BOXES

Problem code: QCJ1

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There are N numbered boxes placed on a table, let Bi denote the ith box in the line. Write a program that finds the total number of ways to place N identical balls such that atmost k balls are present in the boxes B1, .... ,Bk for 1<=k<=n. Since the number can be quite large you are supposed to output the answer modulo 761238923.

Input

Input will contain multiple testcases, on each line N (1<=N<=100) will be given. The last line contains 0 which should not be processed.

Output

For each testcase output exactly one line, the total number possible of ways modulo 761238923.

Example

Input:
1
2
0


Output:
1
2

Author:	abhijith
Date Added:	27-01-2010
Time Limit:	3 sec
Source Limit:	50000 Bytes
Languages:	ADA, ASM, BASH, BF, C, C99 strict, CAML, CLOJ, CLPS, CPP 4.0.0-8, CPP 4.3.2, CS2, D, ERL, FORT, FS, GO, HASK, ICK, ICON, JAR, JAVA, JS, LISP clisp, LISP sbcl, LUA, NEM, NICE, NODEJS, PAS fpc, PAS gpc, PERL, PERL6, PHP, PIKE, PRLG, PYTH, PYTH 3.1.2, RUBY, SCALA, SCM guile, SCM qobi, ST, TEXT, WSPC

Submit

Comments

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Hey everyone.. Sorry for the

Malvika Paul @ 31 Jan 2010 02:55 PM

Hey everyone..

Sorry for the delay in starting the contest.

the timer has been reset.

All the best!!

what is n in this question

y07uc118 @ 31 Jan 2010 03:04 PM

what is n in this question ???

i.e limit of n (not N)

Sorry .. n and N are the same

abhijith @ 31 Jan 2010 03:11 PM

Sorry .. n and N are the same here ..

What is k?

naughty @ 31 Jan 2010 03:33 PM

What is k?

Ok, got it

naughty @ 31 Jan 2010 03:34 PM

Ok, got it

Can you elaborate more on the

thtsarjun @ 31 Jan 2010 03:40 PM

Can you elaborate more on the problem statement. Seems to be solvable but the way you have put it is making it vague.

Please Make it more CLEAR.

Is there anyone to moderate.

thtsarjun @ 31 Jan 2010 05:09 PM

Is there anyone to moderate. ??

Wrong no. given on Quark 2010

thtsarjun @ 31 Jan 2010 05:14 PM

Wrong no. given on Quark 2010 website

Malvika Paul

+91 919881862532

malvika.paul@gmail.com

Care to give correct information please.

Thank you

@ Arjun Sharma 2 boxes in

abhijith @ 31 Jan 2010 05:41 PM

@ Arjun Sharma

2 boxes in which 2 balls have to be placed

so only 2 possibilites not 5 ! and they are (1,1) and(0,2) .

sorry for earlier post two

thtsarjun @ 31 Jan 2010 05:42 PM

sorry for earlier post

two 91s led to confusion. n i dialled the same .

Sorry

okie got it .

thtsarjun @ 31 Jan 2010 06:11 PM

okie got it .

can you give a test case with

kartiknayak @ 31 Jan 2010 07:21 PM

can you give a test case with op for a larger number?

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