F. Unfair Game
1.大雪球2.E. Final Countdown3.D. Divisible Pairs4.F. Chat Screenshots5.G. One-Dimensional Puzzle6.P8775 [蓝桥杯 2022 省 A] 青蛙过河7.Watering an Array8.Dora and Search9.P1137 旅行计划10.P3067 [USACO12OPEN] Balanced Cow Subsets G11.P4799 [CEOI2015 Day2] 世界冰球锦标赛12.A. Brick Wall13.B. Minimize Inversions14.C. XOR-distance15.A. Moving Chips16.B. Monsters Attack!17.C. Find B18.D. Slimes19.C. Turtle Fingers: Count the Values of k20.D. Turtle Tenacity: Continual Mods21.D. Vlad and Division22.C. LR-remainders23.P5322 [BJOI2019] 排兵布阵24.P2946 [USACO09MAR] Cow Frisbee Team S25.P1156 垃圾陷阱26.P1064 [NOIP2006 提高组] 金明的预算方案27.P3047 [USACO12FEB] Nearby Cows G28.P5020 [NOIP2018 提高组] 货币系统29.P3957 [NOIP2017 普及组] 跳房子30.P1550 [USACO08OCT] Watering Hole G31.P1525 [NOIP2010 提高组] 关押罪犯32.P1379 八数码难题33.P6121 [USACO16OPEN] Closing the Farm G34.P2341 [USACO03FALL / HAOI2006] 受欢迎的牛 G35.P9632 [ICPC2020 Nanjing R] K Co-prime Permutation36.P9825 [ICPC2020 Shanghai R] Fibonacci37.P2034 选择数字38.P7072 [CSP-J2020] 直播获奖39.P1714 切蛋糕40.P4147 玉蟾宫41.P2866 [USACO06NOV] Bad Hair Day S42.P2032 扫描43.P1884 [USACO12FEB] Overplanting S44.D. Lonely Mountain Dungeons45.F. Microcycle46.E. Increasing Subsequences__247.D. Valiant's New Map48.Array Repetition49.F. Rudolf and Imbalance50.D. Exam in MAC51.G. Rudolf and Subway52.C. Ehab and Path-etic MEXs53.A. String Transformation 154.D. Solve The Maze55.B. Array Fix56.B. Equal XOR57.F. Maximum White Subtree58.P1652 圆59.P2181 对角线60.P1325 雷达安装61.P3194 [HNOI2008] 水平可见直线62.B - Make Many Triangles63.[ARC172A] Chocolate64.C. Theofanis' Nightmare65.D. Birthday Gift66.C. Arrow Path67.P1265 公路修建68.P1284 三角形牧场69.Kirill and Mushrooms70.C. Sasha and the Casino71.P1470 [USACO2.3] 最长前缀 Longest Prefix72.P5536 【XR-3】核心城市73.P5836 [USACO19DEC] Milk Visits S74.P4391 [BOI2009] Radio Transmission 无线传输75.P3435 [POI2006] OKR-Periods of Words76.P5960 【模板】差分约束77.P3052 [USACO12MAR] Cows in a Skyscraper G78.E. Long Inversions79.C. Deep Down Below80.C. Rings
81.F. Unfair Game
82.G. GCD on a grid83.C. Inversion Graph84.Increase Subarray Sums85.D. Cross Coloring86.M. Triangle Construction87.D2. Set To Max (Hard Version)88.C. Array Game89.F. Alex's whims90.Queue Sort91.P1908 逆序对92.P5094 [USACO04OPEN] MooFest G 加强版93.P5149 会议座位94.P10337 [UESTCPC 2024] 操作序列95.P10330 [UESTCPC 2024] 黑白珠串96.P10252 线性变换97.P3901 数列找不同98.P10288 [GESP样题 八级] 区间99.P5677 [GZOI2017] 配对统计题解
设
则对第一位贡献
对第二位的贡献为
对第三位的贡献为
根据异或原理,奇数个一异或还是一,偶数个一异或是零
所以
接下来分类讨论,
如果abc都为奇数,那么我可以abc选一个减二;或者abc各减一,总共减三;这样abc仍然同号,但是为了尽可能多赢,而“减”的次数不会变,所以尽量少减,选择减二,直到abc都为一,这时候只能abc各减一
总的合法状态为 减二的次数加上各减一的次数加一
最后再加上d含有的偶数个数减去abcd全零的情况
其他情况也如此讨论
有点像这样:指针指向两把指针的刻度处,尺子只能向上走,问有多少搭配数
#include<bits/stdc++.h>
using namespace std;
int main()
{
int t;
cin>>t;
while(t--)
{
int d;
int a[5]={0};
cin>>a[1]>>a[2]>>a[3]>>d;
int start=a[1]%2+a[2]%2+a[3]%2;
int ans=0;
d-=d%2;
if(start==3)
{
ans+=a[1]/2+a[2]/2+a[3]/2+1;
ans+=d/2;
}
else if(start==2)
{
int add=0;
for(int i=1;i<=3;i++)
{
if(a[i]%2==0)
{
if(a[i])
{
a[i]--;
add=1;
}
else
{
a[i%3+1]--;
a[(i+1)%3+1]--;
}
break;
}
}
ans+=a[1]/2+a[2]/2+a[3]/2+add;
ans+=d/2;
}
else if(start==1)
{
for(int i=1;i<=3;i++)
{
if(a[i]%2==1)
{
a[i]--;
break;
}
}
ans+=a[1]/2+a[2]/2+a[3]/2;
ans+=d/2;
}
else
{
ans+=a[1]/2+a[2]/2+a[3]/2;
ans+=d/2;
}
cout<<ans<<endl;
}
return 0;
}
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