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|
Spring 2014 HW6 Richochet Robot Contest
212 student contest submissions
208 successful program compilations
153 submissions correctly visualized and/or solved puzzle1.txt in < 10 seconds and were run on the provided puzzles:
(yellow highlight means within 0.1 sec of the fastest student submission for that test case):
  |
visualize accessibility |
one solution |
all solutions |
  |
puzzle1 A 6 |
puzzle1 B 6 |
puzzle1 C 6 |
puzzle1 A 10 |
puzzle4 A 15 |
puzzle7 G 5 |
puzzle8 R 7 |
puzzle8 R 10 |
puzzle1 |
puzzle2 |
puzzle3 |
puzzle4 |
puzzle5 |
puzzle6 |
puzzle7 |
puzzle8 |
puzzle1 |
puzzle2 |
puzzle3 |
puzzle4 |
puzzle5 |
puzzle6 |
puzzle7 |
puzzle8 |
a?????4 |
0m1.093s |
0m1.098s |
0m1.089s |
|
0m1.902s |
0m19.327s |
|
|
0m1.255s |
0m1.300s |
|
0m0.045s |
0m0.024s |
0m36.771s |
0m20.026s |
|
0m1.262s |
0m1.309s |
|
0m0.044s |
0m0.023s |
0m36.690s |
0m20.022s |
|
a????a |
0m0.049s |
0m0.051s |
0m0.048s |
0m30.722s |
|
invalid soln |
|
|
0m0.051s |
0m0.051s |
invalid soln |
0m0.002s |
0m0.001s |
0m0.707s |
|
|
missing solns |
extra solns |
invalid soln |
extra solns |
|
|
|
|
a????a |
0m0.024s |
0m0.023s |
0m0.024s |
0m27.550s |
partially correct |
0m0.102s |
|
|
|
|
|
|
|
0m13.415s |
|
|
|
|
|
|
|
|
|
|
a??d |
|
|
|
|
|
|
|
|
0m0.039s |
0m0.041s |
invalid soln |
0m0.004s |
0m0.002s |
0m1.265s |
0m0.142s |
0m17.461s |
0m0.039s |
0m0.040s |
invalid soln |
0m0.003s |
|
|
0m0.141s |
0m17.484s |
a?????3 |
0m0.011s |
0m0.011s |
0m0.011s |
0m13.001s |
0m0.029s |
0m0.036s |
0m4.485s |
|
0m0.013s |
0m0.014s |
0m16.634s |
0m0.003s |
0m0.001s |
0m0.400s |
0m0.045s |
0m5.170s |
0m0.014s |
0m0.013s |
0m16.157s |
0m0.002s |
0m0.001s |
0m0.388s |
0m0.045s |
0m5.292s |
a???r |
0m0.017s |
0m0.018s |
0m0.018s |
0m18.717s |
partially correct |
0m0.058s |
0m7.536s |
|
0m0.023s |
0m0.025s |
0m28.968s |
0m0.002s |
0m0.001s |
0m0.584s |
0m0.085s |
0m10.416s |
0m0.023s |
0m0.025s |
0m29.048s |
0m0.001s |
0m0.001s |
0m0.565s |
0m0.084s |
0m10.226s |
a????j |
0m0.635s |
0m0.631s |
0m0.655s |
0m21.222s |
0m0.003s |
0m20.673s |
|
|
0m7.733s |
0m7.961s |
|
0m0.050s |
0m0.005s |
|
|
|
0m7.744s |
0m7.990s |
|
0m0.050s |
0m0.005s |
|
|
|
a????g |
0m0.111s |
0m0.112s |
partially correct |
partially correct |
0m0.620s |
0m1.386s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
b????b |
0m0.006s |
0m0.006s |
0m0.006s |
0m3.030s |
0m0.001s |
0m0.030s |
0m3.029s |
|
0m0.007s |
0m0.008s |
0m4.160s |
0m0.002s |
0m0.001s |
0m0.050s |
0m0.042s |
0m4.147s |
0m0.007s |
0m0.007s |
0m3.772s |
0m0.001s |
0m0.001s |
0m0.047s |
0m0.037s |
0m3.903s |
b????t |
0m0.056s |
0m0.061s |
0m0.057s |
0m34.567s |
0m0.001s |
0m0.822s |
1m26.003s |
|
0m0.066s |
0m0.070s |
0m23.451s |
0m0.002s |
0m0.001s |
0m0.213s |
0m0.730s |
0m57.293s |
0m0.231s |
0m0.242s |
|
0m0.001s |
0m0.001s |
0m1.631s |
0m2.752s |
|
b????c |
0m0.026s |
0m0.025s |
0m0.026s |
0m0.228s |
0m0.001s |
0m0.172s |
0m1.685s |
0m30.753s |
0m0.014s |
0m0.014s |
0m0.251s |
0m0.002s |
0m0.001s |
0m0.009s |
0m0.164s |
0m1.747s |
0m0.118s |
0m0.120s |
0m3.903s |
0m0.001s |
0m0.001s |
0m0.049s |
0m2.109s |
|
b????g |
0m0.070s |
0m0.074s |
0m0.072s |
0m3.935s |
0m0.003s |
0m0.633s |
0m53.223s |
|
0m0.205s |
0m0.212s |
0m10.386s |
0m0.004s |
0m0.001s |
0m0.154s |
0m3.238s |
4m35.071s |
0m0.204s |
0m0.214s |
0m10.435s |
0m0.003s |
0m0.001s |
0m0.150s |
0m3.255s |
|
b?????5 |
0m0.573s |
0m0.585s |
0m0.586s |
|
0m0.791s |
0m8.752s |
|
|
0m0.070s |
0m0.073s |
|
0m0.066s |
|
|
|
|
|
|
|
|
|
|
|
|
b????j |
0m0.017s |
0m0.018s |
0m0.017s |
0m10.261s |
0m0.001s |
0m0.111s |
0m11.524s |
|
0m0.032s |
0m0.033s |
0m20.940s |
0m0.002s |
0m0.001s |
0m0.282s |
0m0.197s |
0m21.553s |
0m0.032s |
0m0.033s |
0m20.764s |
0m0.001s |
0m0.001s |
0m0.269s |
0m0.197s |
0m21.432s |
b?????3 |
0m0.080s |
0m0.080s |
0m0.080s |
0m4.433s |
0m0.001s |
0m1.830s |
2m10.358s |
|
0m0.087s |
0m0.093s |
0m4.099s |
0m0.002s |
0m0.001s |
0m0.064s |
0m1.945s |
2m21.380s |
0m0.087s |
0m0.092s |
0m4.041s |
0m0.001s |
0m0.001s |
0m0.063s |
0m1.943s |
|
b????e |
0m0.054s |
0m0.055s |
0m0.054s |
0m55.170s |
0m0.004s |
0m0.260s |
0m40.031s |
|
0m0.081s |
0m0.084s |
|
0m0.003s |
0m0.001s |
0m1.019s |
0m0.352s |
|
0m0.082s |
0m0.084s |
|
0m0.002s |
0m0.001s |
0m1.026s |
0m0.352s |
0m50.617s |
b?????2 |
0m0.048s |
0m0.048s |
0m0.048s |
|
0m0.044s |
0m0.387s |
|
|
|
|
|
|
0m0.001s |
0m0.057s |
|
|
missing solns |
missing solns |
|
0m0.001s |
0m0.001s |
0m0.058s |
|
|
b?????6 |
0m0.427s |
0m0.438s |
0m0.460s |
invalid soln |
partially correct |
0m4.329s |
|
|
0m2.594s |
invalid soln |
|
0m0.291s |
0m0.176s |
|
0m18.702s |
|
0m2.674s |
extra solns |
|
0m0.290s |
0m0.170s |
|
0m19.131s |
|
b?????8 |
0m0.010s |
partially correct |
0m0.010s |
0m5.434s |
0m0.016s |
0m0.057s |
0m5.006s |
|
0m0.027s |
0m0.027s |
0m1.676s |
0m0.003s |
0m0.002s |
0m0.857s |
0m0.105s |
|
0m0.026s |
0m0.027s |
0m1.646s |
0m0.002s |
0m0.002s |
0m0.785s |
0m0.097s |
0m11.554s |
c????v |
0m0.024s |
0m0.024s |
0m0.024s |
0m0.359s |
0m0.002s |
0m0.207s |
|
0m53.136s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
c?????2 |
0m0.454s |
0m0.455s |
0m0.438s |
9m9.896s |
0m0.391s |
0m3.575s |
|
|
0m0.630s |
0m0.683s |
|
0m0.022s |
0m0.014s |
0m18.558s |
0m4.283s |
|
0m0.628s |
0m0.640s |
|
0m0.022s |
0m0.013s |
0m16.226s |
0m4.589s |
|
c?????4 |
0m0.024s |
0m0.023s |
0m0.022s |
0m2.939s |
0m0.003s |
0m0.099s |
0m11.648s |
|
0m0.007s |
0m0.007s |
0m17.976s |
0m0.002s |
0m0.001s |
0m0.224s |
0m0.089s |
|
0m0.028s |
0m0.027s |
0m18.481s |
0m0.001s |
0m0.001s |
0m0.205s |
0m0.152s |
0m17.998s |
c????4 |
0m0.078s |
0m0.087s |
0m0.086s |
0m52.995s |
0m0.004s |
0m1.342s |
2m15.372s |
|
0m0.024s |
0m0.026s |
|
0m0.004s |
0m0.001s |
0m0.979s |
0m0.786s |
|
0m0.108s |
0m0.104s |
|
0m0.004s |
0m0.001s |
0m0.968s |
0m1.365s |
|
c?????5 |
0m0.009s |
0m0.009s |
0m0.009s |
0m0.075s |
partially correct |
0m0.085s |
0m0.806s |
partially correct |
0m0.006s |
0m0.006s |
0m0.077s |
0m0.002s |
0m0.001s |
0m0.003s |
0m0.069s |
0m0.755s |
0m0.175s |
0m0.183s |
|
0m0.014s |
0m0.008s |
0m7.543s |
0m1.145s |
|
c?????2 |
0m0.124s |
0m0.137s |
0m0.138s |
2m7.256s |
0m0.001s |
0m1.459s |
3m3.204s |
|
0m0.012s |
0m0.013s |
0m0.399s |
0m0.002s |
0m0.001s |
0m0.113s |
0m0.056s |
|
0m0.012s |
0m0.012s |
0m0.398s |
0m0.001s |
0m0.001s |
0m0.108s |
0m0.054s |
0m6.107s |
c?????0 |
0m0.018s |
0m0.020s |
0m0.018s |
0m21.376s |
0m0.051s |
0m0.058s |
|
|
invalid soln |
invalid soln |
|
invalid soln |
invalid soln |
invalid soln |
invalid soln |
invalid soln |
extra solns |
extra solns |
|
extra solns |
invalid soln |
invalid soln |
extra solns |
extra solns |
c?????5 |
0m0.030s |
0m0.030s |
0m0.029s |
0m18.057s |
0m0.001s |
0m0.240s |
0m31.652s |
|
0m0.032s |
0m0.032s |
0m18.913s |
no solution found |
0m0.001s |
0m0.103s |
|
|
0m0.032s |
0m0.032s |
0m18.700s |
no solution found |
0m0.001s |
0m0.101s |
|
|
c?????6 |
0m0.081s |
0m0.077s |
0m0.079s |
invalid soln |
|
|
|
|
invalid soln |
invalid soln |
|
|
|
|
|
|
missing solns |
missing solns |
|
|
|
|
|
|
c?????0 |
0m0.004s |
0m0.004s |
0m0.004s |
0m1.635s |
0m0.001s |
0m0.009s |
0m0.854s |
|
0m0.013s |
0m0.013s |
0m8.471s |
0m0.002s |
0m0.001s |
0m0.103s |
0m0.066s |
0m6.726s |
0m0.013s |
0m0.013s |
0m8.635s |
0m0.001s |
0m0.001s |
0m0.096s |
0m0.066s |
0m6.767s |
c????5 |
0m0.366s |
0m0.359s |
0m0.363s |
0m13.358s |
0m0.003s |
0m19.395s |
|
|
0m0.398s |
0m0.415s |
0m14.712s |
0m0.003s |
0m0.001s |
0m0.152s |
0m19.646s |
|
0m0.403s |
0m0.416s |
0m14.916s |
0m0.002s |
0m0.001s |
0m0.154s |
0m19.779s |
|
c????r |
0m0.038s |
0m0.039s |
0m0.038s |
0m24.545s |
0m0.001s |
0m0.258s |
0m28.847s |
|
0m0.006s |
0m0.006s |
0m2.973s |
0m0.002s |
0m0.001s |
0m0.032s |
0m0.036s |
0m3.407s |
0m0.006s |
0m0.005s |
0m3.008s |
0m0.001s |
0m0.001s |
0m0.033s |
0m0.035s |
0m3.422s |
c????p |
0m0.136s |
partially correct |
partially correct |
partially correct |
0m0.008s |
0m5.210s |
|
|
0m1.308s |
0m1.343s |
|
0m0.017s |
0m0.005s |
0m24.737s |
|
|
0m1.625s |
0m1.687s |
|
0m0.016s |
0m0.005s |
0m8.501s |
|
|
c????j |
0m0.006s |
partially correct |
0m0.006s |
partially correct |
partially correct |
0m0.039s |
|
|
invalid soln |
invalid soln |
0m1.455s |
invalid soln |
0m0.001s |
0m0.013s |
invalid soln |
invalid soln |
missing solns |
missing solns |
0m1.375s |
missing solns |
0m0.001s |
0m0.012s |
missing solns |
missing solns |
c?????4 |
0m0.043s |
0m0.044s |
0m0.044s |
0m0.395s |
0m0.001s |
0m0.573s |
0m19.627s |
|
0m0.035s |
0m0.037s |
0m0.504s |
0m0.003s |
0m0.001s |
0m0.018s |
0m0.177s |
|
0m0.494s |
0m0.524s |
|
0m0.015s |
0m0.009s |
0m12.624s |
0m2.578s |
|
c????t |
0m0.046s |
0m0.040s |
0m0.034s |
0m0.124s |
0m0.002s |
0m12.993s |
|
|
0m0.003s |
0m0.003s |
|
0m0.002s |
|
|
0m0.039s |
0m4.208s |
0m0.008s |
0m0.007s |
0m0.282s |
0m0.001s |
0m0.001s |
0m0.005s |
0m0.060s |
0m4.169s |
c????r |
0m0.006s |
0m0.007s |
0m0.007s |
0m0.071s |
0m0.001s |
0m0.028s |
0m0.288s |
0m6.384s |
0m0.007s |
0m0.007s |
0m0.072s |
0m0.002s |
0m0.001s |
0m0.002s |
0m0.031s |
|
0m0.025s |
0m0.025s |
0m0.994s |
0m0.001s |
0m0.001s |
0m0.008s |
0m0.364s |
0m25.181s |
d????c |
0m0.493s |
0m0.497s |
