<?xml version="1.0" encoding="UTF-8" ?><!-- generator=Zoho Sites --><rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:content="http://purl.org/rss/1.0/modules/content/"><channel><atom:link href="https://www.dreamcap.financial/blogs/retirement/feed" rel="self" type="application/rss+xml"/><title>Dream Cap Financial - Blog , Retirement</title><description>Dream Cap Financial - Blog , Retirement</description><link>https://www.dreamcap.financial/blogs/retirement</link><lastBuildDate>Tue, 20 Oct 2026 14:47:29 -0700</lastBuildDate><generator>http://zoho.com/sites/</generator><item><title><![CDATA[Is Inflation Eating Into Your Retirement Income? ]]></title><link>https://www.dreamcap.financial/blogs/post/is-inflation-eating-your-retirement-income</link><description><![CDATA[]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_i4uuhf84RS-5HHAd0a79uQ" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_14a0uuVzSKaw77llm6QSQg" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_z5wg8HNxSL6yGWMXesNi8w" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_fFrnFuu7K_TBfxHebpFw0g" data-element-type="codeSnippet" class="zpelement zpelem-codesnippet "><div class="zpsnippet-container"><!--
 DREAMCAP FINANCIAL | ZOHO SITES BLOG HTML Paste this complete block into a Zoho Sites Custom HTML/ Embed Code element. No JavaScript, iframe, or external stylesheet is used. --><article style="max-width:1120px;margin:0 auto;padding:16px 0 58px 0;font-family:Arial, Helvetica, sans-serif;color:rgb(36, 55, 70);background-color:rgb(255, 255, 255);"><!-- Article header --><header style="padding:30px 6% 0 6%;"><p style="margin:0 0 14px 0;font-size:12px;line-height:18px;font-weight:700;letter-spacing:1.6px;text-transform:uppercase;color:rgb(46, 123, 196);">Retirement Income</p><figure style="max-width:900px;margin:0 0 20px 0;"><img src="https://files.manuscdn.com/user_upload_by_module/session_file/310519663535979290/pwtMooDgLnXJeNXr.jpg" alt="Retired couple reviewing household bills and budget paperwork at home" style="display:block;width:100%;height:auto;border:0;border-radius:12px;"></figure><p style="max-width:790px;margin:0 0 10px 0;font-size:20px;line-height:1.55;color:rgb(82, 107, 132);">Prices are rising again. Here is what that can mean for your monthly income and what you can look at now.</p><p style="margin:0;font-size:13px;line-height:20px;color:rgb(115, 131, 150);">Updated October 20, 2026</p></header><!-- Text led visual hero for fast, reliable Zoho Sites rendering --><section style="margin:32px 6% 38px 6%;padding:35px 6%;background-color:rgb(23, 59, 87);border-radius:12px;"><p style="margin:0 0 18px 0;font-size:12px;line-height:18px;font-weight:700;letter-spacing:1.5px;text-transform:uppercase;color:rgb(228, 204, 151);">Three numbers to know</p><div style="display:flex;flex-wrap:wrap;gap:14px;"><div style="box-sizing:border-box;flex:1 1 245px;padding:22px;background-color:rgb(255, 255, 255);border-radius:9px;"><p style="margin:0;font-size:49px;line-height:54px;font-weight:700;letter-spacing:-2px;color:rgb(23, 59, 87);">3.7%</p><p style="margin:7px 0 0 0;font-size:13px;line-height:19px;font-weight:700;letter-spacing:0.7px;text-transform:uppercase;color:rgb(46, 123, 196);">Prices rose over one year</p></div>
<div style="box-sizing:border-box;flex:1 1 245px;padding:22px;background-color:rgb(46, 123, 196);border-radius:9px;"><p style="margin:0;font-size:49px;line-height:54px;font-weight:700;letter-spacing:-2px;color:rgb(255, 255, 255);">3.6%</p><p style="margin:7px 0 0 0;font-size:13px;line-height:19px;font-weight:700;letter-spacing:0.7px;text-transform:uppercase;color:rgb(234, 244, 252);">Social Security increase for 2027</p></div>
<div style="box-sizing:border-box;flex:1 1 245px;padding:22px;background-color:rgb(255, 249, 238);border-radius:9px;"><p style="margin:0;font-size:49px;line-height:54px;font-weight:700;letter-spacing:-2px;color:rgb(176, 138, 62);">9.1%</p><p style="margin:7px 0 0 0;font-size:13px;line-height:19px;font-weight:700;letter-spacing:0.7px;text-transform:uppercase;color:rgb(139, 106, 46);">Gas prices rose in September</p></div>
</div></section><div style="padding:0 6%;"><!-- Opening --><section style="max-width:820px;margin:0 auto 42px auto;"><p style="margin:0 0 18px 0;font-size:17px;line-height:1.72;color:rgb(57, 73, 85);">Inflation is a simple idea. It means everyday things cost more. You may see it at the gas pump, in the grocery store, or on a monthly bill.</p><p style="margin:0;font-size:17px;line-height:1.72;color:rgb(57, 73, 85);">For people in retirement, higher prices can be harder to manage. Your income may stay about the same while the cost of living keeps moving up. That is why it helps to review your plan before a higher bill becomes a bigger problem.</p></section><!-- Inflation facts --><section style="max-width:820px;margin:0 auto 34px auto;padding-bottom:34px;border-bottom:1px solid rgb(221, 232, 242);"><p style="margin:0 0 9px 0;font-size:12px;line-height:18px;font-weight:700;letter-spacing:1.3px;text-transform:uppercase;color:rgb(46, 123, 196);">Where prices stand today</p><h2 style="margin:0 0 12px 0;font-family:Georgia, &quot;Times New Roman&quot;, serif;font-size:30px;line-height:36px;letter-spacing:-0.4px;color:rgb(23, 59, 87);">Prices were 3.7% higher in September</h2><p style="margin:0 0 16px 0;font-size:17px;line-height:1.72;color:rgb(57, 73, 85);">The Consumer Price Index tracks what people pay for goods and services. It rose 3.7% over the 12 months ending in September. That was up from 3.4% in August.</p><div style="padding:16px 18px;background-color:rgb(247, 250, 252);border-left:4px solid rgb(199, 163, 92);"><p style="margin:0;font-size:16px;line-height:26px;color:rgb(82, 107, 132);"><strong style="color:rgb(23, 59, 87);">The biggest reason:</strong> Gasoline prices rose 9.1% in September alone. Gas was responsible for more than half of the total rise in prices that month. The average U.S. price was about $4.35 per gallon.</p></div>
<p style="margin:17px 0 0 0;font-size:16px;line-height:26px;color:rgb(82, 107, 132);">This year has had ups and downs. Inflation was 2.4% in January, reached 4.2% in May, then fell before rising again in September.</p></section><!-- Why retirees feel inflation --><section style="max-width:820px;margin:0 auto 34px auto;padding-bottom:34px;border-bottom:1px solid rgb(221, 232, 242);"><p style="margin:0 0 9px 0;font-size:12px;line-height:18px;font-weight:700;letter-spacing:1.3px;text-transform:uppercase;color:rgb(46, 123, 196);">Why it can feel harder in retirement</p><h2 style="margin:0 0 12px 0;font-family:Georgia, &quot;Times New Roman&quot;, serif;font-size:30px;line-height:36px;letter-spacing:-0.4px;color:rgb(23, 59, 87);">Your income may not rise as fast as your bills</h2><p style="margin:0 0 16px 0;font-size:17px;line-height:1.72;color:rgb(57, 73, 85);">Many retirees live on a mix of Social Security, pensions, savings, and retirement account withdrawals. These sources can be steady, but they may not keep up each month when prices rise quickly.</p><p style="margin:0;font-size:16px;line-height:26px;color:rgb(82, 107, 132);">You may feel inflation the most in the bills that are hard to avoid, such as housing, insurance, food, fuel, and health care. Your own budget matters more than any national number.</p></section><!-- COLA explanation --><section style="max-width:820px;margin:0 auto 34px auto;padding-bottom:34px;border-bottom:1px solid rgb(221, 232, 242);"><p style="margin:0 0 9px 0;font-size:12px;line-height:18px;font-weight:700;letter-spacing:1.3px;text-transform:uppercase;color:rgb(46, 123, 196);">The Social Security increase</p><h2 style="margin:0 0 12px 0;font-family:Georgia, &quot;Times New Roman&quot;, serif;font-size:30px;line-height:36px;letter-spacing:-0.4px;color:rgb(23, 59, 87);">Why a bigger check may still feel small</h2><p style="margin:0 0 16px 0;font-size:17px;line-height:1.72;color:rgb(57, 73, 85);">Social Security benefits will rise 3.6% in 2027. That is close to the 3.7% inflation number from September. In simple terms, the increase may help you keep up with higher prices, but it may not make you feel ahead.</p><div style="padding:16px 18px;background-color:rgb(255, 249, 238);border-left:4px solid rgb(199, 163, 92);"><p style="margin:0;font-size:15px;line-height:25px;color:rgb(82, 107, 132);"><strong style="color:rgb(23, 59, 87);">Keep this in mind:</strong> These two numbers are measured in different ways. Social Security uses CPI W to set its increase. The 3.7% September number uses CPI U. They are close, but they do not tell you exactly what will happen to your own budget.</p></div>
</section><!-- Fed section --><section style="max-width:820px;margin:0 auto 34px auto;padding-bottom:34px;border-bottom:1px solid rgb(221, 232, 242);"><p style="margin:0 0 9px 0;font-size:12px;line-height:18px;font-weight:700;letter-spacing:1.3px;text-transform:uppercase;color:rgb(46, 123, 196);">Why interest rates matter</p><h2 style="margin:0 0 12px 0;font-family:Georgia, &quot;Times New Roman&quot;, serif;font-size:30px;line-height:36px;letter-spacing:-0.4px;color:rgb(23, 59, 87);">The Federal Reserve is watching inflation too</h2><p style="margin:0 0 16px 0;font-size:17px;line-height:1.72;color:rgb(57, 73, 85);">The Federal Reserve raised its main interest rate in September to a range of 3.75% to 4.00%. Its next meeting is October 27 and 28. No one knows in advance what the next decision will be.</p><p style="margin:0;font-size:16px;line-height:26px;color:rgb(82, 107, 132);">Rate changes can affect savings accounts, CDs, mortgages, bonds, and other investments. But those changes do not reach every account at the same time or in the same way. It is better to make decisions based on your own needs, not on a guess about the next rate move.</p></section><!-- Options --><section style="margin:0 0 38px 0;padding:31px 5%;background-color:rgb(247, 250, 252);border-radius:12px;"><p style="margin:0 0 8px 0;font-size:12px;line-height:18px;font-weight:700;letter-spacing:1.4px;text-transform:uppercase;color:rgb(176, 138, 62);">Simple things to review</p><h2 style="margin:0 0 14px 0;font-family:Georgia, &quot;Times New Roman&quot;, serif;font-size:30px;line-height:36px;letter-spacing:-0.4px;color:rgb(23, 59, 87);">Four places to start</h2><p style="margin:0 0 20px 0;font-size:15px;line-height:24px;color:rgb(82, 107, 132);">These are ideas to discuss, not the right answer for everyone. Your best next step depends on your spending, taxes, savings, timeline, and comfort with risk.</p><div style="padding:0 0 17px 0;margin:0 0 17px 0;border-bottom:1px solid rgb(221, 232, 242);"><p style="margin:0 0 5px 0;font-size:16px;line-height:24px;font-weight:700;color:rgb(23, 59, 87);">1. Review your monthly spending</p><p style="margin:0;font-size:16px;line-height:25px;color:rgb(82, 107, 132);">Look at what you are spending now compared with a few months ago. Start with the bills you have to pay every month.</p></div>
<div style="padding:0 0 17px 0;margin:0 0 17px 0;border-bottom:1px solid rgb(221, 232, 242);"><p style="margin:0 0 5px 0;font-size:16px;line-height:24px;font-weight:700;color:rgb(23, 59, 87);">2. Know what your cash is for</p><p style="margin:0;font-size:16px;line-height:25px;color:rgb(82, 107, 132);">Cash can help with near term bills and surprises. But keeping more cash than you need can make it harder to keep up with rising prices over time.</p></div>
