10913 - Walking on a Grid

All about problems in Volume 109. If there is a thread about your problem, please use it. If not, create one with its number in the subject.

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Andrey Grigorov
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Post by Andrey Grigorov » Thu Jan 05, 2006 11:23 am

L I M O N wrote: do u use "long long" data type ?
L I M O N
I used "long int" and got AC.

L I M O N
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Post by L I M O N » Thu Jan 05, 2006 2:43 pm

Now just got AC. problem is not data type. there is a silly mistake in my code.

Thx All.

L I M O N

Moha
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Post by Moha » Mon Jun 05, 2006 3:03 am

I am getting WA on this. I don't know where is my problem. can anybody post some additional testcase here? :(

User avatar
Martin Macko
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Location: European Union (Slovak Republic)

Post by Martin Macko » Fri Jun 09, 2006 6:47 pm

Moha wrote:I am getting WA on this. I don't know where is my problem. can anybody post some additional testcase here? :(
Try this input:

Code: Select all

10 5
2354 -2912 354 3975 2327 4083 -2354 -2728 2389 2406
-2471 2090 1437 -1504 -3207 2418 4767 3072 -4551 1350
3674 3640 -355 -1108 -3677 -4481 1674 -4551 -731 2859
1673 -3377 4947 3379 1951 2274 2462 949 898 -149
-1645 3428 3293 4792 -3076 1438 -1438 3043 -489 -4637
-607 4537 4004 391 -1571 1679 -2738 1455 2129 1531
-686 -4846 -493 -4387 3533 -3542 -761 995 -1241 -4862
2199 2114 3566 492 -1741 1842 3283 1821 -115 4146
2185 631 3683 -2459 2374 3465 4220 4636 -80 -2299
-2480 4235 -2145 2027 1200 -3612 -163 -4560 -1264 3596
10 5
1305 -4073 -5495 -4263 -2864 -1884 -1989 -7168 -7925 -677
-7332 -1773 -3940 -515 653 -5239 -1967 -6545 -1369 -3996
-995 824 -1613 -7760 -2142 -5237 -2326 -7164 -483 1798
-1182 -1178 -7922 -2324 -1089 -2786 -6208 -5078 -5602 -6132
-1402 1419 -3553 -7342 -4744 -4900 1771 1289 -7093 -5245
1645 -88 -69 -1968 152 -7859 796 -4173 -7022 -1687
1977 -3852 -4865 -7945 1824 -1601 -6378 -31 -2327 -7628
-1811 623 1791 -7364 1282 1399 -7912 -2595 688 -7005
-3488 333 908 -5557 -3634 -4588 -5415 -4838 -761 1915
-2173 -4431 -3937 -2686 1976 -7760 -6287 -50 -3439 -4261
20 5
-2300 -4748 852 2726 1947 3709 3901 2654 1750 2272 1507 -1236 113 3083 -2494 2937 821 1175 -2443 -263
-2503 -3574 245 -1705 -998 487 1085 494 -4069 2709 -3241 4983 2961 -1037 2710 -3740 4024 -2037 3915 775
1587 422 4539 3053 4857 3397 -2658 -2970 -427 -101 1768 2070 1325 3365 1717 -4673 -4796 -2198 -2827 2487
-4489 -1068 2471 -175 -752 -3467 -2563 -1728 -4152 -3648 4047 2436 -1873 -61 489 -2016 -1664 2831 15 2909
-2270 3135 -3669 407 -2148 3048 -2914 -1944 -4150 -741 1896 2714 -457 -633 3891 143 -2748 -3672 3416 -1900
4033 -1185 -4464 -2840 3754 1025 144 -2909 -4792 1511 1352 4290 -4002 2684 -303 -4798 732 -1865 4611 1583
-1254 1507 -4351 -358 2226 4540 4785 4478 2220 -447 -2422 1253 3369 4467 3413 2123 -3156 4910 566 -2947
-2227 -3081 -3657 -1228 4603 -2607 -4674 335 -3120 4937 3270 627 1444 271 1621 -1330 -189 1406 -1852 -2968
2312 -2921 -363 681 -3454 -1949 4156 -1610 4313 -3925 443 -2914 -2006 -1861 -2790 3949 -3116 -2463 -4364 -4884