0m0.497s |
|
|
|
|
|
0m2.504s |
0m2.517s |
|
0m0.075s |
0m0.040s |
|
|
|
0m2.498s |
0m2.511s |
|
0m0.076s |
0m0.039s |
|
|
|
d?????3 |
0m0.325s |
0m0.304s |
0m0.231s |
0m9.618s |
0m2.276s |
0m30.239s |
|
|
0m0.168s |
0m0.175s |
|
0m0.014s |
0m0.009s |
0m6.292s |
0m0.564s |
|
0m0.167s |
0m0.181s |
|
0m0.013s |
0m0.008s |
0m6.565s |
0m0.551s |
|
d????a |
0m0.009s |
0m0.009s |
0m0.009s |
0m4.832s |
0m0.001s |
0m0.043s |
0m4.608s |
|
0m0.005s |
0m0.005s |
0m10.836s |
0m0.002s |
0m0.001s |
0m0.162s |
0m0.053s |
0m8.844s |
0m0.019s |
0m0.020s |
0m10.999s |
0m0.001s |
0m0.001s |
0m0.181s |
0m0.085s |
0m9.377s |
d????m |
0m0.018s |
0m0.018s |
0m0.018s |
0m0.881s |
0m0.001s |
0m0.166s |
0m11.824s |
|
0m0.085s |
0m0.087s |
0m2.594s |
0m0.002s |
0m0.001s |
0m0.032s |
|
|
0m0.083s |
0m0.087s |
0m2.606s |
0m0.001s |
0m0.001s |
0m0.030s |
0m1.991s |
|
d????2 |
0m0.010s |
partially correct |
partially correct |
0m1.052s |
0m0.002s |
0m0.047s |
partially correct |
|
0m0.004s |
0m0.004s |
0m6.562s |
0m0.002s |
0m0.001s |
0m0.093s |
0m0.034s |
0m5.474s |
0m0.012s |
0m0.012s |
0m6.549s |
0m0.001s |
0m0.001s |
0m0.093s |
0m0.054s |
0m5.555s |
d???e |
0m0.032s |
0m0.031s |
0m0.032s |
0m19.683s |
0m0.001s |
0m0.208s |
0m23.694s |
|
0m0.079s |
0m0.084s |
0m53.719s |
0m0.002s |
0m0.001s |
0m0.515s |
0m0.590s |
|
0m0.081s |
0m0.082s |
0m53.083s |
0m0.001s |
0m0.001s |
0m0.500s |
0m0.577s |
|
d????j |
0m0.005s |
0m0.006s |
0m0.006s |
0m0.211s |
0m0.001s |
0m0.011s |
0m0.859s |
|
0m0.003s |
0m0.003s |
0m4.849s |
0m0.002s |
0m0.001s |
0m0.024s |
0m0.011s |
|
0m0.009s |
0m0.008s |
0m11.520s |
0m0.001s |
0m0.001s |
0m0.047s |
0m0.024s |
0m2.455s |
d???c |
0m0.169s |
0m0.170s |
0m0.171s |
3m27.083s |
0m0.635s |
0m1.538s |
3m10.766s |
|
0m0.167s |
0m0.177s |
|
0m0.014s |
0m0.008s |
0m6.371s |
0m1.560s |
|
0m0.168s |
0m0.176s |
|
0m0.013s |
0m0.008s |
0m6.376s |
0m1.535s |
|
e?????2 |
0m7.967s |
0m7.964s |
0m6.769s |
4m36.712s |
0m0.141s |
|
|
|
0m0.924s |
0m0.969s |
|
0m0.002s |
0m0.001s |
0m3.248s |
0m28.273s |
|
0m0.932s |
0m0.956s |
|
0m0.001s |
0m0.001s |
0m3.228s |
0m28.543s |
|
e?????3 |
0m0.008s |
0m0.008s |
0m0.008s |
0m4.527s |
0m0.001s |
0m0.038s |
0m4.058s |
|
0m0.016s |
0m0.016s |
0m8.734s |
0m0.002s |
0m0.001s |
0m0.125s |
0m0.086s |
|
0m0.016s |
0m0.016s |
0m8.893s |
0m0.001s |
0m0.001s |
0m0.120s |
0m0.082s |
0m8.130s |
f???t |
0m7.563s |
0m7.076s |
0m7.016s |
|
|
|
|
|
0m1.775s |
0m1.787s |
|
0m0.003s |
|
|
0m5.934s |
|
0m0.180s |
0m0.183s |
|
0m0.002s |
0m0.001s |
0m12.642s |
0m0.325s |
|
f?????2 |
0m0.033s |
0m0.033s |
0m0.034s |
|
0m0.001s |
0m0.220s |
|
|
0m0.044s |
0m0.044s |
0m3.753s |
0m0.003s |
0m0.001s |
0m0.036s |
0m0.317s |
|
0m0.051s |
0m0.047s |
0m3.745s |
0m0.001s |
0m0.001s |
0m0.036s |
0m0.338s |
0m27.007s |
f????c |
0m0.046s |
0m0.045s |
0m0.046s |
0m50.390s |
0m0.327s |
0m0.245s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
f????d |
0m0.117s |
0m0.114s |
0m0.118s |
2m1.855s |
0m0.003s |
0m1.800s |
|
|
0m0.587s |
0m0.606s |
invalid soln |
0m0.080s |
0m0.063s |
|
0m32.102s |
|
no solution found |
no solution found |
invalid soln |
no solution found |
0m0.055s |
|
no solution found |
|
f????c |
0m0.064s |
0m0.062s |
0m0.061s |
0m26.231s |
0m0.054s |
0m0.238s |
0m29.040s |
|
0m0.041s |
0m0.043s |
0m51.511s |
0m0.006s |
0m0.003s |
0m1.506s |
0m0.140s |
|
0m0.041s |
0m0.042s |
0m51.771s |
0m0.005s |
0m0.003s |
0m1.489s |
0m0.141s |
0m17.513s |
g????r |
0m0.105s |
0m0.107s |
0m0.111s |
2m10.079s |
0m0.368s |
0m0.765s |
|
|
no solution found |
no solution found |
|
no solution found |
0m0.119s |
|
no solution found |
|
0m0.960s |
0m1.007s |
|
0m0.025s |
0m0.014s |
0m24.436s |
0m11.186s |
|
g?????5 |
0m0.057s |
0m0.057s |
0m0.056s |
0m6.572s |
0m0.001s |
0m0.490s |
0m50.246s |
|
0m0.016s |
0m0.017s |
0m37.077s |
0m0.002s |
0m0.001s |
0m0.287s |
0m0.340s |
|
0m0.065s |
0m0.068s |
0m39.576s |
0m0.001s |
0m0.001s |
0m0.304s |
0m0.531s |
0m55.539s |
g????a |
0m0.140s |
0m0.140s |
0m0.144s |
0m0.342s |
0m0.001s |
|
|
|
0m0.177s |
0m0.178s |
0m0.339s |
0m0.002s |
0m0.001s |
0m0.036s |
0m1.086s |
|
0m0.177s |
0m0.178s |
0m0.302s |
0m0.001s |
0m0.001s |
0m0.042s |
0m1.036s |
0m14.771s |
g????c |
0m1.588s |
0m1.669s |
0m1.841s |
|
0m0.354s |
0m39.280s |
|
|
invalid soln |
invalid soln |
invalid soln |
invalid soln |
|
|
|
|
|
|
|
|
|
|
|
|
g????w |
0m0.069s |
0m0.070s |
0m0.070s |
0m44.106s |
0m0.002s |
0m1.073s |
1m49.512s |
|
0m0.072s |
0m0.076s |
0m44.941s |
0m0.002s |
0m0.001s |
0m0.645s |
0m1.126s |
|
0m0.072s |
0m0.076s |
0m44.177s |
0m0.001s |
0m0.001s |
0m0.647s |
0m1.099s |
|
g?????2 |
0m0.305s |
0m0.306s |
0m0.309s |
6m9.705s |
partially correct |
0m2.753s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
g????j |
0m2.138s |
0m2.165s |
0m2.114s |
|
0m3.493s |
0m28.915s |
|
|
0m2.132s |
0m2.208s |
|
|
|
|
|
|
0m2.140s |
extra solns |
|
|
|
|
|
|
g????a |
0m0.024s |
0m0.025s |
0m0.025s |
0m0.919s |
0m0.001s |
0m0.389s |
0m27.567s |
|
0m0.074s |
0m0.070s |
0m9.167s |
0m0.002s |
0m0.001s |
0m0.032s |
0m1.801s |
|
0m0.073s |
0m0.075s |
0m8.133s |
0m0.001s |
0m0.001s |
0m0.035s |
0m1.780s |
|
h????j |
0m0.011s |
0m0.011s |
0m0.011s |
0m0.275s |
0m0.001s |
0m0.042s |
0m1.198s |
|
0m0.026s |
0m0.027s |
0m0.503s |
0m0.002s |
0m0.001s |
0m0.005s |
0m0.205s |
|
0m0.207s |
0m0.220s |
|
0m0.001s |
0m0.001s |
0m0.041s |
0m11.915s |
|
h????c |
0m0.153s |
0m0.155s |
0m0.152s |
3m11.536s |
0m0.594s |
0m1.453s |
3m4.843s |
|
0m0.165s |
0m0.170s |
invalid soln |
0m0.015s |
0m0.008s |
0m6.525s |
0m1.580s |
|
0m0.164s |
0m0.171s |
invalid soln |
0m0.014s |
0m0.008s |
0m6.492s |
0m1.483s |
|
h?????2 |
0m0.043s |
partially correct |
0m0.042s |
invalid soln |
partially correct |
0m0.669s |
0m50.918s |
invalid soln |
0m0.043s |
0m0.045s |
0m12.494s |
0m0.002s |
0m0.001s |
0m0.055s |
0m0.680s |
|
0m0.043s |
0m0.044s |
0m11.053s |
0m0.001s |
0m0.001s |
0m0.058s |
0m0.678s |
0m52.689s |
h????p |
0m0.029s |
0m0.030s |
0m0.028s |
invalid soln |
0m0.126s |
0m0.142s |
0m17.333s |
|
0m0.035s |
no solution found |
invalid soln |
0m0.004s |
0m0.002s |
0m1.268s |
0m0.136s |
|
0m0.035s |
no solution found |
invalid soln |
0m0.003s |
0m0.002s |
0m1.287s |
0m0.128s |
0m16.416s |
h????p |
0m0.120s |
0m0.120s |
0m0.119s |
0m4.405s |
0m0.006s |
0m1.312s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
h????s |
0m0.003s |
partially correct |
0m0.003s |
0m0.627s |
0m0.001s |
0m0.006s |
0m0.370s |
|
0m0.008s |
0m0.008s |
0m0.220s |
0m0.002s |
0m0.001s |
0m0.001s |
0m0.038s |
|
0m0.008s |
0m0.008s |
0m0.228s |
0m0.001s |
0m0.001s |
0m0.001s |
0m0.036s |
0m3.619s |
h????j |
0m1.116s |
0m1.074s |
0m1.068s |
|
0m35.038s |
0m24.135s |
|
|
0m1.082s |
0m1.121s |
|
0m0.154s |
0m0.086s |
0m49.303s |
|
|
0m1.066s |
0m1.118s |
|
0m0.156s |
0m0.083s |
0m49.107s |
0m24.284s |
|
i????s |
0m0.014s |
0m0.014s |
0m0.014s |
0m0.031s |
0m0.012s |
0m0.030s |
0m0.249s |
0m8.330s |
0m0.016s |
0m0.018s |
0m0.568s |
0m0.012s |
0m0.013s |
0m0.018s |
0m0.141s |
|
0m0.023s |
0m0.025s |
0m0.581s |
0m0.012s |
0m0.011s |
0m0.018s |
0m0.211s |
0m18.759s |
j?????5 |
0m0.075s |
0m0.073s |
0m0.072s |
0m43.660s |
0m0.002s |
0m1.130s |
|
|
0m0.073s |
0m0.076s |
|
0m0.002s |
0m0.001s |
0m0.668s |
no solution found |
|
0m0.229s |
extra solns |
|
0m0.001s |
|
|
|
|
j????l |
0m0.040s |
0m0.039s |
0m0.040s |
0m21.087s |
0m0.055s |
0m0.137s |
0m17.485s |
|
0m0.024s |
0m0.024s |
0m30.096s |
0m0.005s |
0m0.002s |
0m0.818s |
0m0.078s |
|
0m0.023s |
0m0.024s |
0m29.495s |
0m0.003s |
0m0.002s |
0m0.812s |
0m0.075s |
0m9.217s |
j????5 |
0m0.020s |
0m0.020s |
0m0.020s |
0m23.234s |
0m0.056s |
0m0.070s |
|
|
invalid soln |
|
|
|
|
|
invalid soln |
invalid soln |
missing solns |
|
|
|
|
|
missing solns |
missing solns |
k?????3 |
0m0.021s |
0m0.021s |
0m0.021s |
0m12.199s |
0m0.001s |
0m0.363s |
|
|
0m0.008s |
0m0.008s |
|
no solution found |
0m0.002s |
0m0.449s |
no solution found |
no solution found |
|
|
|
|
|
|
|
|
k????d |
partially correct |
partially correct |
partially correct |
|
partially correct |
partially correct |
|
|
0m0.011s |
0m0.012s |
invalid soln |
0m0.009s |
0m0.007s |
0m7.850s |
0m0.461s |
|
0m0.187s |
extra solns |
|
0m0.011s |
0m0.007s |
0m8.003s |
0m0.775s |
|
k?????3 |
0m0.040s |
0m0.041s |
0m0.042s |
1m44.697s |
0m0.034s |
0m0.123s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
k????d |
0m0.001s |
0m0.001s |
0m0.001s |
0m0.004s |
0m0.001s |
0m0.004s |
0m0.035s |
0m0.913s |
0m0.001s |
0m0.002s |
0m0.005s |
0m0.002s |
0m0.001s |
0m0.001s |
0m0.004s |
0m0.011s |
0m0.002s |
0m0.002s |
0m0.014s |
0m0.001s |
0m0.001s |
0m0.001s |
0m0.006s |
0m0.053s |
k????k |
0m0.022s |
0m0.023s |
0m0.022s |
0m25.948s |
0m0.198s |
0m0.087s |
0m11.465s |
|
0m0.456s |
0m0.467s |
|
0m0.014s |
0m0.009s |
0m12.872s |
0m3.021s |
|
0m0.450s |
0m0.468s |
|
0m0.013s |
0m0.008s |
0m12.893s |
0m3.025s |
|
k?????2 |
0m0.066s |
0m0.065s |
0m0.064s |
1m17.068s |
0m0.060s |
0m0.371s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
k???p |
0m0.013s |
0m0.013s |
0m0.014s |
0m12.445s |
0m0.001s |
0m0.056s |
|
|
no solution found |
no solution found |
0m12.939s |
no solution found |
0m0.001s |
0m0.202s |
no solution found |
