| Comments
(turn spoilers off) |
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| 20752 |
Clocking Out |
noname (559) |
Sat 03 Apr 2021 23:56 |
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Added speedrun: 485 moves (old: 492).
Reupload speedrun with final configuration figured out by computer. |
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| 20671 |
Clocking Out |
noname (559) |
Thu 11 Mar 2021 07:55 |
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Added speedrun: 485 moves (old: 487).
I have to admit that I wrote a program to figure out the final configuration. At least the block pushing part in this speedrun is not by computer... |
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| 18693 |
Clocking Out |
Jim (2369) |
Thu 28 Nov 2013 23:47 |
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Finally got this. |
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| 18658 |
Clocking Out |
mark (2878) |
Mon 25 Nov 2013 16:10 |
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Added speedrun: 487 moves (old: 492). |
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| 18655 |
Clocking Out |
mark (2878) |
Mon 25 Nov 2013 12:28 |
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Added solution "Different green timer." |
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| 18645 |
Clocking Out |
Jim (2369) |
Sat 23 Nov 2013 23:42 |
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I've been using the random method trying to solve this and it is clearly not working..lol...best Ive done is 2 of them 10 apart with the middle one 8 off. Ive also had 2 of them 7 apart to at least get an odd number in there. |
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| 18644 |
Clocking Out |
Dave (2400) |
Sat 23 Nov 2013 23:08 |
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That's pretty much the crux of it. 4-spacing is pretty common because even counts are much easier than odd ones. Obviously, either one or two of these must be odd. |
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| 18643 |
Clocking Out |
N7DOT (2227) |
Sat 23 Nov 2013 22:43 |
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I keep ending up with a difference of 4 for the first two :( (the third is either far behind or the same as one of the other two.) Is this on the tracks of one of those near-miss solutions? |
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| 18642 |
Clocking Out |
N7DOT (2227) |
Sat 23 Nov 2013 22:17 |
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So, a valid solution to this requires modifying the timers such that if x is the time of the first timer, the three timers must be x, x+5, and x+10 long, and x must be greater than or equal to 50 it seems (around 45 steps to get to below the 1 block) and must be less than or equal to 245. (unless I made a mistake) |
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| 18633 |
Clocking Out |
Dave (2400) |
Thu 21 Nov 2013 04:14 |
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'Clocking Out' uploaded by Dave. |
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