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Alex and his Array code TechGig Geek Goddess 2023

 Alex and his Array code TechGig Geek Goddess 2023:


100% Working Code uploaded on Youtube: https://youtu.be/6cn7nNtSiKo

100% Working Code uploaded on Telegram: https://telegram.me/PLACEMENTLELO


Alex and his array (100 Marks)

Meet Alex, a bright student who is dealing with an array challenge today. He has been given an array a1, a2, ..., aN of length N. The intriguing aspect of this challenge is that Alex can perform various operations on the array elements.

In a single operation, Alex is allowed to choose two indices l and r, where 1 ≤ l ≤ r ≤ n. He can then multiply all the elements in the subarray [al, al+1, ..., ar] by -1, effectively reversing their signs.

Being pressed for time as he is running late for school, Alex is seeking your assistance in determining the maximum possible sum of numbers in the array. Additionally, he is eager to find out the minimum number of operations required to achieve this maximum sum.


Input Format

The first line contains an integer N, the length of the array.

The second line contains N space-separated integers a1, a2, ..., an, the array elements.


Constraints

1 ≤ N ≤ 2 * 10^5

-10^9 ≤ ai ≤ 10^9


Output Format

Print two space-separated integers: the maximum possible sum of integers in the array and the minimum number of operations required to achieve this sum.


Sample TestCase 1

Input

4

-1 0 -2 -1

Output

4 1

Explanation

We should select:

l = 0

r = 3

After one operation,

Array [0, 3] = { 1, 0, 2, 1}

The sum of the array = 1+0+2+1 = 4

Time Limit(X):

0.50 sec(s) for each input.

Memory Limit:

512 MB

Source Limit:

100 KB

Allowed Languages:

C, C++, C++11, C++14, C#, Java, Java 8, Kotlin, PHP, PHP 7, Python, Python 3, Perl, Ruby, Node Js, Scala, Clojure, Haskell, Lua, Erlang, Swift, VBnet, Js, Objc, Pascal, Go, F#, D, Groovy, Tcl, Ocaml, Smalltalk, Cobol, Racket, Bash, GNU Octave, Rust, Common LISP, R, Julia, Fortran, Ada, Prolog, Icon, Elixir, CoffeeScript, Brainfuck, Pypy, Lolcode, Nim, Picolisp, Pike, pypy3


100% Working Code uploaded on Youtube: https://youtu.be/6cn7nNtSiKo

100% Working Code uploaded on Telegram: https://telegram.me/PLACEMENTLELO




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