no solution found |
no solution found |
no solution found |
0m12.557s |
no solution found |
0m0.001s |
0m0.200s |
no solution found |
no solution found |
l????p |
0m0.608s |
0m0.602s |
0m0.599s |
9m19.224s |
0m0.025s |
0m8.930s |
|
|
|
|
|
|
|
|
|
|
0m0.704s |
0m0.727s |
|
0m0.008s |
|
|
0m10.212s |
|
l???h |
0m0.012s |
0m0.012s |
0m0.012s |
|
0m0.001s |
0m0.078s |
0m7.713s |
|
0m0.015s |
0m0.015s |
0m8.696s |
0m0.002s |
0m0.001s |
0m0.133s |
0m0.084s |
|
0m0.015s |
0m0.016s |
0m8.739s |
0m0.001s |
0m0.001s |
0m0.132s |
0m0.083s |
0m8.200s |
l????z |
0m0.113s |
0m0.113s |
0m0.113s |
0m3.208s |
0m0.006s |
0m2.878s |
|
|
0m0.084s |
0m0.087s |
0m6.240s |
0m0.013s |
0m0.003s |
0m0.088s |
0m3.182s |
|
0m2.044s |
0m2.128s |
|
0m0.017s |
0m0.003s |
0m11.424s |
|
|
l??j |
0m0.884s |
0m0.907s |
0m0.898s |
|
|
0m1.178s |
|
|
0m0.734s |
0m0.795s |
|
0m0.259s |
0m0.300s |
|
0m1.135s |
|
0m0.789s |
0m0.771s |
|
0m0.256s |
0m0.286s |
|
0m1.123s |
|
l?????2 |
0m0.169s |
0m0.175s |
0m0.169s |
0m5.575s |
0m0.002s |
0m7.213s |
|
|
0m0.047s |
0m0.048s |
|
0m0.002s |
0m0.001s |
0m0.036s |
0m0.653s |
|
missing solns |
extra solns |
|
0m0.001s |
0m0.001s |
0m0.034s |
0m0.659s |
0m46.513s |
l?????2 |
0m0.023s |
0m0.023s |
0m0.023s |
0m12.915s |
0m0.001s |
0m0.165s |
0m18.469s |
|
0m0.034s |
0m0.035s |
|
0m0.002s |
|
|
0m0.227s |
|
0m0.034s |
0m0.035s |
0m20.044s |
0m0.001s |
0m0.001s |
0m0.177s |
0m0.221s |
0m25.116s |
l???2 |
0m7.879s |
0m8.047s |
0m6.717s |
4m3.825s |
0m0.143s |
|
|
|
0m0.920s |
0m0.961s |
|
0m0.002s |
0m0.001s |
0m3.255s |
0m28.136s |
|
0m0.927s |
0m0.965s |
|
0m0.001s |
0m0.001s |
0m3.248s |
0m28.857s |
|
l????0 |
0m0.492s |
0m0.499s |
0m0.494s |
|
0m0.005s |
|
|
|
0m0.116s |
0m0.117s |
|
0m0.005s |
0m0.001s |
0m0.245s |
0m7.488s |
|
0m0.520s |
0m0.514s |
|
0m0.004s |
0m0.001s |
0m0.246s |
|
|
l?????2 |
0m0.023s |
0m0.023s |
0m0.024s |
0m1.154s |
0m0.001s |
0m0.242s |
0m17.453s |
|
0m0.028s |
0m0.029s |
0m1.325s |
0m0.002s |
0m0.001s |
0m0.015s |
0m0.270s |
|
0m0.027s |
0m0.028s |
0m1.352s |
0m0.001s |
0m0.001s |
0m0.015s |
0m0.259s |
0m18.168s |
l???6 |
0m0.164s |
0m0.171s |
0m0.164s |
0m5.529s |
0m0.001s |
0m6.124s |
|
|
0m0.053s |
0m0.055s |
0m2.784s |
0m0.002s |
0m0.001s |
0m0.032s |
0m0.648s |
|
0m0.052s |
0m0.055s |
0m2.787s |
0m0.001s |
0m0.001s |
0m0.031s |
0m0.657s |
0m48.252s |
l???2 |
0m0.007s |
0m0.007s |
0m0.007s |
0m3.556s |
0m0.001s |
0m0.044s |
0m4.550s |
|
0m0.019s |
0m0.007s |
0m0.001s |
0m0.002s |
0m0.001s |
0m0.106s |
no solution found |
|
0m0.019s |
0m0.007s |
0m0.001s |
0m0.001s |
0m0.001s |
0m0.102s |
no solution found |
no solution found |
l????b |
0m0.028s |
0m0.028s |
0m0.029s |
0m0.578s |
0m0.001s |
0m0.563s |
1m3.088s |
|
0m0.034s |
0m0.035s |
0m1.936s |
0m0.002s |
0m0.001s |
0m0.006s |
0m0.630s |
|
0m0.033s |
0m0.034s |
0m1.936s |
0m0.001s |
0m0.001s |
0m0.006s |
0m0.625s |
|
l???7 |
0m0.180s |
0m0.178s |
0m0.178s |
3m38.957s |
0m0.327s |
0m0.601s |
1m15.898s |
|
0m0.218s |
0m0.226s |
|
0m0.015s |
0m0.010s |
0m6.964s |
0m0.641s |
|
0m0.219s |
0m0.230s |
|
0m0.014s |
|
|
0m0.640s |
|
l????6 |
0m0.239s |
partially correct |
0m0.237s |
partially correct |
partially correct |
0m2.530s |
|
invalid soln |
0m0.678s |
0m0.726s |
|
0m0.234s |
|
|
0m1.012s |
|
0m0.673s |
0m0.739s |
|
0m0.233s |
|
|
0m0.973s |
|
l????3 |
0m0.010s |
0m0.011s |
0m0.010s |
0m0.313s |
0m0.001s |
0m0.110s |
0m7.952s |
|
0m0.023s |
0m0.024s |
0m12.538s |
0m0.002s |
0m0.001s |
0m0.094s |
0m0.149s |
|
0m0.023s |
0m0.023s |
0m12.248s |
0m0.001s |
0m0.001s |
0m0.092s |
0m0.165s |
0m17.469s |
l??7 |
0m0.024s |
0m0.022s |
0m0.023s |
0m28.536s |
0m0.058s |
0m0.102s |
0m11.752s |
|
0m0.007s |
0m0.007s |
0m34.570s |
0m0.004s |
0m0.002s |
0m0.912s |
0m0.070s |
|
0m0.027s |
0m0.028s |
0m34.862s |
0m0.003s |
0m0.002s |
0m0.895s |
0m0.118s |
0m12.884s |
m????m |
0m0.017s |
0m0.017s |
0m0.017s |
0m0.405s |
0m0.001s |
0m0.118s |
0m8.922s |
|
0m0.018s |
0m0.018s |
0m2.096s |
0m0.002s |
0m0.001s |
0m0.020s |
0m0.642s |
|
0m0.017s |
0m0.017s |
invalid soln |
0m0.001s |
|
0m0.020s |
0m0.120s |
0m8.405s |
m?????2 |
0m0.048s |
0m0.049s |
0m0.048s |
0m29.040s |
0m0.001s |
0m0.427s |
0m45.308s |
|
0m0.091s |
0m0.044s |
0m39.296s |
0m0.002s |
0m0.001s |
0m0.323s |
0m0.285s |
|
0m0.095s |
0m0.043s |
0m37.613s |
0m0.001s |
0m0.001s |
0m0.308s |
0m0.277s |
0m41.063s |
m????l |
0m0.018s |
0m0.018s |
0m0.019s |
0m22.170s |
0m0.051s |
0m0.057s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
m??4 |
0m0.019s |
0m0.018s |
0m0.018s |
0m22.068s |
partially correct |
0m0.058s |
0m7.222s |
|
0m0.029s |
0m0.030s |
0m36.454s |
0m0.006s |
0m0.003s |
0m1.166s |
0m0.082s |
|
0m0.029s |
0m0.030s |
0m35.709s |
0m0.004s |
0m0.003s |
0m1.184s |
0m0.077s |
0m9.962s |
m??3 |
0m0.199s |
0m0.162s |
0m0.139s |
0m1.938s |
0m1.929s |
0m18.939s |
|
|
0m0.010s |
0m0.010s |
0m52.046s |
0m0.006s |
0m0.004s |
0m1.443s |
0m0.072s |
|
0m0.040s |
0m0.042s |
0m49.110s |
0m0.005s |
0m0.003s |
0m1.448s |
0m0.115s |
0m15.187s |
m????a |
0m0.018s |
0m0.017s |
0m0.018s |
0m20.982s |
0m0.067s |
0m0.058s |
0m7.061s |
|
0m0.066s |
0m0.070s |
0m2.838s |
0m0.007s |
0m0.004s |
0m2.315s |
0m0.224s |
|
0m0.064s |
0m0.069s |
0m2.864s |
0m0.005s |
0m0.004s |
0m2.316s |
0m0.219s |
0m26.947s |
m????2 |
0m0.012s |
0m0.013s |
0m0.012s |
|
0m0.001s |
0m0.047s |
|
|
0m0.013s |
no solution found |
0m8.531s |
0m0.002s |
0m0.001s |
0m0.129s |
no solution found |
no solution found |
missing solns |
|
|
0m0.001s |
|
|
|
|
m????p |
0m0.021s |
0m0.022s |
0m0.020s |
0m11.808s |
0m0.001s |
0m0.133s |
0m14.011s |
|
0m0.039s |
0m0.039s |
0m24.664s |
0m0.002s |
0m0.001s |
0m0.304s |
0m0.243s |
|
0m0.038s |
0m0.039s |
0m22.645s |
0m0.001s |
0m0.001s |
0m0.284s |
0m0.243s |
0m25.970s |
m????s |
partially correct |
0m5.263s |
0m3.987s |
partially correct |
0m1.600s |
|
|
|
0m0.467s |
0m0.486s |
|
0m0.032s |
0m0.017s |
0m16.942s |
0m4.358s |
|
0m0.467s |
0m0.481s |
|
0m0.031s |
0m0.017s |
0m16.814s |
0m4.267s |
|
m????p |
0m0.170s |
0m0.168s |
0m0.169s |
invalid soln |
partially correct |
0m1.403s |
|
|
0m0.446s |
0m0.465s |
|
0m0.050s |
|
|
0m4.530s |
|
|
|
|
|
|
|
|
|
m?????3 |
0m0.017s |
0m0.017s |
0m0.017s |
0m0.238s |
0m0.001s |
0m0.142s |
0m1.497s |
0m33.810s |
0m0.549s |
0m0.577s |
0m44.515s |
0m0.004s |
0m0.001s |
0m0.556s |
0m11.792s |
|
0m0.560s |
0m0.580s |
0m45.556s |
0m0.003s |
0m0.001s |
0m0.550s |
0m11.706s |
|
m????k |
0m0.006s |
0m0.006s |
0m0.006s |
0m0.040s |
0m0.001s |
0m0.022s |
0m0.222s |
0m5.422s |
0m0.005s |
0m0.006s |
0m0.067s |
0m0.006s |
0m0.005s |
0m0.007s |
0m0.023s |
0m0.221s |
0m0.008s |
0m0.008s |
0m0.065s |
0m0.005s |
0m0.005s |
0m0.007s |
0m0.023s |
0m0.218s |
m????n |
0m0.161s |
0m0.162s |
0m0.165s |
3m11.992s |
0m0.657s |
0m1.497s |
|
|
0m0.167s |
0m0.170s |
|
no solution found |
0m0.008s |
0m6.397s |
no solution found |
|
duplicate solns |
duplicate solns |
|
no solution found |
0m0.008s |
0m6.515s |
no solution found |
|
m??????6 |
0m0.006s |
0m0.006s |
0m0.006s |
0m0.050s |
0m0.001s |
0m0.035s |
0m2.262s |
|
0m0.008s |
0m0.007s |
0m0.052s |
0m0.003s |
0m0.001s |
0m0.003s |
0m0.039s |
0m2.272s |
0m0.008s |
0m0.007s |
0m0.052s |
0m0.002s |
0m0.001s |
0m0.003s |
0m0.036s |
0m2.273s |
m????z |
0m0.712s |
0m0.718s |
0m0.721s |
|
partially correct |
0m6.544s |
|
|
0m0.166s |
0m0.173s |
|
0m0.044s |
0m0.034s |
0m32.135s |
0m3.838s |
|
missing solns |
missing solns |
|
missing solns |
0m0.032s |
0m32.333s |
missing solns |
|
m?????4 |
0m1.923s |
0m1.873s |
0m1.878s |
|
0m3.037s |
0m35.275s |
|
|
0m2.733s |
0m2.889s |
|
0m0.147s |
|
|
0m40.112s |
|
0m2.735s |
0m2.854s |
|
0m0.140s |
0m0.079s |
|
0m40.296s |
|
m????j |
0m0.136s |
0m0.134s |
0m0.133s |
0m6.810s |
0m1.560s |
0m0.980s |
1m59.864s |
|
0m0.089s |
0m0.093s |
|
0m0.005s |
0m0.003s |
0m3.665s |
0m4.637s |
|
0m0.406s |
0m0.420s |
|
0m0.005s |
0m0.003s |
0m3.753s |
0m7.945s |
|
m????m |
0m0.036s |
0m0.037s |
0m0.037s |
0m1.689s |
0m0.001s |
0m0.946s |
3m1.969s |
|
0m0.367s |
0m0.382s |
|
0m0.003s |
0m0.001s |
0m0.127s |
0m38.340s |
|
0m0.369s |
0m0.384s |
|
0m0.002s |
0m0.001s |
0m0.124s |
0m36.267s |
|
o????l |
0m0.025s |
0m0.026s |
0m0.026s |
0m22.466s |
0m0.001s |
0m0.152s |
0m17.905s |
|
0m0.026s |
0m0.027s |
0m22.730s |
0m0.002s |
0m0.001s |
0m0.304s |
0m0.136s |
0m17.983s |
0m0.025s |
0m0.026s |
0m23.048s |
0m0.001s |
0m0.001s |
0m0.287s |
0m0.134s |
0m18.320s |
p???2 |
0m0.016s |
0m0.015s |
0m0.015s |
0m17.257s |
0m0.043s |
0m0.041s |
0m5.158s |
|
invalid soln |
invalid soln |
invalid soln |
invalid soln |
invalid soln |
invalid soln |
invalid soln |
invalid soln |
0m0.034s |
0m0.035s |
0m45.023s |
0m0.004s |
0m0.003s |
0m1.251s |
0m0.097s |
0m13.549s |
p????f |
0m0.046s |
0m0.046s |
0m0.046s |
0m3.829s |
partially correct |
0m0.058s |
|
|
invalid soln |
invalid soln |
|
|
|
|
invalid soln |
invalid soln |
|
|
|
|
|
|
|
|
p????m |
0m0.068s |
0m0.067s |
0m0.072s |
1m3.209s |
0m0.004s |
0m0.315s |
0m45.593s |
|
0m0.164s |
0m0.169s |
|
0m0.006s |
0m0.003s |
0m3.836s |
0m1.128s |
|
0m0.164s |
0m0.182s |
|
0m0.005s |
0m0.003s |
0m3.894s |
0m1.096s |
|
p???j |
0m0.010s |
0m0.010s |
0m0.010s |
0m1.140s |
0m0.001s |
0m0.071s |
0m7.033s |
|
0m0.082s |
0m0.085s |
