QOJ.ac
QOJ
ID | 题目 | 提交者 | 结果 | 用时 | 内存 | 语言 | 文件大小 | 提交时间 | 测评时间 |
---|---|---|---|---|---|---|---|---|---|
#128835 | #6300. Best Carry Player 2 | c20231020 | AC ✓ | 1354ms | 5256kb | C++23 | 8.9kb | 2023-07-21 16:10:18 | 2023-07-21 16:16:29 |
Judging History
answer
/*
膜拜传奇特级宗师 Afterglow 大神儿
今天在 florr 首页称您为大夏尊贵的大名儿
一股敬佩之情油生然而
您在 florr 为国争光,扬我大夏威名
向您献上最真挚的膜拜!!!
膜拜传奇特级宗师 Afterglow 大神儿,今,一,您,扬。向!
膜拜传奇特级宗师 Afterglow 大神儿,今,一,您,扬。向!
膜拜传奇特级宗师 Afterglow 大神儿,今,一,您,扬。向!
*/
/*
_____ _____ _____ _____
/\ \ /\ \ /\ \ /\ \
/ \ \ / \ \ / \____\ / \ \
\ \ \ / \ \ / / / \ \ \
\ \ \ / \ \ / / / \ \ \
\ \ \ / /\ \ \ / /____/ \ \ \
\ \ \ / / \ \ \ / | | \ \ \
\ \ \ / / \ \ \ / | | \ \ \
\ \ \ / / / \ \ \ / | | \ \ \
\ \ \ / / / \ \ \ / |____|__ _____ \ \ \
_______________\ \____\/ /____/ \ \ \ / /| \ \ _______________\ \____\
\ / /\ \ \ \ \ \\ / | _________\____\\ / /
\ ____________/____/ \ \ \ \ \____\\/__| | | \ ____________/____/
\ \ \ \ \ \ | | | | | | \ \ \
\ \ \ \ \ \ | | | | | | \ \ \
\ \ \ \ \ \ | |____| | | | \ \ \
\ \ \ \ \ \ / / / \ | | \ \ \
\ \ \ \ \ \/ / / \ | | \ \ \
\ \____\ \ \___/ / / \ | | \ \____\
\ / / \ / / \| | \ / /
\/____/ \_______/____/ \____| \/____/
*/
#define poj
#define zcz
#ifdef poj
//C++
#include<iomanip>
#include<iostream>
//C
#include<cassert>
#include<cmath>
#include<cstdio>
#include<cstdlib>
#include<cstring>
#include<ctime>
//STL
#include<algorithm>
#include<bitset>
#include<functional>
#include<map>
#include<queue>
#include<set>
#include<stack>
#include<string>
#include<vector>
//C++11
#if __cplusplus>=201103L
#include<chrono>
#include<random>
#include<unordered_set>
#include<unordered_map>
#endif
#else
#include<bits/stdc++.h>
#endif
using namespace std;
#ifdef zcz
class fastin{
private:
#ifdef poj
static const int MAXBF=1<<20;
#else
const int MAXBF=1<<27;
#endif
FILE *inf;
char *inbuf,*inst,*ined;
inline char _getchar(){
if(inst==ined)inst=inbuf,ined=inbuf+fread(inbuf,1,MAXBF,inf);
return inst==ined?EOF:*inst++;
}
public:
fastin(FILE*_inf=stdin){
inbuf=new char[MAXBF],inf=_inf,inst=inbuf,ined=inbuf;
}
~fastin(){delete inbuf;}
template<typename Int> fastin&operator>>(Int &n){
static char c;
Int t=1;
while((c=_getchar())<'0'||c>'9')if(c=='-')t=-1;
n=(c^48);
while((c=_getchar())>='0'&&c<='9')n=n*10+(c^48);
n*=t;
return *this;
}
fastin&operator>>(char&c){
while((c=_getchar())<'!'||c>'~');
return *this;
}
fastin&operator>>(char*s){
int t=0;
static char c;
while((c=_getchar())==' '||c=='\n');
s[t++]=c;
while((c=_getchar())>='!'&&c<='~')s[t++]=c;
s[t]='\0';
return *this;
}
}fi;
class fastout{
private:
#ifdef poj
static const int MAXBF=1<<20;
#else
const int MAXBF=1<<27;
#endif
FILE *ouf;
char *oubuf,*oust,*oued;
inline void _flush(){fwrite(oubuf,1,oued-oust,ouf);oued=oust;}
inline void _putchar(char c){
