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A hacker illegally steals 20 million user data from a dating site

A hacker illegally steals 20 million user data from a dating site Leaked data includes Gmail, Hotmail, and Yahoo Mail A hacker illegally steals the Topface of an online dating website and a database containing 20 million user data. It is not clear whether the data has been published, but according to some unpublished pages, a person with the name of "Mastermind" claims to have mastered the data.The leaked d

Hdu2579--dating with Girls (2)--(DFS, weight)

Dating with girls (2)Time limit:2000/1000 MS (java/others) Memory limit:32768/32768 K (java/others)Total submission (s): 1418 Accepted Submission (s): 393Problem descriptionif You has solved the problem Dating with girls (1). I Think you can solve this problem too. This problem was also about dating with girls. Now you are in a maze and the girl you want to date

Some of the dating sites illegally earn profits by matchmaking to earn traffic

Flow When more and more people through the dating site "marriage", few of them know that these sites are not qualified to provide matchmaking services. Reporters yesterday learned that, in order to quickly gain profits, some dating sites frequently over the scope of operation, a few even use special behavior to earn social vision. For those in the dark, they not only pay a lot of money, they even have a cha

Skype usage tips

Learn the following five major features of Skype to make it easy for you to play skype! First, check the Skype call statistics Please click on "Tools" → "options" → "advanced" on the Skype panel and check the last "technical information to show the call" so that you can see some important data during your

Introduction and derivation of dating-number theory Extended Euclidean Algorithm for POJ-1061 frogs

Introduction and derivation of dating-number theory Extended Euclidean Algorithm for POJ-1061 frogs DescriptionThe two frogs met each other on the Internet. They had a good chat, so they thought it was necessary to meet each other. They are happy to find that they live on the same latitude line, so they agreed to jump westward until they met each other. However, before they set out, they forgot a very important thing. They did not know the characteris

Machine learning Combat--the second chapter of improving the pairing effect of dating sites

is:%f"% (Errorcount/float (numtestvecs)) #输出错误率 - + if __name__=='__main__': ADatingclasstest () 1 " "2 Enter a person's information and give a forecast of their preferred level3 " "4 defClassifyperson ():5Resultlist = [' not at all','In small doses','In large doses']6Percenttats = Float (raw_input ("percentage of time spend playing video games?"))7Ffmiles = Float (Raw_input("frequent flier miles earned per year?"))8Icecream = Float (raw_input ("liters of ice cream consumed per year?"))9

Mahout Case actual combat--dating recommender system

$ (' # Cfmonitorid '). DataGrid (' LoadData ', data.rows);//Set multiple times clearinterval (Monitor_cf_interval); $ (' #returnMsg_monitorcf '). HTML (' Task run complete! ')///here to the background request to parse CF results, and storage, directly call CFRESULT2DB () function can cfresult2db ();} else{//set prompt and change page data, multi-line Display job task information//------set DataGrid Data $ (' #cfMonitorId '). DataGrid (' LoadData ', data.rows);}}); Backstage: After obtaining the

POJ 1061 frog Dating Extended Euclid

starting point of setting Frog A is x, and Frog B's starting point coordinates are Y. Frog A can jump M m at a time, Frog B can jump n meters at a time, and two frogs will spend the same time jumping once. Latitude line total length l m. Now you have to find out how many times they have jumped before they meet.InputThe input includes only one line of 5 integer x,y,m,n,l, where X≠y OutputOutput the number of hops required to meet, and output a line of "impossible" if it is never possible to meet

Acm:poj 1061 Frog Dating-Number theory topic-expand Euclid

template. "TAT" number theory abuse me like a vegetable worm, even vegetable chicken can not forget ... AC Template ... /*/#include "map" #include "Cmath" #include "string" #include "Cstdio" #include "vector" #include "CString" #include "iostream "#include" algorithm "using namespace std;typedef long LL; ll EXGCD (ll a,ll b,ll x,ll y) {//Direct reference to save X and y in the entire process (N-M) x+ly=x-y; if (!b) {X=1;y=0;return A;} LL D=EXGCD (b,a%b,x,y); LL t=x;x=y;y= (t-a/b*y); return D;}

Frog Dating---poj1061 (extended Euclid)

Title Link: http://poj.org/problem?id=1061is to find contentment (X+MT)-(Y+NT) = Lk's T and KThe upper formula can be reduced to (N-M) T + Lk = x-y, satisfying the form of ax+by=c so that we can seek t and K with the extension Euclid;Since the upper formula has a solution and only if C is gcd (A, B) = 0;#include #include#includestring.h>#includestring>#include#include#include#include#include#includeusing namespacestd;#defineMet (A, b) memset (A, B, sizeof (a))#defineN 10053#defineINF 0x3f3f3f3fC

HDU 2578 Dating with girls (1)

2 have done, put 1 to fill.Test instructions gives N and K, and the number of N. is the n number to find the two number x, Y. Make x+y=k.Calculate all the possibilities. When X0+y0=k. X1+y1=k. Must have unequal. X0!=x1 or Y0!=y1.For example4 42 2 2 2The correct output should be 1.I was sort of, went heavy, and then two points. It seems that many people are using the pointers.Forget the STL's two-point return subscript function, the mood is not good, too lazy to check, hand hit two points.#includ