0m51.155s |
0m0.002s |
0m0.001s |
0m0.711s |
0m1.187s |
|
0m0.081s |
0m0.081s |
|
0m0.001s |
|
|
0m1.192s |
|
q???y |
0m0.014s |
0m0.014s |
0m0.014s |
0m2.623s |
0m0.002s |
0m0.051s |
0m6.185s |
|
0m0.005s |
0m0.005s |
0m21.245s |
0m0.003s |
0m0.001s |
0m0.564s |
0m0.039s |
0m7.614s |
0m0.419s |
0m0.429s |
|
0m0.038s |
0m0.011s |
0m15.427s |
0m3.723s |
|
q??2 |
0m0.019s |
0m0.019s |
0m0.018s |
0m22.068s |
0m0.055s |
0m0.060s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
q?m |
0m0.080s |
0m0.083s |
0m0.082s |
0m16.310s |
0m0.156s |
0m0.492s |
0m57.946s |
|
0m0.081s |
0m0.085s |
0m48.653s |
0m0.002s |
0m0.001s |
0m0.484s |
0m0.852s |
|
0m0.082s |
0m0.084s |
0m49.441s |
0m0.001s |
0m0.001s |
0m0.485s |
0m0.872s |
|
r??j |
0m0.009s |
0m0.009s |
0m0.009s |
0m4.554s |
0m0.001s |
0m0.039s |
0m4.023s |
|
0m0.006s |
0m0.006s |
0m12.427s |
0m0.002s |
0m0.001s |
0m0.099s |
0m0.078s |
0m16.047s |
0m0.026s |
0m0.033s |
0m47.601s |
0m0.001s |
0m0.001s |
0m0.181s |
0m3.249s |
|
r????p |
0m0.203s |
0m0.183s |
partially correct |
partially correct |
partially correct |
partially correct |
|
|
0m0.183s |
0m0.189s |
|
no solution found |
0m0.003s |
0m4.107s |
invalid soln |
|
0m0.184s |
0m0.200s |
|
no solution found |
0m0.003s |
0m4.041s |
missing solns |
|
r?????3 |
0m0.092s |
0m0.092s |
0m0.092s |
0m19.236s |
0m0.001s |
0m3.101s |
|
|
0m0.131s |
0m0.136s |
0m29.047s |
0m0.002s |
0m0.001s |
0m0.026s |
0m5.700s |
|
0m0.131s |
0m0.136s |
0m28.829s |
0m0.001s |
0m0.001s |
0m0.025s |
0m5.606s |
|
r???p |
|
|
|
|
|
|
|
|
0m1.387s |
0m1.463s |
|
0m0.161s |
|
|
|
|
0m2.727s |
0m2.887s |
|
0m0.253s |
|
|
|
|
r??????6 |
0m0.572s |
0m0.571s |
0m0.573s |
0m19.764s |
partially correct |
0m16.762s |
|
|
invalid soln |
invalid soln |
|
invalid soln |
invalid soln |
invalid soln |
invalid soln |
|
missing solns |
0m1.412s |
|
0m0.003s |
|
|
0m36.093s |
|
r????e |
0m9.772s |
0m9.453s |
0m9.469s |
|
|
0m21.954s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
r???c |
0m0.122s |
0m0.124s |
0m0.122s |
2m30.812s |
partially correct |
0m1.205s |
|
|
0m0.220s |
0m0.227s |
|
invalid soln |
|
|
0m1.925s |
|
0m0.223s |
0m0.231s |
|
missing solns |
|
|
0m1.886s |
|
r????5 |
0m0.091s |
0m0.091s |
0m0.092s |
1m57.540s |
0m0.179s |
0m0.416s |
0m49.544s |
|
0m0.086s |
0m0.092s |
|
0m0.005s |
0m0.003s |
0m2.363s |
0m0.384s |
0m47.627s |
0m0.088s |
0m0.089s |
|
0m0.004s |
0m0.003s |
0m2.399s |
0m0.378s |
0m47.825s |
s????l |
0m0.190s |
0m0.182s |
0m0.181s |
2m5.925s |
0m0.100s |
0m1.708s |
3m14.664s |
|
0m0.381s |
0m0.392s |
|
0m0.009s |
0m0.001s |
0m4.554s |
0m6.195s |
|
0m0.381s |
0m0.393s |
|
0m0.007s |
0m0.001s |
0m4.558s |
0m6.239s |
|
s???s |
0m0.019s |
0m0.018s |
0m0.018s |
0m0.142s |
0m0.001s |
0m0.528s |
|
|
0m0.025s |
0m0.025s |
0m1.862s |
0m0.002s |
0m0.001s |
0m0.018s |
0m1.140s |
|
0m0.073s |
0m0.072s |
0m1.896s |
0m0.001s |
0m0.001s |
0m0.019s |
0m1.894s |
|
s????9 |
0m0.012s |
0m0.013s |
0m0.014s |
0m15.077s |
0m0.094s |
0m0.033s |
0m4.095s |
|
0m0.006s |
0m0.006s |
0m11.922s |
0m0.002s |
0m0.001s |
0m0.124s |
0m0.067s |
0m13.173s |
0m0.021s |
0m0.021s |
|
0m0.001s |
|
|
0m0.181s |
0m25.405s |
s????r |
0m0.270s |
0m0.270s |
0m0.272s |
5m30.585s |
0m1.104s |
0m2.602s |
|
|
0m0.263s |
0m0.272s |
invalid soln |
0m0.022s |
0m0.012s |
0m9.854s |
0m2.208s |
|
0m0.265s |
0m0.271s |
invalid soln |
0m0.021s |
0m0.012s |
0m9.885s |
0m2.200s |
|
s????w |
0m0.340s |
0m0.350s |
0m0.296s |
5m46.805s |
0m1.034s |
0m2.775s |
|
|
0m0.319s |
0m0.334s |
|
0m0.024s |
0m0.017s |
0m11.930s |
0m2.513s |
|
0m0.364s |
0m0.330s |
|
0m0.023s |
|
|
0m2.756s |
|
s????y |
0m0.312s |
0m0.311s |
0m0.313s |
0m19.042s |
0m0.002s |
0m7.958s |
|
|
0m0.310s |
0m0.325s |
|
0m0.002s |
0m0.001s |
0m0.165s |
0m7.856s |
|
0m0.313s |
0m0.326s |
|
0m0.001s |
0m0.001s |
0m0.164s |
0m7.811s |
|
s????a |
0m0.186s |
0m0.185s |
0m0.184s |
0m9.795s |
0m0.049s |
0m1.403s |
|
|
0m1.615s |
0m1.692s |
|
0m0.011s |
0m0.001s |
|
|
|
|
|
|
|
|
|
|
|
s?????2 |
0m0.072s |
0m0.073s |
0m0.073s |
0m43.844s |
0m0.002s |
0m1.049s |
1m55.122s |
|
0m0.086s |
0m0.089s |
invalid soln |
0m0.003s |
0m0.001s |
0m0.722s |
0m1.830s |
|
0m1.043s |
0m0.262s |
invalid soln |
0m0.001s |
0m0.001s |
0m0.714s |
0m1.820s |
|
s????m |
0m0.038s |
0m0.040s |
0m0.039s |
0m7.757s |
0m0.104s |
0m0.155s |
0m19.109s |
|
0m0.162s |
0m0.166s |
invalid soln |
no solution found |
0m0.008s |
0m6.087s |
0m1.613s |
|
0m0.041s |
0m0.040s |
invalid soln |
no solution found |
0m0.002s |
0m1.212s |
0m0.156s |
no solution found |
t????b |
0m0.216s |
0m0.205s |
0m0.209s |
8m42.716s |
0m0.086s |
0m7.435s |
|
|
0m0.223s |
0m0.239s |
|
0m0.004s |
0m0.001s |
0m2.385s |
0m7.620s |
|
0m0.218s |
0m0.243s |
|
0m0.003s |
0m0.001s |
0m2.452s |
0m7.568s |
|
t????j |
0m0.221s |
0m0.219s |
0m0.220s |
|
|
0m0.357s |
|
|
0m0.243s |
0m0.250s |
invalid soln |
0m0.112s |
0m0.114s |
|
0m0.362s |
|
0m0.241s |
0m0.262s |
invalid soln |
0m0.104s |
0m0.111s |
|
0m0.370s |
|
t??t |
0m0.038s |
0m0.038s |
0m0.037s |
0m47.137s |
0m0.106s |
0m0.160s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
v?????4 |
invalid soln |
invalid soln |
partially correct |
invalid soln |
0m0.007s |
partially correct |
|
|
0m0.271s |
0m0.276s |
|
0m0.192s |
0m0.200s |
|
0m7.464s |
|
0m0.483s |
0m0.496s |
|
0m0.062s |
0m0.035s |
0m21.156s |
0m3.507s |
|
v?????2 |
0m0.006s |
0m0.006s |
0m0.006s |
0m3.578s |
0m0.001s |
0m0.032s |
0m3.461s |
|
0m0.004s |
0m0.005s |
0m1.935s |
0m0.002s |
0m0.001s |
0m0.023s |
0m0.020s |
0m1.629s |
0m0.004s |
0m0.004s |
0m1.937s |
0m0.001s |
0m0.001s |
0m0.023s |
0m0.016s |
0m1.614s |
w?????4 |
0m0.059s |
0m0.060s |
0m0.059s |
1m15.171s |
0m0.070s |
0m0.471s |
0m56.558s |
|
0m0.054s |
0m0.056s |
|
0m0.003s |
0m0.002s |
0m1.182s |
0m0.458s |
0m55.203s |
0m0.054s |
0m0.056s |
|
0m0.002s |
0m0.002s |
0m1.194s |
0m0.444s |
0m54.303s |
w?????7 |
0m0.017s |
0m0.017s |
0m0.016s |
0m20.646s |
0m0.068s |
0m0.051s |
0m6.402s |
|
0m0.010s |
0m0.010s |
0m5.234s |
0m0.002s |
0m0.001s |
0m0.069s |
0m0.052s |
0m5.079s |
0m0.010s |
0m0.010s |
0m5.329s |
0m0.001s |
0m0.001s |
0m0.070s |
0m0.049s |
0m5.197s |
w???a |
0m0.018s |
0m0.018s |
0m0.019s |
0m23.053s |
0m0.047s |
0m0.062s |
0m7.496s |
|
0m0.026s |
0m0.028s |
0m30.614s |
0m0.003s |
0m0.002s |
0m0.814s |
0m0.086s |
0m9.982s |
0m0.026s |
0m0.026s |
0m31.401s |
0m0.002s |
0m0.002s |
0m0.809s |
0m0.080s |
0m9.988s |
w????h |
0m0.072s |
0m0.073s |
0m0.073s |
0m44.129s |
0m0.002s |
0m1.164s |
|
|
0m0.074s |
0m0.075s |
|
0m0.002s |
0m0.001s |
0m0.660s |
no solution found |
|
0m0.231s |
extra solns |
|
0m0.001s |
|
|
|
|
w????2 |
0m0.013s |
0m0.013s |
0m0.012s |
0m15.085s |
0m0.033s |
0m0.042s |
0m4.972s |
|
0m0.013s |
0m0.014s |
0m15.591s |
0m0.003s |
0m0.002s |
0m0.488s |
0m0.070s |
0m10.532s |
0m0.025s |
0m0.026s |
0m16.051s |
0m0.003s |
0m0.002s |
0m0.489s |
0m0.088s |
0m11.032s |
w????s |
0m0.084s |
0m0.082s |
0m0.081s |
0m23.954s |
0m0.001s |
0m0.888s |
1m32.473s |
|
0m0.123s |
0m0.132s |
0m35.391s |
0m0.002s |
0m0.001s |
0m0.159s |
0m1.409s |
|
0m0.127s |
0m0.130s |
0m34.769s |
0m0.001s |
0m0.001s |
0m0.156s |
0m1.369s |
|
w?????5 |
0m0.429s |
0m0.431s |
0m0.427s |
2m12.418s |
0m0.003s |
0m8.899s |
|
|
0m0.430s |
|
|
0m0.003s |
0m0.001s |
0m1.595s |
invalid soln |
|
0m0.432s |
0m0.448s |
|
0m0.002s |
0m0.001s |
0m1.587s |
missing solns |
|
w?????6 |
0m1.305s |
0m1.580s |
0m1.320s |
|
partially correct |
0m18.031s |
|
|
0m0.067s |
0m0.068s |
invalid soln |
0m0.002s |
0m0.001s |
0m0.243s |
0m0.642s |
|
0m0.066s |
0m0.067s |
|
|
0m0.001s |
0m0.241s |
missing solns |
|
w???3 |
0m0.048s |
0m0.047s |
0m0.048s |
0m0.629s |
0m0.002s |
0m0.619s |
0m6.449s |
|
0m0.180s |
0m0.187s |
0m5.487s |
0m0.014s |
0m0.003s |
0m0.220s |
0m1.762s |
0m22.256s |
0m1.615s |
0m1.774s |
|
0m0.303s |
0m0.182s |
|
0m12.450s |
|
y?????2 |
0m0.461s |
0m0.456s |
0m0.470s |
invalid soln |
0m1.287s |
0m4.592s |
|
|
|
|
|
|
0m0.015s |
0m14.935s |
|
|
|
|
|
|
0m0.015s |
0m15.181s |
|
|
y?c |
0m0.075s |
0m0.076s |
0m0.077s |
0m9.444s |
0m0.010s |
0m0.530s |
0m57.326s |
|
0m0.045s |
0m0.047s |
|
0m0.006s |
0m0.004s |
0m3.602s |
0m1.132s |
|
0m0.202s |
0m0.207s |
|
0m0.003s |
0m0.002s |
0m2.162s |
0m2.118s |
|
y???2 |
0m0.019s |
0m0.019s |
0m0.020s |
0m0.488s |
0m0.001s |
0m0.190s |
0m12.283s |
|
0m0.172s |
0m0.177s |
|
0m0.002s |
0m0.001s |
0m0.053s |
0m2.281s |
|
0m0.177s |
0m0.182s |
|
0m0.001s |
0m0.001s |
0m0.056s |
0m2.269s |
|
y?????7 |
0m0.255s |
0m0.236s |
0m0.189s |
0m0.510s |
0m0.030s |
|
|
|
0m0.013s |
0m0.013s |
0m0.232s |
0m0.002s |
0m0.001s |
0m0.007s |
0m0.244s |
0m2.255s |
0m0.085s |
0m0.087s |
0m1.631s |
0m0.001s |
0m0.001s |
0m0.016s |
0m3.951s |
|
z?????3 |
0m0.121s |
0m0.121s |
0m0.128s |
0m25.668s |
0m0.003s |
0m1.011s |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
z?????3 |
0m0.015s |
0m0.015s |
0m0.015s |
0m3.012s |
0m0.003s |
0m0.043s |
0m5.234s |
|
0m0.050s |
0m0.052s |
|
0m0.011s |
0m0.001s |
0m0.983s |
0m1.016s |
|
0m0.058s |
0m0.061s |
0m23.254s |
0m0.003s |
0m0.001s |
0m0.997s |
0m0.261s |
0m32.369s |
The 99 student submissions with at least 15 correct answers in under a minute on these 24 provided puzzle tests continued in the competition...
