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Submitted URL: http://thirdfederal.com/
Effective URL: https://www.thirdfederal.com/
Submission: On February 05 via manual from US — Scanned from DE
Effective URL: https://www.thirdfederal.com/
Submission: On February 05 via manual from US — Scanned from DE
Form analysis 1 forms found in the DOM
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<h1 class="sr-only">Third Federal Savings & Loan</h1>
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<span class="alt-logo">Third Federal Savings & Loan</span>
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<li><a href="/borrowing/solutions/debt-consolidation">Debt Consolidation</a></li>
<li id="HeaderContent_T7BBA4D5E001_liCommunity4"><a href="/borrowing/solutions/refinance-with-little-equity">Refinance with Little Equity</a></li>
<li><a href="/borrowing/solutions/home-improvement">Home Improvement</a></li>
<li><a href="/borrowing/solutions/lower-your-home-equity-payment">Lower Your Home Equity Payment</a></li>
<li><a href="/borrowing/solutions/pay-for-a-one-time-expense">Pay for a One-Time Expense or Event</a></li>
<li><a href="/borrowing/solutions/pay-for-a-recurring-expense">Pay for a Recurring Expense or Event</a></li>
<li><a href="/resources/mortgage-savings-calculators/affordability-calculator/">How Much House Can I Afford?</a></li>
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<li><a href="/saving/retirement-accounts">Retirement Accounts</a></li>
<li><a href="/saving/checking-accounts">Checking Accounts</a></li>
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<h2 class="large">Certificates of Deposit</h2>
<p>A Great Rate. Easy as that. Third Federal Certificates of Deposit.</p>
<a href="/saving/open-deposit-account" class="btn btn-sm btn-orange _gt btn-capitalized" data-category="Header" data-action="Click" data-label="Header- POP- Saving- Open a CD" target="_blank">Open A CD</a>
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<a href="/saving/certificates-of-deposit">Deposit Rates</a>
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<li><a href="/resources/servicing-help-center">Servicing Help Center</a></li>
<li><a href="/resources/mortgage-savings-calculators">Mortgage & Savings Calculators</a></li>
<li><a href="/resources/security-privacy">Security & Privacy</a></li>
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<h2 class="large">Borrower Beware</h2>
<p>Click to learn about some of the common tactics you might face when dealing with a lender or broker.</p>
<a href="/resources/borrowing-basics/borrower-beware" class="btn btn-sm btn-orange _gt" data-category="Header" data-action="Click" data-label="Header- POP- Resources- View Now" aria-label="view resources now">View Now</a>
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<li><a href="/our-advantage/the-third-federal-difference">The Third Federal Difference</a></li>
<li><a href="/our-advantage/history-values">History & Values</a></li>
<li><a href="/our-advantage/satisfied-customers">Satisfied Customers</a></li>
<li><a href="/our-advantage/loyalty-perks-program">Loyalty Perks Program</a></li>
<li><a href="/our-advantage/lowest-rate-guarantee">Lowest Rate Guarantee </a></li>
<li><a href="/our-advantage/messages-from-marc">Messages From Marc</a></li>
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<h2 class="large">History & Values</h2>
<p>Honesty has always been our policy. Learn more about Third Federal's history and values.</p>
<a href="/our-advantage/history-values" class="btn btn-sm btn-orange _gt" data-category="Header" data-action="Click" data-label="Header- POP- Advantage- View Now" aria-label="view advantage now">View Now</a>
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<li><a href="/borrowing/home-equity">Home Equity</a></li>
<li><a href="/borrowing/community-development">Community Development Loans and Programs</a></li>
<li><a href="/borrowing/how-much-house-can-i-afford">How Much House Can I Afford?</a></li>
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<a href="https://thirdfederal.mortgagewebcenter.com/Account/Login?ReturnUrl=%2fApplyNow%2fMortgageApplication%2fIndex" class="btn btn-sm nav-cta" target="_blank">Start a Loan<span class="sr-only">(Opens in a new window)</span></a>
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<li><a href="/saving/certificates-of-deposit">Certificates of Deposit</a></li>
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<li><a href="/resources">Resources Main</a></li>
<li><a href="/resources/easy-guides">Easy Guides</a></li>
<li><a href="/resources/borrowing-help-center">Borrowing Help Center</a></li>
<li><a href="/resources/servicing-help-center">Servicing Help Center</a></li>
