<?xml version="1.0" encoding="UTF-8"?><rss xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom" version="2.0" xmlns:media="http://search.yahoo.com/mrss/"><channel><title><![CDATA[Think Save Retire]]></title><description><![CDATA[Thoughts, stories and ideas.]]></description><link>https://thinksaveretire.com/</link><image><url>https://thinksaveretire.com/favicon.png</url><title>Think Save Retire</title><link>https://thinksaveretire.com/</link></image><generator>Ghost 2.9</generator><lastBuildDate>Fri, 09 Oct 2026 23:33:54 GMT</lastBuildDate><atom:link href="https://thinksaveretire.com/feed/" rel="self" type="application/rss+xml"/><ttl>60</ttl><item><title><![CDATA[How Financing Options Like CareCredit and Cherry Fit Into an Early Retirement Healthcare Budget]]></title><description><![CDATA[Learn how CareCredit, Cherry, and other payment plans may fit into an early retirement healthcare budget without disrupting cash flow.]]></description><link>https://thinksaveretire.com/how-carecredit-and-cherry-fit-into-an-early-retirement-healthcare-budget</link><guid isPermaLink="false">Ghost__Post__6ac971ab9ec33c0001caa939</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Fri, 09 Oct 2026 23:32:59 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/10/How-CareCredit-and-Cherry-Fit-Into-an-Early-Retirement-Healthcare-Budget.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/10/How-CareCredit-and-Cherry-Fit-Into-an-Early-Retirement-Healthcare-Budget.jpeg" alt="How Financing Options Like CareCredit and Cherry Fit Into an Early Retirement Healthcare Budget"/><p><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, medical, tax, legal, insurance, or lending advice. Always review financing terms carefully and consider speaking with a qualified financial adviser, tax professional, healthcare provider, or insurance specialist before making healthcare or payment-plan decisions.</p><p>Ask anyone who retired at 40 or 50 what the hardest part of the decision was, and many will likely say healthcare.  Leaving a job usually means losing employer benefits, and with Medicare not kicking in until 65, saving up for healthcare is imperative. People pursuing FIRE (Financial Independence, Retire Early) can model withdrawal rates down to the nearest decimal, but healthcare expenses are harder to predict, especially when unexpected needs arise.</p><p>The FIRE community also tends to avoid debt, so financing tools like Cherry or CareCredit can seem like an odd fit. But when used deliberately, they can help manage cash flow, protect invested assets, smooth out taxable income, and keep emergency savings intact. This article explains how they fit into an early retirement healthcare budget- and where they might not be the best solution.</p><h2 id="the-early-retirement-healthcare-gap">The Early Retirement Healthcare Gap</h2><p>Early retirees have several options to bridge the gap between retiring and when Medicare kicks in. Here are some to consider.</p><ul><li>ACA Marketplace Plans: Premium tax credits are based on income, not assets, so a retiree living off a large portfolio can still qualify. But the enhanced subsidies expired after 2025, and the "subsidy cliff" is back. For 2026 coverage, households earning more than 400 percent of the federal poverty level, <a href="https://getcovered.illinois.gov/content/dam/soi/en/web/getcovered/v2-assets/plans-and-costs/GCI.FPL.Chart.pdf">about $62,600 for a single person or $84,600 for a couple</a>, get no premium help at all.</li><li>COBRA: Lets you keep your employer plan, but your employer stops chipping in, and there’s an administrative fee of up to 2%. Additionally, plans only last 18 months, so it’s a short bridge, but it may be better than nothing.</li><li>A Spouse’s Plan or Part-Time Work: Some early retirees may benefit from a partner’s insurance plan. Others may find a part-time job simply for the insurance benefits, AKA Barista FIRE.</li><li>Healthcare Ministries: Members of these faith-based groups pay a monthly amount that goes toward each other's medical bills. They're usually cheaper than insurance, but they aren't insurance, and there's no guarantee your expenses will be covered.</li></ul><h2 id="how-fire-planners-budget-for-healthcare">How FIRE Planners Budget for Healthcare</h2><p>Budgeting strategies can also help cover healthcare costs. Here are some to consider:</p><ul><li>Budget for the Worst-Case Year: Set money aside for monthly premiums and out-of-pocket maximums. If you end up with money left over, it gets rolled back into the portfolio.</li><li>Use an HSA: If you have an HSA-eligible high-deductible plan, contributions are tax-deductible, grow tax-free, and can be withdrawn tax-free for qualified medical costs. For 2026, the IRS allows <a href="https://www.irs.gov/irb/2025-21_IRB">up to $4,400 for self-only coverage and $8,750 for family coverage</a>, plus $1,000 more for those 55 and older. Many early retirees pay current bills out of pocket and let the account grow for years.</li><li>Manage Taxable Income: ACA premium help is based on your yearly income, and in early retirement, that income is largely the money you choose to withdraw. Planning which accounts to draw from, and how much to take each year, can keep your income under the subsidy limit and your premiums significantly lower.</li></ul><h2 id="what-is-a-payment-plan">What Is a Payment Plan?</h2><p>Companies like <a href="https://withcherry.com/blog/cherry-vs-carecredit">Cherry</a> offer these plans through participating dental, vision, hearing, and other practices. CareCredit, a health care credit card, is another common option. Compare factors like interest terms, APR, and the application process to choose what fits your needs.