Algorithm Optimization Notes
banthc: I used a breadth first search, and the used a
queue to implement the same. I am also saving states to filter out
visited nodes. I stop when the visualization does not change from one
move to the other.
blancm3: Convergent board states are checked for using
a map, and if that board state was reached at a lower moves count, the
branch is terminated. Each recursive call receives a pair of ints,
representing the last robot that moved (and started that recursive
call) and the inverse of the last direction moved in. This way, the
next call is disallowed from moving that robot in the opposite
direction that it just moved in. Finally, when solutions are found,
the max count is lowered to the moves count of that solution, so that
less efficient branches, whether or not the contain a solution, are
terminated earlier and earlier as solutions are found.
changg4: Does not go through any recursion if a robot
does not move. Does not go to a place that is exactly the same as
before. In visualize only cares about the visualized robot for the
last move.
dilanm: Pass things by reference, try to not copy
things. Breadth-first search. Checked to see if it was ever at that
board state before. If it was then it would check to see if it was
able to get there in shorter moves before. If that was true then it
would end that branch cause there was no reason to continue to go on a
that branch cause it could be done faster elsewhere.
dongr2: Incrementing search: Start with
max_moves=1. When max_move is specified, it incrementally do separate
searches up to max_move, unless the board is solved. If the program is
doing visualize, it also ends when every grid is filled. When
max_move is not specified, it searches up to point when incrementing
moves to be search does not change the board, then continue for
EXTRA_TRIAL times. In the search algorithm, if one robot does not
move after a movement, the recursion simply skips and return since it
makes no sense to enter one more level on the same spot. Also, when a
board is solved (without -all_solutions), the search terminates
immediately. When -all_solutions is specified, the search never goes
deeper than the movement where the first solve is found. Also, if one
robot moves in one direction, this robot does not move in the opposite
in the adjacent next step, saving around 80% of time.
espinm3: If my function finds a path that leads to all
the robots in the right goals, then my function will stop looking for
paths (that are greater than goal path) then continue to look for the
rest of the goal paths with the same amout moves. This reduces
unnessecary possible paths that the robot can take, but don't need to
because we are looking for the least amount of moves. Also, if a robot
lands on a goal spot that is specified for it, then this robot will
stop moving and let the other robots go. Also, my algorithm won't let
a robot move in the opposite direction that it moved previously.
feldhr2: Performance enhancement centered around
eliminating duplicate branches of the board tree. I used a map
[board,depth] with custom operator< to sort. Then if board was found =
or greater than the current depth, the branch of the tree was
discarded. Also if the robot doesn't move, the branch is
discarded. The opposite of the previous move cannot be used either.
If I go left, next move can't be right, because that would be equal to
the previous move going right. These were the main performance
enhancements.
goubew: The robots can not move backwards. The moves
will never go over the current shortest solution found.
gundea: I used a map of the robots positions to speed
up the searching. This makes seeing if I was at a place before a lot
quicker than using a vector or list.
hirats: Makes sure that if a robot does not go back and
forth -- saves about half the time. In the later moves, this made
sure that the recursive solve didn't keep on trying to solve lost
cases that would not be able to reach all the goals in the remaining
moves. Everytime the function wants to move a robot in a direction,
it checks the vector to see if the move would be moving the robot
toward that previous position. If that is true, the robot would simply
be moving back and forth, and so we don't move the robot in the
direction. The robot can move back toward that position if moving it
initially, has served a purpose. In the recursive visualize function,
I added conditions so that it would not unnecessarily move the
nonvisualized robots in the later moves.
ibarls: I create my own implementation of a hash table
to prevent the O(log n) time, of the regular set or map. I use a
breadth-first search for visualize, so I check each "layer" or all
nodes of movements at a certain depth before moving to the next
layer. This is generally faster than depth first search, because it
searches the shortest paths first.
kolosd:
Overall
Winner from Fall 2013 (code was updated & improved)
mcdona3: Map to store combinations of the positions the
robots reached as vectors of ints that would have an int of at which
count the robots reached that position as the value. If the robots
were already at the same position in the same number of less of moves
the function will be prevented from calling itself again and the
current count will replace the value stored for that vecttor in the
map. If the position is not in the map it is added. This prevents the
program from repeating the same paths. There are also if statements
that prevent the same robot from moving back to its previous position.
mcnelk: Depth-limited search, only went down a branch
if it hasn't been already searched to an equal or greater depth. For
visualize, calculate first if any location can't be reached, then use
that to know when it is done. Check in the beginning if there are a
mismatch between robots and goals. Used a hash table and maps to
minimize search time for previous states.
millej16: Store a vector of pointers to Configurations,
indicating which still need to be searched. This way, I can search
only one move deeper each iteration. This ensures the fastest
solution will always be found and that the visualization does not take
longer than necessary. Implemented a custom HashTable class.
olssol: I tried to optimize memory usage by reducing
the range of values that can be held. Int is not used within any of
the data classes, only unsigned char is instead. Things that don't
need to have their own copy receive a reference (in function), or a
pointer (if a class object).
pomaj: I make sure that once the robot moved ahead it
does not go back. I checked that the the robot does not go to the
opposite direction, e.g. if it goes north I compare this direction
with south.
renj: For visualize, only move the particular observed
robot for the last movement. Not-go-back optimization: A robot will
not move in reversed directions in adjacent moves. Already-occured
optimization: If the whole borad goes back to a status that has
already occured in the history of this route, the program will not try
further moves on this route. Calculate "min-moves", updated every
time we find a shorter solution. Use containers as few as
possible. For have-to-be-used containers, use as simple template
classes as possible. For strings like "south", "north", create a
vector for them and use their index during processing. If an element
in a container need to be called for multiple times, call a const or
non-const reference to it. Do not create the same variable for
multiple times.
sengs: Changed from recursive to iterative. Changed
from Depth First Search to Breadth First Search. Changed previous
states data structure from a vector of vectors of states to an
unordered set of unsigned long long. Changed robot positions vector
of robots being manipulated into a unsigned long long and used bitwise
like operations to manipulate positions. Changed robot path vector of
vector of strings into a vector of unsigned long long storing the path
using bitwise like operations. All of these improvements cut my times
by about a factor of 3-4.
vecchc2: Asserts are removed except in main.cpp.
Instead of strings, moveRobot uses a char for the direction.
walkeb7: Checks previous move to determine which
permutations to skip, specifically skipping north and south
permutations if the previous move was north OR south, and skipping
west and east permutations if the previous move was east OR west, if
the next robot to be moved is the robot that was moved previously.
youngr7: Implementation of a hash table to keep track
of board states that have been reached. Every time a move is made,
the state of the board is checked against a very simple hashset
implementation to see if that board state has already been reached
while at a lesser search depth. If it has, no more are made from
there. Other improvements consisted of eliminating excess
copying. The board was changed to a single dimensional char array to
allow for the fastest copying possible (std::memcpy), as was the
vector of robots. The walls vectors were made static members as was
the goals vector and the master robots vector, as this information did
not need to be copied for each and every board state.
Student Designed Puzzles
1 2 3
+----+----+----+
| |
1| A B C |
| |
+ + + +
| |
2| D E F |
| |
+ + + +
| |
3| G H a |
| |
+----+----+----+
|
abramj4.txt
Reachable by robot A:
0 4 9
4 7 10
9 10 13
6 different 13 move solutions
|
1 2 3 4 5 6
+----+----+----+----+----+----+
| | |
1| Bc | A |
| | |
+ + + + + + +
| | |
2| | |
| | |
+----+ + + + + +
| |
3| |
| |
+ + + + + +----+
| | |
4| | D b |
| | |
+ + + + + +----+
| |
5| |
| |
+ + + + + + +
| |
6| C |
| |
+----+----+----+----+----+----+
|
blancm3_1.txt
Reachable by robot B:
0 5 1 5 5 7
1 8 2 6 5 6
4 8 9 8 6 5
6 8 10 7 9 10
5 7 6 8 4 5
3 4 2 4 3 4
Reachable by robot C:
6 4 5 4 5 5
7 8 6 5 5 4
2 7 7 8 4 3
4 7 9 5 9 10
2 7 7 7 4 1
1 3 4 3 3 0
132 different 13 move solutions
|
1 2 3 4 5 6 7 8
+----+----+----+----+----+----+----+----+
| |
1| B |
| |
+ +----+ + +----+ + + +
| | |
2| ? | |
| | |
+ + + + + + + + +
| |
3| ? |
| |
+ + + + + + + + +
| |
4| |
| |
+ + + + + + + + +
| | |
5| | |
| | |
+ + +----+ + + + + +
| | |
6| | A |
| | |
+----+----+----+----+----+----+----+----+
|
blancm3_2.txt
Reachable by robot A:
3 2 9 4 7 6 5 1
8 7 8 3 6 11 13 2
8 8 13 9 12 . . 9
7 . 11 13 12 . . 6
4 9 9 10 5 6 . 5
5 6 1 4 6 6 4 0
Reachable by robot B:
0 6 5 5 5 4 2 1
4 3 4 6 7 14 11 5
7 12 11 11 12 . . 6
8 12 12 13 12 . . 9
6 8 5 9 6 3 . 2
1 2 4 4 6 4 3 3
60 different 19 move solutions
|
1 2 3 4 5 6 7
+----+----+----+----+----+----+----+
| |
1| X Y |
| |
+ + + + + + + +
| |
2| Z |
| |
+ + + + + + + +
| |
3| |
| |
+ + + + + + + +
| |
4| ? |
| |
+ + + + + + + +
| |
5| |
| |
+ + + + + + + +
| |
6| |
| |
+ + + + + + + +
| |
7| |
| |
+----+----+----+----+----+----+----+
|
cundit.txt
Reachable by robot X:
0 4 4 7 4 2 2
4 6 8 11 10 5 5
4 8 13 15 13 8 4
7 11 15 19 15 11 7
4 10 13 15 14 9 5
2 5 8 11 9 6 3
2 5 4 7 5 3 3
82 different 19 move solutions
|
1 2 3 4 5 6 7 8 9 10 11 12 13 14
+----+----+----+----+----+----+----+----+----+----+----+----+----+----+
| |
1| A a |
| |
+ + + + + + + + + + + + + + +
| |
2| B |
| |
+ + + + + + + + + + + + + + +
| |
3| C |
| |
+ + + + + + + + + + + + + + +
| |
4| D |
| |
+ + + + + + + + + + + + + + +
| |
5| E |
| |
+ + + + + + + + + + + + + + +
| |
6| F |
| |
+ + + + + + + + + + + + + + +
| |
7| G |
| |
+ + + + + + + + + + + + + + +
| |
8| H |
| |
+ + + + + + + + + + + + + + +
| |
9| I |
| |
+ + + + + + + + + + + + + + +
| |
10| J |
| |
+----+----+----+----+----+----+----+----+----+----+----+----+----+----+
|
drogoj_1.txt
Reachable by robot A:
0 3 6 . . . . . . . . 5 3 1
2 4 . . . . . . . . . 6 3 3
3 4 . . . . . . . . . 5 4 3
4 4 . . . . . . . . . 6 5 3
5 4 . . . . . . . . . . 6 3
5 4 . . . . . . . . . . 6 3
5 4 . . . . . . . . . . 6 3
5 4 . . . . . . . . . . 6 3
5 4 . . . . . . . . . . 6 3
5 3 6 . . . . . . . . 6 4 2
111 different 6 move solutions
|
1 2 3
+----+----+----+
| |
1| Ab Bd |
| |
+ + + +
| |
2| Ca Dc |
| |
+----+----+----+
|
fangt_2.txt
Reachable by robot A:
0 2 3
3 4 6
3 different 6 move solutions
|
1 2 3 4 5 6 7
+----+----+----+----+----+----+----+
| |
1| ? A B ? |
| |
+ + + + + + + +
| |
2| |
| |
+ + + + + + + +
| |
3| |
| |
+ + + + + + + +
| |
4| ? C D ? |
| |
+----+----+----+----+----+----+----+
|
feldhr2_1.txt
Reachable by robot A:
1 0 3 3 1 2 2
4 5 6 7 5 5 4
2 1 5 6 3 3 2
2 2 3 3 2 4 3
24 different 4 move solutions
|
1 2 3 4 5 6
+----+----+----+----+----+----+
| |
1| A |
| |
+ + + + + + +
| |
2| |
| |
+ +----+----+----+ + +
| | |
3| | ? |
| | |
+ +----+----+----+ + +
| |
4| B |
| |
+ + + + + + +
| |
5| C |
| |
+----+----+----+----+----+----+
|
grimma_1.txt
Reachable by robot A:
1 0 7 4 2 1
2 1 8 5 5 2
3 4 7 . 8 3
3 4 7 3 5 2
2 4 6 4 3 3
Reachable by robot B:
2 4 3 5 3 2
3 5 4 6 5 3
4 5 7 . 7 4
1 4 0 6 3 1
2 3 1 5 2 3
Reachable by robot C:
2 3 2 5 4 1
3 4 3 6 6 2
4 4 7 . 7 3
4 4 6 3 6 4
1 3 5 2 4 0
no solutions
|
1 2 3 4 5 6 7 8
+----+----+----+----+----+----+----+----+
| | | |
1| A | | |
| | | |
+----+ + + + + + + +
| | | |
2| B | | |
| | | |
+ + + + + + + + +
| | | |
3| | | b |
| | | |
+----+ + + + + +----+ +
| | |
4| | |
| | |
+----+----+----+----+----+----+----+----+
|
ibarls_2.txt
Reachable by robot A:
0 1 6 7 4 8 10 5
6 5 9 10 8 13 . 12
5 4 5 9 8 12 11 12
3 2 6 6 3 7 14 6
Reachable by robot B:
5 2 3 4 4 8 10 5
0 1 9 11 8 13 . 12
1 4 2 9 8 12 11 12
3 2 3 5 3 7 14 6
14 different 11 move solutions
|
1 2 3 4 5 6
+----+----+----+----+----+----+
| | | |
1| | A | |
| | | |
+----+ + + + +----+
| |
2| ? |
| |
+ + + + + + +
| |
3| |
| |
+ + + + + + +
| |
4| |
| |
+ + + + + + +
| |
5| |
| |
+----+ + + + +----+
| | | |
6| | | |
| | | |
+----+----+----+----+----+----+
|
laut2_2.txt
Reachable by robot A:
. 0 . . 1 .
