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Given the following list of functions:
1. f(n) = 2n^1/n
2. g(n) = n^2 logn
3. h(n)=n^logn
4. i(n) = 2^2^log n

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You have to make a necklace with pearls. Minimum number of pearls that can be used is 1 and maximum is n. Each pearl has a magnificence coefficient and the necklace should be such that the pearls are in ascending order of their magnificence. Find such number of necklaces that can be formed with given condition.?

Language : java
Find the length of the non repeated numbers in an array.
Input : 1,2,2,3,4,5,6,2,3

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Find valid bracket from provided string. Only { [ ( are involved as brackets. A valid bracket contains with a enclose companion.
Example: {} is valid, [[] Invalid
Input: {[()]}[]() Result: Valid
Input: {}[]()( Result: Invalid

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Count number of ways to paint a fence with N posts using K colors, where no FOUR consecutive fences can have the same color.

Testing Strings
Mr X and Mr Y, his friend are programmers and testers respectively working in the same company. So, once they faced the following scenario :

Mr X wrote an application that took as input some user data. The data the application took as input was a string in some strange language. That language consisted of
K
K distinct letters. However, due to some issues, the application got corrupted and one particular String among many was lost.

However, Mr X had seen that String once before it got lost. He remembers some info about it. Particu-larly, he remembers the lost String had length equal to
M
M.

Mr Y, being the chief QA person in his company needs to try and figure out the number of possible different possible candidate Strings for the lost String.

Mr X remembers N pieces of info. For each one, he gives you 2 numbers
L
L and
R
R and a number
Z
Z. He remembers for sure that the
Z
t
h
Zth letter of the language of the string did not occur between positions
L
L and
R
R inclusive of the lost String.

Input Format :

The first line contains
3
3 space separated integers
N
N ,
M
M and
K
K.

Each of the next
N
N contains
3
3 space separated integers, denoting
L
L ,
R
R and
Z
Z respectively.

Output Format :

You need to find and print the number of different possible candidate Strings for the lost String based on the info Mr X remembers. As the number of such Strings can be large, print it Modulo
10
6
+
3
106+3
Constraints:

1
≤
N
,
M
,
K
≤
10
5
1≤N,M,K≤105

1
≤
L
≤
R
≤
M
1≤L≤R≤M
1
≤
Z
≤
K
1≤Z≤K
Sample Input
1 2 26
1 2 1
Sample Output
625

Today Jin has given a task to Shino, Shino has to travel from cell
(
1
,
1
)
(1,1) to cell
(
N
,
M
)
(N,M) in a grid of size
N
∗
M
N∗M. But in order make this task interesting for Shino, Jin has decided to keep some special candies in some
K
K special cells of the grid, where each candy has an amount of happiness associated with it.

Shino can travel only in right & down direction in the grid, as he is too careful & does not want to fall out of grid. Now, we call the value of a path the happiness of all cells lying on the path. All non-special cells have happiness equal to
0
0.

Now, you need to find and print the sum of the values of all paths from
(
1
,
1
)
(1,1) to
(
N
,
M
)
(N,M), traveling only right and down to an adjacent cell.

As Shino is not good at counting help him find the answer.

Input Format

The first Line contains a single integer
T
T denoting number of test cases

The next line contains
3
3 space separated integers,
N
N,
M
M and
K
K where N * M is the size of grid & K denoting number of special cells

The next
K
K lines contains three integers
X
i
,
Y
i
,
H
i
Xi,Yi,Hi where
(
X
i
,
Y
i
)
(Xi,Yi) is cell coordinate &
H
i
Hi is the amount of happiness Shino will get from a candy at cell
(
X
i
,
Y
i
)
(Xi,Yi)

Constraints

1
≤
T
≤
3
1≤T≤3
1
≤
N
,
M
,
K
≤
10
5
1≤N,M,K≤105

1
≤
X
i
≤
N
,
1
≤
Y
i
≤
M
1≤Xi≤N,1≤Yi≤M

1
≤
H
i
≤
10
5
1≤Hi≤105

Output Format

For each test case you will output a single integer denoting the total amount of happiness Shino will get. As the answer can be quiet large you can output answer modulo
10
9
+
7
109+7
Sample Input
1
2 2 2
1 2 4
2 1 7
Sample Output
11

You have a long string that contains of 0's and 1's, seprated with some delimiter (like "!"). the number of delimeters after each 0 or 1 is between 1 to 3.
for example a string such as 0! 1!!! 0!! 1!! 0! 1! 0!!! 1!! 0!! (and so on...)

Take this long string and convert it to a 7 digits number by some porgramming algorythem,
(you can use every lanugage you want)

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Cross the street
ABC Company is involved in the logistics business.

The company has many outlets and stockyards in a city. The city is like an
N
×
M
N×M grid. We consider a single cell of the given grid to be a single block in the city. The stockyard is at the upper-left corner and the outlet is located in the lower right corner. Everyday, one of the employees has to travel from the upper left to the lower right corner for supplies. Each block in the city has a height, where the height of the block located at position (i,j) in the grid is equal to
A
[
i
]
[
j
]
A[i][j]. The company wants to change the heights of some of the blocks, so that the employee can enjoy a high-speed drive from the stockyard to the outlet. But this change comes at a certain cost.

Specifically, if they change a block height from x to y, then they must pay exactly
|
x
−
y
|
|x−y| dollars. Please help them find the minimum cost, such that by spending that specific amount, they can get a path from stockyard to the outlet with all blocks along the path having the same height.

In a single move, the employee can move from a block to any of its adjacent blocks. Note that during this journey, the employee is allowed to move in all four directions, fulfilling the condition that he never goes out of the grid at any point in time.

Input :

First line contains two positive integers N and M - number of rows and columns in the city. Then, N lines follow, each containing M integers, where the
j
t
h
jth integer on the
i
t
h
ith line denotes
A
[
i
]
[
j
]
A[i][j].

Output :

The first and only line of output should contain minimum cost.

Constraints :

1<= N, M <=100

1<= height of blocks <=100

Sample Input
5 5
1 1 1 1 1
9 9 9 9 1
1 3 3 3 1
1 9 9 9 9
1 1 1 1 1
Sample Output
6
Explanation
Optimal path taken by the employee will be : (1,1) -> (1,2) -> (1,3) -> (1,4) -> (1,5) -> (2,5) -> (3,5) -> (3,4) -> (3,3) -> (3,2) -> (3,1) -> (4,1) -> (5,1) -> (5,2) -> (5,3) -> (5,4) -> (5,5) The height of each block along this path can be changed to
1
1, at a total cost of
6
6. There is no way to get a cost less than this.

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I

Write code in C to implement 2048 game in c
?

Write a program to detect cycle in loop.

Write a program to sort an array in nlog(n) complexity

Write an algorithm to randomize nodes of a Binary Tree without using any data structures

how to restrict creation of object inside the function fun
although destructor and constructor is private??
#include <iostream>

class ABC
{
private :
~ABC()
{

}

ABC()
{
std::cout <<"ABC";
}


public:
static void fun()
{


ABC t;

}



};
int main()
{
ABC::fun();

}

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