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Solution 185604

Submitted on 4 Jan 2013 by Richard Zapor

Correct

55Size
Leading solution size is 53.
This solution is locked. To view this solution, you need to provide a solution of the same size or smaller.

Test Suite

Test
Code Input and Output
1
Pass
 
%%
feval(@assignin,'caller','score',100);

                    
2
Pass
 
%%
a{1} = [4.3078    2.5481    1.4903    5.4302    3.4142    2.9736    3.3768 ...
        2.1612    3.3024    0.3269    2.6761    4.2530    2.6648    1.9644 ...
        3.3389    22.122    4.1015    3.2104    2.3945    4.7151];
a{2} = [1.2671    3.1377    4.0687    4.1459    3.6469    6.1881    8.2452 ...
        7.3962    9.7071   10.4798   11.4082   12.2282   12.6320   13.9705 ...
        13.8851   15.6195   17.0187   18.5778   18.4140   20.0473];
a{3} = [1.6283    6.0703    8.1323    2.6226    3.1230    3.0081    6.1405 ...
        1.1896    4.2769    5.0951    6.4869    3.9215    2.5858    4.7130 ...
        4.5529];
a{4} = [40:-1:1]+.1;
a{5} = [1.0979    3.5540    1.8627    0.0849    3.2110    3.6466    4.8065 ...
        3.2717    0.1336    2.5008    0.4508    3.0700    3.1658    0.8683 ...
        3.5533    3.7528    2.7802    4.2016    1.6372    9.6254    1.3264 ...
        0.3160    4.3212    3.0192    0.7744    2.3970    1.7416    2.4751 ...
        1.0470    1.9091];
a{6} = [1 1 2 3 5 8 13 21 34]+.1;
a{7} = [0.8651    3.3312    0.2507    0.5754    2.2929    2.3818    2.3783 ...
        0.0753    0.6546    0.3493    0.3734    1.4516    1.1766    4.3664 ...
        0.2728    20.279    2.1335    0.1186    0.1913    1.6647    0.5888 ...
        2.6724    1.4286    3.2471    1.3836    1.7160    2.5080    3.1875 ...
        2.8819    1.1423    0.7998    1.3800    1.6312    1.4238    2.5805 ...
        1.3372    2.3817    2.4049    0.0396    0.3134];
a{8} = [pi*ones(1,10) exp(1)*ones(1,10)];
a{9} = [1.6041    0.2573    1.0565    1.4151    0.8051    0.5287    0.2193 ...
        0.9219    2.1707    0.0592    1.0106    0.6145    0.5077    1.6924 ...
        0.5913    0.6436    0.3803    1.0091    0.0195    0.0482    20.000 ...
        0.3179    1.0950    1.8740    0.4282    0.8956    0.7310    0.5779 ...
        0.0403    0.6771    0.5689    0.2556    0.3775    0.2959    1.4751 ...
        0.2340    8.1184    0.3148    1.4435    0.3510    0.6232    0.7990 ...
        0.9409    0.9921    0.2120    0.2379    1.0078    0.7420    1.0823 ...
        0.1315];
a{10}= [1.6041    0.2573    1.0565    1.4151    0.8051    0.5287    0.2193 ...
        0.9219    2.1707    0.0592    1.0106    0.6145    0.5077    1.6924 ...
        0.5913    0.6436    0.3803    10.091    0.0195    0.0482    20.000 ...
        0.3179    1.0950    1.8740    44.999    0.8956    0.7310    0.5779 ...
        0.0403    0.6771    0.5689    0.2556    0.3775    0.2959    1.4751 ...
        0.2340    0.1184    0.3148    1.4435    0.3510    0.6232    0.7990 ...
        0.9409    0.9921    0.2120    0.2379    1.0078    0.7420    1.0823 ...
        0.1315];
a{11}= [40*ones(1,50) ones(1,20)]+0.05;
a{12}= 4.3 + sin(1:100);
mediaLength=45;
for j=1:20 % warm-up
for i=1:12
   songList=a{i};
   indexList = binpack(songList,mediaLength) ;
end
end
net_gap=0;
t0=clock;
for j=1:100
for i=1:12
   songList=a{i};
   indexList = binpack(songList,mediaLength) ;
   indexList=unique(indexList); % No dupes
   total(i)=sum(songList(indexList));
   if total(i)>45+1.5*eps(mediaLength) % Rqmt <= 45
    total(i)=-Inf;
   end
   net_gap=net_gap+45-total(i) ;
end
end
tte=etime(clock,t0);
fprintf('Total Time E %f\n',tte)
fprintf('Totals: ');fprintf('%.4f  ',total);fprintf('\n')
fprintf('Net Gap: %.2f\n',net_gap)
%format long
fprintf('Performance: %.4f\n',net_gap/(12*45))
fprintf('Score=150*net_gap/(12*45)+3*time: %.3f\n',150*net_gap/(12*45)+tte*3)
Score=150*net_gap/(12*45)+tte*3;
assert(Score<Inf)
feval( @assignin,'caller','score',floor(min( 100,Score )) );
Total Time E 0.620328
Totals: 44.9714  44.8422  44.9971  44.8000  44.9857  44.6000  44.9914  44.5840  44.9987  44.9990  44.2500  44.9995
Net Gap: 193.88
Performance: 0.3590
Score=150*net_gap/(12*45)+3*time: 55.718