. . . . . .
. . . . . .
. . . . . .
. . . . . .
. 1 . . 2 .
no solutions
|
1 2 3 4 5 6 7 8 9
+----+----+----+----+----+----+----+----+----+
| |
1| A ? |
| |
+----+ + + + + + + + +
| | |
2| | |
| | |
+ +----+ + + + + + + +
| | |
3| | |
| | |
+ + +----+ + + + + + +
| | |
4| | |
| | |
+ + + +----+ + + + + +
| | |
5| | |
| | |
+ + + + +----+ + + + +
| | |
6| | |
| | |
+ + + + + +----+ + + +
| | |
7| | |
| | |
+ + + + + + +----+ + +
| | |
8| | |
| | |
+ + + + + + + +----+ +
| |
9| |
| |
+----+----+----+----+----+----+----+----+----+
|
laut2_3.txt
Reachable by robot A:
0 . . . 18 14 10 6 1
4 . . . . . . 5 .
9 8 . . . . 9 . .
13 . 12 . . 13 . . .
17 . . 16 17 . . . .
. . . 15 . 14 . . 15
. . 11 . . . 10 . 11
. 7 . . . . . 6 7
3 8 12 16 . . . . 2
1 different 18 move solutions
|
1 2 3 4 5 6 7 8 9
+----+----+----+----+----+----+----+----+----+
| |
1| A B |
| |
+ +----+----+----+ +----+----+----+ +
| | | |
2| | | |
| | | |
+ + + + + + + + + +
| | | |
3| | | |
| | | |
+ + + + + + + + + +
| | | |
4| | | |
| | | |
+ + + + + + + + + +
| | | |
5| | | |
| | | |
+ + + + + + + + + +
| | | |
6| | | |
| | | |
+ + + + + + + + + +
| | | |
7| | | |
| | | |
+ + + + + + + + + +
| | | | | |
8| | | ? | | |
| | | | | |
+ +----+----+----+----+----+----+----+ +
| |
9| C E D |
| |
+----+----+----+----+----+----+----+----+----+
|
laut2_4.txt
Reachable by robot A:
0 3 7 11 12 8 4 1 2
3 . . . . . . . 6
7 . . . . . . . 10
12 . . . . . . . 9
11 . . . . . . . 8
7 . . . . . . . 6
4 . . . 15 . . . 3
1 . . . 13 . . . 4
2 6 3 8 7 4 5 6 5
Reachable by robot C:
2 6 10 10 9 6 3 4 5
1 . . . 15 . . . 7
4 . . . . . . . 6
8 . . . . . . . 5
13 . . . . . . . 8
10 . . . . . . . 6
6 . . . 15 . . . 7
3 . . . 10 . . . 8
0 3 7 1 9 5 2 3 4
Reachable by robot E:
5 8 7 6 9 6 7 8 5
4 . . . 15 . . . 4
3 . . . . . . . 3
6 . . . . . . . 6
10 . . . . . . . 10
11 . . . . . . . 11
9 . . . . . . . 9
5 . . . 10 . . . 5
2 1 4 8 0 8 4 1 2
12 different 10 move solutions
|
1 2 3 4 5 6 7 8
+----+----+----+----+----+----+----+----+
| |
1| a B A b |
| |
+----+----+ +----+----+----+ +----+
| | | | | |
2| | | | | |
| | | | | |
+ + + + + + + + +
| | | | | |
3| | c | | C | |
| | | | | |
+----+----+----+----+----+----+----+----+
|
omallr3.txt
Reachable by robot A:
2 2 5 1 0 2 3 1
. . 8 . . . 6 .
. . 6 . . . 4 .
Reachable by robot B:
1 4 0 1 3 3 2 4
. . 8 . . . 3 .
. . 1 . . . 7 .
Reachable by robot C:
4 4 4 3 3 2 1 2
. . 8 . . . 3 .
. . 5 . . . 0 .
5 different 8 move solutions
|
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51
+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+
| |
1| |
| |
+ +----+----+----+----+ +----+----+----+ +----+----+----+ +----+----+----+ +----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+ +
| | | | | | | | | | | | | | | | | | | | | | | | | | | |
2| | A | | B | | C | | D | | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | | | |
+ + + +----+ + + +----+ + +----+ +----+ + +----+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
| | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
3| | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
+ + + + + + + +----+ + + + + + + +----+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
| | | | | | | | | | | | | | | | | | | | | | | | | | | | |
4| | | | | | | | | | | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | | | | |
+ + + +----+ + + +----+ + + + + + + +----+ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + +
| | | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
5| | a | | | | b | | c | | | | d | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
+ +----+----+----+----+ +----+ +----+ + +----+ + +----+ +----+ +----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+ +
| |
6| |
| |
+ +----+----+----+----+ +----+----+----+ +----+----+----+----+ + +----+ + +----+ +----+----+----+----+ +----+----+----+ +----+ + +----+ +----+----+----+----+ + +----+----+----+----+ +----+----+----+----+ +
| | | | | | | | | | | | | | | | | | | | | | | | | |
7| | | | E | | | | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | |
+ + +----+----+----+ +----+ +----+ + +----+----+ + + + + + + + + +----+----+----+ +----+ +----+ + + + + + + +----+----+ + + + +----+----+----+ + +----+----+----+ +
| | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
8| | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
+ + +----+----+----+ + + + + + +----+----+ +----+ + + + + + + + + + + + + + + + + + + + + +----+----+ +----+ + +----+----+----+ + +----+----+----+ +
| | | | | | | | | | | | | | | | | | | | | | | | | |
9| | | | | | | | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | |
+ +----+----+----+ + + + + + + +----+----+----+ + + + + + + + + + + + + + + + + + + + + + +----+----+----+ + + +----+----+----+ +----+----+----+ + +
| | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
10| | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | | | | | |
+ +----+----+----+ + + + + + + + + + + + + +----+----+ + + +----+----+----+ + + + + + +----+----+ + + + + + + + + +----+----+----+ +----+----+----+ + +
| | | | | | | | | | | | | | | | | | | | | | | | | |
11| | | | e | | | | | | | | | | | | | | | | | | | | | |
| | | | | | | | | | | | | | | | | | | | | | | | | |
+ +----+----+----+----+ + +----+ + +----+ + + +----+ +----+----+----+----+ +----+----+----+----+ + +----+ + +----+----+----+----+ +----+ + + +----+ +----+----+----+----+ +----+----+----+----+ +
| |
12| |
| |
+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+----+
|
wennis.txt
Reachable by robot A:
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. 0 . . 1 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. 1 . . 2 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
Reachable by robot B:
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . 0 . 1 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . 1 . 2 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
Reachable by robot C:
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . 1 0 1 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . 1 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
Reachable by robot D:
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . 0 . 1 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . 1 . 2 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
Reachable by robot E:
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . 1 0 1 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . 1 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
10080 different 8 move solutions
|
1 2 3
+----+----+----+
| |
1| B A F |
| |
+ + + +
| |
2| C J G |
| |
+ + + +
| |
3| D K H |
| |
+ + + +
| |
4| E a I |
| |
+----+----+----+
|
zhongh3.txt
Reachable by robot A:
5 0 5
6 3 6
9 8 9
14 13 14
4 different 13 move solutions
|
Testing Results for Student Puzzles
  |
visualize accessibility |
  |
abramj4 A_13 |
blancm3_1 C_13 |
blancm3_2 A_15 |
cundit X_19 |
drogoj_1 A_6 |
fangt_2 A_6 |
feldhr2_1 A_10 |
grimma_1 A_14 |
ibarls_2 B_14 |
laut2_2 A_4 |
laut2_3 A_18 |
laut2_4 C_18 |
omallr3 A_8 |
wennis B_5 |
zhongh3 A_14 |
angelk3 |
0m0.582s |
|
|
|
0m2.682s |
0m0.002s |
|
|
|
0m0.001s |
0m0.087s |
|
0m0.036s |
0m0.024s |
0m6.022s |
bajwab |
|
|
0m6.512s |
|
0m2.351s |
0m0.001s |
|
|
0m0.969s |
0m0.001s |
0m0.001s |
|
0m0.006s |
0m0.016s |
|
baldrt |
0m0.014s |
|
|
|
|
0m0.002s |
|
|
0m6.986s |
0m0.001s |
0m0.001s |
|
0m0.026s |
0m0.253s |
0m0.133s |
banthc |
partially correct |
0m4.136s |
0m0.040s |
partially correct |
0m12.488s |
0m0.004s |
0m2.300s |
0m0.267s |
0m0.017s |
0m0.001s |
0m0.002s |
partially correct |
0m0.008s |
0m0.010s |
0m0.992s |
barteg |
0m0.085s |
|
0m1.529s |
|
0m22.197s |
0m0.005s |
|
|
0m0.617s |
0m0.001s |
0m0.005s |
|
0m0.041s |
0m0.285s |
0m0.689s |
behnkj |
0m0.015s |
|
|
|
0m10.533s |
0m0.002s |
|
|
0m3.520s |
0m0.001s |
0m0.001s |
|
0m0.016s |
0m0.058s |
0m0.119s |
blancm3 |
0m0.024s |
|
0m1.485s |
|
|
0m0.003s |
|
|
0m0.435s |
0m0.001s |
0m0.001s |
|
0m0.021s |
0m0.784s |
0m0.178s |
braune |
0m0.035s |
|
|
|
0m21.161s |
0m0.003s |
|
|
|
0m0.001s |
0m0.020s |
|
0m0.100s |
0m0.155s |
0m0.267s |
changg4 |
0m0.036s |
|
|
|
0m5.522s |
0m0.002s |
0m5.221s |
|
|
0m0.001s |
0m0.007s |
|
0m0.052s |
0m0.059s |
partially correct |
chanp4 |
0m0.022s |
|
|
|
invalid soln |
0m0.003s |
|
|
|
0m0.001s |
0m0.020s |
|
0m0.102s |
0m0.646s |
invalid soln |
chens15 |
0m0.068s |
|
|
|
0m29.533s |
0m0.003s |
|
|
0m6.257s |
0m0.001s |
0m0.002s |
|
0m0.065s |
0m0.187s |
0m0.614s |
china5 |
0m0.101s |
|
0m3.023s |
|
|
0m0.012s |
|
|
0m1.091s |
0m0.001s |
0m0.007s |
|
0m0.068s |
0m4.589s |
0m0.838s |
chowdr |
0m0.013s |
|
|
|
0m21.783s |
0m0.002s |
|
|
0m7.037s |
0m0.001s |
0m0.001s |
|
0m0.027s |
0m0.138s |
0m0.120s |
coopem4 |
0m0.346s |
0m31.334s |
0m0.037s |
|
|
0m0.007s |
0m10.953s |
0m4.157s |
0m0.014s |
0m0.001s |
0m0.001s |
|
0m0.009s |
0m0.074s |
0m6.097s |
cutler |
0m0.019s |
0m4.443s |
0m0.018s |
0m1.148s |
0m2.824s |
0m0.002s |
0m2.837s |
0m0.473s |
0m0.007s |
0m0.001s |
0m0.001s |
0m3.800s |
0m0.003s |
0m0.011s |
0m0.172s |
dervaa |
0m0.013s |
|
|
|
0m4.300s |
0m0.001s |
|
|
0m1.662s |
0m0.001s |
0m0.001s |
|
0m0.010s |
0m0.027s |
0m0.114s |
dilanm |
0m0.017s |
|
0m0.175s |
|
0m17.515s |
0m0.002s |
|
|
0m0.066s |
0m0.001s |
0m0.001s |
|
0m0.008s |
0m0.078s |
0m0.149s |
dongr2 |
partially correct |
|
|
|
0m5.107s |
0m0.002s |
partially correct |