<div style="padding:0 0 17px 0;margin:0 0 17px 0;border-bottom:1px solid rgb(221, 232, 242);"><p style="margin:0 0 5px 0;font-size:16px;line-height:24px;font-weight:700;color:rgb(23, 59, 87);">3. Check how your savings are invested</p><p style="margin:0;font-size:16px;line-height:25px;color:rgb(82, 107, 132);">Some people use a mix of investments for income and long term growth. In some cases, Treasury Inflation Protected Securities, also called TIPS, may be part of the conversation. TIPS can rise with inflation, but they also have risks and tax rules to understand.</p></div>
<div><p style="margin:0 0 5px 0;font-size:16px;line-height:24px;font-weight:700;color:rgb(23, 59, 87);">4. Look at your retirement withdrawals</p><p style="margin:0;font-size:16px;line-height:25px;color:rgb(82, 107, 132);">If your costs have changed, it may be time to look at how much you are taking from savings each year. There is no single withdrawal amount that works for every person.</p></div>
</section><!-- Mistakes --><section style="max-width:820px;margin:0 auto 38px auto;"><h2 style="margin:0 0 17px 0;font-family:Georgia, &quot;Times New Roman&quot;, serif;font-size:30px;line-height:36px;letter-spacing:-0.4px;color:rgb(23, 59, 87);">What to avoid</h2><div style="display:flex;flex-wrap:wrap;gap:14px;"><div style="box-sizing:border-box;flex:1 1 225px;padding:20px;background-color:rgb(255, 249, 238);border-radius:9px;"><p style="margin:0 0 7px 0;font-size:16px;line-height:23px;font-weight:700;color:rgb(23, 59, 87);">Do not rush to sell</p><p style="margin:0;font-size:15px;line-height:24px;color:rgb(82, 107, 132);">One inflation report is not a reason to change your whole investment plan in a hurry.</p></div>
<div style="box-sizing:border-box;flex:1 1 225px;padding:20px;background-color:rgb(255, 249, 238);border-radius:9px;"><p style="margin:0 0 7px 0;font-size:16px;line-height:23px;font-weight:700;color:rgb(23, 59, 87);">Do not hold too much cash</p><p style="margin:0;font-size:15px;line-height:24px;color:rgb(82, 107, 132);">A cash reserve is useful. Extra cash can lose buying power when prices rise faster than interest earned.</p></div>
<div style="box-sizing:border-box;flex:1 1 225px;padding:20px;background-color:rgb(255, 249, 238);border-radius:9px;"><p style="margin:0 0 7px 0;font-size:16px;line-height:23px;font-weight:700;color:rgb(23, 59, 87);">Do not chase a hot investment</p><p style="margin:0;font-size:15px;line-height:24px;color:rgb(82, 107, 132);">Gold or another popular investment may not fit your needs just because people are talking about inflation.</p></div>
</div></section><!-- Checklist --><section style="margin:0 0 38px 0;padding:31px 5%;background-color:rgb(23, 59, 87);border-radius:12px;"><p style="margin:0 0 8px 0;font-size:12px;line-height:18px;font-weight:700;letter-spacing:1.4px;text-transform:uppercase;color:rgb(228, 204, 151);">A simple checklist</p><h2 style="margin:0 0 18px 0;font-family:Georgia, &quot;Times New Roman&quot;, serif;font-size:30px;line-height:36px;letter-spacing:-0.4px;color:rgb(255, 255, 255);">Questions to ask about your plan</h2><ol style="margin:0;padding:0 0 0 23px;font-size:16px;line-height:1.72;color:rgb(230, 238, 244);"><li style="margin:0 0 8px 0;">Which of my regular bills cost more now?</li><li style="margin:0 0 8px 0;">Will my income changes cover those higher costs?</li><li style="margin:0 0 8px 0;">Do I have enough cash for near term needs?</li><li style="margin:0 0 8px 0;">Does my plan include a way to help keep up with rising prices over time?</li><li style="margin:0;">If prices stay high, can I still take the same amount from savings?</li></ol></section><!-- Closing --><section style="max-width:820px;margin:0 auto 36px auto;text-align:center;"><h2 style="margin:0 0 10px 0;font-family:Georgia, &quot;Times New Roman&quot;, serif;font-size:28px;line-height:34px;letter-spacing:-0.3px;color:rgb(23, 59, 87);">Inflation does not have to cause panic. It is a reason to pay attention.</h2><p style="margin:0;font-size:16px;line-height:26px;color:rgb(82, 107, 132);">A good retirement plan should have room for higher prices. The best place to start is understanding what is changing in your own budget and making sure your income plan can handle it.</p></section><!-- Sources and disclosure --><section style="max-width:820px;margin:0 auto;padding-top:22px;border-top:1px solid rgb(221, 232, 242);"><h2 style="margin:0 0 11px 0;font-size:15px;line-height:22px;font-weight:700;color:rgb(23, 59, 87);">Sources</h2><p style="margin:0 0 22px 0;font-size:13px;line-height:21px;color:rgb(102, 127, 147);">This article uses current information from the U.S. Bureau of Labor Statistics, Energy Information Administration, Social Security Administration, Federal Reserve, U.S. Treasury, and investor education resources. <a href="https://www.bls.gov/news.release/cpi.nr0.htm" target="_blank" rel="noopener noreferrer" style="color:rgb(46, 123, 196);text-decoration:underline;">Read the September price report</a> &nbsp;|&nbsp; <a href="https://www.ssa.gov/cola/" target="_blank" rel="noopener noreferrer" style="color:rgb(46, 123, 196);text-decoration:underline;">Read Social Security information</a> &nbsp;|&nbsp; <a href="https://www.federalreserve.gov/monetarypolicy/fomccalendars.htm" target="_blank" rel="noopener noreferrer" style="color:rgb(46, 123, 196);text-decoration:underline;">Read the Federal Reserve calendar</a> &nbsp;|&nbsp; <a href="https://treasurydirect.gov/marketable-securities/tips/" target="_blank" rel="noopener noreferrer" style="color:rgb(46, 123, 196);text-decoration:underline;">Read about TIPS</a></p><p style="margin:0;padding:18px 0 0 0;border-top:1px solid rgb(230, 237, 242);font-size:11px;line-height:17px;color:rgb(115, 131, 150);">DreamCap Financial is a licensed insurance advisory firm. Investment advisory services offered through Foundations Investment Advisors, LLC, an SEC registered investment adviser. This article is for informational purposes only. It is not personal financial, tax, legal, investment, or insurance advice. Prices, benefits, interest rates, tax rules, and market conditions can change. Investing involves risk, including possible loss of principal. Consider your own situation and speak with qualified professionals before acting.</p></section></div>
</article></div></div></div></div></div></div></div> ]]></content:encoded><pubDate>Tue, 20 Oct 2026 10:35:24 -0400</pubDate></item><item><title><![CDATA[Should You Pay Off Your Mortgage Before Retirement?]]></title><link>https://www.dreamcap.financial/blogs/post/pay-off-mortgage-before-retirement</link><description><![CDATA[<img align="left" hspace="5" src="https://www.dreamcap.financial/Payoff Mortgage Reitrement Question.jpg"/>Should You Pay Off Your Mortgage Before Retirement? Short answer: It depends. Paying off a mortgage before retirement can sometimes lower a major fixed ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_DaZ56PYBStmiB-VdZvG_4w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_FqGG_B9JQSSdKzQDDDKrKg" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_skdJEVfpT1WPqi7j6RBBSA" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_QLPjr_HlQ0WZtrbT-sH1Xg" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-center zptext-align-mobile-center zptext-align-tablet-center " data-editor="true"><p style="text-align:center;"><span style="color:rgb(35, 97, 146);font-size:36px;">Should You Pay Off Your Mortgage Before Retirement?</span></p><header><p style="text-align:left;"><strong>Short answer:</strong> It depends. Paying off a mortgage before retirement can sometimes lower a major fixed expense and help your monthly cash flow, but may affect your liquidity. A payoff can later turn a large amount of accessible money into home equity, which may be harder to use when an unexpected expense or life change occurs. The right question is not simply, “Can I pay it off?” It is, <strong>“Will paying it off make my retirement more resilient after I account for liquidity, income, interest rate, and my plans for this home?”</strong></p><p style="text-align:left;">By [APPROVED_AUTHOR_OR_REVIEWER_NAME] · Reviewed October 13, 2026</p></header><figure style="text-align:left;"><img src="/Payoff%20Mortgage%20Reitrement%20Question.jpg" style="text-align:center;"/><strong>Important:</strong> This article is educational. It does not recommend that any reader pay off, refinance, retain, or borrow against a mortgage. A decision about a mortgage, retirement accounts, taxes, or insurance should be reviewed in the context of a person’s full financial picture.</figure><div><h2 style="text-align:center;">Start with retirement cash flow, not just net worth</h2><p style="text-align:left;">A paid-off home can feel emotionally reassuring. It may also reduce a household’s required monthly outflow at the same time earned income is ending. That matters because retirement cash flow is often less flexible than paychecks were during working years.</p><p style="text-align:left;">Still, home equity and liquid savings do different jobs. Home equity may add to net worth, but it generally cannot pay a property-tax bill, a medical deductible, a roof repair, or a family travel expense unless the owner sells, borrows, or otherwise draws on that equity. A cash reserve, by contrast, is designed to be available for unexpected costs or a loss of income. The Consumer Financial Protection Bureau defines an emergency fund as a cash reserve set aside for unplanned expenses or financial emergencies, including home repairs, medical bills, or a loss of income.<sup>[1]</sup></p><p style="text-align:left;">That distinction is central to the mortgage question. A household can have substantial equity and still be short on accessible cash.</p><p style="text-align:left;">Before applying a large lump sum to principal, ask: <strong>What liquid resources will remain after the payoff?</strong> Consider money needed for normal living costs, home repairs, property taxes, health care, vehicle replacement, travel to help family, and the first years of retirement before spending patterns settle. The right reserve is personal. The important point is that it should be established <strong>before</strong> the mortgage is paid off rather than assumed to be available later.</p><h2 style="text-align:center;">When a mortgage payoff may lean toward “yes”</h2><p style="text-align:left;">A mortgage payoff may deserve serious consideration when it improves the household’s ability to meet essential retirement expenses without creating a liquidity problem. That case can be stronger when all of the following are true:</p><ul><li style="text-align:left;">The house is likely to be the household’s long-term or final home.</li><li style="text-align:left;">The payoff leaves an adequate, readily accessible reserve for planned and unplanned needs.</li><li style="text-align:left;">The household has reliable retirement income that covers a substantial portion of essential expenses.