Article: He’s the NFL’s Best Head Coaching Candidate. And He’s 30

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Tron

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RamFan503

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Stu

Now that Bill O'Brien has left the Pats to go coach Penn State, and the Patriots seemingly having no successor, does that open another door for McDaniels? Still a lot of talk about him going to the Chiefs as well. That would be a good haul for the Pats too - McDaniels AND Lloyd.

I'm a huge Fisher fan because his philosophy is pretty much the same as Spagnuolo's. All D - ALL THE TIME I would have at least taken a look at Greg Sshiano, the Coach of Rutgers. Yeah, he's kind of a douche but I like him and he knows when to attack the victory formation. He's somewhat of an offensive smaaat guy too. But oh well. I guess we can take another look in 2017 after Fisher retires with three rings.

Good thing Stan changed his mind and decided to build along the river.

P.S. Hillary/Palin for President 2016.

I guess I don't get it. How is this even remotely calling it?
 

RamFan503

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Immensely.
I SO much want to go and get a lotto ticket with those numbers. If it won, I'd probably fly out and hand you a million cash - y'know... if it was more than say $200 million or so.:cool:
 

jrry32

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He has a 1 in 175million chance. But going by your quote of what he actually posted back then he's gonna be waaaay off.

.

Or maybe he posted that to throw us off so he can keep the money all to himself. :eek:
 

Florida_Ram

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03-12-31-49-63 / 08


I only play the local Florida Lotto and the numbers range 1-53

Can you fire up 6 winning numbers for me for me @-X-

EXTREMELY-RARE-Lucky-Lager-Beer-Neon-Sign.jpg
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ydrZzxUfDhxraco+pDo9NfbJwrg3n2Jq5aObcuTUvSlzt69goUGi8AUqTzGPL61rGyOMFi/hWorkpKLX7Fwg2G63B5mVqeS04WcFqPHBDYVyUc8TWreFsbRpnNp2vp2KJMjW6y6omRWJLsh8hSSlKBstlW/BVniB0FRWXpx5TqcL4HYr46rPlTz7sj7lLNulJkuMLWxhTbmBgKSoYOFcM86r1ScZZPS6/Tw1eklRJ9ST0um1PsvzmzJW2wQpSHwlI3ZIOATk7t1WLNTOc41xXU8TZwOOgrd188rsvcktDx1TLw7cn0FSWAp1Z/qOeH551an6HJ4fB2Wux9joNpuQuTCnA0popVjCjn88Pp1rRncjLmN6sGwoBQCgPla0NoUtxQSlIyVHlQw9tzj/tXvluuz0Nq2zEOqa2kuqRy+NbwObq5Qm1gscXWOk5NiTZ5ElQZ7EMq22iBwxnfWuGTK+pw5GVfTdruNnvBlaZn26c0pJQNt/HdP8wHAitm8rcr1xlGWYMnLZGj6WmP3O6vIn3p8k7LZ7jWfH88uFRTsSWDs8O4Tba/EmYrhKdvLvbXSPEe3fZocaBCB58aiVkjs28L0kkk45x3PA2kpSHEoVsjCG0JCUIHQAcKxlvqWKqYUx5KlhHy+2yvIfPAY2eVYeCeDkn5SFm26K/kR0bDihuWnjny51G0uxehbOKzJmS0vzrU+mA7cH1uqX2jraXVFLLaEk4PRRx8AB1qxXBqDlI8hxbXw1err01GHvu8d/T5GjY4SYrqXpZO2ojbKjk4J3nz41UPY3R5YONfoSBclOX19i4PFEVW2FtuL2Wi3g4AB3EYxjFdTli4bI+TRvvhrOayTTT3yeaesExyKLbbwpztClUqUQQ2SOATniBv8z0FR11qvzPqdHimvt4pNVVLFa+p1ex2hizwExmd54rWf3jWW8vJNRTGmHIjfbbQ0nZaQlCTySMVgmPqgFAKAUBS/aczcZFuisw2n3Iq3gJSWPvKRvyPpWUVdUpNJIh9M6K9/uLdwuVtahW9lGyzEIClOZ/eWeZ/Cs8xFVp+Z5ktiVvPszss1KlwQqC7xHZ70+lFJokno4S6HO75oi9WRZc7EvtJ3h5jj6cfSt1NMoWaayvcj42obrGwlMtbiE/w3wHAP7uFHXGXYxXqrqfgk0ScfWDif/Yt0dwniWlqbP8AkfKtHRHsdCvjuqisN5N5vV8DH2kCUk9EupV9QK18Asr8Q2d4r6mF/VEFW9u2vrOf4j4SPkmn5ZMP8SXL4Yoj3dQSnMohMtQ9rdlkErV4bR3+mKkhTCJzdVxfV6pcs5bexuxGP0Uyvt1YnPjC0nf2aDvwf6iRv6DzqtqLk/LE9F+G+DzT/N2r/b9zBPnED7NWDjhVRI9oopdTDp1vUF8uSbbZ5j7bYwXF5yhhOePh4AcamgpdEcDiMNNnxLIJv6s7ta4DdsgNRGluOBsYLjqtpazzJPWrSWDzreXnobVDAoBQCgFAKAUB7QHlACAoEKAIPEGhgquptGQbqFPtxWi/jJTnYKvJQ4fHIpmS+E1/L6ezaxY919vsc4uej24iyFyXoas/spLQV6KSd4+FY/MY+JGX+H7LN6JKS/p/cjF6fUnem5QSn+pS0/VNbLU1kEvw7xFdK8/uvueItkRP7e6tbuIjsrcPqQB86PUxXQsU/hXiFnxJR+bX3MqZzEA4tjBQvGPeXiFOfAcE/DJ8arz1EpdD0eh/DWl0jU7nzy+hFuy9+9eST1ySarnclel0LVpzQl3vRS7NSqBCODtup+0WP6U8vM/OpY1ykcrVcXrgsR8z/wA7nW7JZYFigph21gNt8VHOVLV1UeZqzFJLCPNW2zunzze5v1kjFAKAUAoBQCgFAKAUAoBQGORHalMqZktIdaVxQtIIPrRpM2hOVb5oPD9itztBWGUSW2XoxJyexeVs/wBpyB8KidMGdOvjWsgsOWfmiKV7LLcSSi6TkjoQg/4rV0L1LH8fvfWKMkf2W2RB/WZM6R4FxKP+orKpiVrOL6ifTCLHZ9M2SykKttuZacH8VWVuf3KyfnUiil0KNuott+OWSW39a2IRQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAf/9k=
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