|
0m1.622s |
0m0.001s |
0m0.002s |
|
0m0.013s |
0m0.030s |
0m0.153s |
drogoj |
|
0m18.560s |
|
|
0m12.900s |
0m0.013s |
0m0.311s |
|
0m3.520s |
0m0.001s |
0m0.001s |
|
0m0.025s |
0m0.008s |
|
espinm3 |
0m0.008s |
|
|
|
0m2.945s |
0m0.001s |
|
|
0m1.747s |
0m0.001s |
0m0.001s |
|
0m0.009s |
0m0.024s |
0m0.060s |
feldhr2 |
0m0.055s |
|
0m0.595s |
|
0m18.973s |
0m0.003s |
|
|
0m0.245s |
0m0.001s |
0m0.001s |
|
0m0.016s |
0m0.134s |
0m0.502s |
georgc5 |
0m0.065s |
|
|
|
|
0m0.004s |
0m14.229s |
|
0m8.042s |
0m0.001s |
0m0.002s |
|
0m0.053s |
0m0.271s |
0m0.478s |
girisa |
|
0m53.431s |
|
0m5.813s |
|
0m0.050s |
|
0m1.852s |
0m0.031s |
0m0.001s |
0m0.001s |
|
0m0.091s |
|
|
goubew |
0m0.014s |
|
|
|
0m49.220s |
0m0.003s |
|
|
|
0m0.001s |
0m0.003s |
|
0m0.042s |
0m0.561s |
0m0.111s |
gundea |
0m0.016s |
|
0m0.170s |
|
0m53.952s |
0m0.002s |
|
|
0m0.079s |
0m0.001s |
0m0.001s |
|
0m0.007s |
0m0.121s |
0m0.159s |
hamrej |
0m0.063s |
|
0m0.024s |
0m7.634s |
0m11.097s |
0m0.002s |
|
0m2.596s |
0m0.009s |
0m0.001s |
0m0.001s |
|
0m0.004s |
0m0.016s |
0m1.045s |
hirats |
0m0.006s |
|
partially correct |
|
0m0.387s |
0m0.001s |
|
|
partially correct |
0m0.001s |
0m0.001s |
|
0m0.003s |
0m0.006s |
0m0.040s |
ibarls |
0m0.032s |
0m1.391s |
0m0.014s |
0m0.131s |
|
0m0.014s |
0m0.832s |
0m0.073s |
0m0.013s |
0m0.011s |
0m0.013s |
0m1.464s |
0m0.012s |
0m0.017s |
0m0.646s |
kolosd |
0m0.001s |
0m0.144s |
0m0.002s |
0m0.017s |
|
0m0.001s |
0m0.067s |
0m0.010s |
0m0.001s |
0m0.001s |
0m0.001s |
0m0.236s |
0m0.001s |
|
|
lallh |
0m0.008s |
|
|
|
0m6.435s |
0m0.001s |
|
|
0m2.499s |
0m0.001s |
0m0.001s |
|
0m0.011s |
0m0.035s |
0m0.055s |
lalvaz |
0m0.335s |
|
0m0.288s |
|
|
0m0.008s |
|
|
0m0.086s |
0m0.001s |
0m0.009s |
|
0m0.027s |
0m0.165s |
|
larosa2 |
0m0.014s |
|
|
|
0m14.240s |
0m0.002s |
|
|
0m2.679s |
0m0.001s |
0m0.001s |
|
0m0.019s |
0m0.089s |
0m0.108s |
lingeb2 |
0m0.019s |
|
0m0.219s |
|
0m25.711s |
0m0.002s |
|
|
0m0.079s |
0m0.001s |
0m0.001s |
|
0m0.009s |
0m0.099s |
0m0.193s |
linh6 |
0m0.083s |
|
0m0.609s |
|
|
0m0.008s |
|
|
0m0.258s |
0m0.001s |
0m0.002s |
|
0m0.032s |
0m1.433s |
0m0.812s |
linr2 |
0m0.007s |
|
|
|
0m2.994s |
0m0.001s |
|
|
0m1.551s |
0m0.001s |
0m0.001s |
|
0m0.008s |
0m0.046s |
0m0.058s |
litwab |
0m0.083s |
|
0m0.054s |
|
|
0m0.002s |
0m9.108s |
|
0m0.039s |
0m0.001s |
0m0.001s |
|
0m0.005s |
0m0.065s |
0m5.606s |
liuy23 |
partially correct |
|
0m0.083s |
|
partially correct |
0m0.001s |
0m24.303s |
0m4.416s |
0m0.036s |
0m0.001s |
0m0.001s |
|
0m0.004s |
0m0.054s |
partially correct |
macelm |
0m0.034s |
0m41.029s |
0m0.221s |
|
0m10.712s |
0m0.002s |
0m1.890s |
|
0m0.139s |
0m0.001s |
0m0.002s |
|
0m0.013s |
0m0.050s |
0m0.256s |
matlap |
0m0.035s |
|
|
|
0m15.342s |
0m0.002s |
|
|
0m3.986s |
0m0.001s |
0m0.001s |
|
0m0.024s |
0m0.091s |
0m0.343s |
mcdona3 |
0m0.027s |
0m15.778s |
0m0.082s |
0m5.409s |
0m5.010s |
0m0.002s |
0m8.186s |
0m1.869s |
0m0.025s |
0m0.001s |
0m0.001s |
0m15.158s |
0m0.007s |
0m0.051s |
0m0.211s |
mcnelk |
0m0.042s |
0m0.504s |
0m0.018s |
0m0.915s |
0m1.582s |
0m0.002s |
0m0.220s |
0m0.419s |
0m0.008s |
0m0.001s |
0m0.001s |
0m3.146s |
0m0.004s |
0m0.009s |
0m0.330s |
millej16 |
0m0.177s |
0m11.383s |
0m0.005s |
0m0.370s |
|
0m0.002s |
0m2.117s |
0m0.211s |
0m0.003s |
0m0.001s |
0m0.001s |
|
0m0.003s |
0m0.013s |
0m7.096s |
mortim |
partially correct |
|
0m0.082s |
invalid soln |
|
partially correct |
|
0m2.148s |
0m0.021s |
0m0.001s |
0m0.002s |
partially correct |
partially correct |
0m0.015s |
invalid soln |
olssol |
0m0.012s |
|
|
|
0m11.871s |
0m0.002s |
|
|
|
0m0.001s |
0m0.002s |
|
0m0.023s |
0m0.074s |
0m0.091s |
pomaj |
0m0.006s |
|
|
|
0m6.628s |
0m0.001s |
|
|
0m1.978s |
0m0.001s |
0m0.001s |
|
0m0.010s |
0m0.034s |
0m0.062s |
renj |
0m0.005s |
|
0m7.693s |
|
0m1.534s |
0m0.001s |
|
|
0m1.431s |
0m0.001s |
0m0.001s |
|
0m0.008s |
0m0.022s |
0m0.034s |
sengs |
0m0.007s |
0m33.001s |
0m0.030s |
0m6.045s |
|
0m0.001s |
0m0.977s |
0m2.011s |
0m0.029s |
0m0.001s |
0m0.001s |
|
0m0.003s |
|
|
spadap2 |
0m0.020s |
|
|
|
0m50.042s |
0m0.003s |
|
|
|
0m0.001s |
0m0.003s |
|
0m0.047s |
0m0.549s |
0m0.168s |
vecchc2 |
0m0.004s |
|
|
|
0m2.522s |
0m0.001s |
|
|
0m2.006s |
0m0.001s |
0m0.001s |
|
0m0.010s |
0m0.019s |
0m0.026s |
wuy13 |
0m0.170s |
0m42.086s |
0m0.297s |
|
0m15.971s |
0m0.006s |
0m21.352s |
0m4.653s |
0m0.094s |
0m0.001s |
0m0.005s |
0m51.200s |
0m0.027s |
0m0.329s |
0m1.388s |
yeec2 |
0m0.094s |
0m48.350s |
0m0.029s |
|
|
0m0.001s |
0m15.441s |
0m6.522s |
0m0.007s |
0m0.001s |
0m0.001s |
|
0m0.003s |
0m0.020s |
0m3.730s |
youngr7 |
0m0.051s |
0m6.257s |
0m0.994s |
|
|
0m0.003s |
0m2.262s |
0m1.914s |
0m0.198s |
0m0.003s |
0m0.316s |
|
0m0.104s |
|
0m0.688s |
  |
one solution |
  |
abramj4 13 |
blancm3_1 13 |
blancm3_2 19 |
cundit 19 |
drogoj_1 6 |
fangt_2 6 |
feldhr2_1 4 |
grimma_1 15 |
ibarls_2 11 |
laut2_2 15 |
laut2_3 18 |
laut2_4 10 |
omallr3 8 |
wennis 8 |
zhongh3 13 |
bajwab |
0m0.008s |
|
|
|
0m3.088s |
0m0.001s |
0m0.004s |
|
0m0.055s |
0m0.001s |
0m0.005s |
0m20.955s |
0m0.008s |
invalid soln |
0m0.030s |
baldrt |
0m0.041s |
|
|
|
|
0m0.003s |
no solution found |
|
0m0.343s |
0m0.001s |
0m0.007s |
|
0m0.033s |
|
0m0.165s |
banthc |
no solution found |
no solution found |
no solution found |
no solution found |
0m2.204s |
0m0.004s |
0m0.012s |
0m0.267s |
0m0.012s |
0m0.001s |
0m0.006s |
0m0.434s |
0m0.008s |
no solution found |
0m0.562s |
behnkj |
0m0.019s |
|
|
|
0m16.465s |
0m0.002s |
0m0.014s |
|
0m0.290s |
0m0.001s |
0m0.005s |
|
0m0.028s |
0m42.334s |
0m0.078s |
blancm3 |
0m0.027s |
|
0m4.117s |
|
|
0m0.004s |
0m0.057s |
|
0m0.132s |
0m0.001s |
0m0.005s |
0m25.748s |
0m0.023s |
0m35.303s |
0m0.103s |
changg4 |
0m0.023s |
|
|
|
0m0.945s |
0m0.002s |
0m0.004s |
|
0m0.137s |
0m0.001s |
0m0.010s |
0m30.344s |
0m0.033s |
0m5.429s |
0m0.136s |
chanp4 |
0m0.030s |
|
|
|
no solution found |
0m0.004s |
0m0.010s |
|
0m0.622s |
0m0.002s |
0m0.044s |
|
0m0.083s |
0m44.504s |
no solution found |
chenc15 |
0m0.031s |
0m4.243s |
0m0.018s |
0m0.508s |
0m0.611s |
0m0.002s |
0m0.004s |
0m0.249s |
0m0.005s |
0m0.001s |
0m0.005s |
0m0.183s |
0m0.004s |
invalid soln |
0m0.245s |
chenga2 |
0m0.011s |
|
|
|
0m4.375s |
0m0.001s |
0m0.001s |
|
0m0.132s |
0m0.001s |
0m0.005s |
0m38.303s |
0m0.004s |
0m0.192s |
0m0.038s |
chowdr |
0m0.006s |
|
|
|
0m3.445s |
0m0.001s |
0m0.004s |
|
0m0.035s |
0m0.001s |
0m0.005s |
0m16.569s |
0m0.006s |
invalid soln |
0m0.022s |
coopem4 |
0m0.334s |
0m28.868s |
0m0.278s |
0m8.257s |
0m13.517s |
0m0.007s |
0m0.049s |
0m3.957s |
0m0.027s |
0m0.001s |
0m0.007s |
0m1.524s |
0m0.025s |
0m0.309s |
0m1.756s |
cundit |
|
|
0m0.110s |
0m9.116s |
|
0m0.001s |
0m0.002s |
|
0m0.008s |
|
0m0.005s |
0m0.411s |
0m0.003s |
0m0.425s |
|
cutler |
0m0.018s |
0m4.488s |
0m0.035s |
0m1.171s |
0m2.864s |
0m0.002s |
0m0.013s |
0m0.516s |
0m0.004s |
0m0.001s |
0m0.005s |
0m0.189s |
0m0.004s |
0m0.042s |
0m0.085s |
dervaa |
0m0.019s |
|
|
|
0m0.489s |
0m0.002s |
0m0.003s |
|
0m0.074s |
0m0.001s |
0m0.005s |
0m16.714s |
0m0.014s |
0m3.016s |
0m0.120s |
dilanm |
0m0.067s |
|
0m0.736s |
|
|
0m0.005s |
0m0.108s |
|
0m0.088s |
0m0.001s |
0m0.006s |
0m8.674s |
0m0.017s |
0m7.449s |
0m0.291s |
dongr2 |
0m0.019s |
|
|
|
0m0.388s |
0m0.002s |
0m0.002s |
|
0m0.041s |
0m0.001s |
0m0.006s |
0m11.413s |
0m0.011s |
0m1.976s |
0m0.122s |
drogoj |
|
|
|
|
0m0.961s |
0m0.023s |
0m0.002s |
|
0m0.052s |
0m0.001s |
0m0.005s |
|
0m0.025s |
0m2.009s |
|
espinm3 |
0m0.011s |
|
|
|
0m5.715s |
0m0.002s |
0m0.008s |
|
0m0.135s |
0m0.001s |
0m0.005s |
0m40.784s |
0m0.013s |
invalid soln |
0m0.041s |
feldhr2 |
0m0.077s |
|
0m2.561s |
|
0m21.684s |
0m0.004s |
0m0.023s |
|
0m0.091s |
0m0.001s |
0m0.006s |
0m15.034s |
0m0.028s |
0m12.893s |
0m0.442s |
georgc5 |
0m0.044s |
|
|
|
0m4.581s |
0m0.004s |
0m0.011s |
|
0m0.156s |
0m0.001s |
0m0.005s |
0m46.728s |
0m0.039s |
invalid soln |
0m0.244s |
girisa |
0m0.122s |
|
|
|
|
0m0.048s |
|
|
0m0.073s |
0m0.001s |
0m0.005s |
|
0m0.091s |
invalid soln |
0m0.814s |
goubew |
0m0.015s |
|
|
|
0m51.218s |
0m0.003s |
0m0.033s |
|
0m0.625s |
0m0.001s |
0m0.006s |
|
0m0.046s |
|
0m0.062s |
gundea |
0m0.020s |
|
0m2.888s |
|
|
0m0.003s |
0m0.041s |
|
0m0.251s |
0m0.001s |
0m0.006s |
|
0m0.018s |
|
0m0.079s |
hamrej |
0m0.116s |
|
0m0.037s |
0m9.112s |
|
0m0.003s |
0m0.061s |
0m3.420s |
0m0.007s |
0m0.001s |
0m0.005s |
0m1.201s |
0m0.005s |
invalid soln |
0m1.064s |
hirats |
0m0.009s |
|
|
no solution found |
0m2.807s |
0m0.001s |
0m0.002s |
|
0m0.063s |
0m0.001s |
0m0.005s |
0m23.134s |
0m0.003s |
no solution found |
0m0.034s |
ibarls |
0m0.025s |
|
0m0.361s |
0m27.518s |
|
0m0.012s |
0m0.014s |
|
0m0.025s |
0m0.011s |
0m0.015s |
0m2.308s |
0m0.016s |
0m1.401s |
0m0.147s |
kolosd |
0m0.001s |
0m0.072s |
0m0.003s |
0m0.011s |
|
0m0.001s |
0m0.003s |
0m0.006s |
0m0.002s |
0m0.001s |
0m0.004s |
0m0.008s |
0m0.001s |
|
|
lallh |
0m0.014s |
|
|
|
0m6.871s |
0m0.002s |
0m0.006s |
|
0m0.150s |
0m0.001s |
0m0.005s |
0m46.695s |
0m0.017s |
invalid soln |
0m0.049s |
larosa2 |
0m0.018s |
|
|
|
0m17.568s |
0m0.002s |
0m0.016s |
|
0m0.231s |
|
0m0.005s |
|
0m0.027s |
invalid soln |
0m0.072s |
lingeb2 |
0m0.022s |
|
0m0.722s |
|
0m27.170s |
0m0.002s |
0m0.018s |
|
0m0.031s |
0m0.001s |
0m0.005s |
0m6.156s |
0m0.011s |
0m4.805s |
0m0.109s |
linh6 |
0m0.051s |
