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The UC application is now open. </h1> Get your application in by December 2, and take the first step toward your UC degree. <br/><br/></div> <a aria-label="Apply for financial aid" class="btn btn-pink btn-primary col-4 d-none d-sm-block p0" href="https://apply.universityofcalifornia.edu/my-application/login" role="button">Get started</a></div> </div> </div> </div> </div> </div> </div> </div> <div class="container-hybrid"> <section class="bg-gradient-uc-blue-blue ov-slashes-panel-bottom-light-pink-pink ov-opacity-50 index-full-width"> <div class="container"> <div class="row"> <div class="col-12 offset-sm-1 col-sm-8 order-sm-2 pb-5 fw-content"> <h2 class="h1 mb-3">Nine campuses. One application. </h2> <p class=""><strong>Applying to UC is a lot simpler than you think. That's because you can apply for as many campuses as you like—with just one application.</strong></p> <p><a aria-label="Apply Now" class="btn btn-pink btn-primary col-4 d-none d-sm-block p0" href="https://apply.universityofcalifornia.edu/my-application/login" role="button">Apply Now</a></p> <ul class="link-list"> <li><strong> <a href="/how-to-apply/applying-as-a-freshman/after-you-apply/index.html">First-year applicants</a> </strong></li> <li><strong> <a href="/how-to-apply/applying-as-a-transfer/after-you-apply/index.html">Transfer applicants</a></strong></li> </ul> <img alt="" height="1" src="https://insight.adsrvr.org/track/pxl/?adv=guefvcc&ct=0:0xjmj7d&fmt=3" style="border-style: none;" width="1"/> </div> <div class="col-12 col-sm-3 order-sm-1"> <span class="decorator"></span> <h3><strong>Dates & deadlines </strong></h3> <h5>July 1</h5> <p>Winter/spring 2025 application opens for select campuses<span style="font-weight: 400;"></span></p> <h5>August 1</h5> <p><span style="font-weight: 400;">Fall 2025 application opens </span></p> <h5>October 1</h5> <p><span style="font-weight: 400;">FAFSA and Cal Grant opens for applicants to all terms </span></p> <h5>October 1 - December 2</h5> <p><span style="font-weight: 400;">Submission period for the fall 2025 application</span></p> </div> </div> </div> </section> </div> <div class="container-hybrid"> <div class="tile-group index-blocks"> <div class="tile tile-1up"> <section class="bg-gradient-yellow-pink ov-slashes-panel-top-orange-pink text-dark d-sm-block section-home-applicants"> <div class="container"> <div class="row"> <div class="col-12 col-sm-4 offset-sm-4"> <h2 class="decorator-1 decorator-light-gold mb-3">Future first years:</h2> <p class="h4 mb-1">Our doors are open</p> <p>Every year, we welcome nearly 40,000 first-year students from all over California — and the world. It adds up to an eye-opening, boundary-breaking, horizon-stretching mix of backgrounds, cultures and ethnicities. Come be a part of it.</p> <ul class="link-list"> <li><a href="/admission-requirements/freshman-requirements/index.html">First-year admission requirements</a></li> <li><a href="/how-to-apply/applying-as-a-freshman/index.html">How to apply</a></li> <li><a href="/admission-requirements/international-applicants/index.html">International applicants </a></li> </ul> </div> <div class="col-12 col-sm-4"> <h2 class="decorator-1 decorator-light-gold mb-3">Transferring to UC?</h2> <p class="h4 mb-1">We’re ready when you are</p> <p>We make sure that California community college students are first in line for admissions. And if you’re well-prepared, you can even get a guaranteed place at some of our campuses.</p> <ul class="link-list"> <li><a href="/admission-requirements/transfer-requirements/index.html">Transfer admission requirements</a></li> <li><a href="/how-to-apply/applying-as-a-transfer/index.html">How to apply</a></li> <li><a href="/admission-requirements/international-applicants/index.html">International applicants</a></li> </ul> </div> </div> </div> </section> </div> </div> </div> <div class="container-hybrid"> <div class="tile-group index-blocks"> <div class="tile tile-square tile-2up text-white tile-align-bottom bg-image-cover " style="background-image: url('/_assets/images/tile_photo_requirements_1.jpg'); "> <div class="tile-body"> <span class="decorator"></span> <h2>What makes UC unique?</h2> <p><span>Extraordinary students from across California</span>.</p> <ul class="link-list"> <li><a href="https://100students.universityofcalifornia.edu/">Explore the data</a></li> </ul> </div> </div> <div class="tile tile-square tile-2up bg-light-gold " style=" "> <div class="tile-body"> <span class="decorator"></span> <h2>2 out of 3 California students who applied to UC last year got in.</h2> <p>You've got what it takes to get a UC degree. So what are you waiting for? Find everything you need to apply to the best public university system in the world.</p> <ul class="link-list"> <li><a href="/how-to-apply/applying-as-a-freshman/index.html">Applying as a first year</a></li> <li><a href="/how-to-apply/applying-as-a-transfer/index.html">Applying as a transfer</a></li> </ul> </div> </div> </div> </div> <div class="container-hybrid"> <div class="tile-group index-blocks"> <div class="tile tile-1up"> <section class="bg-light-pink ov-slashes-panel-top-light-pink text-blue section-home-cost"> <div class="container"> <div class="row"> <div class="col-12 col-md-3 offset-md-1 section-home-cost-col-text pb-5"> <h3 class="h2 decorator-1 decorator-pink mb-3">A UC degree opens doors. Money shouldn’t close them.</h3> <p>A UC degree opens our students to a lifetime of opportunity. And with one of the best financial aid programs anywhere, we make sure those opportunities are open to everyone.</p> <ul class="link-list"> <li class="text-pink"><a href="/tuition-financial-aid/index.html">Find out how financial aid can help you</a></li> </ul> </div> <div class="col-md-7 section-home-cost-col-stats"> <div class="section-financial-blade-col-doughnuts"> <div class="text-center mb-3"> <div class="doughnut size-sm"> <div class="circle text-blue front-stroke-pink back-stroke-light" id="exampleDoughnut6"> <div class="circles-wrp"><svg xmlns="http://www.w3.org/2000/svg" version="1.1" viewbox="0 0 256 256"> <path class="circles-maxValueStroke" d="M 127.97637390837136 12.000002406000917 A 116 116 0 1 1 127.83887832718369 12.000111897439524 Z" fill="transparent" version="1.1"/> <path class="circles-valueStroke" d="M 127.97637390837136 12.000002406000917 A 116 116 0 1 1 128.09237389844506 243.9999632200928 " fill="transparent" version="1.1"/> </svg> <div class="circles-text-wrp"> <div class="circles-text">53%</div> <div class="circles-text-secondary">of CA undergrads <br/>pay no tuition</div> </div> </div> </div> </div> </div> <p class="">And 68% receive grants and scholarships (money that you don’t need to repay).</p> </div> <div class="section-financial-blade-stats"> <div class="text-center mb-3"> <p class="stat stat-2 stat-dollar"><span>$</span>0</p> </div> <p class="">California students: If your family's income is under $100,000 and you qualify for financial aid, you won't pay systemwide tuition or fees.</p> </div> </div> </div> </div> </section> <script>// <![CDATA[ var exampleDoughnut6 = { id: "exampleDoughnut6", radius: 128, value: 53, width: 10, outerWidth: 24, text: function(value){return value + '%';}, text2: 'of CA undergrads <br/>pay no tuition', duration: 500 }; // Adding each option to a global onLoadCreateOptions object // that will be executed on page load thanks to jQuery if(!window.onLoadCreateOptions){ window.onLoadCreateOptions = []; } 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