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index.html
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<!DOCTYPE html>
<html lang="ru" dir="ltr">
<head>
<link rel="shortcut icon" href="imgs/logo.ico" type="image/x-icon">
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0" />
<meta name="viewport" content="width=device-width, initial-scale=1" />
<link rel="stylesheet" href="style.css" />
<link rel="stylesheet" href="media.css" />
<link href='http://fonts.googleapis.com/css?family=Ubuntu&subset=cyrillic,latin' rel='stylesheet' type='text/css' />
<title>Тестовое задание</title>
</head>
<body>
<header>
<nav>
<ul>
<li><a href="#">Студия Хэппи</a></li>
<li><a href="#">Обратная связь</a></li>
<li><a href="#">Для прессы</a></li>
<li><a href="#">Сотрудничество</a></li>
<span style="display: inline;"><li><a href="#"><img src="imgs/map_mac.png" title="" width="25" height="25" style="top: 17px; position: absolute; left: 90%;" /></a></li>
<li><a href="#" style="position: absolute; left: 89%; font-size: 20px;">Москва</a></li>
</span>
</ul>
</nav>
</header>
<div class="main__content">
<img src="imgs/mac.png" alt="Макдоналдс" title="" width="" height="" />
<div class="navi">
<div class="navi2">
<p class="p1">Меню</p>
<p class="p1">Мы на карте</p>
<p class="p1">Новинки и акции</p>
<p class="p1">МакКафе</p>
<p class="p1">Качество</p>
<button class="p1 btn"><svg width="21" height="21" style="padding-right: 5px;" viewBox="0 0 21 21" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M15.1978 11.5416C15.979 11.5416 16.6665 11.1146 17.0207 10.4687L20.7498 3.70831C21.1353 3.02081 20.6353 2.16665 19.8436 2.16665H4.42692L3.44775 0.083313H0.0415039V2.16665H2.12484L5.87484 10.0729L4.46859 12.6146C3.70817 14.0104 4.70817 15.7083 6.2915 15.7083H18.7915V13.625H6.2915L7.43734 11.5416H15.1978ZM5.4165 4.24998H18.0728L15.1978 9.45831H7.88525L5.4165 4.24998ZM6.2915 16.75C5.14567 16.75 4.21859 17.6875 4.21859 18.8333C4.21859 19.9791 5.14567 20.9166 6.2915 20.9166C7.43734 20.9166 8.37484 19.9791 8.37484 18.8333C8.37484 17.6875 7.43734 16.75 6.2915 16.75ZM16.7082 16.75C15.5623 16.75 14.6353 17.6875 14.6353 18.8333C14.6353 19.9791 15.5623 20.9166 16.7082 20.9166C17.854 20.9166 18.7915 19.9791 18.7915 18.8333C18.7915 17.6875 17.854 16.75 16.7082 16.75Z" fill="black"/>
</svg> Корзина</button>
</div>
<div>
<div id="photo1">
<svg width="580" height="648" style="position:relative; left:40%;" viewBox="0 0 580 648" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<div style="margin-top: 300px; margin-left: 200px;">
<p class="par">Акция “МАК ДЛЯ ВСЕХ”</p>
<p class="big_mac">Биг Мак каждому!</p>
<p class="best">Лучший бургер по баснословно низкой цене.