</p><h2 id="where-payment-plans-might-fit-in">Where Payment Plans Might Fit In</h2><p>If you already have the cash, financing may seem pointless, but with early retirement, the math changes, and it might make sense. For example, it can:</p><ul><li>Give Investments Time to Recover: Early retirees typically cover their bills by selling a little of their investments at a time. If a $6,000 dental implant comes up when the stock market is down, paying it all at once means selling more shares at low prices. Spreading the cost over monthly payments gives those investments a chance to bounce back.</li><li>Keep Income Under the Subsidy Limit: Because ACA premium help is based on yearly income, pulling a large amount out of a traditional IRA or 401K in one year could push income over the limit. Splitting payments across two years keeps each year's income lower.</li><li>Avoid Delays: Frugality can make people delay care, so issues become more serious and more expensive. A payment plan lets you get care now and pay over time, without taking a huge chunk out of your savings all at once.</li></ul><h2 id="when-financing-doesn-t-make-sense">When Financing Doesn’t Make Sense</h2><p>Financing isn’t always the answer, and here are some reasons to think twice.</p><ul><li>The Balance Won’t Be Paid in Time: Some medical credit cards use deferred interest, which means all the interest is added back if you don’t pay the balance in full by the end of the promotional period. If you can't pay it off in time, consider a fixed-rate option or rethink the expense.</li><li>You’re Juggling Too Many Plans: Several plans with different payoff dates make it easy to lose track of one and miss a payment, especially if it’s tied to a promotional rate.</li><li>You Need It Every Year: A payment plan works well for occasional large expenses, but if you need it every year, it may signal that your retirement plan isn’t covering your healthcare needs. It’s better to fix your budget than to keep relying on financing.</li></ul><h2 id="a-simple-framework-for-deciding">A Simple Framework for Deciding</h2><p>Before signing up for any payment plan, ask yourself:</p><ul><li>Is the expense necessary and time-sensitive? Dental pain or failing hearing is different from an elective upgrade you could save for over a few months.</li><li>Is the monthly payment built into your withdrawal plan? Know exactly where each payment will come from before you commit.</li><li>Do you understand the interest terms? Know which one you're signing, 0% or deferred, and whether you can meet its terms.</li><li>What would paying cash cost you in investment losses, taxes, or lost subsidies? Compare that cost to the financing terms.</li></ul><h2 id="affording-care-in-early-retirement">Affording Care in Early Retirement</h2><p>Healthcare may be the thing between you and an early retirement, but there are options. By budgeting, comparing insurance plans, and using payment plans when they make sense, you can keep healthcare from standing between you and retirement. How do you manage healthcare expenses post-retirement?</p>]]></content:encoded></item><item><title><![CDATA[How to Save Money on Food in 2026: 10 Practical Strategies That Actually Work]]></title><description><![CDATA[Learn practical ways to save money on food in 2026, from meal planning and store brands to cash-back apps, bulk buying, and cutting food waste.]]></description><link>https://thinksaveretire.com/how-to-save-money-on-food</link><guid isPermaLink="false">Ghost__Post__6ac94b409ec33c0001caa927</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Fri, 09 Oct 2026 20:22:28 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/10/How-to-Save-Money-on-Food.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/10/How-to-Save-Money-on-Food.jpeg" alt="How to Save Money on Food in 2026: 10 Practical Strategies That Actually Work"/><p><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, nutritional, legal, tax, or professional advice. Always review current prices, terms, and program requirements before relying on any savings strategy or reward app.</p><p>Food prices have been climbing for years, and in 2026 they aren’t letting up. The average U.S. household already shells out $677 a month on groceries alone, a 31% jump from $515 in 2019, according to a Motley Fool analysis of USDA data. Add in restaurants and takeout, and the total monthly food spend hits roughly $1,546.</p><p>With the USDA forecasting another 2.5% rise in grocery prices and a 3.6% bump for dining out in 2026, it’s no surprise that 81% of Americans say saving money on food is a priority, and 83% say saving money overall is a bigger priority in 2025 than in other years, according to a 2025 Harris Poll/Flashfood survey.</p><p>The good news? You don’t need a complete lifestyle overhaul to push back. Here are ten practical, data-backed strategies that actually move the needle, all without a single extreme coupon-clipping marathon.</p><p>(Looking for more quick wins? Check out these 12 hacks to slash your grocery bill.)</p><h2 id="methodology-how-these-strategies-were-selected"><strong>Methodology: How These Strategies Were Selected</strong></h2><p>Each strategy was evaluated against five practical criteria designed for everyday shoppers who want to trim food spending without a stressful overhaul.</p><ol><li><strong>Cost-saving potential</strong> — how much money the strategy can realistically keep in your wallet, verified by consumer data or government statistics.</li><li><strong>Ease of adoption</strong> — whether it fits into a daily routine without a steep learning curve or major time drain.</li><li><strong>Long-term sustainability</strong> — whether it can become a repeatable habit, not a one-time trick.</li><li><strong>Scalability across households</strong> — workable for singles, couples, families, and multi-generational homes alike.