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| View Poll Results: How many totes are worth stacking and capping? | |||
| 3 |
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16 | 6.87% |
| 4 |
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68 | 29.18% |
| 5 |
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73 | 31.33% |
| 6+ |
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76 | 32.62% |
| Voters: 233. You may not vote on this poll | |||
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#16
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Re: # of Totes WORTH Stacking?
I think that it really depends on what kind of manipulator you end up building, and what sort of alliance you end up with. If you have a robot that can only stack from the bottom (As in lift stack, insert tote on bottom, place, repeat) then it's probably best to aim for 4-6 and maximize from there, but if you have a robot that can build stacks top down, then it might be more advantageous for your robot to move around and "cap" existing stacks with a container. If you're the only robot that can quickly stack, you might just want to go with 3-tote-container stacks and then score as many totes as you can after that.
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#17
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Re: # of Totes WORTH Stacking?
Quote:
I am not trying to defend my team because I am insulted. Rather, I'd like to think I know the capabilities of an average team, and I am almost certain that the average team would not be able to produce something that can do as well as the Snow Problem robot. |
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#18
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Re: # of Totes WORTH Stacking?
It really depends on the robot stability, however just like someone said, tote score is linear, so higher stacks are a waste unless you have a can on top (and if you are going to put a can you might as well put a noodle in it.
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#19
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Re: # of Totes WORTH Stacking?
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I'm not saying either thought is a bad idea at all. I'm just saying that level six stacks with bins present some additional challenges that may make it more time-effective to max out at five. |
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#20
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Re: # of Totes WORTH Stacking?
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I'm going to bet that for most teams, it'll be easier to pick up a tote with a "standard" grip than a bin with 4" of grip. And it will probably be more stable as well with a bin properly placed. In response to Caleb's comment: i think the build quality of the Snow Problem robot is probably middle to low tier, but the strategy is one that would make for an excelleny second or third pick, especially for teams that have the extra six weeks to "do it right" and improve the build quality. |
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#21
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Re: # of Totes WORTH Stacking?
It makes sense that you can get another tote on a 3 stack but you wouldn't be able to lift a container on top of a 4 stack of totes which is about 4feet tall, and if the lift only elevates the (about) two foot container 4.5ft. (grabbing it by the lip and not the bottom) it couldn't be stacked.
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#22
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Re: # of Totes WORTH Stacking?
Stacking any number of totes takes time. If one were to stack 3 totes, you will be able to easily stack the container on top of them. If you were to make a stack of over 6 totes, it would waste a lot of time and you risk knocking the entire stack over.
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#23
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Re: # of Totes WORTH Stacking?
I wonder how much this poll will change at the end of builds season it would be interesting to see!!
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#24
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Re: # of Totes WORTH Stacking?
The stack hight dilemma has four factors: the space the stacks take up, stability of the stack, if you have a container, and finally stack time vs unload time.
First off the most basic stack high vs stack out problem becomes, if I only stack out how soon will I run out of space to score totes. After a number of low stacks you will start running out of scoring space. Logic dictates to build up not out for this factor. Next is the stack stability. The higher the stack the less stable. This seems to be the crux of this debate. I personally think that in this game mistakes will be made and robots will bump the stacks, if the stacks are tall then it endangers your stack more. So short stacks is prefered here. Second to last we have, does the stack have a container on it. This is simple if yes then stack high, you have three containers for sure, so to make the most of the containers you should stack them high. They are your most limited resource in this game. Finally we have the stack time vs unload time conundrum. If your robot can stack faster than it can unload then you would be better to stack high rather than short.this is because if you can get it in 6 totes and unload then it'll be faster than getting in 3 totes and unloading then repeating that process. Time1= 6×totes+1×unload Time2= 2 (3xtotez+1×unload) Here the scores are bother the same but the extra unload instance takes time from scoring. In this case I think high stacks are better. |
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#25
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Re: # of Totes WORTH Stacking?
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#26
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Re: # of Totes WORTH Stacking?
I think this question depends a lot on what kind of robot you plan on building. Do you plan on making a short, fast robot, or a bulky, large robot? Speed would make multiple stacks feasible, and as soon as multiple stacks become a possibility, it is my opinion that trying to balance 6 totes isn't worth the time it takes to stack them.
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