Bears vs. Buccaneers Point Spread
The Tampa Bay Buccaneers (4-2) and Chicago Bears (3-3) will be squaring off this Sunday at Wembley Stadium in London. The two teams are taking completely different approaches to playing across the pond this year with the Buccaneers getting there a week before the game, and the Bears planning to arrive on Friday morning.

Most analysts are giving the Bears a slight advantage in this game. If the betting lines are any indication, this will be a tight game. It’ll be interesting to see if the Buccaneers have the right strategy to settle in a week before the game. The last time the Buccaneers played in the UK, they landed on Friday night before the game and were destroyed by the New England Patriots.
NFL Week 7 Bears vs. Buccaneers Point Spread
At the time of this writing, most online sportsbooks have posted their 2011 NFL week 7 Bears vs. Buccaneers point spread. For the latest lines, check out the chart on the NFL Spreads homepage. If you’re interested in this game, here’s what we’ve got right now.
BetOnline Point Spreads for Bears vs. Buccaneers
Tampa Bay Buccaneers: +1 (-110)
Bodog Point Spreads for Bears vs. Buccaneers
Tampa Bay Buccaneers: +1 (-110)
2011 Bears vs. Buccaneers Money Line
BetOnline.com is the only sportsbook that has posted the money lines at this point. When more are published, we’ll add them here. At the time of this writing, BetOnline is offering the following money lines for the Bears and Bucs:
BetOnline.com Money Line
Over/Under Betting Odds
Here are the over/unders at BetOnline and Bodog at the time of this writing.
BetOnline.com Over/Under
Bodog Over/Under for Bears vs. Buccaneers
Editor’s Note:
Bodog is always slow posting their NFL point spreads and betting odds, but they do eventually post them. BetOnline gets their lines posted early, so we recommend them for your primary betting account. But remember – it’s always a good idea to have accounts at a couple sportsbooks. With more than one account, you can compare the odds at each sportsbook and get the best prices for each wager.