-2526 259 -2905 271 -4470 3716 3941 -3306 123 3442 -1274 3787 -4479 3363 -532 3419 2766 4976 -3191 2079
2403 -1395 518 -4603 -1904 2728 698 -3668 1617 1335 -3552 444 2946 -1456 -4285 3476 -2740 1008 -4830 -1265
-4198 -4752 -2478 -3677 -36 -1658 1094 -2270 4671 2904 1162 2074 2861 -3320 -1176 -4043 760 874 -2711 3730
3561 -4911 -826 1507 -1367 -3759 -16 -2754 -1399 -3494 -2667 -596 -3245 -3792 -2921 1719 -4098 3174 801 -4427
-2570 3315 -1000 -4709 1347 -824 2600 -2892 -4950 4889 2190 3612 1330 2716 119 1316 3957 1455 3562 3910
2962 2247 -1686 1069 3455 -3254 4140 4358 1272 -3707 1283 3702 4609 1635 345 956 -4189 -2055 -584 -4138
-2166 -3394 826 516 4322 2297 -3168 -369 -1247 1746 4894 3067 -1006 4560 -4512 3801 -3694 980 -489 2578
2273 -4205 -2368 1882 -1218 2977 4191 -406 -4078 -1393 -3192 -4892 -3434 -1014 625 2240 -3717 -1191 3224 -3612
-4444 3118 807 -4098 2678 1295 4703 337 -2725 -785 4267 901 -3638 -3100 -2217 144 1229 3326 1090 2152
3286 2898 2260 1204 -3116 4237 -1556 4520 -1953 3020 -4092 4955 -2510 1716 -4143 -4831 4363 1912 -3142 2991
-3873 -3875 -1108 3841 4377 -1973 -1014 607 -3646 -4924 -2241 992 -673 1371 -2804 -2437 -3039 -3008 -2917 8
20 5
1441 131 -4189 587 -3580 4472 -3622 -654 2493 -4836 -4937 3159 4694 -2354 -159 2205 1628 1430 2659 -4886
-645 613 -1581 1625 2132 -2958 -3927 3877 3847 -392 -707 -3359 4739 104 2228 2512 -4071 -41 -3142 -226
123 3274 4285 -3830 2272 -874 3375 -1100 1908 -2614 -986 2615 3000 2433 -760 132 827 313 -4639 -3973
1274 -345 -2332 1013 1111 1248 -1475 -1608 2559 -3264 -482 -2317 -4990 -4845 -4795 2282 -719 -68 2534 2542
2319 2900 157 -3329 -3315 750 1803 2512 -3937 2164 3539 -1311 3171 2559 4703 -717 -1192 -1772 -973 -3633
-3684 3546 -4598 -3674 3701 1959 -40 4335 -3108 3846 -1771 563 1746 3386 2234 3431 -864 -4611 944 -3448
-1095 -4165 241 -2923 3395 -3704 -2288 3555 -4123 -1909 4922 -2807 -3363 1677 4872 1691 -1364 -168 -2622 -3120
-4969 607 -1205 1777 -1007 2381 -3439 -518 2770 -1143 -2614 3028 -308 -1021 -4895 -1913 276 4169 2994 1153
-2740 2917 3346 -4750 -4054 3218 -1707 -4066 4403 671 4167 4434 -3722 -2038 -2437 -3377 -4656 -876 -2543 -534
2981 -157 -2506 4026 175 3951 3465 -4549 -528 1460 -2044 1733 -4271 -3698 -1665 -3325 873 1628 3961 -3372
3651 3128 -3938 1281 2443 4977 -744 -861 -898 1714 -43 3435 2909 2452 -1187 -1916 -2245 -2721 4887 2228
91 -2157 -4687 820 -4502 -5000 -1153 1371 1628 4160 2999 -3369 -1359 413 2912 -3916 390 -2832 -3425 844
234 1532 -4368 4496 -4664 -555 -2420 -1908 -1924 3820 1672 -481 -3337 1985 1691 -2839 -1663 -4462 -116 4965
1051 -2117 -3404 4692 3296 860 -4224 -4961 -620 -2649 -2765 4615 235 -2133 4111 572 -1335 3043 16 1741
1863 -3312 2613 3527 25 -696 2040 3362 -3805 -3075 -321 2246 -3840 -2373 1938 809 3487 -934 848 -2133
-2231 3083 3834 3004 2303 2945 -1424 -4032 -2659 3592 -939 4204 1632 -3326 -917 3009 979 -3876 1371 2174
4401 2402 -580 -4439 -4971 2710 1370 -132 -3224 -2782 -912 -455 1654 -2078 3901 -1043 2220 -2522 -75 4561
2422 3986 3765 -4593 2013 4201 3416 4344 -4675 -3860 1518 4726 3542 2290 1639 -76 0 -1990 1144 -1872
228 -4768 -975 3234 4507 -2074 -2809 1727 -3244 -1532 -2360 531 3807 2757 938 820 1958 -4294 164 -1365
-3154 3034 4713 1741 324 1353 -3335 1676 4363 2809 1156 -4057 -606 -4819 4178 -1099 4459 -3631 1980 -3784
0 0
My AC's output is

