
2004 Sully District Pinewood Derby Results
If anyone's interested, here are the results from last year's event.
| Tigers |
| 1st
| 2nd
| 3rd |
| Alex S., Pack 1459 |
Patrick G., Pack 1860 |
Matthew S., Pack 1459 |
| Finalists (including ties):
Matthew S., Patrick G., Tyler K., Joseph W., Billy K., Alex S.,
Henry M., Andrew T.
|
| Wolves |
| 1st
| 2nd
| 3rd |
| Ben S., Pack 146 |
Andrews C., Pack 1459 |
William K., Pack 1684 |
| Finalists (including ties):
Michael S., Calvin W., Andrew C., Tim B., Ben S., William K.,
Logan R., Mitch M.
|
| Bears |
| 1st
| 2nd
| 3rd |
| Daniel B., Pack 1684 |
Jimmy M., Pack 1863 |
David S., Pack 1459 |
| Finalists (including ties):
Ronnie G.,
Patrick A.,
Daniel B.,
Adam G.,
Chris K.,
David S.,
Jimmy M.,
William L.,
Kishan S.
|
| Webelos I |
| 1st
| 2nd
| 3rd |
| Adam W., Pack 1858 |
Troy T., Pack 1858 |
David M., Pack 1863 |
| Finalists (including ties):
David M.,
Troy T.,
Josh B.,
Joe S.,
Adam W.,
Corey S.,
Ryan W.
|
| Webelos II |
| 1st
| 2nd
| 3rd |
| Jonathan B., Pack 146 |
Marcus T., Pack 1858 |
Ryan M., Pack 146 |
| Finalists (including ties):
Jonathan B.,
Nathaniel C.,
Talon J.,
Ryan M.,
Andrew K.,
Marcus T.,
Michael D.,
Nathaniel C.,
DJ H.,
|
| Grand Champion Races |
| 1st
| 2nd
| 3rd |
| Adam W., Pack 1858 |
Troy T., Pack 1858 |
Jonathan B., Pack 146 |
|
Lane Statistics
|
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Lane-by-lane "place" averages
|
| Lane 1 |
Lane 2 |
Lane 3 |
Lane 4 |
| 2.539 |
2.496 |
2.443 |
2.474 |
|
Head-to-head lane results
|
Lane 1 vs. Lane 2 |
Lane 1 vs. Lane 3 |
Lane 1 vs. Lane 4 |
Lane 2 vs. Lane 3 |
Lane 2 vs. Lane 4 |
Lane 3 vs. Lane 4 |
| 112 to 116 |
108 to 120 |
110 to 118 |
112 to 116 |
112 to 116 |
116 to 112 |
None of the head-to-head lane results are statistically significant. For example, take the worst one which is Lane 1 versus Lane 3, 108 to 120.
If you flip a fair coin 228 times, the probability of 108 or fewer heads is over 23%. You can verify this in Microsoft Excel by entering the formula =BINOMDIST(108,228,0.5, TRUE).
If you make it a so-called "two tailed test", that is, you consider the chances of getting EITHER 108 or fewer heads OR 108 or fewer tails, then the probability is nearly 47%. In other words, even with perfectly matched lanes, you would expect a result such as this one nearly half the time.
Last updated March 26, 2005, 10:00 AM
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