</li><li><strong>Proven effectiveness</strong> — backed by survey results, academic estimates, or credible industry numbers, not just anecdotes.<br/></li></ol><p>The focus is immediate, low-effort ways to bring down grocery and dining costs while still eating well.</p><h2 id="1-build-a-weekly-meal-plan-and-actually-stick-to-it-"><strong>1. Build a Weekly Meal Plan (and Actually Stick to It)</strong></h2><p>Impromptu store runs and the nightly “what’s for dinner?” scrambles almost always lead to overspending. More than a third of Americans end up at the grocery store two or more times a week, piling up extra time and impulse purchases that strain the budget.</p><p>A 15-minute Sunday planning habit eliminates that chaos. A precise grocery list built from the week’s meals curbs wandering and impulse buys. Moreover, planning around what’s already in the pantry and what’s on sale nips waste before it starts.</p><p>These tips will help eliminate those last-minute restaurant orders that happen when the fridge is empty. You’ll spend less, waste less, and probably order delivery a lot less often. That little bit of upfront planning pays off every time you skip a second store trip or an unplanned pizza order.</p><h2 id="2-cook-more-meals-at-home-even-simple-ones-"><strong>2. Cook More Meals at Home (Even Simple Ones)</strong></h2><p>The cost gap between dining out and cooking at home keeps widening. In 2024, the latest detailed figures, Americans spent $191 per person per month eating out, according to the US Foods Diner Dispatch survey, up from $166 in 2023.</p><p>The USDA’s 2026 forecast adds a 3.6% hike. A cost comparison pegs home cooking at about $4.23 per meal versus $16.28 dining out, nearly 285% more expensive to dine out.</p><p>It’s no surprise 89% of Americans see home cooking as a top money-saver, per the same Harris Poll. When you cook, you control portions, skip the costly sides and drinks, and with a few go-to recipes, getting a cheap meal on the table becomes faster than ordering delivery.</p><p>That alone can knock hundreds off your monthly food bill without any culinary degree.</p><h2 id="3-embrace-store-brands-they-re-not-the-knockoffs-of-the-past-"><strong>3. Embrace Store Brands (They’re Not the Knockoffs of the Past)</strong></h2><p>Store brands have quietly taken over. In 2025, private-label sales hit $282.8 billion, a new record, up $9 billion year-over-year, and now claim 23.5% of grocery units sold, with dollar share rising to 21.3%.</p><p>More than half of consumers have switched to generics to save, Empower reports. Shoppers saved an estimated $35 billion by doing so last year.</p><p>Store brands cost one-third or more less on everyday staples, many come with taste guarantees, and the quality gap has shrunk so much that blind-testers often can’t tell the difference.</p><p>Start by swapping the five items you buy most often: cereal, pasta, canned goods, dairy. Then let the compounding savings do the heavy lifting. Even a few swaps can free up noticeable cash.</p><h2 id="4-cut-food-waste-and-stop-throwing-cash-in-the-trash-"><strong>4. Cut Food Waste (and Stop Throwing Cash in the Trash)</strong></h2><p>Food waste is a budget leak hiding in plain sight. The USDA estimates that 30–40% of the U.S. food supply is wasted. That’s 133 billion pounds and $161 billion worth of food. Meanwhile, the average family of four loses $1,500 a year to uneaten food, according to the USDA.</p><p>Three habit shifts can plug that leak: plan realistic portions and learn what date labels actually mean (they often signal quality, not safety); store food smartly to stretch produce and leftovers by days; and repurpose tonight’s roast veggies or protein into tomorrow’s soup or wrap instead of tossing them.</p><p>Treating food waste as a budget line item makes leaks easier to spot and stop. Viewing uneaten food as literal cash in the trash reframes the problem.</p><h2 id="5-buy-in-bulk-when-the-math-works-in-your-favor-"><strong>5. Buy in Bulk (When the Math Works in Your Favor)</strong></h2><p>Buying bigger packages can slash costs, but only if you pick the right items. A 2025 <a href="https://www.lendingtree.com/credit-cards/study/bulk-buying/">LendingTree study</a> found bulk buying saves 27% on average across 44 products at Costco, Walmart, and Whole Foods.</p><p>The Empower survey of 2,000 shoppers revealed that 41% save $25 to $50 a month, or $300 to $600 a year. It’s no surprise 36% of Americans now use warehouse clubs to fight food inflation.</p><p>To make it work: Buy non-perishables, freezer-friendly proteins, and staples you’ll definitely use. Always check the unit price; bigger packages aren’t automatically cheaper per ounce. And splitting a haul with a friend solves storage and cash-flow problems.</p><p>When bulk buys match your real eating habits, the savings add up fast.</p><h2 id="6-stack-store-loyalty-programs-with-digital-coupons"><strong>6. Stack Store Loyalty Programs with Digital Coupons</strong></h2><p>Modern loyalty programs put savings on autopilot. Users of coupons and loyalty cards can shave 10% or more off their annual grocery bill, but stacking is where the real gains hide. Digital coupons load to your store card with a tap, auto-applying at checkout.</p><p>Pair a store instant-savings offer with a manufacturer’s digital coupon on the same item, and you grab a double discount. Many apps even personalize deals around your shopping history. It’s a few minutes of effort each week for money you’d otherwise leave at the register.</p><h2 id="7-tap-cash-back-grocery-apps-for-automatic-savings"><strong>7. Tap Cash-Back Grocery Apps for Automatic Savings</strong></h2><p>Cash-back apps turn your grocery receipt into easy savings. Ibotta, a popular choice, says its average user earns $218 a year (Ibotta). Offers span everyday categories, like produce, dairy, and pantry, etc., so you earn without chasing brands you don’t buy.