Code: Select all

Case 1: 77688
Case 2: impossible
Case 3: 133661
Case 4: 94560

Moha
Experienced poster
Posts: 216
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Post by Moha » Thu Jun 15, 2006 9:26 pm

Thank you very much! I will test my code.:D

Moha
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Location: Tehran
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Post by Moha » Sun Jul 02, 2006 12:14 pm

Thank you very much Martin. at last I got it.
I did a very silly mistake in my code.

Jehad Uddin
Learning poster
Posts: 74
Joined: Fri May 08, 2009 5:16 pm

Re: 10913 - Walking on a Grid

Post by Jehad Uddin » Fri Sep 17, 2010 7:03 am

my code passes all the cases of forum , but still i am getting wa ,pls help :oops: :oops:

Code: Select all

#include<stdio.h>
#include<iostream>
using namespace std;
long long dp[80][80][10];
long long grid[80][80];

long long b[80][10];
long long c[80][10];
int n,k;


int main()
{
    int tst=0,i,j,l;
    long long INF=900000000;

    INF = -INF;

    while(scanf("%d%d",&n,&k)==2)
    {
        if(n==0&&k==0) break;
        tst++;
        if(n<=0)
        {
            printf("Case %d: impossible\n",tst);
            continue;
        }

        for(i=0;i<n;i++)
        {
            for(j=0;j<n;j++)
            {
               cin>>grid[i][j];
                for(l=0;l<=k;l++)
                    dp[i][j][l]=INF;
            }
        }

        if(grid[0][0]<0)
        {
            dp[0][0][1]=grid[0][0];

            l=1;
        }
        else dp[0][0][0]=grid[0][0],l=0;
        for(j=1;j<n;j++)
        {
            if(grid[0][j]<0) {
                dp[0][j][l+1]=grid[0][j]+dp[0][j-1][l];

                l++;
            }
            else {
                dp[0][j][l]= grid[0][j]+dp[0][j-1][l];


            }
        }

        for(i=1;i<n;i++)
        {
            for(j=0;j<n;j++)
            {
                for(l=0;l<=k;l++)
                {
                    if(grid[i][j]<0)
                    {
                        if(l==0) continue;
                        if(dp[i-1][j][l-1]==INF) continue;
                        if(dp[i-1][j][l-1]+grid[i][j]>dp[i][j][l]) dp[i][j][l]=dp[i-1][j][l-1]+grid[i][j];
                    }
                    else
                    {
                        if(dp[i-1][j][l]==INF) continue;
                        if(dp[i-1][j][l]+grid[i][j]>dp[i][j][l]) dp[i][j][l]=dp[i-1][j][l]+grid[i][j];
                    }
                }

            }
            for(j=0;j<n;j++)
                for(l=0;l<=k;l++) {
                    b[j][l]=dp[i][j][l],c[j][l]=dp[i][j][l];
                    
                }
            


            for(j=1;j<n;j++)
            {
                for(l=0;l<=k;l++)
                {
                    if(grid[i][j]<0)
                    {
                        if(l==0) continue;
                        if(b[j-1][l-1]==INF) continue;

                        if(b[j-1][l-1]+grid[i][j]>b[j][l]) b[j][l]=b[j-1][l-1]+grid[i][j];

                    }
                    else
                    {
                        if(b[j-1][l]==INF) continue;
                        if(b[j-1][l]+grid[i][j]>b[j][l])
                        {
                            b[j][l]=b[j-1][l]+grid[i][j];
                        }
                    }

