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Submitted URL: http://ucu.org/
Effective URL: https://www.ucu.org/
Submission: On February 23 via api from US — Scanned from DE
Effective URL: https://www.ucu.org/
Submission: On February 23 via api from US — Scanned from DE
Form analysis
1 forms found in the DOMPOST /
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<div class="aspNetHidden">
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<input type="hidden" name="__EVENTTARGET" id="__EVENTTARGET" value="">
<input type="hidden" name="__EVENTARGUMENT" id="__EVENTARGUMENT" value="">
<input type="hidden" name="__VIEWSTATE" id="__VIEWSTATE"
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<a class="cta-primary" href="https://university.cumortgagecenter.com/pages/mortgage-rates?viewmode=0" target="_self">View Rates</a></div>
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<div aria-label="Testimonials: APR<sup>2</sup> low as" class="ttcta text-center whiteonblue">
<h2>Auto Loans<br />
</h2>
<h3>As low as</h3>
<h2><span class="redspan">1.99% APR<sup>2</sup><sapn></sapn></span></h2>
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<div aria-label="Testimonials: APR<sup>3</sup> as low as" class="ttcta text-center whiteonblue">
<h2>Rates Guarantee<br />
</h2>
<h3>Our rates are among the</h3>
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<div class="card-text"><span class="card-text-header">University Checking</span><br>
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<div class="card-text"><span class="card-text-header">Credit Cards</span><br>
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<p><a aria-label="View rates for Credit Cards" class="cta-primary" href="/Learn/Resources/Rates/Credit-Card-Rates">View Rates</a></p>
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<div class="card-text"><span class="card-text-header">Certificate Special</span><br>
<span class="card-text-title">30 months at</span><br>
<span class="redspan">3.50% APY<sup>2</sup></span>
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<div class="card-text"><span class="card-text-header">Rate Guarantee</span><br>
<span class="card-text-title">As a member you get our</span><br>
<span class="redspan">Best Rates in the Nation Guarantee<sup>3</sup></span>
</div>
<p><a aria-label="Learn more about Best Rates" class="cta-primary" href="/Join/Membership/Lowest-Loan-Rates-in-the-Nation-Guarantee">Learn more</a></p>
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<h2><strong>Show your university <span class="redspan">pride.</span></strong></h2>
<p>UCU is excited to offer official credit and debit cards for our university partners. Our cards are designed with you in mind, featuring iconic imagery and athletic logos.</p>
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<p><strong>"My experience with UCU and the staff was nothing short of outstanding from start to finish. An absolute testament to the values that UCLA and UCU share."</strong></p>
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<p>*APY = Annual Percentage Yield. To earn up to 5.00% APY, member must have a qualifying University Checking Account. Based on a combined rate of 4.88%. Credit card must be active, have at least one monthly transaction (excludes
balance transfers and cash advances), and be enrolled in credit card eStatements to qualify for the extra 1.00% APY in dividends. Account does not earn dividends if there is a $0 balance in a HELOC at the end of the month. All accounts
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<p>Qualifying University Checking Accounts will earn 1.00% APY in dividends on balances up to $25,000. Balances above $25,000 will be paid at the regular checking rate. Qualifying University Checking Accounts are defined as having at
least 25 transactions per month (includes transactions made with both debit and credit cards) and enrollment in eStatements. If the requirements are not met, then no dividend is earned. Secondary University Checking Accounts not
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<p><sup>1</sup>APR = Annual Percentage Rate. Rates stated available on approved credit and may be different as determined by the individual creditworthiness of each applicant. The maximum annual percentage rate for a UCU Credit Card is
23.99% APR. Rates current as of July 27, 2023, and are subject to change based on market conditions and borrower eligibility.</p>
<p><sup>2</sup>Special promo rate is 3.50% APY on new money deposited to UCU. Promotional rate in effect as of September 19, 2022. Promotional certificate will renew as a 24-month certificate at the available rate for the product at that
time.</p>