</p><p>Rebates stack with store loyalty discounts, manufacturer coupons, and credit-card rewards for a multiplier effect. Most apps pay out via PayPal, Venmo, or bank transfer once you cross a $20 threshold.</p><p>Because the process is as simple as snapping a photo of your receipt, it’s one of the lowest-effort savings habits you can adopt.</p><h2 id="8-turn-downtime-into-food-money-with-reward-apps"><strong>8. Turn Downtime Into Food Money with Reward Apps</strong></h2><p>Your phone downtime can quietly fund a meal out. KashKick, whose core tagline is 'Give Your Free Time a Raise,' takes the idea of giving that time a raise seriously. It pays real cash, not points, for gaming, surveys, app trials, and shopping.</p><p>With a $10 cashout minimum, you can withdraw via PayPal or Venmo in 1–3 business days, or redeem for restaurant gift cards like Domino’s, Burger King, Chipotle, and DoorDash.</p><p>KashKick holds a 4-star TrustScore with approximately 7,700+ reviews, and many users confirm verified payouts of $500 to $1,385+ in lifetime earnings.</p><p>The main frustration is a 30-day pending period on larger offers, and not every game goal is realistically reachable. Platforms like Kashkick are best for casual gamers wanting to cover a couple of takeout meals a month, as it’s good extra money, not income replacement.</p><p>Check out KashKick’s guide on <a href="https://kashkick.com/guide/earn/apps-to-get-free-food/">apps to get free food</a> for the full rundown. It’s a quiet side earner that slots into your existing routine.</p><h2 id="9-shop-seasonal-produce-and-build-meals-around-sale-circulars"><strong>9. Shop Seasonal Produce and Build Meals Around Sale Circulars</strong></h2><p>This is one of the oldest savings moves in the book, and it still works. In-season produce is cheaper because supply is abundant: berries and melons in summer, squash and apples in fall, greens in spring. Weekly loss-leaders, like rotisserie chicken and bulk ground beef, can anchor multiple meals when you freeze the extras.</p><p>And “reverse meal planning,” checking the sales first and then writing your list and menu, bakes the discount into your week’s food without any coupon hunting. A flexible list and a handful of all-purpose recipes keep you from ever paying full price for a rigid plan ingredient. It’s the low-tech strategy that still outperforms most apps.</p><h2 id="10-make-leftovers-delicious-and-freeze-the-rest-"><strong>10. Make Leftovers Delicious (and Freeze the Rest)</strong></h2><p>Leftovers aren’t a sad fridge afterthought; they’re the lowest-effort meal of the week. Adopt a “cook once, eat twice” mindset: double a recipe and freeze half in portioned containers for a no-cook night. Reimagine leftover proteins as tacos, grain bowls, or fried rice with a quick sauce or spice swap.</p><p>Turn kitchen scraps, like veggie peels and bones, into zero-cost broth, while freezing wilting spinach or berries for smoothies instead of trashing them. Treating leftovers as planned ingredients stretches every grocery dollar and cuts waste at the same time. Think of leftovers as a planned second meal, not a fridge mystery.</p><h2 id="caveats-and-counterpoints"><strong>Caveats and Counterpoints</strong></h2><p>No single strategy works for everyone. Bulk buying demands storage space and cash up front, which isn’t realistic in every home. Loyalty programs are thinner at discount chains, and store brands occasionally miss on taste for a specific item.</p><p>Reward apps provide extra money, not a replacement for a tight budget, and extreme couponing can become a time sink. Seasonal eating means accepting that fresh raspberries in January will be pricey, and sometimes that’s okay.</p><p>A better approach is picking the two or three tactics that fit your personality and shopping rhythm. The goal isn’t perfection; even adopting one or two strategies can free up $50–$100 a month without feeling deprived.</p><h2 id="the-bottom-line"><strong>The Bottom Line</strong></h2><p>The 2026 food-savings playbook isn’t about deprivation. These strategies stack naturally: plan meals around sale-priced proteins, cook at home with store-brand ingredients, claim cash back on the receipt, and let a reward app fund the occasional night off.</p><p>Start with the two easiest changes, track the difference for a month, then layer on one more. The cumulative savings will show up faster than you expect.</p>]]></content:encoded></item><item><title><![CDATA[How CDs Can Fit Into a Financial Independence Savings Strategy]]></title><description><![CDATA[Learn how certificates of deposit can support a financial independence strategy through predictable returns, CD ladders, rate comparisons, and savings stability.]]></description><link>https://thinksaveretire.com/how-cds-can-fit-into-a-financial-independence-savings-strategy</link><guid isPermaLink="false">Ghost__Post__6abbf4098478e50001eb14a5</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Tue, 29 Sep 2026 17:45:35 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/How-CDs-Can-Fit-Into-a-Financial-Independence-Savings-Strategy.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/How-CDs-Can-Fit-Into-a-Financial-Independence-Savings-Strategy.jpeg" alt="How CDs Can Fit Into a Financial Independence Savings Strategy"/><p><em><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, investment, tax, legal, or professional advice. Always review account terms carefully and consider speaking with a qualified financial adviser before making savings or investment decisions.</em></p><p>Financial independence depends on building enough assets to support future living expenses without relying entirely on employment income. Reaching that position usually requires years of consistent saving, investing, and careful financial planning.