if(oued==oust+MAXBF)_flush(),oued=oubuf;
*oued++=c;
#ifdef local
_flush();
#endif
}
public:
fastout(FILE*_ouf=stdout){
oubuf=new char[MAXBF],ouf=_ouf,oust=oubuf,oued=oubuf;
}
~fastout(){_flush();delete oubuf;}
template<typename Int> fastout&operator<<(Int n){
if(n<0)_putchar('-'),n=-n;
static char S[20];
int t=0;
do{S[t++]='0'+n%10,n/=10;}while(n);
for(int i=0;i<t;++i)_putchar(S[t-i-1]);
return *this;
}
fastout&operator<<(char c){_putchar(c);return *this;}
fastout&operator<<(char*s){
for(int i=0;s[i];++i)_putchar(s[i]);
return *this;
}
fastout&operator<<(const char*s){
for(int i=0;s[i];++i)_putchar(s[i]);
return *this;
}
}fo;
#define cin fi
#define cout fo
#else
#define czc ios::sync_with_stdio(0);cin.tie(0);cout.tie(0)
#endif
#define mod7 1000000007
#define mod9 998244353
#define ll __int128
#define isinf 0x3f3f3f3f
#define ilinf 0x7fffffff
#define lsinf 0x3f3f3f3f3f3f3f3f
#define llinf 0x7fffffffffffffff
#define pii pair<int,int>
#define fr first
#define sc second
#define next ___
#define pb push_back
#define N 500010
#define M 5000010
#define For(i,a,b) for(ll i=(a);i<=(b);++i)
#define Rep(i,a,b,c) for(ll i=(a);i<=(b);i+=c)
#define Per(i,a,b,c) for(ll i=(a);i>=(b);i-=c)
#define Gra(i) for(ll i=h[x];i;i=next[i])
typedef int arr[N];
typedef int arm[M];
typedef ll arl[N];
typedef ll alm[M];
typedef double ard[N];
typedef double adm[M];
namespace modint{
template<typename Int,Int mod,Int m1>
struct modint{
Int v;
modint(){v=0;}
modint(Int a){v=a;}
bool operator==(modint a){return v==a.v;}
bool operator!=(modint a){return v!=a.v;}
bool operator<(modint a){return v<a.v;}
bool operator>(modint a){return v>a.v;}
bool operator<=(modint a){return v<=a.v;}
bool operator>=(modint a){return v>=a.v;}
bool operator==(Int a){return v==a;}
bool operator!=(Int a){return v!=a;}
bool operator<(Int a){return v<a;}
bool operator>(Int a){return v>a;}
bool operator<=(Int a){return v<=a;}
bool operator>=(Int a){return v>=a;}
friend bool operator==(Int a,modint b){return b==a;}
friend bool operator!=(Int a,modint b){return b!=a;}
friend bool operator<(Int a,modint b){return b>a;}
friend bool operator>(Int a,modint b){return b<a;}
friend bool operator<=(Int a,modint b){return b>=a;}
friend bool operator>=(Int a,modint b){return b<=a;}
modint operator+(modint a){return v>=mod-a.v?v-mod+a.v:v+a.v;}
modint operator-(modint a){return v>=a.v?v-a.v:v+mod-a.v;}
modint modnum(modint a){
return a-((__int128(a.v)*m1)>>80)*mod;
}
modint operator*(modint a){return modnum(v*a.v);}
modint operator+=(modint a){*this=*this+a;return *this;}
modint operator-=(modint a){*this=*this-a;return *this;}
modint operator*=(modint a){*this=*this*a;return *this;}
modint qpow(modint a,Int b){
modint r(1);
for(;b;b>>=1,a*=a)if(b&1)r*=a;
return r;
}
modint operator/(modint a){return qpow(a,mod-2)*v;}
