5184. 【NOIP2017提高组模拟6.29】Gift (Standard IO)
Time Limits: 1000 ms Memory Limits: 262144 KB Detailed Limits
Description
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" 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" 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" 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0HC/kBABRBvPVTA5gLzaQh6ZId+QlTUn68QLM4o8OJUshf8PPRCfDsbgVBheviBSLxScepgVNB57WGqwnGMlH0ohOZe3ijmyaMYFacovO/3YWu1SIPitt9J0I6kq+mu5BHEeqRpJKEVC1SCv/Mge5BFKdQAnURI85iMD1gnFgwrti0AV7xy3fwqaUo0OLUwuOk8OIBVqJn7sPLYm71L9+PEGWue2f06sYJNghDKvL4Kn1zQa8mEFoA3rIeNU3iusFuEABDgi0KJ5CbHa/JrA67yD5EBC/nqdm4Kn3TtpOoHcQBx24doI1Lqe84gNso792ayiAz8mmcWO2BWrqLHoaUZURbFkYDOZKlaZwxsqdpg8bklR0ditmgH76dHY3CBGSQXAiRtuiXmau2sBheI5gcJ1+E2Q41gI5OoEEiGrBIZmTXVJhWOvuilRXLqtEuN5X5+hgWr+f4ZEyJn4yI8+7alAgsq6RFKC5fgh1yZerlXbij9VSIlrzNtAIDeWHHCvzfvafcgVtyRTjRluOzkaQy92Ipb/OZRsqZnV7eST0MFl9TNo7g1TbDsSlnNlgwk4yIWMJPzs3x2dO00Ru58zV9lJ1V6BKe6jgpOqBJ6FXN5Q/Zckq1IZYLHoowFwIGow+SO5GDuPmSbREVu2WgkiioDeMXgukmXJgbQiaF8GvqJZVdRGjrMGXuyC/wRlJH9kdDNkdawNCwuODB49zGKJ44iMhnmPJIwcdAkSfWVvC1VXYjKMNwHmlqdRUE52owe4RfmRE2zZ5WGgIjSIljapAEdysTa2NAVrnB1YUa0bUjxdVm9dOv4htgdfTGmu1RkswlZBDq9YjtDuKTgkleApeYzqsG7q1Ip3Zv37mloAp2tGcpBbVGtVDKRVpp9FMrdymAslpmqj4AIekbPQgzEluqwC98xv0RcDeiC36UvRDvJalMqsuNcoCyV2ZtO1FK8sJMEjqxBIpUdnIHaHcZkragH3wtu+e92Wk14UQdhwuwnnKJPDrZHRdjmaDp3BR1ZlvDAb0mYuJqZ5+3Acm+rreEBL7gdYEijvxNV9ZPe/FrVsJzHxSGHJVTwKaqkE+5Q1SoIfdM04xEneAnd874jcdNlCc6Pv6ycjB7bV9TMC/Bmt7imQXbEje7Q4KUU7BX5qMzhXAU3RZERzCjrAmF17bw9R8ztPIxX9ZGJh8ey4Q8imSSQ3qMfq6lMw/fyrI5hnaC47OnZw0oV9Cp7wC3ZyvkLOfCINwJWfhYOW+LjZHDc7l45K+iklpybjQYSQD0t6OKQMwhqugkyCt71XHKTAbj4XKo+LhHUyZEOkZLaM7RuLpZsAtJ4GU7MhjDIuqgHmuyX1u5pp/aV7srWxCHy2k04UdV6kSKNYyHIAVBG7lnOZnTTURDTo3rZXDZ30mDqiVrwr4d/VSidw7xT/2B4LzXkjKziEqf+dw/5DpufPym0nWqTCQ7NcBeYFbByXQyPWFccStcQxLg5sgpdMpDo1OmaYqEoMf2qspQa/utkptK6op+CPQ6C5PWhgGnHgpENKZIY/EsedCWmzIfPGUdxCcTp1sg93Kstkjtq3rOtSkYhy2aEoIM0Q2AXKzp2UmFHJEMVFcXJycN8xEfgVDgSValTAQNM9X0qNXcLfbg8HFUtMq1cHx1b7zOVHF4+PBhxeqApm3jXVuQu+nT7nZaR+3mnG5h+6RAsy/Esze4xykEIkdOeVzBCBrOGz1cDj6iLRGQSzMM93BZxj89kg5Is5WfHtXuCPySAyUhZTW+FShZI9q+Aocfyrl/1WZLI/2GQEzT5tLKHA1TXN7LQfi/elk1xJdCmNpfoU9hhQSFxI7yhdatXFu8z7/Sj2s4v4NxwwIYXuwEnFweiaPEdsPi/Y8xNcC48FUYikaoSq6BFkFUeFBhIcpGwbCM6ws/PfFzaFecGCfG8CuUJ9+Ri3m5QZOZeckdaNu+XjRldZYrQwIukKzJL4idbskp1LDSOr/NVvmam1NUam4VsQZyzM5+14CT4LLcggBg6abMZY4bNB8xO55SMsjJVwhsjMRNP6CqXjN14hH0Zrr+pncCHpnlviV3zIaggvGRe9Ozg3HcAypHckonDUklZ5RryzFlBvwlbs9aZTeZhWtXmJNHkAl9MLCfI9iS1UUzYU3bI4fnHvTl/VcnAuUjFwrcsqPaLYbhl5phcnpjgwBCDdQ2PupWDxyrU3xilmCC2XMF7CZvanrvJiKJmYKM90FoCLIVWTyTw4jenDAXadqAQv4Wt0KNA/ib2AhVcKaStYuPNB6pUb7qQ2Xq9Y6Qi5obp8v43DC4E+HejU+7ZeXG6X3ew3ZO55YH9PmG933xc3ERiwK9Y8U4XtGgDI+qjhH+wBy0jeBCEvU7dDVlN8atIoRzMq6kWLIm/FCjFxccRpCQQTCZlenZO1YOn9lcDZOR79A/+dV0bCSEqGQNk9kJV+6zQjDu55IBohzK1VX1IH2uw05WiJBgX4AUYiEBIyhBmiZQqgSqpg3v6EyENxW0Bq3GFlIzb/yjXU3QrG9BI6VXGo0+YgCzcnm80Ym0jY9oEt/FexJPgSRO5FbOjaGEUQgRz+Ak2K3VX/M6Kim5HANHXq3oZXsRFYVTk5MzqlgUT3vw1zpgRDhMnNPjbUhkGcII3sxHfaXhHbMUGpt0uRpbqgdhnSdwIRAXsmqzOKQBHIOzSbLcAFYFpjEoFxXQn+sYkRM4cFmjFRt71BSme/diLgoQV6haLsmc8Gc7NKraIg8DwZ/L3fhak5A+iSe5qPXH135tZarzcsBHo1EAGJWNcngw82sAeBVagllcCygVTaFhubDQ4mnjCtGDwZnVyI4G1PrVwqzgI9mX/aH4GMC+KEne7S9w2hFVsRrhSaXWQxByNC9DckFPuZwBMOxXO1JRDsJwMQB1Mh/WgyUAwHGMZUpO71ajFegSQ6jzQ4JUuEBIwwkwiRWCy33lnnQb7kBsTu3gLmQi+VDNyEzDPeXFrKNCMpfCZTPetsc6YEmZUcqI6Ll1OLh4IxJ7alh6h72CTLInlvIvFhR2oWFjvMHAxaAeH1k2k9ndR2Eks3Y6F68J715WyaN23kCcwZQxDAEjS2/33JJ0PrHFp9YnlsJe9KOdmAWjOuFMBGanqFNaXLCVYbYTYFUoGZA7mgWF0CnlCaPCgRKvVqE4AopnBjzYNGWwOFCKaVJ9YY0Pe+nTignAi4fzf4ELcwXarAYNXIXns0KmAO4EPJJK1M5CPJfoMj7JckdlaT+1MmlZk1RiWJo4heQ2EiiX+lkMGu+pN5KoBKfHSMBDQLRRRWMu0oOGfVUetqj90CSWghCipsJ1UhFu8kETKjgO1lSSmiZNJLZ0XordmM70QOxWoEuBLnYFPxeFISSp0BAg+QoDQrunububfgThvU3VHdBTpNKuX1q5ROKz4jpsIxrVbvqIrV1KujFQVbh0g9jEAAy7WrGp8JbCaPAy73DEM37H7q4FwQOpxRhxws9OZcHe8HABFRvkCzziSvhCN9itumtp/0s1ACIkT8D9S09RxC4aaEUDhd1a0VIZUzRQNPDv00DfeVP57zt3kbhooGig3TVQ2K3dLVzOVzTQv2qgsFv/avly7qKBdtdAYbd2t3A5X9FA/6qBwm79q+XLuYsG2l0Dhd3a3cLlfEUD/asGCrv1r5Yv5y4aaHcNFHZrdwuX8xUN9K8a+C8Hi5hgph0zzgAAAABJRU5ErkJggg==" alt=" " />
Output
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" alt=" " />
Sample Input
input 1:
6 25
8 9 8 7 16 5
input 2:
30 250
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
Sample Output
output 1:
15
output 2:
6509431
Data Constraint
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做法:设f[i][j]表示取i到n个物品,花费为j的方案数,统计答案时,假设此时无法选取的最小物品为x,除去必须要选的物品剩余Val,那么答案为f[x + 1][Val - c[x] + 1 ~ Val]
代码如下:
#include <cstdio>
#include <cstring>
#include <iostream>
#include <algorithm>
#define mo 10000007
#define LL long long
#define N 1007
using namespace std;
int n, m, a[N], Pre[N];
LL f[N][N], ans; int main()
{
scanf("%d%d", &n, &m);
for (int i = ; i <= n; scanf("%d", &a[i++]));
sort(a + , a + n + );
for (int i = ; i <= n; i++)
Pre[i] = Pre[i - ] + a[i];
if (Pre[n] <= m)
{
printf("");
return ;
}
f[n + ][m] = ;
for (int i = n; i; i--)
{
for (int j = Pre[i - ], k = min(m + , Pre[i - ] + a[i]); j < k; j++) ans = (ans + f[i + ][j]) % mo;
for (int j = m - a[i]; j >= ; j--)
f[i][j] = (f[i][j] + f[i + ][j] + f[i + ][j + a[i]]) % mo;
for (int j = m; j >= m - a[i] + ; j--)
f[i][j] = (f[i][j] + f[i + ][j]) % mo;
}
printf("%lld", ans);
}