这道题其实最简单的方法就是打表，直接DFS会超时，那就先运行一遍，找出1~10的值，打表即可，这里提供DFS和打表的数据
DFS：（白书上的）TLE
#include <stdio.h>
#include <string.h>
int vis[][],ans,n; void dfs(int cur)
{
if(cur == n){ans++;return;}
for(int i=;i<n;i++)
{
if(!vis[][i] && !vis[][i+cur] && !vis[][cur-i+n])
{
vis[][i] = vis[][i+cur] = vis[][cur-i+n] = ;
dfs(cur+);
vis[][i] = vis[][i+cur] = vis[][cur-i+n] = ;
}
}
} int main()
{
while(~scanf("%d", &n) && n)
{
ans = ;
memset(vis,,sizeof(vis));
dfs();
printf("%d\n", ans);
}
return ;
}
打表 ans[] = {,,,,,,,,,,};
#include <stdio.h>
#include <string.h>
int ans[] = {,,,,,,,,,,};
int main()
{
int n;
while(~scanf("%d", &n) && n)
{
printf("%d\n",ans[n]);
}
return ;
}
之后，听了章爷的想法后，发现状态压缩可以过
| 8821841 | 2013-08-03 21:56:38 | Accepted | 2553 | 703MS | 228K | 517 B | C++ | 塔罗 |
由于给的数据范围比较小（而且也只能这么小），所以我们可以用一个数来表示上面代码中的已标记的列，主对角线，和副对角线，如果不太熟悉位运算的，可以先看看位运算，感觉位运算都是自己感觉着写，那些常用的我也还是不记得==！。
我们用Col，First和Second分别表示标记了列，主对角线和副对角线的值，初始时全为0，这样的话(Col | First | Second)就表示到当前列时已经标记了的（不能放皇后的）点，那我们对其取反~操作，也就是CanPut = ~（Col| First | Second），那得到的数就表示可以放的位置，所有1所在的位置也就是可以放的位置，那我们每次取出最低位的1(x & (-x))（这个我之前也不知道，网上查到的），那这样的话就得出了当前所有可以放的位置（不用像上面一个一个判断）（如果可以的话，尽可能自己推出递推关系，这里并不难）。
这里要注意的一个问题就是取反（~）操作之后，由于它高于N的位置也被置为了1，也就是相当于放到了某一行的棋盘的外面去了，所以我设置了一个值High = (1<<N)-1，然后每次得到一个可以放的位置的值CanPut，就对其和High取与（&）运算，这样的话就可以去掉高位的1，得到的数都是High以内的。
然后就是要处理已经处理了此行如何进行递归倒下一行的问题，假设在本行取出了一个CanPut的最低位LowBit，那么到下一行时，下一行的Col就是Col | LowBit， 当前行的First倒下一行时由于所有标记的点都往右移了一格，所以First>>1，再加上LowBit的右边一格也不能放，所以下一行主对角线已经标记了的就是（First>>1 | LowBit>>1），同理，副对角线标记了的就是（Second<<1 | LOwBit <<1）.