modint operator/=(modint a){*this=*this/a;return *this;}
modint&operator++(){*this=*this+1;return *this;}
modint&operator--(){*this=*this-1;return *this;}
const modint operator++(int){modint r=*this;++*this;return r;}
const modint operator--(int){modint r=*this;--*this;return r;}
friend modint operator+(Int a,modint b){return b+a;}
friend modint operator-(Int a,modint b){return b-a;}
friend modint operator*(Int a,modint b){return b*a;}
friend modint operator/(Int a,modint b){return modint(a)/b;}
#ifdef cout
friend fastin&operator>>(fastin&in,modint&n){in>>n.v;return in;}
friend fastout&operator<<(fastout&out,modint n){out<<n.v;return out;}
#else
friend istream&operator>>(istream&in,modint&n){in>>n.v;return in;}
friend ostream&operator<<(ostream&out,modint n){out<<n.v;return out;}
#endif
};
typedef modint<long long,1000000007,1208925811152148> int7;
typedef modint<long long,998244353,1211051999424262> int9;
}
using namespace modint;
ll n,k,a[40],tot,p[40],f[40][40][2];
ll dfs(ll x,ll y,ll tag){
ll&pt=f[x][y][tag];
if(~pt)return pt;
pt=(ll)1<<125;
if(!x){
if(y==k&&!tag){
return pt=0;
}
return pt;
}
For(fg,0,1){
if(tag){
int t=10-a[x-1]-fg;
if(t>9)continue;
pt=min(pt,dfs(x-1,y+tag,fg)+t*p[x-1]);
}else{
if(a[x-1]+fg>9)continue;
pt=min(pt,dfs(x-1,y+tag,fg));
}
}
return pt;
}
void solve(){
cin>>n>>k;
tot=0;
memset(a,0,sizeof(a));
while(n){
a[tot++]=n%10;
n/=10;
}
if(k==0){
For(i,0,36){
if(a[i]<9){
cout<<p[i]<<'\n';
return;
}
}
}
memset(f,-1,sizeof(f));
cout<<dfs(36,0,0)<<'\n';
return;
}
int main(){
#ifndef zcz
czc;
#endif
int t=1;cin>>t;
p[0]=1;
For(i,1,37){
p[i]=p[i-1]*10;
}
while(t--)solve();
return 0;
}
詳細信息
Test #1:
score: 100
Accepted
time: 1ms
memory: 3496kb
input:
4 12345678 0 12345678 5 12345678 18 990099 5
output:
1 54322 999999999987654322 9910
result:
ok 4 lines
Test #2:
score: 0
Accepted
time: 1ms
memory: 3452kb
input:
21 999990000099999 0 999990000099999 1 999990000099999 2 999990000099999 3 999990000099999 4 999990000099999 5 999990000099999 6 999990000099999 7 999990000099999 8 999990000099999 9 999990000099999 10 999990000099999 11 999990000099999 12 999990000099999 13 999990000099999 14 999990000099999 15 999...
output:
100000 10000 1000 100 10 1 900001 9900001 99900001 999900001 10000000001 9999910000 9999901000 9999900100 9999900010 9999900001 9000009999900001 99000009999900001 999000009999900001 99999999999999999900000000000000000 1000000000000000000
result:
ok 21 lines
Test #3:
score: 0
Accepted
time: 1325ms
memory: 5140kb
input:
100000 119111011091190000 10 1911011191011999 16 110099199000119 0 19009911191091011 13 199090909919000900 17 19009010011919110 5 90910190019900091 18 10911100000101111 1 110090011101119990 4 100909999119090000 12 90901119109011100 2 111010119991090101 4 900991019109199009 5 100919919990991119 8 911...