</p><p>Investment growth depends in part on choosing suitable vehicles for different parts of that strategy. Certificates of deposit (CDs) can provide predictable returns on money that doesn’t need to remain immediately accessible in the medium to long term.</p><p>Used alongside more liquid savings and long-term investments, they can add stability while supporting the broader goal of financial independence.</p><h2 id="defining-financial-independence-through-savings">Defining Financial Independence Through Savings</h2><p>Financial independence generally describes reaching a position where accumulated assets and the income they produce can sustainably cover living expenses. The exact target varies because spending levels, retirement expectations, taxes and other financial circumstances differ from person to person.</p><p>Building toward that target rarely means relying on one type of asset. Equities can provide long-term growth potential, while cash reserves help cover immediate expenses. Lower-volatility savings products occupy the space between those two needs by providing a predictable return while offering greater stability than growth-oriented investments.</p><p>CDs serve that purpose by providing a predetermined annual percentage yield (APY) for a defined period. That makes it easier to estimate how much the deposit will grow by maturity.</p><p>Predictability doesn’t replace growth. Instead, CDs should be one component of a financial independence strategy in which different assets perform different functions. Understanding how they work helps determine where they belong.</p><h2 id="understanding-how-certificates-of-deposit-work">Understanding How Certificates of Deposit Work</h2><p>A traditional CD requires you to deposit money for an agreed term, which can range from several months to multiple years. In return, the financial institution provides a stated rate, typically fixed for the term.</p><p>Access is more restricted than with an ordinary savings account. Withdrawing funds before maturity can trigger an early withdrawal penalty, making CDs more appropriate for money a saver is reasonably confident that the investment fund will not be needed immediately.</p><p>Eligible deposits at FDIC-insured banks are protected by federal deposit insurance, while qualifying deposits at federally insured credit unions are protected through the NCUA. Standard coverage is generally $250,000 per depositor, per insured institution, for each ownership category, such as individual, joint, or certain trust accounts.</p><p>Banks and credit unions use deposits to fund lending and other activities. For savers, the essential exchange remains straightforward: accepting reduced liquidity in return for contractual interest terms. Laddering can make that liquidity trade-off more flexible.</p><h2 id="building-a-cd-ladder-for-growth">Building a CD Ladder for Growth</h2><p>A CD ladder divides investment funds among CDs with different maturity dates. Instead of placing the entire allocation into one four-year CD, for example, a saver might spread deposits across one-, two-, three-, and four-year terms.</p><p>That structure creates regular maturity points. When one CD matures, the saver can use the proceeds if circumstances have changed or reinvest them in another CD.</p><p>Comparing available rates is an important part of that reinvestment process. Savers can use a platform like CD Valet to <a href="https://www.cdvalet.com/best-4-year-cd-rates">compare top 4 year CD rates</a> alongside shorter terms. CD Valet is a verified CD rate marketplace that reviews and publishes certificate of deposit rates from federally insured banks and credit unions, prioritizing transparency, accuracy, and unbiased ranking based on APY rather than paid placement.</p><p>For someone pursuing financial independence, these staggered maturities can support more predictable cash flow by ensuring that portions of the CD allocation mature at different times. That flexibility becomes clearer when an investor compares CDs with other savings options.</p><h2 id="comparing-cds-with-savings-alternatives">Comparing CDs With Savings Alternatives</h2><p>High-yield savings accounts typically provide easier access to funds, making them suitable for emergency savings and near-term expenses. However, their rates are variable and can change during the investment period.</p><p>Money market accounts can offer relatively easy access to funds and may include additional transaction features, but their interest rates are variable and some accounts impose minimum-balance requirements or fees. Short-term bonds can provide income and greater liquidity than CDs, but their market values can fluctuate, particularly as interest rates change.</p><p>Fixed-rate CDs avoid the price fluctuations associated with bonds when they are held to maturity, while locking in the APY for the term. The trade-off is reduced liquidity, along with the risk that inflation may reduce the purchasing power of the deposited funds over longer periods.</p><p>CD rates also change with broader financial conditions. Banks and credit unions may adjust their rates as interest rates, funding needs, and lending conditions shift. As a result, the relative appeal of CDs can vary over time, making it important to compare them with other available savings options.</p><h2 id="incorporating-cds-into-a-portfolio">Incorporating CDs Into a Portfolio</h2><p>There’s no universal percentage of a focused financial independence portfolio that should be held in CDs. The appropriate allocation depends on factors including age, spending requirements, emergency reserves, risk tolerance, investment horizon, and how close the saver is to relying on accumulated assets to cover living expenses.