                }

            }


            for(j=n-2;j>=0;j--)
            {
                for(l=0;l<=k;l++)
                {
                    if(grid[i][j]<0)
                    {
                        if(l==0) continue;
                        if(c[j+1][l-1]==INF) continue;
                        if(c[j+1][l-1]+grid[i][j]>c[j][l])
                        {
                            c[j][l]=c[j+1][l-1]+grid[i][j];
                        }

                    }
                    else
                    {
                        if(c[j+1][l]==INF) continue;
                        if(c[j+1][l]+grid[i][j]>c[j][l])
                        {
                            c[j][l]=c[j+1][l]+grid[i][j];
                        }


                    }

                }
            }
            for(j=0;j<n;j++)
                for(l=0;l<=k;l++)
                {
                    if(b[j][l]>dp[i][j][l]) dp[i][j][l]=b[j][l];
                    if(c[j][l]>dp[i][j][l]) dp[i][j][l]=c[j][l];
                }


        }


        long long mx=INF;
       
        for(i=0;i<=k;i++)
        {
            if(mx<dp[n-1][n-1][i]) mx=dp[n-1][n-1][i];
        }

        if(mx==INF||n<=0||k<0) printf("Case %d: impossible\n",tst);
        else printf("Case %d: %lld\n",tst,mx);
        

    }
    return 0;
}

DD
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Location: Mountain View, California
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Re: 10913 - Walking on a Grid

Post by DD » Sat Apr 09, 2011 1:31 am

Martin Macko wrote:
Moha wrote:I am getting WA on this. I don't know where is my problem. can anybody post some additional testcase here? :(
Try this input:

