acwoss

// https://pt.stackoverflow.com/q/355941/5878

$gabarito = '1;1;A|2;1;B|3;1;C|4;1;A|5;1;A|6;2;D|7;2;C|8;2;B|9;2;A|10;2;A';

$materias = [];

foreach (explode('|', $gabarito) as $resposta) {
    list($pergunta, $materia, $alternativa) = str_getcsv($resposta, ';');
    
    if ( ! array_key_exists($materia, $materias)) {

acwoss

<?php

use Psr\Http\Message\ResponseInterface;
use Psr\Http\Message\ServerRequestInterface;
use Psr\Http\Server\RequestHandlerInterface;
use Zend\Diactoros\ServerRequestFactory;
use Zend\Diactoros\Response\HtmlResponse;
use Woss\Pipeline;

require "../vendor/autoload.php";

acwoss

$pipeline = new Pipeline([
    function ($request, $next) {
        if (!isset($request->getAttribute('user'))) {
            return new Response(401, 'Sai daqui demônio!');
        }

        return $next->handle($request);
    },

    function ($request, $next) {

acwoss

class Pipeline implements RequestHandlerInterface
{
    public function __constuct($handlers)
    {
        $this->handlers = $handlers;
    }

    public function handle(Request $request): Response
    {
        $handler = current($this->handlers);

acwoss

import time

def is_prime(number):
    i = 3
    while i**2 <= number:
        if number % i == 0:
            return False
        i += 2
    return True

acwoss

import math, time

def sieve_of_eratosthene(N):

    # Cria-se uma lista referente a todos os inteiros entre 0 e N:
    A = [True] * (N+1)

    # Define os números 0 e 1 como não primos:
    A[0] = A[1] = False

acwoss

code = '''
def perfect_numbers(N):
    def sieve_of_eratosthene(N):
        A = [True] * (N+1)
        A[0] = A[1] = False

        for value, prime in enumerate(A):
            if prime:
                yield value

acwoss

def perfect_numbers(N):
    def sieve_of_eratosthene(N):
        A = [True] * (N+1)
        A[0] = A[1] = False

        for value, prime in enumerate(A):
            if prime:
                yield value
                for i in range(value**2, N+1, value):
                    A[i] = False

acwoss

from math import factorial, radians, isclose, sin

def seno(x, n=7):
    x = radians(x)

    def termo_geral(x, i):
        return ((-1)**i / factorial(2*i+1)) * (x**(2*i+1))

    def termos(x, n):
        for i in range(n):

acwoss

from math import factorial, radians, isclose, sin

def seno(x, n=7):
    # Se o ângulo for em graus, converte para radianos
    if x > 1:
        x = radians(x)

    def termo_geral(x, i):
        return ((-1)**i / factorial(2*i+1)) * (x**(2*i+1))