С 1 26 Марта успейте забрать Биг Мак со скидкой
и получите молочный коктейль в подарок.</p>
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<p class="actual_pr">95.99<svg width="29" height="34" viewBox="0 0 29 34" fill="none" xmlns="http://www.w3.org/2000/svg">
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<div>
<img src="imgs/big_mac.png" class="popup_img" alt="Макдоналдс" title="" width="250" height="250" />
<p class="popup_t1">Биг Мак</p>
<p class="popup_t2">Большой бургер с двумя рублеными бифштексами из 100% говядины на булочке с кунжутом, поджаренной в тостере, маринованными огурчиками, луком, свежим салатом «Айсберг», ломтиком плавленого сыра «Чеддер» и специальным соусом «Биг Мак».</p>
<svg width="410" height="2" style="margin-left: 380px;" viewBox="0 0 410 2" fill="none" xmlns="http://www.w3.org/2000/svg">
<line x1="8.74228e-08" y1="1" x2="410" y2="1.00004" stroke="#FFC300" stroke-width="2"/>
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<p class="popup_p1">Особые пожелания</p>
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<input type="checkbox" id="scales1" name="scales" checked>
<label for="scales1">Убрать Салат</label>
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<label for="checks2">Убрать Сыр</label>
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<label for="checks3">Убрать Соль</label>
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<label for="checks4">Убрать Бифштекс</label>
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<label for="checks5">Убрать Соус Биг Мак</label>
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<input type="checkbox" id="checks6" name="checks">
<label for="checks6">Убрать Лук восст.</label>
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<label for="checks7">Дополнительно Сыр</label>
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<label for="checks8">Убрать Огурец маринов.</label>
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<p class="popup_p2">Напиток</p>
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<input type="radio" id="radio1" name="checks" checked>
<label for="radio1">Кока-Кола</label>
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<input type="radio" id="radio2" name="checks">
<label for="radio2">Кока-Кола Зеро</label>
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<input type="radio" id="radio3" name="checks">
<label for="radio3">Американо большой</label>
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<input type="radio" id="radio4" name="checks">
<label for="radio4">Спрайт</label>
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<line x1="-8.74228e-08" y1="1" x2="410" y2="0.999964" stroke="#FFC300" stroke-width="2"/>
</svg>
</div>
<div class="md">
<div>
<h3>Итого:</h3>
<div style="position: absolute; top: 65px;">
<svg width="30" height="30" viewBox="0 0 30 30" fill="none" xmlns="http://www.w3.org/2000/svg">
<circle cx="15" cy="15" r="14.5" fill="white" stroke="#E9E9E9"/>
<path d="M22.47 14.0701H16.17H14.07H7.76997C7.49149 14.0701 7.22442 14.1807 7.02751 14.3776C6.8306 14.5745 6.71997 14.8416 6.71997 15.1201C6.71997 15.3985 6.8306 15.6656 7.02751 15.8625C7.22442 16.0594 7.49149 16.1701 7.76997 16.1701H14.07H16.17H22.47C22.7484 16.1701 23.0155 16.0594 23.2124 15.8625C23.4093 15.6656 23.52 15.3985 23.52 15.1201C23.52 14.8416 23.4093 14.5745 23.2124 14.3776C23.0155 14.1807 22.7484 14.0701 22.47 14.0701Z" fill="#E9E9E9"/>
</svg>
</div>
<span style="position: absolute; top: 70px; left: 45px;">1</span>