output:
88988908810000 8088988808988001 10 88808908989 9800909090080999100 80890 909089809980099909 9 80010 9090000880910000 8900 9909 991 9008900 8880880090 8080090801 8009900808909899 80880898981 909 8800909 99988889901 89908888089 980908890980099000 100 9889801 81 908890008099900891 880990801 9998099 890...
result:
ok 100000 lines
Test #4:
score: 0
Accepted
time: 1321ms
memory: 5088kb
input:
100000 900019901991919191 0 119199000910909911 18 190001990019910009 12 110091191100109001 6 10191091999110091 18 990011110190190090 5 900900000199919019 14 119100019910100099 17 909911111001111901 3 901100909911099 10 919009910101990019 7 911011009199199100 11 919111110190110999 0 91010111901190900...
output:
1 880800999089090089 9980089991 890999 989808908000889909 809910 99999800080990 80899980089899901 99 9090088901 8009981 8990800800900 1000 99089898880988091000 99101000 8988889980809 99008880080090009 10900 9998889909 889009889909901 808909990100 9090008889889089010 8099888899000 990898099098891000 ...
result:
ok 100000 lines
Test #5:
score: 0
Accepted
time: 1322ms
memory: 5188kb
input:
100000 90109000009190190 17 100091999119191900 13 119911991111100009 10 191199111011010091 12 99199110109099919 17 900011911110190199 7 990109199990010100 8 90191099199119101 13 101009019910001111 2 999199010010119119 1 91100991091900090 12 901100110901100900 4 10910910019101109 13 99011019901999010...
output:
909890999990809810 908000880808100 8888900991 888988990009 800889890900081 9809801 9990900 8900800880909 89 1 9008908099910 899100 9089980898891 80009899 1009 101 9899888080810 8808900888888981 80801 89890988080889809 88998009000900 90989809809890 889999100 988890810 98991 9900 9990008880980009100 8...
result:
ok 100000 lines
Test #6:
score: 0
Accepted
time: 1315ms
memory: 5128kb
input:
100000 190090090190009901 8 110911911110919010 16 101101009991110 1 901011000199900 5 900119091100999099 11 191011011019019001 2 101090009999910019 3 999100919001019919 9 9910090910011001 14 909091191100090191 18 101190999191199909 16 9190199191991 11 19909100909900001 9 10001910011001019 18 1900000...
output:
9990099 89088088889080990 90 9800100 8899000901 99 981 998980090 89909089989009 90908808899909809 8809000808800091 9800808009 90099999 989998089988998981 1 98089 8898980988900100 898890989900 989090 9 989890008909999 100 9099 9 100 89909900091 10 9880899008810 999880098900880991000 9809088998810089 ...
result:
ok 100000 lines
Test #7:
score: 0
Accepted
time: 1329ms
memory: 5256kb
input:
100000 900101011999010011 17 109019011901009119 6 100001099109091110 12 909900011111999190 17 9191909111910001 17 99119900909191199 15 919999901110090900 11 910099099001091991 5 91019109990991191 13 911019000990111110 1 999099011119100011 1 99199110111911199 11 190111991190901100 4 91011190910911090...
output:
99898988000989990 990881 8900890908890 90099988888000810 90808090888089999 880099090808900 98890010100 8009 890009008809 90 9 89888088801 98900 890889100 988998880990989 98908090 910 899009998809889 990099080809100 9 8980998909898099 800090910 910 9 900 809888909898888810 10 99091 9909998909081 8989...