</li><li style="text-align:left;">The mortgage rate, remaining payment, loan terms, and any prepayment consequences have been reviewed.</li><li style="text-align:left;">The household does not expect a near-term move, major renovation, family support need, or other use for the payoff funds.</li></ul><p style="text-align:left;">Reliable income can meaningfully change the analysis. For example, a household with a pension, Social Security benefits, and well-established rental income may have a more stable base of retirement cash flow than a household relying mainly on portfolio withdrawals. If those income sources cover a substantial share of recurring expenses, removing a mortgage payment can further reduce the amount the household needs to draw from savings each month.</p><p style="text-align:left;">That combination may lean the decision toward payoff, but it is not automatic. A pension should be understood in terms of its survivor provisions, inflation adjustments, and funding terms. Social Security benefits should be checked against the household’s actual statement and planned claiming age. Rental income needs to be viewed after realistic costs such as vacancies, repairs, property taxes, insurance, management, and capital improvements. One rental property or a pension with limited survivor benefits may not provide the same stability as it appears to provide on a high-level income list.</p><p style="text-align:left;">The practical question is: <strong>After stress-testing each income source, does the household still have enough dependable cash flow and liquid reserves if the mortgage is gone?</strong></p><h2 style="text-align:left;">Interest rate matters, but it is not the whole decision</h2><p style="text-align:left;">The mortgage interest rate is a useful decision input because paying down principal produces a known reduction in the interest that would otherwise be due under the loan terms. In general, the higher the rate, the stronger the financial motivation to examine a payoff. A low, fixed mortgage rate may make keeping the loan more reasonable, particularly if a payoff would sharply reduce the household’s cash reserve.</p><p style="text-align:left;">But it is a mistake to treat the mortgage rate as the only number that matters. A mortgage payoff is not the same as buying a liquid, low-risk investment. It is a choice to reduce a debt obligation by moving cash into an illiquid asset. A meaningful comparison should account for:</p><ul><li style="text-align:left;">whether the rate is fixed or adjustable;</li><li style="text-align:left;">the remaining term, payment, balance, and any prepayment penalty;</li><li style="text-align:left;">the value of keeping cash available;</li><li style="text-align:left;">the tax treatment that actually applies to the household;</li><li style="text-align:left;">the household’s need for portfolio withdrawals; and</li><li style="text-align:left;">the risks and expected variability of any investment alternative.</li></ul><p style="text-align:left;">For some taxpayers, qualified home mortgage interest may be deductible only if they itemize deductions and meet the applicable IRS rules. That means a deduction may reduce the effective cost of interest for some households, but it does not make borrowing free. The specific result depends on the taxpayer’s facts, including filing status, deduction choices, loan purpose, and applicable limits.<sup>[2]</sup></p><p style="text-align:left;">Rather than asking whether the mortgage rate is “good” or “bad,” try this: <strong>Is the payment still a comfortable part of the retirement cash-flow plan, and is preserving liquidity worth more to this household than eliminating this specific debt?</strong></p><h2 style="text-align:left;">Liquidity is often the deciding factor</h2><p style="text-align:left;">A retirement plan should be built to withstand more than a normal month. A homeowner could face a major repair, a health event, a change in family circumstances, a vacancy at a rental property, or a period of weak market returns. Paying off a mortgage may reduce one expense, but it can leave less room to respond to a different expense.</p><p style="text-align:left;">A homeowner who uses nearly all non-retirement savings to eliminate a mortgage may later face uncomfortable choices: drawing more from investments during a market downturn, taking a taxable retirement-account distribution, borrowing at then-current rates, or selling a home at an inconvenient time. None of these outcomes is guaranteed, but they are examples of the trade-off created when accessible assets become home equity.</p><p style="text-align:left;">For that reason, many households should compare at least three paths rather than treating the decision as all-or-nothing:</p><ol><li style="text-align:left;"><strong>Pay off the mortgage now</strong> while retaining the planned cash reserve.</li><li style="text-align:left;"><strong>Make a partial principal payment</strong> that reduces debt but keeps more funds accessible.</li><li style="text-align:left;"><strong>Keep the existing loan on schedule</strong> and retain the funds for liquidity, retirement withdrawals, or a later decision.</li></ol><p style="text-align:left;">The most appropriate path depends on the plan’s assumptions and the household’s risk tolerance. A partial-paydown option is not inherently better; it is simply a way to test whether there is a middle ground between two competing goals.</p><h2 style="text-align:left;">Is this truly your final home?</h2><p style="text-align:left;">The “final home” question can be more important than the interest-rate question. A substantial principal payoff may make more sense when the home fits the household’s likely long-term needs: location, accessibility, maintenance requirements, proximity to family or care, property taxes, and lifestyle.</p><p style="text-align:left;">If relocation or downsizing is likely within the next several years, a large payoff may deserve extra scrutiny. A future sale may pay off the remaining mortgage anyway, while the household will still need funds for moving costs, deposits, repairs before sale, accessibility updates, travel, or a different housing arrangement. In that situation, retaining liquidity can preserve options.</p><p style="text-align:left;">Downsizing should not be assumed to create a large amount of spendable cash. The outcome can be affected by local home values, transaction costs, taxes, the price of a replacement home, insurance, property taxes, renovations, and the type of community a household prefers. The decision is often more about lifestyle and cash-flow flexibility than square footage.</p><p style="text-align:left;">A useful conversation includes questions such as:</p><ul><li style="text-align:left;">Would we choose this same home if we were already retired today?</li><li style="text-align:left;">Can we reasonably maintain it as we age?</li><li style="text-align:left;">What would a move or downsize cost us, not just what might the home sell for?</li><li style="text-align:left;">Would paying off the loan reduce our ability to make a move if our needs change?</li><li style="text-align:left;">Does the home have a role in an estate plan, or could a future sale better support the surviving spouse or heirs?</li></ul><h2 style="text-align:left;">How pensions, Social Security, and rental income change the conversation</h2><p style="text-align:left;">A household with several income sources may be better positioned to consider a mortgage payoff than a household dependent on one source. The key is to examine <strong>income quality</strong>, not merely add up gross income.</p><p style="text-align:left;"><strong>Pension income</strong> can provide a predictable base, but retirees should understand whether the payment continues for a surviving spouse, whether it has a cost-of-living adjustment, and whether a lump-sum or survivor-benefit election changed the payment amount.</p><p style="text-align:left;"><strong>Social Security</strong> can be a foundational source of retirement income. Claiming age and earnings history can materially affect the benefit amount, and the Social Security Administration provides calculators and statements for personalized retirement estimates.<sup>[3]</sup></p><p style="text-align:left;"><strong>Rental income</strong> may be helpful, but it should be evaluated conservatively. A property can have months without a tenant, unplanned repairs, higher insurance or property-tax costs, and capital needs that are much larger than routine maintenance. The planning question is not “What rent comes in during a normal month?” It is “What income remains after realistic costs and stress cases?”</p><p style="text-align:left;">When pensions, Social Security, and net rental income together cover most essential spending, eliminating a mortgage payment can make retirement cash flow more durable. That can be a credible reason to lean toward payoff, assuming enough liquid funds remain. When one or more of those sources is uncertain, a household may benefit from preserving more flexibility before sending a large sum to the lender.</p><h2 style="text-align:left;">A five-step way to make the decision more useful</h2><ol><li style="text-align:left;"><strong>Get the exact payoff facts.</strong> Ask the lender for the payoff amount, how long it is valid, whether a prepayment penalty applies, and how the current payment is allocated between principal, interest, taxes, and insurance.</li><li style="text-align:left;"><strong>Build the retirement cash-flow view.</strong> List expected essential expenses and expected income after retirement. Separate predictable sources from variable ones. Do not assume rental income is fully spendable until its costs and risks are included.</li><li style="text-align:left;"><strong>Set the liquidity floor first.</strong> Identify the amount that should remain accessible after the payoff. Include known near-term needs and a reserve for financial shocks. Do not use a single generic rule of thumb in place of household-specific planning.</li><li style="text-align:left;"><strong>Compare the three paths.</strong> Model payoff now, partial paydown, and continuing the loan. Test each path against a repair, an income disruption, a market decline, or a possible move. The goal is not to find a perfect forecast; it is to see which trade-offs the household can live with.</li><li style="text-align:left;"><strong>Coordinate the decision.</strong> Mortgage, tax, retirement-income, estate, and insurance decisions can interact. Review the final choice with the professionals who understand the household’s tax return, loan documents, estate plan, and retirement-income plan.</li></ol><h2 style="text-align:left;">The bottom line</h2><p style="text-align:left;">Paying off a mortgage right before retirement can be a sensible move when it reduces a meaningful fixed expense, the home is likely to be a long-term fit, dependable income covers essential spending, and the household keeps sufficient liquidity after the payoff.</p><p style="text-align:left;">It may be less compelling when a payoff would drain cash reserves, force retirement-account withdrawals, limit a likely relocation or downsize, or remove flexibility in a period when rental income, pension choices, health costs, or market conditions are uncertain.