</p><p>Someone decades from becoming financially independent  might prioritize equities and other growth-oriented assets while maintaining a smaller allocation to CDs and cash equivalents. Someone nearing the point of relying on accumulated assets to cover living expenses may place greater value on CDs that mature at predictable intervals.</p><p>CDs can therefore complement rather than compete with other categories of growth assets. Money earmarked for expenses several years away can earn a predetermined return when invested in CDs, without exposure to short-term stock or bond market movements.</p><p>Over-concentration still creates limitations. Excessive CD holdings may constrain liquidity and reduce long-term growth potential. A balanced approach assigns each asset a defined role and revisits that allocation as circumstances change.</p><h2 id="comparing-cd-rates-across-institutions">Comparing CD Rates Across Institutions</h2><p>Finding an appropriate CD involves more than selecting a term. Rates can vary significantly among institutions, so comparing offers matters before committing savings for several years.</p><p>Comparison platforms can make that process easier by bringing rates from multiple banks and credit unions into one place. CD Valet, for example, tracks more than 40,000 CD rates from nearly 5,000 federally insured institutions nationwide.</p><p>Comparing CDs across multiple institutions can help savers identify rates and terms that better suit their financial plans. APYs, term lengths, minimum deposits, early-withdrawal penalties, and eligibility requirements can all affect whether a particular CD is a good fit.</p><p>Online comparison tools can make that process easier by bringing offers from multiple banks and credit unions into one place. CD Valet makes this process easier by allowing savers to review available rates and terms without limiting the search to their existing financial institution.</p><p>Because CD rates change as broader interest-rate and funding conditions shift, comparison shouldn’t end with the initial deposit. When a CD approaches maturity, reviewing current offers before renewing or reinvesting can help ensure that the next term still fits the saver’s financial independence strategy.</p><h2 id="stability-and-financial-independence">Stability and Financial Independence</h2><p>Financial independence is the result of balancing growth, liquidity and stability rather than expecting one financial product to accomplish every objective. CDs can contribute by providing predetermined returns and maturity dates for savings that can remain untouched for defined periods.</p><p>Their role should evolve alongside the saver. Comparing rates, staggering maturities, and reassessing allocations can keep CDs connected to changing goals. Used within a diversified strategy, they provide another way to make savings purposeful while maintaining a clear path toward long-term financial independence.</p>]]></content:encoded></item><item><title><![CDATA[Flex Review (2026): Is the Rent-Splitting App Worth It? Honest Pros & Cons]]></title><description><![CDATA[Read our 2026 Flex review covering fees, rent splitting, credit reporting, eligibility, pros and cons, and who the service may be best for.]]></description><link>https://thinksaveretire.com/flex-review</link><guid isPermaLink="false">Ghost__Post__6abaa3808478e50001eb1450</guid><dc:creator><![CDATA[Vanessa Zimin]]></dc:creator><pubDate>Mon, 28 Sep 2026 17:58:47 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Flex-Review.png" medium="image"/><content:encoded><![CDATA[<!--kg-card-begin: html--><img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Flex-Review.png" alt="Flex Review (2026): Is the Rent-Splitting App Worth It? Honest Pros & Cons"/><p>
  <strong><em>Advertiser Disclosure / Editorial Disclaimer:</em></strong>
  <em>
    This review reflects our independent opinion based on publicly available information, Flex's official product disclosures, and aggregated user feedback. Think Save Retire may receive compensation if you sign up through certain links on this page, at no additional cost to you. Our evaluations are based on objective criteria. Pricing, features, and approval criteria may change — always confirm current details at
    <a href="https://getflex.com/" target="_blank" rel="noopener">getflex.com</a>.
    This content is for informational purposes only and does not constitute financial advice.
  </em>
</p><!--kg-card-end: html--><p>If you're searching for a Flex review, you probably want a straight answer to one of three questions:</p><ul><li>Is Flex legit?</li><li>Is the membership fee actually worth paying?</li><li>What's the catch?</li></ul><p><strong>Short version: </strong>Flex is a financial technology company that helps eligible renters split their rent into smaller payments throughout the month instead of paying it all at once. Eligible members may also choose to report on-time rent payments to TransUnion to help build credit history. It costs a recurring monthly membership fee of up to $5.99, a 0.5% processing fee on your total rent, and up to a 3% split fee for spreading your rent payments throughout the month, based on how much you borrow. Additional fees are applied when paying with a credit card and approval is not guaranteed as it depends on eligibility requirements.</p><p>For renters who feel squeezed in the first week of the month, it can be a useful cash-flow tool. For renters with no income-timing problem, the math may get harder to justify.</p><p>Below is the full breakdown.</p><h2 id="flex-review-at-a-glance">Flex Review at a Glance</h2><!--kg-card-begin: html--><style>
.tsr-table-wrap {
  width: 100%;
  overflow-x: auto;
  margin: 28px 0;
  border: 1px solid #e4e4ee;
  border-radius: 12px;
  box-shadow: 0 4px 14px rgba(0, 0, 0, 0.04);
  background: #ffffff;
}