POJ 1061 Frog Dating (extended Euclid)

a time, Frog B can jump n meters at a time, and two frogs will spend the same time jumping once. Latitude line total length l m. Now you have to find out how many times they have jumped before they meet.InputThe input includes only one line of 5 integer x,y,m,n,l, where X≠y OutputOutput the number of hops required to meet, and output a line of "impossible" if it is never possible to meetSample Input1 2 3) 4 5Sample Output4#include #include#include#includeusing namespaceStd;typedefLong Longll;vo

hdu4553 Dating Schedule Line tree

[flag][v].ma = Tree[flag][v].ma_r = (tree[flag][v].r-tree[flag][v].l + 1) *tag;return;}Push_down (v);int mid = (tree[flag][v].l + tree[flag][v].r) >> 1;if (a if (b > Mid) update (A, B, right, flag, tag);Push_up (v);}int main (){Freopen ("In.txt", "R", stdin);int T;scanf ("%d", t);int cas = 0;while (t--){int N, Q;scanf ("%d%d", n, q);Build (1, N, 1);Char ch[10];int L, R, QT;printf ("Case%d:\n", ++cas);while (q--){scanf ("%s", ch);if (ch[0] = = ' D '){scanf ("%d", AMP;QT);if (Tree[1][1].ma {Puts (

POJ 1061 Frog Dating (extended Euclid)

; A=b; b=R; } returnA;}voidEXTEND_GCD (ll A, ll B, ll x, LL y) {if(b = =0) {x=1; Y=0; return ; } Else{EXTEND_GCD (b, a%b, x, y); LL tmp=x; X=y; Y= TMP-A/b *y; }}intMain () {LL x, y, D; while(~SCANF ("%i64d%i64d%i64d%i64d%i64d", x, y, m, n, L)) {LL a= N-M; LL b=L; LL C= X-Y; D=gcd (A, b); if(c% d! =0) {printf ("impossible\n"); Continue; } A/=D; b/=D; C/=D; EXTEND_GCD (A, B, X, y); LL T= c * x%b; if(T 0) T + =b; printf ("%i64d\n", T); } return 0;}View Code#include typedefLong Long

POJ 1061 Frog Dating (extended Euclid)

Topic Links:http://poj.org/problem?id=1061Main topic:Chinese topic, test instructions at a glance, is the data range is surprisingly large.Problem Solving Ideas:Assuming that two frogs have skipped T-times, you can list the indefinite equation: P*l + (n-m) *t = = x-Y. After the equation is listed, the solution of the indefinite equation is calculated using the extended Euclidean. In finding the smallest solution of the whole place card for a long time, long.To learn more about the use and proof

Problem solving report POJ1061 frog dating

* * equation has an integer condition (y-x)%GCD (A, B). At this point the solution is extended gcd (y-x)/GCD (A, B). (Think about why?) Equivalent to both sides of the equation expand/Shrink k=(y-x)/GCD (A, B) times. but we need to ask for the smallest integer. Because the extended GCD is a set of integer solutions, this requires us to adjust the answer. The specific method isar = (ar% abs (b/g) + ABS (b/g))% abs (b/g); AR is the time to find out TYou can limit the answer to 0~abs (b/g) and wh

HDU 2579 dating with girls (2) BFS remainder judgment

The processing of stones is based on the time of each location to obtain the remainder of K and judge the repetition. Others can be written at will. #include    HDU 2579 dating with girls (2) BFS remainder judgment

When programmers look for their wives-Some Thoughts on dating programs

Recently, Chinese dating programs have been very popular. I also often look at Hangzhou TV, Hunan TV, and Jiangsu TV. Now I think it's hard for programmers to find a wife, including my own experiences with finding a wife is also quite frustrating. Hangzhou TV has seen many programs that match each other. In fact, many girls require boys to have a house, no matter whether handsome or competent, no house, in general, it is not easy to become or be passi

Poj1061-frog Dating---extended euclidean algorithm for minimum integer solution

spend the same time jumping once. Latitude line total length l m. Now you have to find out how many times they have jumped before they meet.InputThe input includes only one line of 5 integer x,y,m,n,l, where X≠y OutputOutput the number of hops required to meet, and output a line of "impossible" if it is never possible to meetSample Input1 2 3) 4 5Sample Output4Analysis:when two frogs jump T-step, the coordinates of a are x+mt-p1l (P1∈z and X+mt-p1lFinishing available (x-y) + (m-n) T = (P1-P2) l

Curriculum Design Personal Report--design and implementation of Android dating software based on ARM experiment box

wireless network, you have to use the wireless network card. We started using our own network card, found that it is not possible, because the tablet's Android system does not support the driver download and installation features. After discussing with the classmates we contacted the teacher, received the factory sent the original network card, from then can use WiFi.V. Design experience and HarvestThrough this experiment, I first familiar with the function of the test chamber components, under

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