</p><p style="text-align:left;">The best answer is usually not “always pay it off” or “always keep the loan.” It is a decision about <strong>cash flow, liquidity, rate, home plans, and the durability of retirement income&nbsp;</strong>viewed together.</p><h2 style="text-align:left;">Questions to bring to a retirement-planning conversation</h2><ul><li style="text-align:left;">How much liquid cash would remain after the mortgage payoff?</li><li style="text-align:left;">Which expenses would still need to be covered if rental income stopped temporarily?</li><li style="text-align:left;">How would the decision change if one spouse needed care or the household moved?</li><li style="text-align:left;">What is the mortgage’s after-tax cost in this household’s actual tax situation?</li><li style="text-align:left;">Does the pension have survivor protection and inflation adjustments?</li><li style="text-align:left;">Is this house still the right home for the next stage of life?</li><li style="text-align:left;">Would a full payoff, partial paydown, or keeping the loan create the most resilient retirement cash flow?</li></ul><p style="text-align:left;"><strong>Next step:</strong> Use this article as a planning checklist, not as a directive. If you would like help organizing the mortgage, income, liquidity, and relocation questions that apply to your situation, request a retirement-planning conversation.</p><section><h2 style="text-align:left;">Important disclosures</h2><p style="text-align:left;">This article is for general educational purposes only and does not provide individualized investment, financial planning, tax, legal, mortgage-lending, real-estate, Medicare, or insurance advice. It is not a recommendation to pay off, retain, refinance, or borrow against a mortgage, or to buy, sell, or hold any security, insurance product, or annuity. Decisions should be made after considering personal objectives, financial circumstances, risk tolerance, liquidity needs, taxes, loan terms, and other relevant factors with appropriately qualified professionals.</p><p style="text-align:left;"><strong>Required firm disclosure before publication:</strong> [INSERT APPROVED LEGAL-ENTITY, ADVISER/BROKER-DEALER, PRIVACY, COMPENSATION/CONFLICT, AND CONTACT DISCLOSURES HERE.]</p><p style="text-align:left;"><strong>Insurance and annuity disclosure, if applicable:</strong> Insurance products and annuities are offered through the appropriate licensed insurance entity and are separate from advisory services. They are not deposits, are not FDIC insured, are not insured or guaranteed by any bank or government agency, and may be subject to charges, limitations, exclusions, or surrender charges. Any guarantees are subject to the claims-paying ability of the issuing insurance company. Replace this draft language with firm-approved entity, state, carrier, and product disclosures before publication.</p></section></div><p></p><footer><h2 style="text-align:left;">Sources</h2><ol><li style="text-align:left;"><a href="https://www.consumerfinance.gov/an-essential-guide-to-building-an-emergency-fund/" target="_blank">Consumer Financial Protection Bureau: An essential guide to building an emergency fund</a></li><li style="text-align:left;"><a href="https://www.irs.gov/publications/p936" target="_blank">Internal Revenue Service: Publication 936, Home Mortgage Interest Deduction</a></li><li style="text-align:left;"><a href="https://www.ssa.gov/benefits/calculators/" target="_blank">Social Security Administration: Benefit Calculators</a></li><li style="text-align:left;"><a href="https://www.sec.gov/newsroom/press-releases/2020-334" target="_blank">Securities and Exchange Commission: SEC Adopts Modernized Marketing Rule for Investment Advisers</a></li><li style="text-align:left;"><a href="https://www.finra.org/rules-guidance/rulebooks/finra-rules/2210" target="_blank">FINRA Rule 2210: Communications with the Public</a></li></ol></footer></div>
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</div></div></div></div></div></div> ]]></content:encoded><pubDate>Tue, 13 Oct 2026 21:32:36 -0400</pubDate></item><item><title><![CDATA[Taking Social Security at 62 vs. Waiting!  What  to Know Before Deciding.]]></title><link>https://www.dreamcap.financial/blogs/post/why-now-might-be-a-good-time-to-look-at-a-fixed-annuity1</link><description><![CDATA[<img align="left" hspace="5" src="https://www.dreamcap.financial/Blog Cover Images  -1-.png"/>Fixed annuities are paying 1.5 to 2 points more than CDs right now, with tax-deferred growth. See where rates stand and if locking one in makes sense.]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_6w6lqD3CSi2q-PlKStLt0A" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_FWOSN5EMS42N-26CIwzhZw" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_TMjxxDdQQDORop7Byk8MuA" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_-EIcBG_DQL6dVo6D1RnWCQ" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-center zptext-align-mobile-center zptext-align-tablet-center " data-editor="true"><h2 style="line-height:1;"><span style="color:rgb(55, 58, 54);font-size:16px;">Deciding when to claim Social Security is one of the most important financial choices you will make in retirement. While filing at 62 can seem appealing, the timing of your decision can have lasting effects on your income, taxes, and long-term financial stability.</span></h2><p></p><div><h2></h2><h3><br/></h3><h3>Understanding the Trade-Off</h3><p>You can start collecting Social Security benefits as early as age 62, which provides access to income sooner. For many people, this can help cover expenses or bridge the gap between retirement and other income sources. However, claiming early also reduces your monthly benefit permanently—by as much as 30 percent, depending on your full retirement age.</p><p>That means you will receive smaller payments not just now, but for the rest of your life. In contrast, waiting until full retirement age or delaying benefits until age 70 can increase your monthly check and your overall lifetime income.</p><p>The right choice depends on your unique circumstances, including your health, financial needs, and life expectancy.</p><h3><br/></h3><h3>When Claiming Early May Make Sense</h3><p>While delaying Social Security often results in higher long-term income, taking benefits at 62 can still be the right decision for some retirees. It may make sense to file early if:</p><ul><li><p style="text-align:center;">You need income right away to cover essential expenses.</p></li><li><p style="text-align:center;">You have health concerns or a shorter life expectancy.</p></li><li><p style="text-align:center;">You plan to stop working completely and do not have other reliable income sources.</p></li></ul><p style="text-align:center;">Claiming early can also offer peace of mind for those who value immediate stability over potential future gains.</p><h3><br/></h3><h3>When It Might Pay to Wait</h3><p>If you are healthy and expect a longer retirement, waiting to claim benefits can be financially rewarding. Each year you delay past full retirement age increases your benefit by about 8 percent until age 70. This higher benefit can make a big difference later in life, especially when factoring in inflation adjustments and spousal or survivor benefits.</p><p>Delaying can also help protect against outliving your savings, providing a reliable source of income throughout your retirement years.</p><h3><br/></h3><h3>How to Decide What’s Right for You</h3><p>To make the best decision, consider the following steps:</p><ol><li><p><strong>Assess your financial situation.</strong> Determine whether you can meet your expenses without Social Security for a few more years.</p></li><li><p><strong>Factor in your health and longevity.</strong> If your family tends to live longer lives, waiting could be beneficial.</p></li><li><p><strong>Look at your other income sources.</strong> Investments, pensions, and savings accounts can influence the best time to claim.</p></li><li><p><strong>Model different claiming ages.</strong> Comparing the outcomes at 62, full retirement age, and 70 can clarify how each option affects your lifetime income.</p></li></ol><h3><br/></h3><h3>The Bottom Line</h3><p>There is no single “correct” age to claim Social Security. The best choice depends on your personal goals, financial situation, and life circumstances. What matters most is understanding the trade-offs so that your decision supports a comfortable and secure retirement.</p><p>If you are unsure when to start your benefits, consider meeting with a financial professional who can help you evaluate your options and build a personalized retirement strategy.</p><p><strong><br/></strong></p><p><strong>Ready to understand what timing works best for you?</strong><br/> Schedule a consultation to review your Social Security options and see how they fit into your broader retirement plan.</p></div></div>
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</div></div></div></div></div></div> ]]></content:encoded><pubDate>Tue, 13 Oct 2026 15:38:00 -0400</pubDate></item><item><title><![CDATA[Social Security's 2027 Raise Just Got Downgraded ]]></title><link>https://www.dreamcap.financial/blogs/post/social-security-s-2027-raise-just-got-downgraded</link><description><![CDATA[<img align="left" hspace="5" src="https://www.dreamcap.financial/social_security_cola_2027_blog_cover.png"/>Social Security's 2027 raise estimate just dropped from 4.7% to 3.7%. See what it means in dollars once rising Medicare premiums are factored in.]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_dChcK0-MTIK8W94k9Ym9xw" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_cxd1FhhiR_GQ4nbGH3-kCQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_AYpIm7SNRFG9Ldt2A_aFgQ" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style></div>