<p>Promotional rates are subject to change or end without notice. New money is money not currently or previously held in a UCU account. Penalty may be imposed for early withdrawal. Fees may reduce earnings. Minimum deposit of
$500 required to open certificate and qualify for promotional rate. For other details regarding this account, you can reference your disclosures which covers all other terms and conditions.</p>
<p><sup>3</sup>UCU guarantees that our lowest loan rate for cars, credit cards, consolidation loans, and HELOCs are in the top 5% nationwide as measured in a monthly rate survey by Rate Watch, a part of S&P Global.</p>
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Activate your new debit card by February 24. Learn More * 1 * 2 * 3 * 4 Pause Play Asset 3 BANK WITH YOUR BRAIN. Serving members of the University Community with smarter financial solutions. Join Now University Checking Earn up to 5.00% APY* View Rates Credit Cards As low as 12.99% APR1 View Rates Certificate Special 30 months at 3.50% APY2 Learn more Rate Guarantee As a member you get our Best Rates in the Nation Guarantee3 Learn more GOT A QUESTION? OUR VIRTUAL ASSISTANT, ROYCE, HAS ANSWERS! Whether you have a question about your account, want to transfer money, or simply want to check your balances, UCU's virtual assistant, Royce, can help you with all this and more! Learn more MEMBER BENEFITS It pays to be a member of University Credit Union. Earn more for the banking you already do! Learn more DIGITAL BANKING Convenient services designed to help save you time and make managing your finances simple. Learn More ASK THE CEO At UCU, we’re here to serve your financial needs with unparalleled value and personal service. Submit a question SHOW YOUR UNIVERSITY PRIDE. UCU is excited to offer official credit and debit cards for our university partners. Our cards are designed with you in mind, featuring iconic imagery and athletic logos. Learn more MEMBER TESTIMONIAL "My experience with UCU and the staff was nothing short of outstanding from start to finish. An absolute testament to the values that UCLA and UCU share." - Vince S. GIVING OUR UNIVERSITY COMMUNITIES A FINANCIAL ADVANTAGE University Credit Union offers membership to employees, students and alumni of UCLA, Pepperdine University, Loyola Marymount University, Santa Clara University, Saint Mary's College, UC Irvine, UC Davis, UC San Diego, Georgia Tech, University of Texas at Arlington, Mount St. Mary's University, Chabot College and Las Positas College, West Coast Conference Universities, The Big West Universities, Western Athletic Conference Universities, Southland Conference Universities, and other universities throughout California. UCU offers a variety of products and services including checking accounts, credit cards, home mortgages, auto loans, personal loans, commercial loans, insurance, investments, as well as digital banking. 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Account does not earn dividends if there is a $0 balance in a HELOC at the end of the month. All accounts must be in good standing with no delinquency or bankruptcy pending. Multiple loans in the same category count for only 1.00% APY in dividends. Qualifying University Checking Accounts will earn 1.00% APY in dividends on balances up to $25,000. Balances above $25,000 will be paid at the regular checking rate. Qualifying University Checking Accounts are defined as having at least 25 transactions per month (includes transactions made with both debit and credit cards) and enrollment in eStatements. If the requirements are not met, then no dividend is earned. Secondary University Checking Accounts not eligible to earn APY. Dividends are calculated by the daily balance method, which applies a daily periodic rate to the balance in the account at the end of each day. Dividends are disbursed monthly into the active University Checking Account. APY is accurate as of the last dividend declaration date. Fees could reduce the earnings on the account. Rate subject to change after account opening and may vary based on qualifications met at month end. Not valid with any other offers. To establish a UCU Membership, you must deposit at least $5 to a Regular (Share) Savings Account. A $50 minimum deposit is required to open a University Checking Account. All accounts are subject to approval. 1APR = Annual Percentage Rate. Rates stated available on approved credit and may be different as determined by the individual creditworthiness of each applicant. The maximum annual percentage rate for a UCU Credit Card is 23.99% APR. Rates current as of July 27, 2023, and are subject to change based on market conditions and borrower eligibility. 2Special promo rate is 3.50% APY on new money deposited to UCU. Promotional rate in effect as of September 19, 2022. 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