Problem:
Score : 400 points

Problem Statement

At an arcade, Takahashi is playing a game called RPS Battle, which is played as follows:

The player plays N rounds of Rock Paper Scissors against the machine. (See Notes for the description of Rock Paper Scissors. A draw also counts as a round.)

Each time the player wins a round, depending on which hand he/she uses, he/she earns the following score (no points for a draw or a loss):

R points for winning with Rock;

S points for winning with Scissors;

P points for winning with Paper.

However, in the i-th round, the player cannot use the hand he/she used in the (i-K)-th round. (In the first K rounds, the player can use any hand.)

Before the start of the game, the machine decides the hand it will play in each round. With supernatural power, Takahashi managed to read all of those hands.

The information Takahashi obtained is given as a string T. If the i-th character of T (1 \leq i \leq N) is r, the machine will play Rock in the i-th round. Similarly, p and s stand for Paper and Scissors, respectively.

What is the maximum total score earned in the game by adequately choosing the hand to play in each round?

Notes

In this problem, Rock Paper Scissors can be thought of as a two-player game, in which each player simultaneously forms Rock, Paper, or Scissors with a hand.

If a player chooses Rock and the other chooses Scissors, the player choosing Rock wins;

if a player chooses Scissors and the other chooses Paper, the player choosing Scissors wins;

if a player chooses Paper and the other chooses Rock, the player choosing Paper wins;

if both players play the same hand, it is a draw.

Constraints

2 \leq N \leq 10^5

1 \leq K \leq N-1

1 \leq R,S,P \leq 10^4

N,K,R,S, and P are all integers.

|T| = N

T consists of r, p, and s.

Input

Input is given from Standard Input in the following format:

N K
R S P
T

Output

Print the maximum total score earned in the game.

Sample Input 1

5 2
8 7 6
rsrpr

Sample Output 1

27

The machine will play {Rock, Scissors, Rock, Paper, Rock}.

We can, for example, play {Paper, Rock, Rock, Scissors, Paper} against it to earn 27 points.
We cannot earn more points, so the answer is 27.

Sample Input 2

7 1
100 10 1
ssssppr

Sample Output 2

211

Sample Input 3

30 5
325 234 123
rspsspspsrpspsppprpsprpssprpsr

Sample Output 3

4996

Solution in Rust (1.15.1) (judge verdict: Accepted)

/// # Source code
///
/// ```
/// use proconio::input;
/// use proconio::marker::Bytes;
///
/// fn main() {
///     input! {
///         _n: usize,
///         k: usize,
///         r: u32,
///         s: u32,
///         p: u32,
///         ts: Bytes,
///     }
///
///     let ans = (0..k)
///         .map(|d| {
///             let mut prev = None;
///             ts[d..]
///                 .iter()
///                 .step_by(k)
///                 .map(|&t| {
///                     if Some(t) == prev {
///                         prev = None;
///                         0
///                     } else {
///                         prev = Some(t);
///                         match t {
///                             b'r' => p,
///                             b's' => r,
///                             b'p' => s,
///                             _ => unreachable!(),
///                         }
///                     }
///                 })
///                 .sum::<u32>()
///         })
///         .sum::<u32>();
///     println!("{}", ans);
/// }
/// ```
/// # License and copyright notices
///
/// ## [Rust](https://www.rust-lang.org/)
///
/// [MIT License](#mit-license)
///
/// ## [lazy_static v1.4.0](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2010 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [proc-macro2 v0.4.30](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2014 Alex Crichton
///
/// [MIT License](#mit-license)
///
/// ## [proconio v0.3.4](https://github.com/rust-lang/crates.io-index)
///
/// [MIT License](#mit-license)
///
/// ## [proconio-derive v0.1.5](https://github.com/rust-lang/crates.io-index)
///
/// [MIT License](#mit-license)
///
/// ## [quote v0.6.13](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2016 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// ## [syn v0.15.44](https://github.com/rust-lang/crates.io-index)
///
/// [MIT License](#mit-license)
///
/// ## [unicode-xid v0.1.0](https://github.com/rust-lang/crates.io-index)
///
/// Copyright (c) 2015 The Rust Project Developers
///
/// [MIT License](#mit-license)
///
/// <h2 id="mit-license"><a href="https://opensource.org/licenses/MIT">MIT License</a></h2>
///
/// ```
/// Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal in the Software without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the Software, and to permit persons to whom the Software is furnished to do so, subject to the following conditions:
///
/// The above copyright notice and this permission notice shall be included in all copies or substantial portions of the Software.
///
/// THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
/// ```
///
use std::fs::{self, File};
use std::io::{self, Write};
use std::os::unix::fs::PermissionsExt;
use std::os::unix::process::CommandExt;
use std::path::Path;
use std::process::{Command, Output, Stdio};

static BINARY: &'static str = "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";
static A_GZ_B64: &'static str = "/tmp/a.gz.b64";
static A_GZ: &'static str = "/tmp/a.gz";
static A_OUT: &'static str = "/tmp/a.out";

fn main() {
    write(A_GZ_B64, BINARY).unwrap();
    let gz = run("/usr/bin/base64", &["-d", A_GZ_B64]).unwrap();
    write(A_GZ, gz).unwrap();
    let bin = run("/bin/gunzip", &["-c", A_GZ]).unwrap();
    write(A_OUT, bin).unwrap();
    let mut permissions = fs::metadata(A_OUT).unwrap().permissions();
    permissions.set_mode(0o330);
    fs::set_permissions(A_OUT, permissions).unwrap();
    panic!("{}", Command::new(A_OUT).exec());
}

fn write<P: AsRef<Path>, C: AsRef<[u8]>>(path: P, contents: C) -> io::Result<()> {
    File::create(path)?.write_all(contents.as_ref())
}

fn run(arg0: &str, args: &[&str]) -> io::Result<Vec<u8>> {
    let child = Command::new(arg0)
        .args(args)
        .stdin(Stdio::piped())
        .stdout(Stdio::piped())
        .spawn()?;
    let Output { status, stdout, .. } = child.wait_with_output()?;
    if status.success() {
        Ok(stdout)
    } else {
        Err(io::Error::new(io::ErrorKind::Other, status.to_string()))
    }
}