</div></div></div><div data-element-id="elm_j37KUCgEb8CUy60DDdo-ng" data-element-type="section" class="zpsection zpdefault-section zpdefault-section-bg "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_txw9eL2pOoyqy3ODLKgOiw" data-element-type="row" class="zprow zprow-container zpalign-items-flex-start zpjustify-content-flex-start zpdefault-section zpdefault-section-bg " data-equal-column="false"><style type="text/css"></style><div data-element-id="elm_TtVMygaglr2jDKUTNrMQKQ" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- zpdefault-section zpdefault-section-bg "><style type="text/css"></style><div data-element-id="elm_i-cVuSRW1DPMlbEqf-npuQ" data-element-type="codeSnippet" class="zpelement zpelem-codesnippet "><div class="zpsnippet-container"><!DOCTYPE html><html lang="en"><meta charset="UTF-8"><title>Social Security's 2027 Raise Just Got Downgraded: What Retirees Need to Know | Dream Cap Financial</title><style> :root { --navy: #0B3D62; --blue: #1D6FA5; --blue-light: #EAF3FA; --blue-pale: #F5F9FC; --text: #29323A; --text-light: #5B6B77; --border: #D9E6EF; } * { box-sizing: border-box; } body { margin: 0; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; color: var(--text); background: #ffffff; line-height: 1.7; } .wrapper { max-width: 760px; margin: 0 auto; padding: 0 20px 40px; } .hero { background: var(--navy); border-radius: 6px; padding: 60px 40px; text-align: center; margin-bottom: 34px; } .hero-eyebrow { color: var(--blue-pale); text-transform: uppercase; letter-spacing: 2px; font-size: 13px; font-weight: 700; margin-bottom: 22px; opacity: 0.85; } .hero-title { font-family: Georgia, 'Times New Roman', serif; color: #ffffff; font-size: 32px; font-weight: 700; line-height: 1.3; margin: 0 0 20px; } .hero-subtitle { color: var(--blue-pale); font-size: 17px; line-height: 1.6; max-width: 580px; margin: 0 auto; opacity: 0.92; } .deadline-box { background: var(--blue-light); border: 1px solid var(--border); border-radius: 6px; padding: 18px 24px; text-align: center; margin-bottom: 30px; } .deadline-box p { margin: 0; color: var(--navy); font-size: 15.5px; font-weight: 600; } h2 { color: var(--navy); font-size: 24px; font-weight: 700; margin: 38px 0 14px; } h3 { color: var(--blue); font-size: 18px; font-weight: 700; margin: 22px 0 10px; } p { font-size: 16px; color: var(--text); margin: 0 0 16px; } ul { margin: 0 0 18px; padding-left: 22px; } li { margin-bottom: 9px; font-size: 16px; } li strong { color: var(--navy); } .stat-row { display: flex; gap: 16px; margin: 10px 0 30px; flex-wrap: wrap; } .stat-box { flex: 1; min-width: 150px; background: var(--blue-pale); border: 1px solid var(--border); border-radius: 6px; padding: 18px; text-align: center; } .stat-number { color: var(--navy); font-size: 22px; font-weight: 700; display: block; margin-bottom: 4px; } .stat-label { color: var(--text-light); font-size: 13px; } .callout { background: var(--blue-light); border-left: 4px solid var(--blue); border-radius: 4px; padding: 20px 24px; margin: 24px 0; } .callout p { margin: 0; color: var(--navy); font-size: 15.5px; } .math-box { background: var(--blue-pale); border: 1px solid var(--border); border-radius: 6px; padding: 24px 26px; margin: 20px 0 10px; } .math-row { display: flex; justify-content: space-between; padding: 10px 0; border-bottom: 1px solid var(--border); font-size: 15.5px; } .math-row:last-child { border-bottom: none; font-weight: 700; color: var(--navy); padding-top: 14px; } .math-row span:first-child { color: var(--text-light); } .math-row span:last-child { color: var(--text); font-weight: 600; } .cta-box { background: var(--navy); border-radius: 6px; padding: 36px 30px; text-align: center; margin-top: 44px; } .cta-box h3 { color: #ffffff; font-size: 22px; margin: 0 0 12px; } .cta-box p { color: var(--blue-pale); margin: 0 0 22px; font-size: 15.5px; } .cta-button { display: inline-block; background: #ffffff; color: var(--navy); font-weight: 700; text-decoration: none; padding: 13px 32px; border-radius: 4px; font-size: 15px; } .quick-answer { background: var(--blue-pale); border: 1px solid var(--border); border-radius: 6px; padding: 22px 24px; margin: 0 0 30px; } .quick-answer p { margin: 0; font-size: 15.5px; } .quick-answer strong { color: var(--navy); } .faq-item { margin-bottom: 22px; } .faq-item h3 { margin-bottom: 6px; } .faq-item p { margin-bottom: 0; } </style><div class="wrapper"><div class="hero"><div class="hero-eyebrow">Social Security & Retirement Income</div>
<div class="hero-title">Social Security's 2027 Raise Just Got Downgraded</div><div class="hero-subtitle">After climbing as high as 4.7% earlier this year, next year's estimated cost-of-living adjustment has cooled off. Here's where it stands, and what it actually means for your monthly check.</div>
</div><div class="deadline-box"><p>The Social Security Administration will announce the official 2027 COLA in mid-October 2026. Until then, here's what the latest projections show.</p></div>
<div class="quick-answer"><p><strong>Quick answer:</strong> The 2027 Social Security COLA is currently projected at 3.7% to 3.8%, according to the Senior Citizens League and independent analyst Mary Johnson, down from earlier 2026 estimates as high as 4.7%. On the average benefit of $2,084 a month, a 3.8% COLA would add about $79, but a projected Medicare Part B premium increase of roughly $15.70 a month would offset part of that, leaving a net increase of about $63 to $64 a month. The official number is announced by the Social Security Administration in mid-October 2026.</p></div>
<p>If you get a Social Security check, you have probably heard some version of a number floating around for next year's raise. That number has moved quite a bit in the past few months, and it just moved again. Here's an honest look at where the estimate actually stands right now and, just as important, what tends to quietly eat into that raise before it ever hits your bank account.</p><h2>What is the 2027 Social Security COLA estimate?</h2><p>The 2027 Social Security COLA is currently projected between 3.7% and 3.8%. Two of the most closely watched independent forecasters both cooled their projections in mid-July. The Senior Citizens League held its estimate at 3.8%, unchanged from June but down from an earlier 3.9% reading in April. Independent analyst Mary Johnson made a bigger move, cutting her estimate from 4.7% just one month earlier down to 3.7%.</p><div class="stat-row"><div class="stat-box"><span class="stat-number">3.8%</span><span class="stat-label">Senior Citizens League estimate</span></div>
<div class="stat-box"><span class="stat-number">3.7%</span><span class="stat-label">Mary Johnson's revised estimate</span></div>
<div class="stat-box"><span class="stat-number">2.8%</span><span class="stat-label">The actual COLA that took effect in 2026</span></div>
</div><p>Even after this pullback, both current estimates still land a full percentage point above this year's 2.8% adjustment. So while the raise looks smaller than it did in the spring, it would still be a meaningfully bigger bump than what retirees got this January.</p><h2>Why did the 2027 COLA estimate drop?</h2><p>The 2027 COLA estimate dropped because June's inflation report showed energy prices cooling after a spring spike tied to geopolitical conflict. Earlier in the year, forecasts had climbed as high as 4.2% to 4.7%, driven largely by a spike in energy prices tied to geopolitical conflict. Gas and energy costs were running more than 20% higher year over year at one point this spring, and that pushed inflation readings up sharply. June's inflation report showed energy prices cooling off, which brought the COLA estimate back down with it.</p><p>None of this is final. The actual 2027 COLA is calculated using average inflation data from July, August, and September, so there are still two full months of data left to come in before the Social Security Administration makes its official announcement in October. Estimates could tick up or down again before then.</p><h2>How does the Medicare Part B premium affect the 2027 COLA?</h2><p>The rising Medicare Part B premium offsets part of the 2027 COLA because the premium is typically deducted directly from a retiree's Social Security check before it's deposited. Whatever the final COLA turns out to be, it doesn't all show up as extra spending money, because Medicare Part B premiums typically rise at the same time, and for most retirees, that premium comes straight out of their Social Security check before it's deposited.</p><div class="callout"><p><strong>The 2027 numbers so far:</strong> the standard Medicare Part B premium is projected to rise from $202.90 a month in 2026 to around $218.60 in 2027, an increase of roughly $15.70 a month. That comes directly off the top of whatever COLA increase you receive.</p></div>
<p>This is why a lot of retirees end up disappointed by their new check even after a headline-grabbing COLA announcement. The raise and the premium increase are two separate numbers moving in opposite directions, and most coverage only reports the first one.</p><h2>What this actually looks like in dollars</h2><p>The average Social Security retirement benefit is currently about $2,084 a month. Here's roughly how a 3.8% COLA would play out once the Medicare premium increase is factored in.</p><div class="math-box"><div class="math-row"><span>Current average monthly benefit</span><span>$2,084</span></div>
<div class="math-row"><span>Estimated 3.8% COLA increase</span><span>+ $79</span></div>
<div class="math-row"><span>New benefit before Medicare adjustment</span><span>$2,163</span></div>
<div class="math-row"><span>Medicare Part B premium increase</span><span>&#8211; $15.70</span></div>
<div class="math-row"><span>Net increase in your actual deposit</span><span>About $63 to $64 more per month</span></div>
</div><p>That's still a real increase, just a noticeably smaller one than the headline percentage suggests. If you're on a higher benefit, the same math applies proportionally, and if you're subject to income-related Medicare surcharges, the premium side of that equation gets bigger too.</p><h2>What to do while you wait for the official number</h2><ul><li><strong>Don't build next year's budget around the headline percentage.</strong> Use the net figure after the Medicare premium, not the raw COLA number, when you're planning.</li><li><strong>Watch your Medicare Annual Enrollment window this fall.</strong> It runs October 15 through December 7 and lands right around the same time as the official COLA announcement, so it's worth reviewing both at once.</li><li><strong>Check whether a bigger benefit changes your tax picture.</strong> If your combined income is near a taxation threshold for Social Security benefits, even a modest raise can push more of your benefit into taxable territory.</li><li><strong>Revisit your withdrawal strategy.</strong> If Social Security is covering a bit more of your monthly needs next year, that may be a good time to reassess how much you're pulling from savings or investment accounts.</li></ul><p>The official 2027 COLA won't be locked in until October, and the estimate could still shift with two more months of inflation data on the way. But the pattern is already clear: whatever the final number turns out to be, it's worth looking at the number that actually lands in your account, not just the one in the headline. Dream Cap Financial is a fiduciary financial advisory firm based in Doral, Florida, and we help retirees build income plans around the net numbers that actually matter, not just the headline percentage.</p><h2>Frequently asked questions</h2><div class="faq-item"><h3>What will the Social Security COLA be for 2027?</h3><p>Current estimates project the 2027 Social Security COLA at 3.7% to 3.8%, based on projections from the Senior Citizens League and independent analyst Mary Johnson. The Social Security Administration will announce the official figure in mid-October 2026.</p></div>
<div class="faq-item"><h3>How much will Social Security checks increase in 2027?</h3><p>On the current average benefit of $2,084 a month, a 3.8% COLA would add about $79 a month before the Medicare Part B premium increase, and roughly $63 to $64 a month net after that premium is deducted.</p></div>