<div style="position: absolute; margin-left: 70px; top: 65px;">
<svg width="30" height="30" viewBox="0 0 30 30" fill="none" xmlns="http://www.w3.org/2000/svg">
<circle cx="15" cy="15" r="14.5" fill="white" stroke="#FFC300"/>
<path d="M22.47 14.07H16.17V7.76997C16.17 7.49149 16.0593 7.22442 15.8624 7.02751C15.6655 6.8306 15.3984 6.71997 15.12 6.71997C14.8415 6.71997 14.5744 6.8306 14.3775 7.02751C14.1806 7.22442 14.07 7.49149 14.07 7.76997V14.07H7.76997C7.49149 14.07 7.22442 14.1806 7.02751 14.3775C6.8306 14.5744 6.71997 14.8415 6.71997 15.12C6.71997 15.3984 6.8306 15.6655 7.02751 15.8624C7.22442 16.0593 7.49149 16.17 7.76997 16.17H14.07V22.47C14.07 22.7484 14.1806 23.0155 14.3775 23.2124C14.5744 23.4093 14.8415 23.52 15.12 23.52C15.3984 23.52 15.6655 23.4093 15.8624 23.2124C16.0593 23.0155 16.17 22.7484 16.17 22.47V16.17H22.47C22.7484 16.17 23.0155 16.0593 23.2124 15.8624C23.4093 15.6655 23.52 15.3984 23.52 15.12C23.52 14.8415 23.4093 14.5744 23.2124 14.3775C23.0155 14.1806 22.7484 14.07 22.47 14.07Z" fill="#FFC300"/>
</svg>
</div>
<div class="md_par">
<p>95.99<svg width="19" height="21" style="margin-left: 5px;" viewBox="0 0 29 34" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M18.0767 21.8571C24.505 21.8571 29 17.3447 29 10.8581C29 4.37143 24.505 0 18.0767 0H5.73958C5.23911 0 4.83333 0.407772 4.83333 0.910714V3.01143V16.5926H0.90625C0.405773 16.5926 0 17.0004 0 17.5033V20.9464C0 21.4494 0.405773 21.8571 0.90625 21.8571H4.83333V24.2857H0.90625C0.405773 24.2857 0 24.6935 0 25.1964V28.2321C0 28.7351 0.405773 29.1429 0.90625 29.1429H4.83333V33.0893C4.83333 33.5922 5.23911 34 5.73958 34H10.1621C10.6626 34 11.0683 33.5922 11.0683 33.0893V29.1429H23.2604C23.7609 29.1429 24.1667 28.7351 24.1667 28.2321V25.1964C24.1667 24.6935 23.7609 24.2857 23.2604 24.2857H11.0683V21.8571H18.0767ZM11.0683 5.21748H17.0133C20.5417 5.21748 22.6683 7.42672 22.6683 10.8581C22.6683 14.3364 20.5417 16.5926 16.9167 16.5926H11.0683V5.21748Z" fill="#FFC300"/>
</svg>
</p>
</div>
<button class="btn_md">Оформить заказ</button>
</div>
</div>
</div>
</div>
</p>
<div class="why_bigmac">
<p>Почему именно Биг Мак?</p>
<svg width="180" height="5" style="margin-left: 150px; margin-bottom: 50px;" viewBox="0 0 180 5" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect width="180" height="5" rx="2.5" fill="#E9E9E9"/>
</svg>
</div>
<div class="par2">
<p>Мы считаем, что мак является одним из наших лучших блюд которое каждый обязан попробовать.</p>
</div>
<div class="block_s">
<div style="position: absolute; margin-top: 200px; margin-left: 400px;">
<svg width="549" height="20" viewBox="0 0 549 20" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect width="549" height="20" fill="#FFC300"/>
</svg>
</div>
<div class="block1">
<div class="s1">
<svg width="80" height="80" viewBox="0 0 80 80" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M10.25 20.25C-3.39997 33.9 -3.39997 56 10.15 69.65C17.5 52.65 30.6 38.45 46.95 30C33.1 41.7 23.4 58.05 20 76.6C33 82.75 49 80.5 59.75 69.75C77.15 52.35 80 0 80 0C80 0 27.65 2.85 10.25 20.25Z" fill="#FFC300"/>
</svg>
</div>
<p class="par3">Натуральность</p>
<p class="par4">Наш Мак состоит из 100% натуральной говядины на булочке с кунжутом, поджаренной в тостере, маринованными огурчиками, луком, свежим салатом «Айсберг».</p>
</div>
<div class="block2">
<div class="s1">