由上面的公式，下面的例子可以加深理解aaarticlea/jpeg;base64,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*dWM4yTV+W0klLlu/0G/bS/bG8NfsQ/Bebxh4khvL7zLhbHT7C02+df3LKzKgLEBVARmZznaqnAZsKfHv2Uv8AgpZ42+P3xo0Hwv4q+APjD4b6Z4jhmex1vUZ52tp5I4GnCL5lpCrbo0cgq5PGcEZI+c/hD8APhb+0D+xl4r8WfF7xJbeBbz47ePr/AFrQteunW3SylhFybcM8n7sR4F58sjIHEmxWVyhrov2Tf22vH3wS/bG0f4J6n8SfDP7QXhLWdNkk0nXtIljnvbMxQzyJHLKjMGkbycOkkkrBXjYSDBQ8tPNa/wBZhPES5ITUXGKSerjdxl9pS100SPbj4d5TQyfHYPDUPrONw/tXOdR1aSUYRScqPLejP2c1NSjUleXI7JXsv0mor8S/g74C+JP7cngDxp46j+GOs+P/AImNq7Na+Ol+I0GjzeEpotksUUVg7LtSM5IyQADhChXI9W/a68X+JfjD8X/gL8Jfjt45vPh54L1bwba3/iW8tr+L7Pqt/ulBaadWe2bc1vCVdt8cbSF+jCt6fEEpUlP2TTk4qN20nzJvWTitktbcyd1ytnnYnwNVHHLAPMIOcOd1oxUZzgoQU24U6dWc5p6xipxozbWsUmmfq9RX5WftOaX4X/Yx/wCCfeoeG/gT8UtT1nwj4m8f29pruv2V6l9JpUUlkjSwi4tAiMG8qEkJglWMZzuNcta/DnwD+xD+1h8D5v2dfi1qXjq+8Za1Hp/iPTLfV7bUI7i0aSFSJVtlVUUrJKQkwZlKhwQUJrX+3P36pOGl4RbUk2nO1rJK8krq700u7aM5MH4N08VhpV6OMleTq+yUsPOKkqMFOTqy5rUG72inz33vZo/Xyivyh8D/ALIln+2R+2p+1l4d1jxT4l0HQ7LVFvprXSHijGo3CS3Bg88ujFooyGbyxjcxVsgoprzuD9pLx34U/wCCImm2ena/q1vFeeOpfDM13FK4ltdMFsZ/syyL8yoz8YzyhZPunFc9PiRuh7edKyceZe8tffVOzdlbV7vpc6KfgjHEVKeGwePUqrnh4zi6bioLEUnVjLm5mpNJSXKkr2T5k3yr9Df+CiX7ZHif9ki7+F8fhux0G+Xxt4lj0a+/tKGWTyoWKZaLy5Ew/wAx5bcPavpWvxR+P/wL+Ef7PfiH4I6X8KfjBcfECPWPFVpf6tpn9pW17b28ytAq3KpAo+zM25lMchZ2G0Z/dGv2ur0MpxVSvOu6nSSSV7pe5G6T663fz1s7o8HxG4Vy/Jsqyv6leTqKs5TlTlSnPlqJR5oSbasrpau618kUUV4j+37/AMkFH/Jbv+QlB/ySv/kPdH/8gf3/AH2V6GKr+xpOpa9v87H5rk+X/XsbSwfNy87Sva9r+V1f7z26ivzq/Z2/5Lt4S/5SK/8AIUg/5G7/AJAP3x/x+/8ATv8A3/bNforU4LFfWKftLW1t+Cf6ntcW8L/2JXhQ9r7TmV78vLbW3dnO/Fv4qaL8EPhnrni7xFdfY9F8P2j3l3KBubao+6o/iZjhVXuzAd6+Lfhp/wAFybXxJ8QfDsfin4SeLPBXgHxjfNZaJ4svLkvb3Z80Rq7K0KR7RnMhjmk8vn72M16h/wAFnNBvvEH/AATk+IEdhDLO1v8AYbqZIwSfJjvYHdsDsqgsc8AKT2r5A/bx+PfgP48/8E2vgN4E8E6tpGueM7q60e2g0WxlikvrCSKza3dJIlO6EmV1QAgbs5GRk14eY5jXp4mSpzSUPZ2jZXnzys/PTZW679j9T8L+B8nzTLKVbMMNKtLEV50XNSlFYeMaSmqlo6Ntyb9+8bQate5+sdfJ/j7/AIKeXngv9p/wT8PZPhL4u0/T/Gmuy6BBrOu3EemmSSKdIpJ7e2CyvNb4kjZZGaIOGwOhI+qtPikt7CCOVt0kcaq7ZzuIHJzX50/8FJ/jz4G1b/goL+zVcWvjPwnc2/hLxDcLrksWr27poxW5tdwuSHxCRsfPmbcbG9DXo5piJUJ0eWdk5xTWmqbSe+yS7W33PivDHIcJm2Z1cFi8M60fZVZJpzXJKFKpKL9xq7coxSUtHtZ3P0cr5Y/bQ/4Kcwfsy/FnTPh54R8AeIPir8QL6AXs+j6S7o1pblXYEmOKZ2kwu7YI8BDuLDgN9K+EPGWj/EHw5a6xoOq6brmkXylra+0+5S5trgAlSUkQlWAYEcHqCK/P/wACfE7w3+zz/wAFxPi9eeP9W0vwxa+JPDlv/ZWp6tcJa2sg8myO0TSEKuRDIo5wTEV6gAzmeIqRnSpU58im3eVk7Wi3ZX0u2vz+R4d8P4XGYrGzzDDyrvDUZ1FRTlFzkpwhytxtNKPM5NRs/dtorn1F+wl+3LoP7dHwxvNa03Tbzw/rGh3X2HWdHu5BJLYTbdwwwALxt8wDFUJKOCoxXY/tD/HC8+BnhWzvdP8ABPi7x1f6lcmzt7LQreNhDIY3dZLmWR1S3t8oFaVshSw4NfIn/BHK6i8dftF/tOeNtDjZvB/iLxSg0y5VNkV2RNeSkqOnCTRt64lX1NfZnxr+Kvhf4TeBrq88VeJNB8M2l5HJbW8+q6hFZxzymNiI1aRlDMQCdo5wDUUsZVq5XHFSlyycU76b/PTXp6j4xyDBZXxfUy7BYdzpJwapNybTnTjN0217z5JScXrze7q73Z57/wAE/f2zP+G6fgVN41/4Rv8A4RXydVm0z7F/aH27PlpG2/zPKj6+ZjG3jHU5r074t/FTRfgh8M9c8XeIrr7Hovh+0e8u5QNzbVH3VH8TMcKq92YDvXxD/wAEBPit4XtP2V5vCcviTQI/FV14jvrmHRn1CJdQmiEMB8xYN3mFcKx3BcfKfQ165/wWc0G+8Qf8E5PiBHYQyztb/YbqZIwSfJjvYHdsDsqgsc8AKT2orZhUhlX1uOsvZp+V+VXbt2erWnbQ78/4MwVLxCfDsYujhp4iNOO91TlNRunK7el7Nt69Ty/4af8ABcm18SfEHw7H4p+EnizwV4B8Y3zWWieLLy5L292fNEauytCke0ZzIY5pPL5+9jNfelfk5+3j8e/Afx5/4JtfAbwJ4J1bSNc8Z3V1o9tBotjLFJfWEkVm1u6SRKd0JMrqgBA3ZyMjJr9XdPikt7CCOVt0kcaq7ZzuIHJzWmV16k5VqVSftFCSSlZK94p9NNL/AHNGvihw7luAw2ExuBwksJKpKvCVOUpy0pTjGM/f95cyk0/s3i+VLUmooor1j8gCiiigAooooAKKKKACiiigAooooA+f/wDgmr/ybt4i/wCyq/Ef/wBTfXa+gK+IP2J/+ChPwD+B3ww8YeF/G3xw+D/g/wATaX8VfiH9s0jW/GWnaffWnmeM9alTzIJplkTdG6ONwGVdSOCDXr//AA9i/ZZ/6OW/Z/8A/Dh6R/8AJFAH0BRXz/8A8PYv2Wf+jlv2f/8Aw4ekf/JFH/D2L9ln/o5b9n//AMOHpH/yRQAf8E1f+TdvEX/ZVfiP/wCpvrtfQFfCH/BPr/gpt+zb4L+A+vWesftB/A/Sbub4lePr+OC88daXBI9vc+MNZuLeYK04JjlglilRxw6SIykqwJ9v/wCHsX7LP/Ry37P/AP4cPSP/AJIoA+gKK+f/APh7F+yz/wBHLfs//wDhw9I/+SKP+HsX7LP/AEct+z//AOHD0j/5IoAP+Cav/Ju3iL/sqvxH/wDU312voCvhD/gn1/wU2/Zt8F/AfXrPWP2g/gfpN3N8SvH1/HBeeOtLgke3ufGGs3FvMFacExywSxSo44dJEZSVYE+3/wDD2L9ln/o5b9n/AP8ADh6R/wDJFAH0BRXz/wD8PYv2Wf8Ao5b9n/8A8OHpH/yRR/w9i/ZZ/wCjlv2f/wDw4ekf/JFAB/wTV/5N28Rf9lV+I/8A6m+u19AV8If8E+v+Cm37Nvgv4D69Z6x+0H8D9Ju5viV4+v44Lzx1pcEj29z4w1m4t5grTgmOWCWKVHHDpIjKSrAn2/8A4exfss/9HLfs/wD/AIcPSP8A5IoA+gKK+f8A/h7F+yz/ANHLfs//APhw9I/+SKP+HsX7LP8A0ct+z/8A+HD0j/5IoAP+Cav/ACbt4i/7Kr8R/wD1N9dr6Ar4Q/4J9f8ABTb9m3wX8B9es9Y/aD+B+k3c3xK8fX8cF5460uCR7e58YazcW8wVpwTHLBLFKjjh0kRlJVgT7f8A8PYv2Wf+jlv2f/8Aw4ekf/JFAH0BRXz/AP8AD2L9ln/o5b9n/wD8OHpH/wAkUf8AD2L9ln/o5b9n/wD8OHpH/wAkUAL/AME1P+TdvEf/AGVX4jf+pvrte/184/8ABKnxZpfj39kzUNc0PUtP1rRNa+JXxBv9P1CwuEuLW/t5fGmtyRTRSoSskboysrqSGVgQSDX0dQAUUUUAFcO37N3gt/j4vxQOi/8AFdLp39kjU/tc/Ftkny/K3+V3+9s3e9dxRUypxk05K9ndeT2uvOza+Z04bGYjD831ecoc8XGXK2uaL3i7bxfVPRnmPxl/Y3+Gv7QPxC8OeLPF3heDVvEXhN0k0u+F3cW0luUkEqBvKkQSKrjcFkDAEtgfM2af7RX7Cfwl/aw1SyvvH3gvT9c1DT08qG8WeezufL6hGlgeN3QEkhXJVSzEAEnPrVFYTweHnFwnTi03dppWb7vz8z0sLxLm+GlSnh8VVg6Kag41JJwUtWoWfupvdKyfU838M/si/Dnwf+z5dfCvTfDNvb+A7yGe3n0v7TO/mrMxeTMzOZixZiQ2/cuFwQFGMVP2BPhHH+zy3wpXwfD/AMIE919ubTPt91uM+8SeZ5/m+du3Ac7+ny/d4r2KinLCUJfFBPTl2Xwp3S9E9bbXCPE2bxk5xxVVN1Pat+0ld1f+fj1/if3/AIvM8r8bfsTfC34jfArR/hrrXhK1v/Bfh8RDTbB7q4V7PywQhSdZBMGwSC2/LBiCSCap/s7/ALA3wh/ZS1681XwH4JsNF1S+jEUl5JcXF9cIgz8sclxJI0atn5ghUNhd2dq49goo+q0fae25Fzd7K/37j/1ozn6rPA/W6vsajblD2k+STbu3KN7Nt6ttNt6s+fPif/wSs+AHxi8dX3iTXvhzp82salJ5t1LaX95YRzyHku0VvMkZdjks23LEkkkkmu7+PX7Inw1/ad8Kaf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alt="" width="581" height="364" />
#include <stdio.h>
int N,ans,High;
void DFS(int Col,int Fir,int Sec)
{
if(Col == High){ans++;return;}//所有的列都已经被标记了，说明没咧都放了
int CanPut = ((~(Col | Fir | Sec)) & High);
while(CanPut)
{
int LowBit = CanPut & (-CanPut);//取出最低位
DFS((Col|LowBit), ((Fir|LowBit)>>), (((Sec|LowBit) <<) & High));
CanPut &= (~LowBit);//去掉最低位
}
} int main()
{
while(~scanf("%d", &N) && N)
{
High = (<<N)-; ans = ;
DFS(,,);
printf("%d\n", ans);
}
return ;
}