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#1
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Re: The math of the cans...
I hope on einstein both teams can grab all 4 bins from the middle, and they all grab them at the same time and it comes down to whose grabber is stronger.
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#2
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Re: The math of the cans...
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They might end up simply getting rid of the center cans or something. Nobody could let go for the entire match. |
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#3
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Re: The math of the cans...
Gamesense had a good discussion on this. Your alliance still has to execute even if you get all 4 cans off the step. A knocked over stacked could end an alliances hope at making it out of any round.
Also noodles in the RCs mean that the opposite alliance needs another 3 totes per stack to catch up. There is something to be said for efficiently noodling the cans and ensuring the noodles stay in the cans. One of the reasons why so many people are amazed by 148 is their ability to play two different roles. They can both acquire cans, put noodles in them and put them on top of stacks while they stack at the same time. If that gives them an extra stack or possibly two out of the feeder station (say 4 or 5 by one robot with littered RCs on top) that is a huge advantage. The average stacks per robot gets harder as more good teams get on an alliance. 30 totes behind the glass (5 stacks) and 18 right side up in the landfill (3 stacks). The 9th stack is likely way slower for even the best alliances since it's either upside down or pulled from the step. The arms race (as talked about on GameSense) will be very interesting this year. It's going to be like 2011 but worse since teams can keep throwing power, weight, and design time at it. 3310 has set the bar at their reported 1/4 sec pull. I'm waiting for the 1st team to start wind tunnel testing their mechanism to reduce drag. |
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#4
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Re: The math of the cans...
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start wind tunnel testing? |
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#5
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Re: The math of the cans...
Common, who doesn't like seeing an entire season decided in less than a quarter of a second?
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#6
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Re: The math of the cans...
that's how breakaway was on einstein. If you didn't stop....469(?) in autonomous you lost the match.
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#7
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Re: The math of the cans...
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#8
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Re: The math of the cans...
You may want to take a look at the way things turned out again...
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#9
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Re: The math of the cans...
Quote:
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#10
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Re: The math of the cans...
For those of us that weren't involved in FRC back then, what did they do that was so great?
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#11
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Re: The math of the cans...
Navigated to the platform and mechanically locked themselves in position to roll all the balls returned into play back into the goal.
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#12
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Re: The math of the cans...
Quote:
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#13
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Re: The math of the cans...
This was not something that was easy to do within the framework of the rules that year, either.
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#14
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Re: The math of the cans...
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469 didn't win Einstein. Even with an overwhelming strategy, you still have to execute. Getting the cans alone is not a chokehold strategy. |
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#15
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Re: The math of the cans...
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I disagree with this viewpoint because this game is totally different from 2010. There is a limited number of cans and totes, to the point where if all the cans are acquired at the highest levels it is likely that no other can grabbers can compete. I did my math with something that solely grabs cans. Add a drivetrain and a can topper and it becomes unstoppable. I will elaborate on this later. |
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