<div class="faq-item"><h3>Will the Medicare Part B premium increase in 2027?</h3><p>Yes. The standard Medicare Part B premium is projected to rise from $202.90 a month in 2026 to approximately $218.60 in 2027, an increase of roughly $15.70 a month, which is typically deducted directly from a retiree's Social Security check.</p></div>
<div class="faq-item"><h3>When does the Social Security Administration announce the official COLA?</h3><p>The Social Security Administration typically announces the official COLA for the following year in mid-October, based on average inflation data from July, August, and September.</p></div>
<div class="cta-box"><h3>Want Help Planning Around Your Actual Retirement Income?</h3><p>We can help you build a budget and withdrawal strategy that accounts for Social Security, Medicare costs, and everything else moving in your retirement plan.</p><a class="cta-button" href="https://www.dreamcap.financial/book-session">Schedule a Consultation</a></div>
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</div></div></div></div></div></div> ]]></content:encoded><pubDate>Mon, 10 Aug 2026 12:32:44 -0400</pubDate></item><item><title><![CDATA[Can You Retire With $1 Million? Let’s Do the Math.]]></title><link>https://www.dreamcap.financial/blogs/post/is-1-M-enough-to-retire-in-2026-let-s-do-the-math.</link><description><![CDATA[<img align="left" hspace="5" src="https://www.dreamcap.financial/ChatGPT Image Feb 4- 2026- 01_10_53 PM.png"/>Can $1 million actually fund your retirement in 2026? See the real math on withdrawal rates, Social Security timing, and rising healthcare costs.]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_wJZhIkUWRuCMhCqhcENp0w" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_iD1Z81DfQnmppF0-k0p4nQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_MMTi9cWWQ3qRhuMFcxjuEQ" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_LqbcJXduR0uwEEuzpbYkWQ" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-center zptext-align-mobile-center zptext-align-tablet-center " data-editor="true"><p><span></span></p></div>
</div></div></div></div></div><div data-element-id="elm_9sW6goO0kzxawK5aJ3cVSg" data-element-type="section" class="zpsection zpdefault-section zpdefault-section-bg "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_GtARw_ddUSnqF5qwVA-0sg" data-element-type="row" class="zprow zprow-container zpalign-items-flex-start zpjustify-content-flex-start zpdefault-section zpdefault-section-bg " data-equal-column="false"><style type="text/css"></style><div data-element-id="elm_WAhquEDiN_s5q-UOjEc_AA" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- zpdefault-section zpdefault-section-bg "><style type="text/css"></style><div data-element-id="elm_j8lepuctE-HLQK3eMeIZig" data-element-type="codeSnippet" class="zpelement zpelem-codesnippet "><div class="zpsnippet-container"><!DOCTYPE html><html lang="en"><meta charset="UTF-8"><title>Can You Retire on $1 Million in 2026? Here's the Real Math | Dream Cap Financial</title><style> :root { --navy: #0B3D62; --blue: #1D6FA5; --blue-light: #EAF3FA; --blue-pale: #F5F9FC; --text: #29323A; --text-light: #5B6B77; --border: #D9E6EF; } * { box-sizing: border-box; } body { margin: 0; font-family: 'Segoe UI', Helvetica, Arial, sans-serif; color: var(--text); background: #ffffff; line-height: 1.7; } .wrapper { max-width: 760px; margin: 0 auto; padding: 0 20px 40px; } .hero { background: var(--navy); border-radius: 6px; padding: 60px 40px; text-align: center; margin-bottom: 40px; } .hero-eyebrow { color: var(--blue-pale); text-transform: uppercase; letter-spacing: 2px; font-size: 13px; font-weight: 700; margin-bottom: 22px; opacity: 0.85; } .hero-title { font-family: Georgia, 'Times New Roman', serif; color: #ffffff; font-size: 34px; font-weight: 700; line-height: 1.3; margin: 0 0 20px; } .hero-subtitle { color: var(--blue-pale); font-size: 17px; line-height: 1.6; max-width: 580px; margin: 0 auto; opacity: 0.92; } h2 { color: var(--navy); font-size: 25px; font-weight: 700; margin: 40px 0 14px; } h3 { color: var(--blue); font-size: 19px; font-weight: 700; margin: 26px 0 10px; } p { font-size: 16px; color: var(--text); margin: 0 0 16px; } ul { margin: 0 0 18px; padding-left: 22px; } li { margin-bottom: 8px; font-size: 16px; } .callout { background: var(--blue-light); border-left: 4px solid var(--blue); border-radius: 4px; padding: 20px 24px; margin: 24px 0; } .callout p { margin: 0; color: var(--navy); font-size: 15.5px; } .stat-row { display: flex; gap: 16px; margin: 10px 0 30px; flex-wrap: wrap; } .stat-box { flex: 1; min-width: 150px; background: var(--blue-pale); border: 1px solid var(--border); border-radius: 6px; padding: 18px; text-align: center; } .stat-number { color: var(--navy); font-size: 24px; font-weight: 700; display: block; margin-bottom: 4px; } .stat-label { color: var(--text-light); font-size: 13px; } .two-col { display: flex; gap: 20px; margin: 20px 0 10px; flex-wrap: wrap; } .col-box { flex: 1; min-width: 260px; border-radius: 6px; padding: 22px 24px; } .col-box.works { background: var(--blue-light); border: 1px solid var(--border); } .col-box.falls-short { background: #FBF3F0; border: 1px solid #EBD9D2; } .col-box h3 { margin-top: 0; } .col-box.falls-short h3 { color: #A64B32; } .col-box ul { margin-bottom: 0; } .cta-box { background: var(--navy); border-radius: 6px; padding: 36px 30px; text-align: center; margin-top: 44px; } .cta-box h3 { color: #ffffff; font-size: 22px; margin: 0 0 12px; } .cta-box p { color: var(--blue-pale); margin: 0 0 22px; font-size: 15.5px; } .cta-button { display: inline-block; background: #ffffff; color: var(--navy); font-weight: 700; text-decoration: none; padding: 13px 32px; border-radius: 4px; font-size: 15px; } </style><div class="wrapper"><div class="hero"><div class="hero-eyebrow">Retirement Planning</div>
<div class="hero-title">Can You Retire on $1 Million in 2026? Let's Do the Math</div>
<div class="hero-subtitle">Hitting seven figures feels like the finish line. Whether it actually pays for your retirement depends on a handful of numbers most people never run.</div>
</div><p>For years, $1 million has been the number. It's the milestone people chase, the figure that supposedly means you've made it. And getting there is a real achievement. But in 2026, with healthcare costs climbing faster than most projections and people living well into their 90s, the better question isn't whether $1 million sounds like a lot. It's whether it's enough for the retirement you actually want to have.</p><p>Let's run the numbers.</p><h2>What $1 Million Actually Pays You Each Year</h2><p>The most common framework for retirement withdrawals is the 4% rule. Take out 4% of your savings in year one, adjust for inflation each year after that, and your money has a solid chance of lasting 25 to 30 years. It's not a guarantee, just a reasonable starting point for the math.</p><div class="stat-row"><div class="stat-box"><span class="stat-number">$40,000</span><span class="stat-label">Per year at a 4% withdrawal rate</span></div>
<div class="stat-box"><span class="stat-number">$35,000</span><span class="stat-label">Per year at a more conservative 3.5%</span></div>
<div class="stat-box"><span class="stat-number">~$24,850</span><span class="stat-label">Average annual Social Security benefit</span></div>
</div><p>Put those together and a typical household lands somewhere between $59,000 and $65,000 a year in combined income. That's a workable number for a lot of people. But the Bureau of Labor Statistics estimates the average retiree spends between $50,000 and $75,000 annually once housing, healthcare, transportation, food, and everyday life are all factored in. The low end of that range fits comfortably inside a $1 million portfolio. The high end starts to squeeze, especially once costs creep up year after year.</p><p>$1 million gets most people close. It's just not a blank check. How you draw it down, when you start, and what else is coming in matters just as much as the total in the account.</p><h2>The Social Security Decision Most People Get Wrong</h2><p>One of the biggest retirement income decisions has nothing to do with your investments at all. It's when you claim Social Security, and most people leave money on the table here.</p><p>You can start as early as 62, but your monthly check is permanently reduced for doing so. Wait until your full retirement age (67 for most people born after 1960) and you get your full benefit. Wait until 70 and your benefit grows by roughly 8% for every year you hold off, up to 24% more than your full retirement age amount.</p><p>Say your benefit at full retirement age would be $2,071 a month, close to today's national average. Delay that same benefit to 70 and it could climb past $2,500 a month. Over 20 years of retirement, that difference adds up to well over $100,000. For someone drawing down a $1 million portfolio, that extra Social Security income can be the thing that separates a comfortable retirement from a stressful one.</p><h2>When $1 Million Works, and When It Doesn't</h2><p>No two retirements look the same, and these scenarios aren't meant to scare anyone. They're meant to give you an honest read on where you stand.</p><div class="two-col"><div class="col-box works"><h3>$1 million may be enough if you</h3><ul><li>Retire at 65 or later</li><li>Own your home outright</li><li>Carry little to no debt</li><li>Have Social Security as a meaningful income source</li><li>Live in a moderate cost-of-living area</li><li>Follow a structured withdrawal strategy</li></ul></div>
<div class="col-box falls-short"><h3>$1 million may fall short if you</h3><ul><li>Want to retire before 60</li><li>Have high housing or healthcare costs</li><li>Still carry a mortgage or other debt</li><li>Haven't accounted for 30 years of inflation</li><li>Haven't planned for taxes on withdrawals</li><li>Have no other income sources</li></ul></div>
</div><p>The people who make $1 million work almost always have one thing in common: a specific, written plan. They know their monthly number. They've thought through when to claim Social Security. And they've stress-tested their portfolio against a bad market stretch in the first few years of retirement, which is one of the biggest risks most plans never account for. A downturn in year one or two, while you're drawing income instead of adding to it, can do far more damage than the same downturn five years in.</p><h2>Healthcare Is the Number Nobody Budgets For</h2><p>If one expense quietly derails more retirement plans than anything else, it's healthcare. Fidelity's newest 2026 estimate puts the lifetime cost at $185,500 for a single 65-year-old retiring this year, and $371,000 for a married couple retiring at the same time. That figure jumped 7.5% from last year alone, the biggest single-year increase Fidelity has recorded in its 25 years of publishing this research.</p><div class="callout"><p><strong>What that means in practice:</strong> for someone with $1 million saved, a couple's healthcare costs alone could eat up more than a third of the entire portfolio, before a single dollar goes toward housing, food, or anything else.</p></div>