<svg width="100" height="95" viewBox="0 0 100 95" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M89.15 27.5L77.8 16.15C78.15 14.05 78.7 12.1 79.4 10.4C79.8 9.5 80 8.55 80 7.5C80 3.35 76.65 0 72.5 0C64.3 0 57.05 3.95 52.5 10H27.5C12.3 10 0 22.3 0 37.5C0 52.7 12.5 95 12.5 95H40V85H50V95H77.5L85.9 67.05L100 62.35V27.5H89.15ZM55 35H30V25H55V35ZM70 45C67.25 45 65 42.75 65 40C65 37.25 67.25 35 70 35C72.75 35 75 37.25 75 40C75 42.75 72.75 45 70 45Z" fill="#FFC300"/>
</svg>
</div>
<p class="par3" style="left: 120px;">Выгода</p>
<p class="par4">Благодаря акции на Мак вы сможете приобрести не только этот вкуснейший бургер но так же выбрать комбо наборы с “Мак Комбо” которые вы получите со скидкой до 50%</p>
</div>
<div class="block3">
<div class="s1">
<svg width="100" height="95" viewBox="0 0 100 95" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M90 20H79.1C79.65 18.45 80 16.75 80 15C80 6.7 73.3 0 65 0C59.75 0 55.2 2.7 52.5 6.75L50 10.1L47.5 6.7C44.8 2.7 40.25 0 35 0C26.7 0 20 6.7 20 15C20 16.75 20.35 18.45 20.9 20H10C4.45 20 0.05 24.45 0.05 30L0 85C0 90.55 4.45 95 10 95H90C95.55 95 100 90.55 100 85V30C100 24.45 95.55 20 90 20ZM65 10C67.75 10 70 12.25 70 15C70 17.75 67.75 20 65 20C62.25 20 60 17.75 60 15C60 12.25 62.25 10 65 10ZM35 10C37.75 10 40 12.25 40 15C40 17.75 37.75 20 35 20C32.25 20 30 17.75 30 15C30 12.25 32.25 10 35 10ZM90 85H10V75H90V85ZM90 60H10V30H35.4L25 44.15L33.1 50L45 33.8L50 27L55 33.8L66.9 50L75 44.15L64.6 30H90V60Z" fill="#FFC300"/>
</svg>
</div>
<p class="par3">Все для друзей</p>
<p class="par4">При покупке от 3 маков вы получаете
бесплатную пачку хрустящей картошки фри и латте к каждому из них.
Делиться приятно :)</p>
</div>
</div>
<div class="par5">
<p>МакКомбо</p>
<svg width="180" height="5" style="" viewBox="0 0 180 5" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect width="180" height="5" rx="2.5" fill="#E9E9E9"/>
</svg>
</div>
<div class="img1">
<img src="imgs/mac_combo.png" alt="Макдоналдс" title="" width="" height="" />
</div>
<div class="ellipse">
<svg width="90" height="10" viewBox="0 0 90 10" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect width="30" height="10" rx="5" fill="#FFC300"/>
<circle cx="45" cy="5" r="5" fill="#D3D3D3"/>
<circle cx="65" cy="5" r="5" fill="#D3D3D3"/>
<circle cx="85" cy="5" r="5" fill="#D3D3D3"/>
</svg>
</div>
<div class="par6">
<p>Биг Мак МакКомбо Большой</p>
</div>
<div class="par7">
<p>Большой МакКОМБО с Биг Маком®, большой порцией картофеля и одним холодным (0,5) или горячим (0,3 или 0,4) напитком. Цена за МакКомбо указана в комплектации со стандартным Горячим (Кофе 0,2, Чай 0,2) или Холодным напитком 0,4 л. (кроме Молочных Коктейлей) и Стандартной порцией Картофеля Фри. При изменении комплектации цена МакКомбо может измениться.</p>
</div>
<div class="und">
<svg width="600" height="1" viewBox="0 0 600 1" fill="none" xmlns="http://www.w3.org/2000/svg">
<line x1="4.37114e-08" y1="0.5" x2="600" y2="0.500052" stroke="#E9E9E9"/>
</svg>
</div>
<div class="par8">
<p>95.99<svg width="29" height="34" style="margin-left: 5px;" viewBox="0 0 29 34" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M18.0767 21.8571C24.505 21.8571 29 17.3447 29 10.8581C29 4.37143 24.505 0 18.0767 0H5.73958C5.23911 0 4.83333 0.407772 4.83333 0.910714V3.01143V16.5926H0.90625C0.405773 16.5926 0 17.0004 0 17.5033V20.9464C0 21.4494 0.405773 21.8571 0.90625 21.8571H4.83333V24.2857H0.90625C0.405773 24.2857 0 24.6935 0 25.1964V28.2321C0 28.7351 0.405773 29.1429 0.90625 29.1429H4.83333V33.0893C4.83333 33.5922 5.23911 34 5.73958 34H10.1621C10.6626 34 11.0683 33.5922 11.0683 33.0893V29.1429H23.2604C23.7609 29.1429 24.1667 28.7351 24.1667 28.2321V25.1964C24.1667 24.6935 23.7609 24.2857 23.2604 24.2857H11.0683V21.8571H18.0767ZM11.0683 5.21748H17.0133C20.5417 5.21748 22.6683 7.42672 22.6683 10.8581C22.6683 14.3364 20.5417 16.5926 16.9167 16.5926H11.0683V5.21748Z" fill="#FFC300"/>
