PRINT - Prime Intervals

In this problem you have to print all primes from given interval.

Input

t - the number of test cases, then t lines follows. [t <= 150]
On each line are written two integers L and U separated by a blank. L - lower bound of interval, U - upper bound of interval. [2 <= L < U <= 2147483647] [U-L <= 1000000].

Output

For each test case output must contain all primes from interval [L; U] in increasing order.

Example

Input:

2
2 10
3 7

Output:

2
3
5
7
3
5
7

Added by:Roman Sol
Date:2005-03-28
Time limit:1.223s
Source limit:15000B
Memory limit:1536MB
Cluster: Cube (Intel G860)
Languages:All except: ERL JS-RHINO NODEJS PERL6 VB.NET
Resource:ZCon

hide comments
2020-05-24 21:23:38
Unfortunately, I do not believe this is solvable in python. Even with optimized segmented sieve + stdin/stdout, you cannot print out all the answers in time. It takes 1.11 seconds just to print out the primes within the range(2147483647-10**6,2147483647) and with 149 other test cases, it just cannot be achieved in time.

=(Francky)=> https://www.spoj.com/ranks/PRINT/lang=PYTH%203.2.3
It's possible, a bit hard ; True.

Last edit: 2020-05-25 08:37:22
2020-04-11 18:41:47 nra
"time limit exceeded" every time I run it :( though it runs fine in my machine! any pointers?
PS: I am using the sqrt method already!
2020-01-15 18:28:16
I'm getting TLE after applying Segemented Sieve but getting correct answer on my PC, what should I do to optimise?

Last edit: 2020-01-15 18:29:15
2019-09-29 07:37:25
(l/p)*p to find multiple of p in l to r.
2019-09-15 16:01:47
my code is faster than most of codes in the internet and yet tle !!
2019-07-09 13:30:33
AC in one go!!!
Solved it with segmeted sieve.
Used ll in loops and printf, scanf.
2019-06-17 16:08:39
My Code has no issues (Even I tried on Ideone and it is working fine). But on Submission, it's giving a Run time Error(NZEC).
Why is this happening ?
2019-06-14 10:44:09
bool f[10^6] :V but int not work :V
2019-01-26 06:29:30
2 tle 1 wa finally AC
2018-10-16 04:50:51
they input nothing and time limit
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