www.thirdfederal.com
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URL:
https://www.thirdfederal.com/
Submission: On April 02 via automatic, source certstream-suspicious — Scanned from DE
Submission: On April 02 via automatic, source certstream-suspicious — Scanned from DE
Form analysis 1 forms found in the DOM
POST ./
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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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<p>A Great Rate. Easy as that. Third Federal Certificates of Deposit.</p>
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<h2 class="large">Rates as Low as 5.19%</h2>
<p>When it comes to mortgages, less is more. Less interest. Less hassle. More savings.</p>
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<p>Click to learn about some of the common tactics you might face when dealing with a lender or broker.</p>
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<p>Honesty has always been our policy. Learn more about Third Federal's history and values.</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>
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<div class="header-text"> Rates for April 02, 2023 </div>
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<div id="MainContent_C037_pnlTab1" class="tab active">
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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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<option selected="selected" value=".tab-1">Mortgage Purchase</option>
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<div class="mortgage-rate-points">All Mortgage Rates 0 Points</div>
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<table class="rate-table header-rate-table" data-item-original-width="390" style="width: 390px;">
<thead>
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<th>Product</th>
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<th>APR</th>
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<tr class="rate-table-row sr-only" data-rate-code="ST" data-product-code="A30FF51P">
<td data-item-original-width="153.891">5/1 ARM (30 year) Low Cost </td>
<td data-item-original-width="51.546899999999994">5.84%</td>
<td data-item-original-width="55.5625">6.55%</td>
</tr>
<tr class="rate-table-row sr-only" data-rate-code="ST" data-product-code="F30CX">
<td>30 Year Fixed Rate </td>
<td>5.99%</td>
<td>6.08%</td>
</tr>
<tr class="rate-table-row sr-only" data-rate-code="ST" data-product-code="F30LC">
<td>30 Year Low Cost Fixed Rate </td>
<td>6.24%</td>
<td>6.26%</td>
</tr>
</tbody>
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<td data-item-original-width="153.891" style="width: 198.891px;">5/1 ARM (30 year) Low Cost </td>
<td data-item-original-width="51.546899999999994" style="width: 95.5469px;">5.84%</td>
<td data-item-original-width="55.5625" style="width: 95.5625px;">6.55%</td>
</tr>
<tr class="rate-table-row" data-rate-code="ST" data-product-code="F30CX">
<td>30 Year Fixed Rate </td>
<td>5.99%</td>
<td>6.08%</td>
</tr>
<tr class="rate-table-row" data-rate-code="ST" data-product-code="F30LC">
<td>30 Year Low Cost Fixed Rate </td>
<td>6.24%</td>
<td>6.26%</td>
</tr>
</tbody>
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<td>5/1 ARM (30 year) </td>
<td>5.49%</td>
<td>6.49%</td>
</tr>
<tr class="rate-table-row" data-rate-code="STR" data-product-code="A30FF51P">
<td>5/1 ARM (30 year) Low Cost </td>
<td>5.84%</td>
<td>6.55%</td>
</tr>
<tr class="rate-table-row" data-rate-code="STR" data-product-code="F30CX">
<td>30 Year Fixed Rate </td>
<td>5.99%</td>
<td>6.08%</td>
</tr>
<tr class="rate-table-row" data-rate-code="STR" data-product-code="F15CX">
<td>15 Year Fixed Rate </td>
<td>5.39%</td>
<td>5.53%</td>
</tr>
<tr class="rate-table-row" data-rate-code="STR" data-product-code="F10LC">
<td>10 Year Low Cost Fixed Rate </td>
<td>5.69%</td>
<td>5.73%</td>
</tr>
<tr class="rate-table-row" data-rate-code="STR" data-product-code="F10CX">
<td>10 Year Fixed Rate </td>
<td>5.29%</td>
<td>5.49%</td>
</tr>
