQsQQdAANNuWlEn4QQwullBVW7p7oBYr3iesKBt160G7PpgcNlZ7yteYe86soWfuBhp57n5VYLPELN18yXUcAQAHWF6mJ1PjGlXWQriXB7l/uOiFAeoLN5ad0eO/lVd4r2HuCDYSde8C41B5yTyrQLvs92VfPQn5a0MxnEbSHMru7MQMgczrpKq7ADU68omlGdN2Txv8A/O3+e3/51I/+H4psoNsKBuWddAdY7pMxJ5c6vx4gjhla4bJEA+0ZN9DCyWUmPOJpjE8dwysqe2LsSF7hB6DUqAKmLtZJdsshIZSpBIM9RypoXauWM7OYRMoL3Hc8gwObxMLp6UlOz6hHdLBJy9wMSdTzgneoqpK9e71pHZrs4lu3N62jOWJ1UNA5D+utGjwqxmzext5t5yLP0omshTDuVLKjso3IUkADqQIFSMHxFkGWZXmOnlWwmAIjTp/KqN2t7L20Q37AyZdXTlG0r0jptFF17geGpcUO7mOQHMeBOnwoPxEojn2NzTzkTzAPPzq19kWTE4L2VxQwQlCNu77w1Go0MSOlVztF2PawGuWmz2hqQTDoPowHXQ+B3qjyxjD9oSaj4nFOAChiT8OtCbWLII0k7edFLLp7VEvZk1hwywVmPeB23+dBM4JjipZrhJzBgijTMwiSSOWv1ojheLuCFLezSSCEAzHqQTr61F7Q43K62bKqwtiQ1tc7L1kgaadKCJjgdWM+JoL/AHOO2MypLcgDGnqaoPaXCIl5vZxkbUAagNpmA+IP8Qp8Y1YIIDDptHiDuDTlzBi5h3cPmh07pGqTKyT0MjbpQBcFgrl0lbaM5ALEAbKOZpzhnEvZ5u6rBhvHeB5FW3A6ivMJaeGZGKyI0JGYHlpuPA6aUm3gjPfIHhUCcRiXuHvHQcuQ/nU7gly2rgty1BPMjl4UMxJ7xHIbV4jdaA7iXLsWJ3P9Cl2sVkUAWlYTJJEk+ppzhOLR7ZR5LiMo0GgnWYmf5U/cRnYIwVVAETm93X7TdfT0qiDj7qOZRriiNVfva9BrtUaxYVwTlY5JnKOo038Rt4+FEcbg0tLDsS52CGVy9WJX6GhZxLAZQ0AkE8xInX50E9cMyjPbzEdVOvhIHjUi07uFBfvsxLNJzADQa9SZgDbXamcdxUG0lu2xgLDnZmg7TG0T0p+xxJcuU5UmM0DUBepjvdIjXnVDqISWR3LnuuM3eJEePSBXYK263UyuYLrm01jMNPLypi7x1J0TMZ94wpCjYCAYPP5a70rDcZd7lsBSo9pbDFdtWA1kaaeNQW3AYJ1997f/AOaBPqTRFnVBLMFHVjH1ppldtJyDw1PxOg+BrxLCIcxEt95jmb4naoFjGE/s0Zv3m7i/Fu8fQGleyuN775R922APizST6AU4tzpt1pQfpr5fnQdZwyKZiW6sSx+J2qLx++iYa6W2yMPMsMoHxIqYDVL7V4l8SwsYYFxblnykROwG8GNf6FEjz9HLtnvqTCgIYjcnMJnyFWzjaIbTF7IvBROTSY5kZuYE1nnBOJPgy+a0c7iJMqREkaEQRrVl4FhCcIzu5DXjmZye97NDoJPLQn+KqUBwfC0tu929bZLQJjOdUkgrEGWYDTnvQviuJ/Wbj3xJZ3PcCklEUKqkkaEkDbwqbeS7xC+yI49nbnKzbeem5P0qYmJSwrRj3zRBREB1XugayBERuKKI4btGFyquHdECgMq29zEHblQHhWFvI1wJhXuI4KhXQgDXutJESB4896IXO16Oihluq8ScjlRmHKQQSD4iuudqUFwOucqVhkOkRGqnMRM+FANv9mL6W2uXWtWtJCM4zHwESJ6a1F4Pdy5wZhkjzJKkfn6Uf/8AkOFzOwR1LrlJCidd4kkDf5UKfjFoqUKswA7jQAw5hTr7u+mu+lAl10I20+FN8M4Yt5hmcW1+0zeHIdT8qijiJBnKD5/yrrnF7hEDKB4D86CV2u4UmHuILRzIyAzOaWBIJkem1AZp265bVjJpF20yhSykBhKkgiRtp1qAn2bb/qba5sodghPLvaD5xV543we7mDqpbQd5BJnQQVj51mdtypDKYIIIPiNQfjWx8N7QWrttXLhCQCQ2kHmOh1mrCqdieF3nkAOxAiCrLoNeaxE8qGXOEskm4GUATOUgactRPrWpJjLbah0P8Qpm5xfDqxU3UB6ZhH5UTWRXkloRTsNBJnx9am2eD3HMzI67T5ZgK1a1etkyrW/QingR4UNYjdIBIDc+cUa7OYC6922VRwudGJggFQyk66AjStRKLvC+cCvFIkbbihoXi3M79a7ArmXM2p8fy2rq6oqa1sFtqWNq6uoyi4lzlbX7LfQ1Uew3/eP7i/8AOurqNCHaczg2J1OZf9wob2p0wdiNItW/9QE/GK6uokVAY24qhFdlWW0BjpzGtRzXV1FeivRXV1B6a9FdXUHtJrq6in8AgN1QRoWX6irP+kMBfZooAVA2UADuiF0HhpttXV1EU4VonYjCo2GLESRcYT4aV1dVhTl6wpLSo0B5AfSgFy0Asx/U17XVUiC9cjkbE17XVFOvcaNz8TRzs5aH6vevxN22pZGOsMuoMHQnzFdXUH//2Q==)
PFD disagrees...
-
(http://data:image/jpeg;base64,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)
PFD disagrees...
I doubt it. He would have much rather won that game.