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<li><a href="/our-advantage">Our Advantage Main</a></li>
<li><a href="/our-advantage/the-third-federal-difference">The Third Federal Difference</a></li>
<li><a href="/our-advantage/history-values">History & Values</a></li>
<li><a href="/our-advantage/satisfied-customers">Satisfied Customers</a></li>
<li><a href="/our-advantage/loyalty-perks-program">Loyalty Perks Program</a></li>
<li><a href="/our-advantage/lowest-rate-guarantee">Lowest Rate Guarantee </a></li>
<li><a href="/our-advantage/messages-from-marc">Messages From Marc</a></li>
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<p class="front-end-hide">Ohio Priority 1 - NEO - Personalization</p>
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<p><span class="heading"><strong><strong>Third Federal.<br>
</strong>Strong. Stable. Safe.</strong></span> <span class="sub-heading">A bank you can believe in.</span>
<a href="/our-advantage/the-third-federal-difference" class="btn btn-orange btn-sm _gt" data-label="Bank Smart - Learn More" data-action="Click" data-category="Home HERO" aria-label="Learn more about the third federal difference">Learn More<span class="sr-only">Learn more about the third federal difference</span></a>
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<li>
<h3 class="align-center">Welcome to<br> Third Federal Online Banking.</h3>
<a href="https://www.thirdfederalonline.com/tob/live/usp-core/app/login/consumer?ui=new" target="_blank" class="btn btn-orange _gt" data-category="Header" data-action="Click" data-label="Header- Online Banking- Log In">Log In<span class="sr-only">(Opens in a new window)</span></a>
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<div class="header-text"> Rates for February 05, 2024 </div>
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<div id="MainContent_C037_stateCountySelector_upStateCountySelector">
<div id="MainContent_C037_stateCountySelector_divHeaderOptionLabel" class="header-option-label change-on"> Cuyahoga County,
Ohio<a id="MainContent_C037_stateCountySelector_hlnkChange" class="change-link" href="javascript:__doPostBack('ctl00$MainContent$C037$stateCountySelector$hlnkChange','')">Change</a>
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Mortgage Purchase</a>
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Mortgage Refinance</a>
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Home Equity</a>
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Savings</a>
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<td>30 Year Fixed Rate </td>
<td>6.49%</td>
<td>6.59%</td>
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<td>30 Year Low Cost Fixed Rate </td>
<td>6.79%</td>
<td>6.81%</td>
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<td>15 Year Fixed Rate </td>
<td>5.99%</td>
<td>6.16%</td>
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<td>15 Year Low Cost Fixed Rate </td>
<td>6.29%</td>
<td>6.32%</td>
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<td>5/1 ARM (30 year) </td>
<td>6.49%</td>
<td>7.19%</td>
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<td>5/1 ARM (30 year) Low Cost </td>
<td>6.84%</td>
<td>7.25%</td>
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<td>10 Year Fixed Rate </td>
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<div id="MainContent_C037_pnlTab3Content" class="tab-content tab-3">
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<select name="ctl00$MainContent$C037$RateTable3$ddlTermFilter" id="MainContent_C037_RateTable3_ddlTermFilter" class="term-filter-dropdown select select-blue select-sm">
<option value="30">30</option>
<option value="20">20</option>
<option value="15">15</option>
</select>
</div>
<div id="MainContent_C037_RateTable3_pnlRateTable">
<table class="rate-table">
<thead>
<tr>
<th>Product</th>
<th>Rate</th>
<th>APR</th>
</tr>
</thead>
<tbody>
<tr>
<td>Home Equity Line of Credit <span class="smaller"></span>
</td>
<td>7.49%</td>
<td>7.49%</td>
</tr>
<tr>
<td>5 Year Home Equity Loan <span class="smaller"></span>
</td>
<td>7.29%</td>
<td>7.29%</td>
</tr>
<tr>
<td>10 Year Home Equity Loan <span class="smaller"></span>
</td>
<td>7.59%</td>
<td>7.59%</td>
</tr>
<tr>
<td>15 Year Home Equity Loan <span class="smaller"></span>
</td>
<td>7.79%</td>
<td>7.79%</td>
</tr>
<tr>
<td>20 Year Home Equity Loan <span class="smaller"></span>
</td>
<td>7.99%</td>
<td>7.99%</td>
</tr>
<tr>
<td>5/1 Home Equity Loan <span class="smaller"></span>
</td>
<td>7.59%</td>
<td>7.54%</td>
</tr>
</tbody>
</table>
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<div class="cd-rate-table">
<div>