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<thead>
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<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>6.99%</td>
<td>6.99%</td>
</tr>
<tr>
<td>5 Year Home Equity Loan <span class="smaller"></span>
</td>
<td>6.49%</td>
<td>6.49%</td>
</tr>
<tr>
<td>10 Year Home Equity Loan <span class="smaller"></span>
</td>
<td>6.99%</td>
<td>6.99%</td>
</tr>
<tr>
<td>5/1 Home Equity Loan <span class="smaller"></span>
</td>
<td>6.79%</td>
<td>6.92%</td>
</tr>
</tbody>
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<th>Term</th>
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<tr>
<td>11 Month Special <br>
<span class="smaller">Minimum to Open: $500</span>
</td>
<td class="centered">3.60%</td>
</tr>
<tr>
<td>19 Month Special <br>
<span class="smaller">Minimum to Open: $500</span>
</td>
<td class="centered">3.70%</td>
</tr>
<tr>
<td>39 Month Special <br>
<span class="smaller">Minimum to Open: $500</span>
</td>
<td class="centered">4.00%</td>
</tr>
<tr>
<td>49 Month Special <br>
<span class="smaller">Minimum to Open: $500</span>
</td>
<td class="centered">4.00%</td>
</tr>
<tr>
<td>59 Month Special <br>
<span class="smaller">Minimum to Open: $100</span>
</td>
<td class="centered">4.00%</td>
</tr>
</tbody>
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<h3><span style="font-size: 20px; color: #000000;"><strong>Introducing our new 3-Year Bonus CD!</strong></span></h3>
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<h2 style="color: #1552a5;"> 5-star superior rating for strength and stability. </h2>
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<h3><span style="font-size: 20px; color: #000000;"><strong>Looking to save thousands on a <br> Home Equity Line of Credit?</strong></span></h3>
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Rates for April 02, 2023
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 5/1 ARM (30 year) Low Cost 5.84% 6.55% 30 Year Fixed Rate 5.99%
6.08% 30 Year Low Cost Fixed Rate 6.24% 6.26%
5/1 ARM (30 year) Low Cost 5.84% 6.55% 30 Year Fixed Rate 5.99% 6.08% 30 Year
Low Cost Fixed Rate 6.24% 6.26%
Select Term: 30 20 15
Product Rate APR 5/1 ARM (30 year) 5.49% 6.49% 5/1 ARM (30 year) Low Cost 5.84%
6.55% 30 Year Fixed Rate 5.99% 6.08% 15 Year Fixed Rate 5.39% 5.53% 10 Year Low
Cost Fixed Rate 5.69% 5.73% 10 Year Fixed Rate 5.29% 5.49%
Select Term: 30 20 15
Product Rate APR Home Equity Line of Credit 6.99% 6.99% 5 Year Home Equity Loan
6.49% 6.49% 10 Year Home Equity Loan 6.99% 6.99% 5/1 Home Equity Loan 6.79%
6.92%
Select Term: 30 20 15
Term APY 11 Month Special
Minimum to Open: $500 3.60% 19 Month Special
Minimum to Open: $500 3.70% 39 Month Special
Minimum to Open: $500 4.00% 49 Month Special
Minimum to Open: $500 4.00% 59 Month Special
Minimum to Open: $100 4.00%
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
Monitor Rates See More Rates Apply Today(Opens in a new window)
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Loan Amount Greater Than $110,000
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Variable APR of Prime - 1.01%
* LOOKING TO SAVE THOUSANDS ON A
HOME EQUITY LINE OF CREDIT?
Get the guaranteed lowest rate of Prime minus 1.01% — 6.99% APR.
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Get a great, competitive rate, plus a bonus rate in the first year.
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5-STAR SUPERIOR RATING FOR STRENGTH AND STABILITY.
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* THINKING ABOUT BUYING A NEW HOME?
Lock your rate at preapproval, even before you find a house!
Hurry! Early Approval ends March 31!
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* LOOKING TO SAVE THOUSANDS ON A
HOME EQUITY LINE OF CREDIT?
Get the guaranteed lowest rate of Prime minus 1.01% — 6.99% APR.
Learn MoreLearn more about home equity
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5-STAR SUPERIOR RATING FOR STRENGTH AND STABILITY.
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HEAR FROM OUR CHAIRMAN & CEO MARC A. STEFANSKI
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