|
0m1.165s |
|
|
0m0.004s |
0m0.044s |
|
0m0.059s |
0m0.001s |
0m0.005s |
0m13.377s |
0m0.020s |
invalid soln |
0m0.235s |
linr2 |
0m0.008s |
no solution found |
no solution found |
|
0m2.957s |
no solution found |
no solution found |
|
0m0.068s |
0m0.001s |
0m0.005s |
|
no solution found |
no solution found |
0m0.032s |
litwab |
0m0.179s |
|
0m0.082s |
0m48.244s |
|
0m0.003s |
0m0.068s |
|
0m0.022s |
0m0.001s |
0m0.005s |
0m5.645s |
0m0.006s |
invalid soln |
0m2.211s |
liuy23 |
no solution found |
|
|
|
0m6.514s |
0m0.002s |
0m0.011s |
|
0m0.141s |
0m0.001s |
0m0.005s |
0m56.892s |
0m0.018s |
invalid soln |
0m0.027s |
macelm |
0m0.035s |
|
0m0.670s |
|
0m11.546s |
0m0.004s |
0m0.023s |
|
0m0.039s |
0m0.001s |
0m0.006s |
0m4.872s |
0m0.019s |
0m2.677s |
0m0.223s |
maderr2 |
0m0.024s |
|
|
|
|
0m0.010s |
0m0.054s |
|
0m1.003s |
0m0.001s |
0m0.005s |
|
0m0.205s |
|
0m0.092s |
matlap |
0m0.039s |
|
|
|
0m24.070s |
0m0.002s |
0m0.015s |
|
0m0.321s |
0m0.001s |
0m0.005s |
|
0m0.032s |
0m33.425s |
0m0.196s |
mcnelk |
0m0.028s |
0m2.271s |
0m0.039s |
0m0.727s |
0m0.260s |
0m0.003s |
0m0.005s |
0m0.404s |
0m0.009s |
0m0.005s |
0m0.010s |
0m0.100s |
0m0.005s |
0m0.035s |
0m0.163s |
millej16 |
no solution found |
|
0m0.021s |
0m0.413s |
|
no solution found |
0m0.012s |
0m0.226s |
0m0.005s |
0m0.001s |
0m0.006s |
0m0.931s |
0m0.004s |
0m0.460s |
no solution found |
olssol |
0m0.001s |
|
|
|
0m11.738s |
0m0.002s |
0m0.009s |
|
0m0.004s |
0m0.001s |
0m0.005s |
|
0m0.023s |
invalid soln |
0m0.037s |
pomaj |
0m0.023s |
|
|
|
0m57.553s |
0m0.003s |
0m0.034s |
|
0m0.738s |
0m0.001s |
0m0.007s |
|
0m0.054s |
|
0m0.091s |
qim |
0m0.039s |
|
|
|
|
0m0.004s |
0m0.049s |
|
0m0.512s |
0m0.001s |
0m0.006s |
|
0m0.050s |
|
0m0.161s |
renj |
0m0.011s |
|
|
|
0m0.802s |
0m0.002s |
0m0.003s |
|
0m0.057s |
0m0.001s |
0m0.005s |
0m18.562s |
0m0.013s |
0m4.920s |
0m0.060s |
reynob3 |
0m1.460s |
|
0m2.680s |
|
|
0m0.005s |
0m0.163s |
|
0m0.077s |
0m0.001s |
0m0.005s |
|
0m0.027s |
0m52.664s |
|
sengs |
0m0.026s |
|
0m0.258s |
0m33.564s |
|
0m0.003s |
0m0.037s |
|
0m0.037s |
0m0.001s |
0m0.005s |
0m3.598s |
0m0.010s |
|
|
sheny9 |
0m0.018s |
|
|
|
0m0.802s |
0m0.002s |
0m0.003s |
|
0m0.064s |
0m0.001s |
0m0.005s |
0m15.183s |
0m0.016s |
invalid soln |
0m0.105s |
vecchc2 |
0m0.004s |
|
|
|
0m1.117s |
0m0.001s |
0m0.002s |
|
0m0.050s |
0m0.001s |
0m0.005s |
0m9.879s |
0m0.008s |
0m3.544s |
0m0.011s |
walkeb7 |
0m0.011s |
|
|
|
0m3.787s |
0m0.002s |
0m0.005s |
|
0m0.081s |
0m0.001s |
0m0.005s |
0m29.634s |
0m0.011s |
0m11.972s |
0m0.041s |
wennis |
0m0.085s |
|
|
|
|
0m0.007s |
0m0.080s |
|
0m0.291s |
0m0.001s |
0m0.005s |
|
0m0.057s |
|
0m0.436s |
youngr7 |
0m0.020s |
0m11.934s |
0m0.137s |
0m3.663s |
0m7.284s |
0m0.003s |
0m0.049s |
0m1.748s |
0m0.010s |
0m0.001s |
0m0.005s |
0m0.358s |
0m0.007s |
0m0.075s |
0m0.119s |
  |
all solutions |
  |
abramj4 13 |
blancm3_1 13 |
blancm3_2 19 |
cundit 19 |
drogoj_1 6 |
fangt_2 6 |
feldhr2_1 4 |
grimma_1 15 |
ibarls_2 11 |
laut2_2 15 |
laut2_3 18 |
laut2_4 10 |
omallr3 8 |
wennis 8 |
zhongh3 13 |
bajwab |
0m0.008s |
|
|
|
0m3.151s |
0m0.001s |
0m0.004s |
|
0m0.054s |
0m0.001s |
0m0.001s |
0m21.416s |
0m0.007s |
missing solns |
0m0.031s |
behnkj |
0m0.018s |
|
|
|
0m16.676s |
0m0.002s |
0m0.014s |
|
0m0.302s |
0m0.001s |
0m0.002s |
|
0m0.028s |
0m42.552s |
0m0.076s |
blancm3 |
0m0.027s |
|
0m4.406s |
|
|
0m0.004s |
0m0.058s |
|
0m0.132s |
0m0.001s |
0m0.002s |
0m26.229s |
0m0.023s |
0m33.995s |
0m0.104s |
changg4 |
0m0.039s |
|
|
|
0m14.703s |
0m0.002s |
0m0.011s |
|
0m0.414s |
0m0.001s |
0m0.007s |
|
0m0.059s |
0m39.793s |
0m0.152s |
chenga2 |
0m0.010s |
|
|
|
0m4.226s |
0m0.001s |
0m0.001s |
|
0m0.133s |
0m0.001s |
0m0.001s |
0m39.515s |
0m0.004s |
0m0.395s |
0m0.037s |
chowdr |
0m0.005s |
|
|
|
0m3.425s |
0m0.001s |
0m0.004s |
|
0m0.035s |
0m0.001s |
0m0.001s |
0m16.678s |
0m0.005s |
missing solns |
0m0.022s |
cundit |
no solution found |
|
0m0.131s |
0m12.430s |
no solution found |
0m0.001s |
0m0.006s |
0m4.760s |
0m0.012s |
0m0.001s |
0m0.001s |
0m0.915s |
0m0.003s |
0m1.254s |
no solution found |
cutler |
0m0.019s |
|
0m0.408s |
0m59.552s |
0m55.213s |
0m0.002s |
0m0.030s |
|
0m0.023s |
0m0.001s |
0m0.001s |
0m5.578s |
0m0.009s |
0m4.655s |
0m0.105s |
dervaa |
0m0.033s |
|
|
|
0m6.900s |
0m0.002s |
0m0.008s |
|
0m0.191s |
0m0.001s |
0m0.002s |
0m54.280s |
0m0.025s |
0m21.543s |
0m0.136s |
dilanm |
0m0.064s |
|
0m0.732s |
|
|
0m0.005s |
0m0.109s |
|
0m0.088s |
0m0.001s |
0m0.002s |
0m8.721s |
0m0.016s |
0m7.639s |
0m0.288s |
dongr2 |
0m0.031s |
|
|
|
0m5.634s |
0m0.002s |
0m0.005s |
|
0m0.108s |
0m0.001s |
0m0.002s |
0m38.712s |
0m0.017s |
missing solns |
0m0.136s |
drogoj |
|
|
|
|
|
0m0.081s |
0m0.003s |
|
0m0.093s |
0m0.001s |
0m0.001s |
|
0m0.042s |
0m4.904s |
|
espinm3 |
0m0.011s |
|
|
|
0m5.694s |
0m0.001s |
0m0.008s |
|
0m0.135s |
0m0.001s |
0m0.001s |
0m40.078s |
0m0.013s |
extra solns |
0m0.043s |
feldhr2 |
0m0.081s |
|
0m2.564s |
|
0m27.047s |
0m0.004s |
0m0.027s |
|
0m0.093s |
0m0.001s |
0m0.002s |
0m15.824s |
0m0.027s |
0m14.004s |
0m0.435s |
georgc5 |
0m0.072s |
|
|
|
|
0m0.005s |
0m0.038s |
|
0m0.426s |
0m0.001s |
0m0.002s |
|
0m0.062s |
|
0m0.268s |
girisa |
0m0.102s |
|
|
|
|
0m0.046s |
|
|
0m0.084s |
0m0.001s |
0m0.002s |
|
0m0.091s |
missing solns |
0m0.824s |
goubew |
0m0.014s |
|
|
|
0m51.296s |
0m0.003s |
0m0.032s |
|
0m0.625s |
0m0.001s |
0m0.003s |
|
0m0.045s |
|
0m0.062s |
gundea |
0m0.019s |
|
0m3.494s |
|
|
0m0.003s |
0m0.040s |
|
0m0.223s |
0m0.001s |
0m0.002s |
|
0m0.016s |
|
0m0.085s |
hirats |
0m0.009s |
|
|
no solution found |
0m2.797s |
0m0.001s |
0m0.002s |
|
0m0.060s |
0m0.001s |
0m0.001s |
0m23.132s |
0m0.003s |
no solution found |
0m0.035s |
ibarls |
0m0.031s |
|
0m0.366s |
0m31.776s |
|
0m0.013s |
0m0.020s |
|
0m0.030s |
0m0.011s |
0m0.012s |
0m4.153s |
0m0.016s |
0m3.328s |
0m0.179s |
kolosd |
0m0.002s |
0m0.744s |
0m0.005s |
0m0.027s |
|
0m0.001s |
0m0.005s |
0m0.012s |
0m0.002s |
0m0.001s |
0m0.001s |
0m0.019s |
0m0.001s |
|
|
lallh |
0m0.013s |
|
|
|
0m7.139s |
0m0.002s |
0m0.006s |
|
0m0.147s |
0m0.001s |
0m0.002s |
0m46.232s |
0m0.016s |
extra solns |
0m0.051s |
larosa2 |
0m0.021s |
|
|
|
0m17.483s |
0m0.003s |
0m0.016s |
|
0m0.241s |
0m0.001s |
0m0.001s |
|
0m0.028s |
0m50.789s |
0m0.086s |
lingeb2 |
0m0.021s |
|
0m0.750s |
|
0m26.585s |
0m0.002s |
0m0.018s |
|
0m0.032s |
0m0.001s |
0m0.002s |
0m5.972s |
0m0.011s |
0m4.991s |
0m0.107s |
linh6 |
0m0.048s |
|
0m1.160s |
|
|
0m0.004s |
0m0.044s |
|
0m0.057s |
0m0.001s |
0m0.002s |
0m13.327s |
0m0.019s |
missing solns |
0m0.233s |
linr2 |
0m0.008s |
no solution found |
no solution found |
|
0m2.884s |
no solution found |
no solution found |
|
0m0.068s |
0m0.001s |
0m0.001s |
|
no solution found |
no solution found |
0m0.031s |
litwab |
0m0.174s |
|
0m0.082s |
0m48.015s |
|
0m0.003s |
0m0.068s |
|
0m0.021s |
0m0.001s |
0m0.001s |
0m5.713s |
0m0.005s |
missing solns |
0m2.204s |
macelm |
0m0.034s |
|
0m0.690s |
|
0m11.288s |
0m0.002s |
0m0.009s |
|
0m0.036s |
|
0m0.003s |
0m3.711s |
0m0.013s |
0m2.801s |
0m0.135s |
maderr2 |
0m0.023s |
|
|
|
|
0m0.010s |
0m0.055s |
|
0m0.995s |
0m0.001s |
0m0.002s |
|
0m0.202s |
|
0m0.094s |
matlap |
0m0.041s |
|
|
|
0m22.053s |
0m0.002s |
0m0.015s |
|
0m0.339s |
0m0.001s |
0m0.002s |
|
0m0.032s |
0m34.215s |
0m0.196s |
mcnelk |
0m0.042s |
0m3.494s |
0m0.042s |
0m0.831s |
0m1.572s |
0m0.004s |
0m0.009s |
0m0.430s |
0m0.009s |
0m0.005s |
0m0.007s |
0m0.144s |
0m0.006s |
extra solns |
0m0.177s |
millej16 |
no solution found |
|
0m0.022s |
0m0.397s |
|
no solution found |
0m0.013s |
0m0.226s |
0m0.005s |
0m0.001s |
0m0.003s |
missing solns |
0m0.004s |
missing solns |
|
olssol |
0m0.012s |
|
|
|
0m11.397s |
0m0.002s |
0m0.009s |
|
0m0.338s |
0m0.001s |
0m0.002s |
|
0m0.022s |
missing solns |
0m0.045s |
pomaj |
0m0.022s |
|
|
|
0m56.699s |
0m0.003s |
0m0.037s |
|
0m0.691s |
|
0m0.003s |
|
0m0.054s |
|
0m0.090s |
qim |
0m0.038s |
|
|
|
|
0m0.004s |
0m0.050s |
|
0m0.497s |
0m0.001s |
0m0.002s |
|
0m0.049s |
|
0m0.162s |
renj |
0m0.015s |
|
|
|
|
0m0.015s |
0m0.121s |
|
|
0m0.001s |
0m0.001s |
|
0m0.019s |
0m35.024s |
0m0.060s |
sengs |
0m0.043s |
|
0m0.274s |
0m44.135s |
|
0m0.003s |
0m0.117s |
|
0m0.064s |
0m0.001s |
0m0.001s |
0m7.697s |
0m0.008s |
|
|
vecchc2 |
0m0.004s |
|
|
|
0m1.116s |
0m0.001s |
0m0.002s |
|
0m0.049s |
0m0.001s |
0m0.002s |
0m9.931s |
0m0.007s |
0m3.711s |
0m0.011s |
walkeb7 |
0m0.012s |
|
|
|
0m3.899s |
0m0.001s |
0m0.005s |
|
0m0.078s |
0m0.001s |
0m0.001s |
0m29.828s |
0m0.011s |
0m12.003s |
0m0.042s |
wennis |
0m0.082s |
|
|
|
|
0m0.007s |
0m0.083s |
|
0m0.294s |
0m0.001s |
0m0.001s |
|
0m0.057s |
|
0m0.443s |
youngr7 |
0m0.030s |
|
0m0.282s |
0m40.235s |
|
0m0.004s |
0m0.201s |
|
0m0.049s |
0m0.001s |
0m0.001s |
0m8.388s |
0m0.008s |
0m2.947s |
0m0.133s |
HW6 Ricochet Robot Contest Results
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Original Design:
"Blockhead" by Bill Cutler Puzzles, Inc.
Overall Winner
Runner-ups overall contest performance
Severin Ibarluzea
Blake Lingenau
Richard Young
James Miller
Chris Vecchio
Shinya Hirata
Alexander McDonald
Mason Cooper
Most challenging puzzles
Honorable mentions for interesting puzzles
Samuel Wenninger
Tyler Lau
Amelia Grimm Blauw
John Drogo
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