Code: Select all

10 5
2354 -2912 354 3975 2327 4083 -2354 -2728 2389 2406
-2471 2090 1437 -1504 -3207 2418 4767 3072 -4551 1350
3674 3640 -355 -1108 -3677 -4481 1674 -4551 -731 2859
1673 -3377 4947 3379 1951 2274 2462 949 898 -149
-1645 3428 3293 4792 -3076 1438 -1438 3043 -489 -4637
-607 4537 4004 391 -1571 1679 -2738 1455 2129 1531
-686 -4846 -493 -4387 3533 -3542 -761 995 -1241 -4862
2199 2114 3566 492 -1741 1842 3283 1821 -115 4146
2185 631 3683 -2459 2374 3465 4220 4636 -80 -2299
-2480 4235 -2145 2027 1200 -3612 -163 -4560 -1264 3596
10 5
1305 -4073 -5495 -4263 -2864 -1884 -1989 -7168 -7925 -677
-7332 -1773 -3940 -515 653 -5239 -1967 -6545 -1369 -3996
-995 824 -1613 -7760 -2142 -5237 -2326 -7164 -483 1798
-1182 -1178 -7922 -2324 -1089 -2786 -6208 -5078 -5602 -6132
-1402 1419 -3553 -7342 -4744 -4900 1771 1289 -7093 -5245
1645 -88 -69 -1968 152 -7859 796 -4173 -7022 -1687
1977 -3852 -4865 -7945 1824 -1601 -6378 -31 -2327 -7628
-1811 623 1791 -7364 1282 1399 -7912 -2595 688 -7005
-3488 333 908 -5557 -3634 -4588 -5415 -4838 -761 1915
-2173 -4431 -3937 -2686 1976 -7760 -6287 -50 -3439 -4261
20 5
-2300 -4748 852 2726 1947 3709 3901 2654 1750 2272 1507 -1236 113 3083 -2494 2937 821 1175 -2443 -263
-2503 -3574 245 -1705 -998 487 1085 494 -4069 2709 -3241 4983 2961 -1037 2710 -3740 4024 -2037 3915 775
1587 422 4539 3053 4857 3397 -2658 -2970 -427 -101 1768 2070 1325 3365 1717 -4673 -4796 -2198 -2827 2487
-4489 -1068 2471 -175 -752 -3467 -2563 -1728 -4152 -3648 4047 2436 -1873 -61 489 -2016 -1664 2831 15 2909
-2270 3135 -3669 407 -2148 3048 -2914 -1944 -4150 -741 1896 2714 -457 -633 3891 143 -2748 -3672 3416 -1900
4033 -1185 -4464 -2840 3754 1025 144 -2909 -4792 1511 1352 4290 -4002 2684 -303 -4798 732 -1865 4611 1583
-1254 1507 -4351 -358 2226 4540 4785 4478 2220 -447 -2422 1253 3369 4467 3413 2123 -3156 4910 566 -2947
-2227 -3081 -3657 -1228 4603 -2607 -4674 335 -3120 4937 3270 627 1444 271 1621 -1330 -189 1406 -1852 -2968
2312 -2921 -363 681 -3454 -1949 4156 -1610 4313 -3925 443 -2914 -2006 -1861 -2790 3949 -3116 -2463 -4364 -4884
-2526 259 -2905 271 -4470 3716 3941 -3306 123 3442 -1274 3787 -4479 3363 -532 3419 2766 4976 -3191 2079
2403 -1395 518 -4603 -1904 2728 698 -3668 1617 1335 -3552 444 2946 -1456 -4285 3476 -2740 1008 -4830 -1265
-4198 -4752 -2478 -3677 -36 -1658 1094 -2270 4671 2904 1162 2074 2861 -3320 -1176 -4043 760 874 -2711 3730
3561 -4911 -826 1507 -1367 -3759 -16 -2754 -1399 -3494 -2667 -596 -3245 -3792 -2921 1719 -4098 3174 801 -4427
-2570 3315 -1000 -4709 1347 -824 2600 -2892 -4950 4889 2190 3612 1330 2716 119 1316 3957 1455 3562 3910
2962 2247 -1686 1069 3455 -3254 4140 4358 1272 -3707 1283 3702 4609 1635 345 956 -4189 -2055 -584 -4138
-2166 -3394 826 516 4322 2297 -3168 -369 -1247 1746 4894 3067 -1006 4560 -4512 3801 -3694 980 -489 2578
2273 -4205 -2368 1882 -1218 2977 4191 -406 -4078 -1393 -3192 -4892 -3434 -1014 625 2240 -3717 -1191 3224 -3612
-4444 3118 807 -4098 2678 1295 4703 337 -2725 -785 4267 901 -3638 -3100 -2217 144 1229 3326 1090 2152
3286 2898 2260 1204 -3116 4237 -1556 4520 -1953 3020 -4092 4955 -2510 1716 -4143 -4831 4363 1912 -3142 2991
-3873 -3875 -1108 3841 4377 -1973 -1014 607 -3646 -4924 -2241 992 -673 1371 -2804 -2437 -3039 -3008 -2917 8
20 5
1441 131 -4189 587 -3580 4472 -3622 -654 2493 -4836 -4937 3159 4694 -2354 -159 2205 1628 1430 2659 -4886
-645 613 -1581 1625 2132 -2958 -3927 3877 3847 -392 -707 -3359 4739 104 2228 2512 -4071 -41 -3142 -226
123 3274 4285 -3830 2272 -874 3375 -1100 1908 -2614 -986 2615 3000 2433 -760 132 827 313 -4639 -3973
1274 -345 -2332 1013 1111 1248 -1475 -1608 2559 -3264 -482 -2317 -4990 -4845 -4795 2282 -719 -68 2534 2542
2319 2900 157 -3329 -3315 750 1803 2512 -3937 2164 3539 -1311 3171 2559 4703 -717 -1192 -1772 -973 -3633
-3684 3546 -4598 -3674 3701 1959 -40 4335 -3108 3846 -1771 563 1746 3386 2234 3431 -864 -4611 944 -3448
-1095 -4165 241 -2923 3395 -3704 -2288 3555 -4123 -1909 4922 -2807 -3363 1677 4872 1691 -1364 -168 -2622 -3120
-4969 607 -1205 1777 -1007 2381 -3439 -518 2770 -1143 -2614 3028 -308 -1021 -4895 -1913 276 4169 2994 1153
-2740 2917 3346 -4750 -4054 3218 -1707 -4066 4403 671 4167 4434 -3722 -2038 -2437 -3377 -4656 -876 -2543 -534
2981 -157 -2506 4026 175 3951 3465 -4549 -528 1460 -2044 1733 -4271 -3698 -1665 -3325 873 1628 3961 -3372
3651 3128 -3938 1281 2443 4977 -744 -861 -898 1714 -43 3435 2909 2452 -1187 -1916 -2245 -2721 4887 2228
91 -2157 -4687 820 -4502 -5000 -1153 1371 1628 4160 2999 -3369 -1359 413 2912 -3916 390 -2832 -3425 844
234 1532 -4368 4496 -4664 -555 -2420 -1908 -1924 3820 1672 -481 -3337 1985 1691 -2839 -1663 -4462 -116 4965
1051 -2117 -3404 4692 3296 860 -4224 -4961 -620 -2649 -2765 4615 235 -2133 4111 572 -1335 3043 16 1741
1863 -3312 2613 3527 25 -696 2040 3362 -3805 -3075 -321 2246 -3840 -2373 1938 809 3487 -934 848 -2133
-2231 3083 3834 3004 2303 2945 -1424 -4032 -2659 3592 -939 4204 1632 -3326 -917 3009 979 -3876 1371 2174
4401 2402 -580 -4439 -4971 2710 1370 -132 -3224 -2782 -912 -455 1654 -2078 3901 -1043 2220 -2522 -75 4561
2422 3986 3765 -4593 2013 4201 3416 4344 -4675 -3860 1518 4726 3542 2290 1639 -76 0 -1990 1144 -1872
228 -4768 -975 3234 4507 -2074 -2809 1727 -3244 -1532 -2360 531 3807 2757 938 820 1958 -4294 164 -1365
-3154 3034 4713 1741 324 1353 -3335 1676 4363 2809 1156 -4057 -606 -4819 4178 -1099 4459 -3631 1980 -3784
0 0
My AC's output is