<p>And that number only covers Medicare premiums, deductibles, coinsurance, and prescriptions. It doesn't include most dental work or long-term care, which for many families ends up being the bigger risk of the two.</p><p>If you're planning to retire before 65, you'll also need a bridge to Medicare through marketplace coverage, COBRA, or a spouse's plan. Private coverage in your early 60s commonly runs $600 to $1,200 a month. Stretch that across five years and you're looking at $36,000 to $72,000 in premiums before deductibles even enter the picture. Healthcare needs its own line in your retirement plan, not a rough guess.</p><h2>The Better Question to Ask</h2><p>Benchmarks like "$1 million" or "10 times your salary" are built to be memorable, not accurate. They don't know your ZIP code, your health history, your spending habits, or how long people in your family tend to live. Two people can retire with the exact same $1 million portfolio and end up with completely different outcomes.</p><p>The question worth asking instead is simple: how long will my money actually last, based on how I actually live? That forces you to look at your real spending and your real income sources rather than a round number that sounds impressive on paper.</p><p>It also opens the door to moves that can meaningfully change the outcome. Working two or three years longer, even part time. Relocating somewhere with a lower cost of living. Delaying Social Security by even a year. Rebalancing your portfolio to better handle both income and growth once you're retired. None of these are dramatic on their own, but stacked together they can turn a shaky retirement into a secure one.</p><p>$1 million is a real accomplishment and a strong foundation. It's just not the finish line people treat it as. It's the starting point for the actual planning conversation, and that's the part most people skip.</p><div class="cta-box"><h3>Want to Know Exactly How Long Your Money Will Last?</h3><p>Our advisors can build a personalized retirement projection based on your real savings, income, spending, and goals, so you retire with a plan instead of a guess.</p><a class="cta-button" href="https://www.dreamcap.financial/book-session">Schedule a Consultation</a></div>
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</div></div></div></div> ]]></content:encoded><pubDate>Mon, 23 Feb 2026 10:37:37 -0500</pubDate></item><item><title><![CDATA[When should I move my 401k from my former employer?]]></title><link>https://www.dreamcap.financial/blogs/post/move401k</link><description><![CDATA[<img align="left" hspace="5" src="https://www.dreamcap.financial/401k YT Thumbnails.png"/>Moving your 401k after separation from work can often provide more flexibility, less fees, more investment options and so many other benefits.]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_MBFn3kfmT2alrTeOQZUAtA" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_uMReCZwkR82DiyHVqDrosw" data-element-type="row" class="zprow zprow-container zpalign-items-flex-start zpjustify-content- " data-equal-column="false"><style type="text/css"></style><div data-element-id="elm_6V13fsiIfBBDMO8-j5WU5g" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- zpdefault-section zpdefault-section-bg "><style type="text/css"></style></div>
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</div></div></div><div data-element-id="elm_L9VMmDUAFjKB1e8wgommVA" data-element-type="section" class="zpsection zpdefault-section zpdefault-section-bg "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_yaDr13tp5TZm9l3vHlVykQ" data-element-type="row" class="zprow zprow-container zpalign-items-flex-start zpjustify-content-flex-start zpdefault-section zpdefault-section-bg " data-equal-column="false"><style type="text/css"></style><div data-element-id="elm_e07qF-1rEW34I4WPAZg21w" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- zpdefault-section zpdefault-section-bg "><style type="text/css"></style><div data-element-id="elm_QW77Nsm__AruucVQ0_Rhmw" data-element-type="codeSnippet" class="zpelement zpelem-codesnippet "><div class="zpsnippet-container"><!DOCTYPE html><html lang="en"><meta charset="UTF-8"/><meta name="viewport" content="width=device-width, initial-scale=1.0"/><title>Should You Roll Over Your 401(k)? What Most Articles Won't Tell You | Dream Cap Financial</title><meta name="description" content="Rolling over a 401(k) can be a smart financial move — but it's not always the right one. Dream Cap Financial breaks down the real pros, cons, and mistakes to avoid before you decide."/><meta name="keywords" content="401k rollover, should I roll over my 401k, 401k to IRA rollover, IRA rollover pros cons, Roth conversion, rule of 55, rollover mistakes, retirement planning 2025, financial advisor Miami, Dream Cap Financial"/><meta name="author" content="Dream Cap Financial"/><link rel="canonical" href="https://www.dreamcap.financial/blogs/post/should-you-roll-over-your-401k-what-most-articles-wont-tell-you"/><meta property="og:type" content="article"/><meta property="og:title" content="Should You Roll Over Your 401(k)? What Most Articles Won't Tell You"/><meta property="og:description" content="A 401(k) rollover can unlock more options, lower fees, and greater control. But it's not always the right move. Here's the honest breakdown."/><meta property="og:url" content="https://www.dreamcap.financial/blogs/post/should-you-roll-over-your-401k-what-most-articles-wont-tell-you"/><meta property="og:site_name" content="Dream Cap Financial"/><meta property="article:published_time" content="2025-01-01"/><meta property="article:author" content="Dream Cap Financial"/><meta property="article:section" content="Retirement Planning"/><meta property="article:tag" content="401k rollover"/><meta property="article:tag" content="IRA"/><meta property="article:tag" content="retirement planning"/><meta property="article:tag" content="Roth conversion"/><meta name="twitter:card" content="summary_large_image"/><meta name="twitter:title" content="Should You Roll Over Your 401(k)? What Most Articles Won't Tell You"/><meta name="twitter:description" content="A 401(k) rollover isn't automatically the right move. Here's the honest breakdown of when it makes sense — and when it doesn't."/><script type="application/ld+json">
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font-family: Arial, sans-serif; font-size: 14px; font-weight: 700; letter-spacing: 0.06em; text-transform: uppercase; text-decoration: none; padding: 14px 32px; border-radius: 6px; } .article-footer { background: #f4f8fb; border-top: 1px solid #d0e4f0; padding: 28px 24px; text-align: center; } .article-footer p { font-family: Arial, sans-serif; font-size: 12px; color: #7a9ab0; max-width: 680px; margin: 0 auto; line-height: 1.6; } @media (max-width: 600px) { .hero { padding: 48px 20px 40px; } .article-body { padding: 40px 20px 60px; } .cta-box { padding: 28px 24px; } .pro-con-grid { grid-template-columns: 1fr; } } </style><header class="hero"><p class="hero-tag">Dream Cap Financial &nbsp;·&nbsp; Retirement Planning</p><h1>Should You Roll Over Your 401(k)? What Most Articles Won't Tell You</h1><p class="hero-sub">A rollover can mean more flexibility, lower fees, and better investment options. But it's not always the right move — and the decision is more nuanced than most people realize.</p><p class="hero-meta">By Dream Cap Financial &nbsp;·&nbsp; 2025 &nbsp;·&nbsp; 7 min read</p></header><main class="article-body"><p class="intro">Every time someone leaves a job, the question comes up almost immediately: what do I do with my old 401(k)? The standard advice you'll find in most places is simple — roll it over into an IRA. And often, that is the right call. But "often" isn't "always," and making the wrong decision with a retirement account can have consequences that follow you for decades. Here's the honest, complete picture — including the parts most financial content skips.</p><a href="https://www.youtube.com/watch?v=WG5op8dC3XM" target="_blank" rel="noopener" class="video-link"><img 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" alt="401k Rollover — Dream Cap Financial"/><div class="video-overlay"><div class="play-circle">▶</div>
<p>Watch the full breakdown</p><span>401(k) Rollover — Dream Cap Financial</span></div>
</a><hr class="divider"/><div class="section"><p class="section-label">The Case For Rolling Over</p><h2>Six Real Reasons a 401(k) Rollover Can Be a Smart Financial Move</h2><p>Let's start with the legitimate reasons to roll over — because for many people, moving an old 401(k) into an IRA genuinely is the better choice.</p><p><strong style="color:rgb(11, 46, 78);">More investment options and greater control.</strong> One of the biggest frustrations with employer-sponsored plans is the limited investment menu. Many 401(k) plans offer a narrow list of mutual funds selected by the employer — and not all of those selections are good ones. Some are outdated, overpriced, or poorly diversified. Rolling into an IRA typically opens access to individual stocks, bonds, ETFs, index funds, CDs, and professionally managed portfolios. That expanded flexibility lets you build a portfolio that actually fits your specific risk tolerance, retirement timeline, and income goals.</p><p><strong style="color:rgb(11, 46, 78);">Consolidating old accounts simplifies your financial life.</strong> If you've changed jobs a few times, you may already have retirement accounts scattered across multiple former employers — each with different logins, different investment strategies, and different rules. It's surprisingly easy to lose track of them entirely. Millions of Americans have forgotten old 401(k) accounts sitting dormant at former employers. Rolling everything into one IRA gives you a single, unified picture of your retirement savings, makes it easier to rebalance and manage your investments, and simplifies things considerably when working with a financial advisor.</p><p><strong style="color:rgb(11, 46, 78);">Lower fees can save you tens of thousands over time.</strong> This is the most underappreciated factor in the entire rollover conversation. High fees don't feel painful in the short term because they're deducted automatically and buried in plan documents most people never read. But a 1% annual fee difference, compounded over 30 years on a meaningful balance, can reduce your retirement wealth by hundreds of thousands of dollars. Many 401(k) plans carry administrative fees, fund management expenses, recordkeeping costs, and revenue-sharing arrangements that a low-cost IRA with index funds simply doesn't have.</p><p><strong style="color:rgb(11, 46, 78);">Tax-deferred growth continues uninterrupted.</strong> A properly executed rollover from a Traditional 401(k) to a Traditional IRA preserves the tax-deferred status of your investments. Your money keeps compounding without a tax event, and you don't owe anything until you start taking distributions. The earlier you roll over and the longer those funds compound tax-deferred, the more powerful that advantage becomes.</p><p><strong style="color:rgb(11, 46, 78);">IRAs offer more flexibility than most employer plans.</strong> Employer plans operate under company rules, which can limit your investment choices, withdrawal flexibility, beneficiary planning options, and distribution scheduling. IRAs give you full control — you choose the custodian, the investment philosophy, the advisor relationship, and the income strategy. That flexibility becomes especially valuable in retirement, when managing withdrawals strategically can meaningfully extend how long your savings last.</p><p><strong style="color:rgb(11, 46, 78);">Roth conversion opportunities.</strong> Rolling an old 401(k) into a Traditional IRA can open the door to strategic Roth conversions over time. A Roth IRA offers tax-free qualified withdrawals, no required minimum distributions during your lifetime, and significant estate planning advantages. For people who expect to be in a higher tax bracket in the future, a multi-year Roth conversion strategy can create substantial long-term tax savings. But — and this is critical — Roth conversions need careful tax planning. Converting a large balance in a single year can push you into a significantly higher bracket and trigger additional Medicare surcharges. Done gradually and strategically, it can be one of the most powerful retirement planning moves available.</p><div class="callout"><p>The fee argument alone is often compelling enough. A 1% annual fee difference over 30 years doesn't just matter — it can be the difference between a comfortable retirement and a constrained one.</p></div>