</svg>
</p>
<div style="margin-left: 180px; margin-top: -105px;">
<a href="#openModal">
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</svg></a>
</div>
</div>
<div class="add_big">
<p>Дополните свой БигМак</p>
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<div class="foot_blocks">
<div class="foot_block1">
<div style="position: absolute; top: 40px; left: 30px;">
<img src="imgs/20proc.png" alt="Макдоналдс" title="" width="225" height="225" />
<div style="position: absolute; top: 230px;">
<p class="p_1">Хорошая пара с Лате</p>
<p class="p2">Два Латте 0,3 по специальной цене!</p>
</div>
</div>
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</div>
<div class="foot_block2">
<div style="position: absolute; top: 80px; left: 60px;">
<img src="imgs/foot_block2.png" alt="Макдоналдс" title="" width="190" height="190" />
<div style="position: absolute; top: 190px; left: -15%;">
<p class="p_1">Айриш Капучино</p>
<p class="p2">Классический капучино с воздушной молочной пенкой и сиропом со вкусом сливочного ликера...</p>
</div>
</div>
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<div class="foot_block3">
<div style="position: absolute; top: 60px; left: 60px;">
<img src="imgs/foot_block3.png" alt="Макдоналдс" title="" width="190" height="190" />
<div style="position: absolute; top: 210px; left: -15%;">
<p class="p_1">Американо Большой</p>
<p class="p2">Кофе черный.</p>
</div>
</div>
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<div class="foot_block4">
<div style="position: absolute; top: 80px; left: 60px;">
<img src="imgs/foot_block4.png" alt="Макдоналдс" title="" width="190" height="190" />
<div style="position: absolute; top: 190px; left: -15%;">
<p class="p_1">Ягодный Пунш</p>
<p class="p2">Встречайте — снова в меню! Горячий напиток на основе натурального пюре из ягод малины и черной...</p>
</div>
</div>
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<div class="foot_block5">
<div style="position: absolute; top: 80px; left: 60px;">
<img src="imgs/foot_block5.png" alt="Макдоналдс" title="" width="190" height="190" />
<div style="position: absolute; top: 190px; left: -15%;">
<p class="p_1">Кока-Кола средняя</p>
<p class="p2">Прохладительный газированный напиток «Кока-Кола»®.</p>
</div>
</div>
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<div class="foot_block6">
<div style="position: absolute; top: 80px; left: 30px;">
<img src="imgs/foot_block6.png" alt="Макдоналдс" title="" width="240" height="190" />
<div style="position: absolute; top: 190px; left: 0;">
<p class="p_1">Соус Чесночный</p>
<p class="p2">Пикантный соус с нежным сливочно-чесночным вкусом.</p>
</div>
</div>
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<img src="imgs/foot_block7.png" alt="Макдоналдс" title="" width="240" height="190" />
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<p class="p_1">Соус Сырный</p>
<p class="p2">Соус со вкусом сыра</p>
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<div style="position: absolute; top: 80px; left: 30px;">
<img src="imgs/foot_block8.png" alt="Макдоналдс" title="" width="240" height="190" />
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<p class="p_1">Соус Терияки</p>
<p class="p2">Классический солоновато-сладкий соус Азиатской кухни на основе соевого соуса.</p>
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