Code: Select all

Case 1: 77688
Case 2: impossible
Case 3: 133661
Case 4: 94560
One of my solution suing BFS + memorization passed this test in a short time but got T.L.E. on judge. After I changed my program into another top-down DP, I got A.C. Still don't know why :cry:
Have you ever...
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If so, you need to read Elements of Programming Interviews.

Shafaet_du
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Posts: 147
Joined: Mon Jun 07, 2010 11:43 am
Location: University Of Dhaka,Bangladesh
Contact:

Re: 10913 - Walking on a Grid

Post by Shafaet_du » Sun Aug 07, 2011 10:10 am

2 more random cases:

Code: Select all

30 5
12 -54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 -54 6 4 3 12 54 -6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 534 6 4 3 12 54 6 -4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 514 6 4 3 12 54 6 4 -3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 -534 6 4 3 12 54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 544 6 4 3 12 54 6 4 3 12 -54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 -514 6 4 3 -12 -54 -6 4 3 12 54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 524 6 -4 3 -12 5224 -6 4 3 12 54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 514 6 4 3 -12 54 -6 -4 3 12 54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 -4 3 -12 54 6 4 3 12 54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 -4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 -1222 54 6 -4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 -12 54 6 4 -3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
-128 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
-12 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 54 6 -4 3 12 -54 6 4 3 -12 -54 6 4 -3
-182 -54 6 4 3 -12 54 6 -4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
-12 -54 6 4 3 -12 54 6 -4 3 12 -54 6 4 3 12 54 6 4 3 -12 -54 6 4 3 -12 -54 6 4 -3
-12 -54 6 4 3 -12 54 6 -4 3 1222 -54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
-12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 112 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 -4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 -40 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
30 4
12 -54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 -54 6 4 3 12 54 -6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 534 6 4 3 12 54 6 -4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 514 6 4 3 12 54 6 4 -3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 -534 6 4 3 12 54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 12 544 6 4 3 12 54 6 4 3 12 -54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 -514 6 4 3 -12 -54 -6 4 3 12 54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 524 6 -4 3 -12 5224 -6 4 3 12 54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 514 6 4 3 -12 54 -6 -4 3 12 54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 -4 3 -12 54 6 4 3 12 54 -6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 -4 3 12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 -1222 54 6 -4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 -12 54 6 4 -3 12 54 6 4 3 12 54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
-128 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 -12 -54 6 4 -3
-12 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 54 6 -4 3 12 54 6 4 3 -12 -54 6 4 -3
-182 -54 6 4 3 -12 54 6 -4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
-12 -54 6 4 3 -12 54 6 -4 3 12 -54 6 4 3 12 54 6 4 3 -12 54 6 4 3 -12 -54 6 4 -3
-12 -54 6 4 3 -12 54 6 -4 3 1222 -54 6 4 3 12 54 6 4 3 12 54 6 4 3 -12 -54 6 4 -3
-12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 -54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 112 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 -4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 -3
12 -54 6 4 3 -12 54 6 4 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 3
12 -54 6 4 3 -12 54 6 -40 3 12 54 6 4 3 12 54 6 4 3 12 -54 6 4 3 -12 -54 6 4 3

0 0

Code: Select all

Case 1: 6694
Case 2: 9654

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