</div><hr class="divider"/><div class="section"><p class="section-label">The Part Most Articles Skip</p><h2>When Rolling Over Your 401(k) Is Actually NOT the Right Move</h2><p>Here's what most rollover content leaves out: there are real, legitimate situations where keeping your money in a former employer's 401(k) — or moving it to a new employer's plan — is the smarter decision. Blindly following the "always roll it over" advice can cost you.</p><div class="pro-con-grid"><div class="pro-card"><h3>Reasons to roll over</h3><ul><li>Limited or high-cost investment options in current plan</li><li>Multiple old accounts to consolidate</li><li>Want more flexibility and control</li><li>Plan to do Roth conversions strategically</li><li>Current plan has poor administrative support</li><li>Simplifying estate and beneficiary planning</li></ul></div>
<div class="con-card"><h3>Reasons to keep it or move to new plan</h3><ul><li>Plan has strong ERISA creditor protection</li><li>You're retiring between ages 55–59½ (Rule of 55)</li><li>Plan offers institutional-class low-cost funds</li><li>You use the backdoor Roth strategy</li><li>New employer plan has better investments</li><li>You want to simplify into one active account</li></ul></div>
</div><p><strong style="color:rgb(11, 46, 78);">The creditor protection issue nobody talks about.</strong> Employer-sponsored 401(k) plans receive very strong federal creditor protection under ERISA law. IRAs also have some protection, but the rules vary by state and the protections are generally not as robust. For physicians, business owners, real estate investors, and others in higher-liability professions, this distinction matters enormously. In certain situations, leaving funds inside a former employer's 401(k) may provide better protection from lawsuits or creditors than moving them into an IRA. This is almost never mentioned in mainstream financial content — but it should be.</p><p><strong style="color:rgb(11, 46, 78);">The Rule of 55 — a critical early retirement consideration.</strong> If you leave your job during or after the calendar year you turn 55, you may be able to take penalty-free withdrawals from that employer's 401(k) without waiting until 59½. This exception does not generally apply to IRAs. Someone planning an early retirement or facing a corporate buyout or severance situation could unknowingly lose this flexibility by rolling their funds into an IRA too quickly. This is a significant planning issue that rarely surfaces in generic rollover advice.</p><p><strong style="color:rgb(11, 46, 78);">Some 401(k) plans actually are excellent.</strong> Large corporations sometimes negotiate access to institutional-class investment funds with extremely low expense ratios that ordinary IRA investors can't easily access. If your employer's plan has genuinely good, low-cost investment options, rolling out of it could actually increase your costs. This is why generic advice — "always roll over when you leave a job" — is dangerous. Every plan deserves individual review.</p><p><strong style="color:rgb(11, 46, 78);">The backdoor Roth complication.</strong> High-income earners who use the backdoor Roth IRA strategy need to be especially careful. Large pre-tax IRA balances can trigger the IRS pro-rata rule, which makes future Roth conversions less efficient. In certain cases, keeping pre-tax funds inside a 401(k) rather than rolling them into an IRA actually preserves cleaner Roth conversion opportunities down the road. This is one of the least understood areas in retirement planning — even among experienced investors.</p></div>
<hr class="divider"/><div class="section"><p class="section-label">The Mistakes That Cost People the Most</p><h2>Common 401(k) Rollover Mistakes to Avoid</h2><ul class="mistakes-list"><li><div class="mistake-icon">💸</div>
<div class="mistake-content"><h3>Cashing out the account</h3><p>This is one of the most expensive retirement mistakes people make and it happens more often than you'd think, usually during a stressful job transition when cash feels tight. Withdrawing retirement funds before age 59½ typically triggers ordinary income taxes on the full amount plus a 10% early withdrawal penalty. A $50,000 account can easily net you $30,000 or less after taxes and penalties — and you permanently lose the future compounding on the money you didn't receive. A temporary financial need today could cost hundreds of thousands in lost retirement wealth over 20 or 30 years.</p></div>
</li><li><div class="mistake-icon">📅</div><div class="mistake-content"><h3>Missing the 60-day deadline on an indirect rollover</h3><p>If you receive the funds directly instead of using a trustee-to-trustee transfer, the IRS gives you 60 days to deposit the money into a new qualified account. Miss that window and the entire amount may be treated as taxable income for that year — potentially pushing you into a significantly higher tax bracket. The safest approach in almost every situation is a direct rollover, where the funds transfer directly from one institution to another without ever passing through your hands.</p></div>
</li><li><div class="mistake-icon">📊</div><div class="mistake-content"><h3>Assuming IRAs always cost less</h3><p>Not all IRAs are created equal. Some custodians charge advisory fees, fund expense ratios, custodial fees, trading costs, and account minimums that can add up quickly. Before assuming a rollover saves you money, review the all-in cost of where you're rolling to — advisory fees, fund expenses, and any platform charges — and compare that honestly to your current plan's total cost. Small differences compound dramatically over decades.</p></div>
</li><li><div class="mistake-icon">🧠</div><div class="mistake-content"><h3>Making emotional investment decisions during the transition</h3><p>Changing jobs is stressful. That stress can bleed into financial decision-making in ways that aren't obvious in the moment — becoming suddenly very conservative because of general anxiety, or swinging in the opposite direction and taking on more risk than you normally would. A rollover should be evaluated as part of a long-term retirement strategy, not made reactively during an emotionally charged transition. Give yourself time, get good information, and make the decision deliberately.</p></div>
</li></ul></div><hr class="divider"/><div class="section"><p class="section-label">Making the Right Decision for Your Situation</p><h2>How to Actually Decide Whether a Rollover Makes Sense</h2><p>The retirement industry has trained people to think of the rollover question as binary: stay or go. But there are actually three options — keep it in the old plan, roll it to an IRA, or move it to a new employer's plan — and the right answer depends on a combination of factors that are specific to your situation.</p><div class="decision-box"><span class="decision-label">Key factors to evaluate before deciding</span><ul><li>Your current age and planned retirement timeline</li><li>Current and projected future tax brackets</li><li>Whether you plan to retire before age 59½ (Rule of 55 consideration)</li><li>The investment quality and total fee load of your current plan</li><li>Your profession and need for creditor protection</li><li>Whether you use or plan to use the backdoor Roth strategy</li><li>The quality of your new employer's plan, if applicable</li><li>Your estate planning and beneficiary goals</li><li>Whether Roth conversion is part of your long-term tax strategy</li></ul></div>
<p>The real question isn't "should I roll over my 401(k)?" The better question is: "What account structure gives me the greatest long-term financial advantage given my specific situation?" That reframe changes the entire conversation — from a default action to a deliberate decision.</p><p>For most people, that question deserves a real conversation with a fiduciary financial advisor who can look at the full picture: your retirement timeline, your tax situation, your estate planning goals, and the specific details of both your old plan and any alternatives you're considering. A one-size-fits-all answer to this question is almost always wrong for someone.</p></div>
<hr class="divider"/><p class="closing">Rolling over a 401(k) can absolutely be one of the smartest financial moves you make — more flexibility, broader options, lower fees, and a cleaner retirement strategy. But the retirement industry has oversimplified this decision for years, and that oversimplification costs people real money. Sometimes staying put is smarter. Sometimes a new employer's plan is the right answer. The details matter, and the stakes are high enough that the decision deserves careful thought rather than a default action taken during a busy job transition. Take the time to evaluate your options fully — and if you want help thinking it through, that's exactly what we're here for.</p><div class="cta-box"><h3>Not Sure What to Do With Your Old 401(k)?</h3><p>Our advisors at Dream Cap Financial can review your specific situation and help you make the rollover decision that's actually right for you — not just the default answer.</p><a href="tel:8883732608" class="cta-btn" style="margin:0 8px 12px;">Call Now: (888) 373-2608</a><a href="https://www.dreamcap.financial/book-session" class="cta-btn" style="margin:0 8px 12px;background:rgb(255, 255, 255);color:rgb(11, 46, 78);">Book a Consultation</a></div>
</main><footer class="article-footer"><p>This article is provided by Dream Cap Financial for educational and informational purposes only. It does not constitute personalized investment, tax, or legal advice. Rollover decisions involve complex tax and legal considerations — please consult with a qualified fiduciary financial advisor before making any retirement account changes. &copy; 2025 Dream Cap Financial. All rights reserved.</p></footer></div>
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