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index.html
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<!DOCTYPE html>
<html lang="en">
<head>
<title>Projcet Stuka Studieruimte</title>
<meta charset="UTF-8">
<meta name="viewport" content="width=device-width, initial-scale=1">
<!-- UIkit CSS -->
<link rel="stylesheet" href="https://cdnjs.cloudflare.com/ajax/libs/uikit/3.0.0-beta.24/css/uikit.min.css" />
<!--local css-->
<link href="css/uikit-custom.css" rel="stylesheet">
<!-- patrick hand -->
<link href="https://fonts.googleapis.com/css?family=Patrick+Hand+SC" rel="stylesheet">
<link href="https://fonts.googleapis.com/css?family=Patrick+Hand" rel="stylesheet">
</head>
<body class="uk-background-default">
<!-- top navigation bar -->
<nav class="uk-navbar-container" uk-navbar>
<div class="uk-navbar-center">
<ul class="uk-navbar-nav">
<li class="uk-active">
<a href="index.html">Studieruimte</a>
</li>
<li class="uk-active">
<a href="http://projectstuka.org/">Project Stuka</a>
</li>
</ul>
</div>
</nav>
<!--welcome text-->
<div class="uk-section">
<div class="uk-container uk-container-small uk-text-center">
<h2 class="phsc" >Welkom in de studieruimte van Projekt Stuka!</h2>
<h4>Klik op een van de sommen hieronder om te beginnen met oefenen.</h4>
</div>
</div>
<!-- grid container-->
<div class="uk-container ">
<!--uk responsive grid-->
<div class="uk-child-width-1-4@m uk-child-width-1-3@s uk-child-width-1-2 uk-grid-match uk-grid-collapse" uk-grid>
<!--bewerkingen-->
<div>
<div class="uk-card uk-card-body">
<a href="bewerkingen.html"><img src="img/home-bewerkingen.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Bewerkingen</h4>
</div>
</div>
<!--kapitaal-->
<div>
<div class="uk-card uk-card-body">
<a href="kapitaal.html"><img src="img/home-kapitaal2.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Kapitaalsom</h4>
</div>
</div>
<!--grafieken-->
<div>
<div class="uk-card uk-card-body">
<a href="grafiek.html"><img src="img/home-grafieken.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Grafieken</h4>
</div>
</div>
<!--brueken-->
<div>
<div class="uk-card uk-card-body">
<a href="breuken.html"><img src="img/home-breuken.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Breuken</h4>
</div>
</div>
<!--wegsom-->
<div>
<div class="uk-card uk-card-body">
<a href="wegsom.html"><img src="img/home-wegsom.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Wegsom</h4>
</div>
</div>
<!--metriek-->
<div>
<div class="uk-card uk-card-body">
<a href="gewichten.html"><img src="img/home-metriek.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Metriek Stelsel</h4>
</div>
</div>
<!--oppervlakte-->
<div>
<div class="uk-card uk-card-body">
<a href="oppervlakte.html"><img src="img/home-oppervlakte.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Oppervlakte</h4>
</div>
</div>
<!--practice-->
<div>
<div class="uk-card uk-card-body">
<a href="quiz.html"><img src="img/home-practice.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Oefenruimte</h4>
</div>
</div>
<!--procent-->
<div>
<div class="uk-card uk-card-body">
<a href=""><img src="img/home-procent.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Procenten</h4>
</div>
</div>
<!--tijd-->
<div>
<div class="uk-card uk-card-body">
<a href="tijd.html"><img src="img/home-tijd.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Tijd</h4>
</div>
</div>
<!--tips-->
<div>
<div class="uk-card uk-card-body">
<a href=""><img src="img/home-tips.png"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Tips</h4>
</div>
</div>
<!--verhoudingen-->
<div>
<div class="uk-card uk-card-body">
<a href="verhoudingen.html"><img src="data:image/png;base64,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"></a>
<h4 class="uk-text-center uk-margin-remove-top phsc">Verhoudingen</h4>
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