FIBSUM - Sum of Fibonacci numbers

Given the ith (1<=i<=35) Fibonacci number Fi calculate the sum of the ith till i+9th number Fi+Fi+1+...+Fi+9 and the last digit of the i+246th one Fi+246.
Be careful: Your solution mustn't exceed 111 bytes. But rather half of it should be more than enough.
Score is source length.

Input

In the first line the number of testcases N<=100, then N lines with one positive integer i.

Output

One line with "Fi+Fi+1+...+Fi+9+last digit of Fi+246" for each i.

Example

Input:
2
1
35 Output: 146
1821381552

Added by:HWK
Date:2011-03-25
Time limit:1s
Source limit:111B
Memory limit:1536MB
Cluster: Cube (Intel G860)
Languages:All

hide comments
2017-07-24 14:29:25
111B? Are you kidding me???
It's impossible in c++
2016-01-14 01:21:50
Phew AC : 92 (python 2.7)
Banged my head on the wall after more than 30 source code rejections
I have seen there are solutions in C and now I am pretty sure there has to be some formula/ math behind this, otherwise it is impossible to do it in C .. Will search for the formula later..
Anyways people who have solved this in C. I bow down to you guys, you guys are the real deal..
2014-12-27 19:53:00 deathgun
not able to upload 105 byte python code. judge saying too long :(
Damn Judge suddenly it accepts. costed me 5 WA :(

Last edit: 2014-12-27 19:58:26
2014-10-18 09:31:40 nitish rao
112 bytes in Python.. :'(

Edit: Got it! 109 it is!!

Last edit: 2014-10-18 10:05:02
2014-06-04 19:36:09 RIVU DAS
Its hard to do in C!!
2013-11-30 17:26:59 Carlos Eduardo Díaz Valbuena
in java it's impossible in less than 111B
2013-11-30 17:26:59 Mostafa 36a2
$ওয়াসী (Wasi) : Congratulations :) Keep going man ;)
I'm not good enough in math :p
I just passed @Aditya Pande :)
it seems the same formula 84 byte ..
still learning and will never give up B)

Last edit: 2013-08-08 21:02:42
2013-11-30 17:26:59 ওয়াসী (Wasi)
@Mostafa 36a2 (Al3ayesh) try this one!
2013-11-30 17:26:59 ওয়াসী (Wasi)
44B in AWK :(

EDIT: Finally 41B :D

Last edit: 2013-09-06 14:13:09
2013-11-30 17:26:59 Ouditchya Sinha
Finally AC, good property of Fibonacci Series! :)
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