.tsr-table {
  width: 100%;
  border-collapse: collapse;
  min-width: 680px;
  font-size: 16px;
  line-height: 1.5;
  color: #222222;
}

.tsr-table thead th {
  background: #4e42ff;
  color: #ffffff;
  text-align: left;
  padding: 16px 18px;
  font-weight: 700;
  border-right: 1px solid rgba(255, 255, 255, 0.18);
}

.tsr-table thead th:last-child {
  border-right: none;
}

.tsr-table tbody td {
  padding: 15px 18px;
  vertical-align: top;
  border-top: 1px solid #e8e8ef;
}

.tsr-table tbody tr:nth-child(even) {
  background: #f8f7ff;
}

.tsr-table tbody tr:hover {
  background: #f1efff;
}

.tsr-table tbody td:first-child {
  width: 28%;
  font-weight: 600;
  color: #171717;
}

.tsr-table strong {
  font-weight: 700;
}

@media only screen and (max-width: 700px) {
  .tsr-table {
    font-size: 15px;
  }

  .tsr-table thead th,
  .tsr-table tbody td {
    padding: 13px 14px;
  }
}
</style>

<div class="tsr-table-wrap">
  <table class="tsr-table">
    <thead>
      <tr>
        <th>Category</th>
        <th>Details</th>
      </tr>
    </thead>

    <tbody>
      <tr>
        <td>Best for</td>
        <td>Renters who get paid mid-month and want to split rent into two payments</td>
      </tr>

      <tr>
        <td>Service type</td>
        <td>Unsecured line of credit for rent (Flex Rent)</td>
      </tr>

      <tr>
        <td>Issuer</td>
        <td>Loans/lines of credit issued by Lead Bank or Column N.A., Member FDIC</td>
      </tr>

      <tr>
        <td>Monthly membership fee</td>
        <td>Up to $5.99/month, auto-renews until canceled</td>
      </tr>

      <tr>
        <td>Processing fee</td>
        <td>0.5% of total rent (additional 2.5% surcharge if paying Flex back with a credit card)</td>
      </tr>

      <tr>
        <td>Split fee</td>
        <td>Up to 3.0% based on how much you borrow for the second payment, and cannot be reduced if you pay early. Fees vary by state and eligibility.</td>
      </tr>

      <tr>
        <td>Credit check</td>
        <td>Soft credit check at application (no impact on score)</td>
      </tr>