result:
ok 100000 lines
Test #8:
score: 0
Accepted
time: 1342ms
memory: 5116kb
input:
100000 556678926267652258 2 929929657746014640 13 110808054835665500 13 603411220842314620 18 236920943881957481 13 228392045048443659 0 800016407284399949 4 891810444049711534 10 673038060913134012 8 497925775526719327 2 320546054458668782 7 22937449060095980 7 592739113092913372 15 378621488315118...
output:
42 70342253986000 191945164334500 9396588779157685380 9056118042519 10 60 5950288466 86865990 73 1331218 39904020 260886907086628 21378511684881483 27 74912313591831403 202572281666000677 10 2445141061145 1057747266722529 93751641 633355727 6592761984728 5909230 346570 397717429 97513000559636020 27...
result:
ok 100000 lines
Test #9:
score: 0
Accepted
time: 1354ms
memory: 5216kb
input:
100000 985148522880985676 12 868739853875504421 3 674884930693570868 4 228845158360886431 12 792918087718155359 13 418451749398757718 1 422674667930380991 18 213704887948982107 7 502947671811732448 6 117372403303189003 18 952382059266835617 17 314526102032441554 1 267958994219475762 10 1012739058027...
output:
477119014324 579 9132 841639113569 1912281844641 2 577325332069619009 1017893 267552 882627596696810997 47617940733164390 6 5780524300 6094197297637 26289587644103349 30 325653666642794763 5920004513991 87 870676180905 49658522498 4270035752229599 76370380 362872 27543029342 814276956422751 12709362...
result:
ok 100000 lines
Test #10:
score: 0
Accepted
time: 1343ms
memory: 5084kb
input:
100000 862428474789769520 15 861402445383237914 18 12164614960128916 2 153533193098719886 18 669778305254901625 12 421900684426699134 2 64570921371658045 13 98884778403809206 17 148127093775414570 6 424157195766048310 16 264315954064627485 3 543186220365103714 7 28644666339278806 5 70558958178538527...
output:
7571525210230480 138597554616762086 90 846466806901280114 694745098375 66 9078628341955 1115221596190794 4585430 75842804233951690 515 4896286 21194 94410418214614721 6562581535068 503 6054086 39 785986630 26189732238613 625251091606 35790342913626940 4208119 1 378653717 3895 8030 69 4673598217306 1...
result:
ok 100000 lines
Test #11:
score: 0
Accepted
time: 1334ms
memory: 5208kb
input:
100000 29992812429491364 18 280638300691924745 1 773687550709513181 14 817767638240244197 17 795567381538619956 12 667173680932755212 3 692547920587275657 7 899816685881310369 0 887418305313852047 4 114296293682280216 6 635770909236446320 8 79779559576226344 7 723885861365146899 18 35614586662297882...
output:
970007187570508636 5 12449290486819 82232361759755803 618461380044 788 2724343 10 7953 719784 763553700 3773656 276114138634853101 4133377021176 1666925430 2579876078550 238902836 3871039799670569 8107903824643082 37383232105658733 35851211841888 78703 9102167 615719 24910554 7980007100 455768 89519...
result:
ok 100000 lines
Test #12:
score: 0
Accepted
time: 1345ms
memory: 5084kb
input:
100000 70221819048738918 8 854206908365074549 16 191105114278421489 6 436751765758778908 4 208357620673273826 12 454216540686693180 17 715905540992087591 16 714996112786224737 16 362288917871644217 17 899675961879259925 4 767901008331879831 0 248327679387972712 14 654991270785448631 0 54125799900198...
output:
51261082 5793091634925451 578511 1092 379326726174 545783459313306820 4094459007912409 5003887213775263 37711082128355783 75 1 72320612027288 1 13800 1839205 651837642537117 2359 69488171498607443 93375957030 1 912677814690334 368382885111 7 774120 208729 58343 983993010 1 632128 6552 5445728345 98 ...