<table class="rate-table header-rate-table" data-item-original-width="390" style="width: 390px;">
<thead>
<tr>
<th>Term</th>
<th class="centered">APY</th>
</tr>
</thead>
<tbody>
<tr class="sr-only">
<td data-item-original-width="153.891">5 Month Raise Your Rate CD <br>
<br>
<span class="smaller">Minimum to Obtain: $100000</span>
</td>
<td class="centered" data-item-original-width="151.109">5.25%</td>
</tr>
<tr class="sr-only">
<td>19 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">4.50%</td>
</tr>
<tr class="sr-only">
<td>29 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">4.25%</td>
</tr>
<tr class="sr-only">
<td>39 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">4.00%</td>
</tr>
<tr class="sr-only">
<td>49 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">3.75%</td>
</tr>
<tr class="sr-only">
<td>59 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">3.50%</td>
</tr>
<tr class="sr-only">
<td>7 Day CD <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">4.50%</td>
</tr>
</tbody>
</table>
</div>
<div class="simplebar" style="height: 186px; overflow: auto;">
<table class="rate-table" data-item-original-width="390" role="presentation" style="width: 390px;">
<thead>
</thead>
<tbody>
<tr>
<td data-item-original-width="153.891" style="width: 198.891px;">5 Month Raise Your Rate CD <br>
<br>
<span class="smaller">Minimum to Obtain: $100000</span>
</td>
<td class="centered" data-item-original-width="151.109" style="width: 191.109px;">5.25%</td>
</tr>
<tr>
<td>19 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">4.50%</td>
</tr>
<tr>
<td>29 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">4.25%</td>
</tr>
<tr>
<td>39 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">4.00%</td>
</tr>
<tr>
<td>49 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">3.75%</td>
</tr>
<tr>
<td>59 Month Special <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">3.50%</td>
</tr>
<tr>
<td>7 Day CD <br>
<br>
<span class="smaller">Minimum to Obtain: $500</span>
</td>
<td class="centered">4.50%</td>
</tr>
</tbody>
</table>
</div>
</div>
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<thead>
<tr>
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</tr>
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<tbody>
</tbody>
</table>
</div>
</div>
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<h3><span style="font-size: 20px; color: #366092;"><strong>Looking to save thousands on a <br> Home Equity Line of Credit?</strong></span></h3>
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Rates for February 05, 2024
Cuyahoga County, OhioChange
Mortgage Purchase
Mortgage Refinance
Home Equity
Savings
Select Product Mortgage Purchase Mortgage Refinance Home Equity Savings
All Mortgage Rates 0 Points
Select Term: 30 20 15
Product Rate APR 30 Year Fixed Rate 6.49% 6.59% 30 Year Low Cost Fixed Rate
6.79% 6.81% 15 Year Fixed Rate 5.99% 6.16% 15 Year Low Cost Fixed Rate 6.29%
6.32% 5/1 ARM (30 year) 6.49% 7.19% 5/1 ARM (30 year) Low Cost 6.84% 7.25%
Select Term: 30 20 15
Product Rate APR 30 Year Fixed Rate 6.49% 6.59% 15 Year Fixed Rate 5.99% 6.15%
10 Year Fixed Rate 6.09% 6.32% 10 Year Low Cost Fixed Rate 6.49% 6.53% 5/1 ARM
(30 year) Low Cost 6.84% 7.25%
Select Term: 30 20 15
Product Rate APR Home Equity Line of Credit 7.49% 7.49% 5 Year Home Equity Loan
7.29% 7.29% 10 Year Home Equity Loan 7.59% 7.59% 15 Year Home Equity Loan 7.79%
7.79% 20 Year Home Equity Loan 7.99% 7.99% 5/1 Home Equity Loan 7.59% 7.54%
Select Term: 30 20 15
Term APY 5 Month Raise Your Rate CD
Minimum to Obtain: $100000 5.25% 19 Month Special
Minimum to Obtain: $500 4.50% 29 Month Special
Minimum to Obtain: $500 4.25% 39 Month Special
Minimum to Obtain: $500 4.00% 49 Month Special
Minimum to Obtain: $500 3.75% 59 Month Special
Minimum to Obtain: $500 3.50% 7 Day CD
Minimum to Obtain: $500 4.50%
5 Month Raise Your Rate CD
Minimum to Obtain: $100000 5.25% 19 Month Special
Minimum to Obtain: $500 4.50% 29 Month Special
Minimum to Obtain: $500 4.25% 39 Month Special
Minimum to Obtain: $500 4.00% 49 Month Special
Minimum to Obtain: $500 3.75% 59 Month Special
Minimum to Obtain: $500 3.50% 7 Day CD
Minimum to Obtain: $500 4.50%
Term Year 1 APY
Select Term: 30 20 15
Loan Amount Greater Than $110,000
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Loan Amount Greater Than $110,000
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Loan Amount Greater Than $110,000
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Loan Amount Greater Than $110,000
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Loan Amount Greater Than $110,000
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Variable APR of Prime - 1.01%
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