result:
ok 100000 lines
Test #13:
score: 0
Accepted
time: 1217ms
memory: 5112kb
input:
100000 990009990909090099 0 90090009900900000 16 99999009900090099 0 909090909990009990 6 9900900900009 8 900990900000090099 7 9099090099990090 3 90900909990099099 2 900999009990909909 17 999009099990909099 4 909099909099099009 18 999009999090000990 10 99000000999009990 6 909909900909 12 99009909999...
output:
100 999909909990099100000 100 10000010 99109991 9909901 100000 1 99000990009090101 901 90900090900900991 910099010 991000 90090099091 99009000010000 90000000001000 9990000000910000 99990001000 10 999009990100100 99909990990010 90999999991 99900999000100000 999909990000009010 990099999090009991 99999...
result:
ok 100000 lines
Test #14:
score: 0
Accepted
time: 1221ms
memory: 5224kb
input:
100000 909999990909990099 3 99009009999090009 13 90999009009000900 11 90990090000999009 12 999090000009900990 8 999009000900990990 16 90099090900990900 16 90099090900990 17 909000099090909090 16 90000909990909909 2 99090900099000990 4 990090099909000900 3 900090009909909909 6 99990909000999999 9 909...
output:
901 990000909991 990991009100 909999000991 990099010 990999099009100 909900909099009100 999909900909099010 90999900909091010 100 99010 99100 90101 999000010 9099091 9990099900990010000 100 99990100000 90000091 9991 999999909091 90009990000901 999099099910 9990009091 999910099910 900990000009101 9999...
result:
ok 100000 lines
Test #15:
score: 0
Accepted
time: 1213ms
memory: 5256kb
input:
100000 900099900000099009 6 90099000099999090 9 90090909099999900 3 99900999999000090 5 99000090909990000 8 909900900090990000 16 90009099900009990 11 909990000099090990 8 9090000990000900 15 9099999009000 5 9090009900999 9 90990900900990 10 9999990909090909 15 99900000009990099 13 99909909099999090...
output:
900991 9900000910 100000 10000000 909090010000 99090099099909010000 900099990100 900909010 90909999009999100 1000000 990099001 9099099100 9090909101 9999990009901 10000 10991 90999901 100 999009099999091 909101 9909099999990090100 9090099000901 909901 91 99999090090901 99901091 100 90009099099100 10...
result:
ok 100000 lines
Test #16:
score: 0
Accepted
time: 1225ms
memory: 5116kb
input:
100000 999909009009909909 15 999900090909000099 5 990990009090909090 0 990990090909999009 18 900000990009990990 14 90099909900090000 17 990909099999099900 6 900000909990909009 4 999900990000990 14 999000909999090990 2 90090099900999000 1 99000000099099900 11 990909990009090999 15 990909900900000 4 9...
output:
90990990091000 99901 1 9009909090000991 999009990009010 999909900090099910000 1010000 991 99009999010 10 100000 9999900900100 90009990909001 109100000 9100 999909100 90000010 99090000009999910 909091 90900010 9009000999999009910 101 99991 9999900990009990910 90099900901 9999990099910 1091000 1 1 909...
result:
ok 100000 lines
Test #17:
score: 0
Accepted
time: 1214ms
memory: 5140kb
input:
100000 90090009909009909 18 990990090099990909 1 999000009909090909 11 99000909099009090 11 90099990900900000 14 90000009090900900 0 990909009999090090 1 909990090099090900 6 909909990090090000 13 99009009000090090 18 900099990990990090 6 909099909009999990 4 99009909000990999 10 99000999090999090 0...
output:
909909990090990091 1 90090909091 90900990910 9909900009099100000 1 10 909100 90090009910910000 9900990990999909910 9010010 1000 999009001 1 90009000909091 9090900010 99999090009990990100 901000 9090090090101 9909000901 100000 9000009001 10 909909991000000 999990099090900001000 99009900001 1000000 90...
result:
ok 100000 lines