      <tr>
        <td>Credit reporting</td>
        <td>Optional rent reporting to TransUnion (<strong>on-time payments reported only</strong>)</td>
      </tr>

      <tr>
        <td>Availability</td>
        <td>US renters only</td>
      </tr>

      <tr>
        <td>App Store rating</td>
        <td>4.8 / 5 on Apple App Store (as of Aug 2026), 4.7 / 5 on Google Play with over 580,000 combined ratings (as of Aug 2026)</td>
      </tr>

      <tr>
        <td>Overall rating</td>
        <td><strong>4.2 / 5</strong></td>
      </tr>
    </tbody>
  </table>
</div><!--kg-card-end: html--><h2 id="what-is-flex">What Is Flex?</h2><p><a href="https://getflex.com/">Flex</a> is a financial technology company that helps renters split a single monthly rent bill into two smaller, scheduled payments. Your landlord receives the full rent amount on time when you make your first payment by the due date, and you pay Flex back later in the month based on your payment schedule.</p><p>The credit behind that payment isn't issued by Flex itself. Flex is a financial technology company, not a bank. Unsecured lines of credit for Flex Rent are issued by Lead Bank or Column N.A., Members FDIC, and Flex acts as the technology and servicing layer.</p><figure class="kg-card kg-image-card"><img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Is-Flex-Legit-.jpeg" class="kg-image" alt="Flex Review (2026): Is the Rent-Splitting App Worth It? Honest Pros & Cons"/></figure><h2 id="how-flex-works-step-by-step-">How Flex Works (Step by Step)</h2><p>The mechanics are straightforward:</p><p><strong>1. You apply through the Flex app</strong>. Flex runs a soft credit check and assesses your eligibility based on your credit profile, payment history, and other factors. The soft check does not affect your credit score.</p><p><strong>2. See how your rent could be split. </strong>If approved, Flex will show you your payment schedule. Most new Flex members start with a 50/50 split, with 50% of your rent paid at the beginning of the month and the remaining 50% paid later on. Eligibility and results vary.</p><p><strong>3. Your landlord receives the full rent amount on time</strong> when you make your first payment by the due date. Either through direct integration with your property management system, or by using a Flex-provided bank account / debit card you can use through your existing rent portal.</p><p><strong>4. Your rent is split into two scheduled payments.</strong> Typically, one early in the month on your due date and one mid-to-late month, aligned with your paychecks where possible.</p><p><strong>5. On-time payments can be reported to TransUnion if rent reporting is turned on</strong>. This is optional and can be toggled in the app. Only on-time payments are reported so there is no negative impact on credit score.</p><h2 id="flex-pricing-what-it-actually-costs">Flex Pricing: What It Actually Costs</h2><p>This is where most renters get tripped up, so it's worth slowing down.</p><!--kg-card-begin: html--><p>
  Eligible renters can <a href="https://flexiblefinance.pxf.io/c/2196406/3121904/38980?trafsrc=2196406&amp;irck=%7Bclickid%7D" rel="sponsored">use Flex to split rent</a> into smaller payments throughout the month. Flex charges a recurring monthly membership fee of up to $5.99, a processing fee of 0.5% of your full rent amount, and up to a 3% split fee based on how much you borrow. Visit getflex.com for details, eligibility requirements, and additional terms.
</p><!--kg-card-end: html--><p>Let's put real numbers on that to provide a cost example.</p><p>If your rent is $1,500/month and you decide to pay $750 when rent is due and $750 later in the month:</p><!--kg-card-begin: html--><style>
.tsr-table-wrap {
  width: 100%;
  overflow-x: auto;
  margin: 28px 0;
  border: 1px solid #e4e4ee;
  border-radius: 12px;
  box-shadow: 0 4px 14px rgba(0, 0, 0, 0.04);
  background: #ffffff;
}

.tsr-table {
  width: 100%;
  border-collapse: collapse;
  min-width: 700px;
  font-size: 16px;
  line-height: 1.45;
  color: #222222;
}

.tsr-table thead th {
  background: #4e42ff;
  color: #ffffff;
  text-align: left;
  padding: 15px 16px;
  font-weight: 700;
  border-right: 1px solid rgba(255, 255, 255, 0.18);
}

.tsr-table thead th:last-child {
  border-right: none;
}

.tsr-table tbody td {
  padding: 14px 16px;
  vertical-align: top;
  border-top: 1px solid #e8e8ef;
}

.tsr-table tbody tr:nth-child(even) {
  background: #f8f7ff;
}

.tsr-table tbody tr:hover {
  background: #f1efff;
}

.tsr-table tbody tr:last-child td {
  font-weight: 700;
  background: #eeecff;
}

.tsr-table tbody tr:last-child td:last-child {
  color: #4e42ff;
  font-size: 17px;
}

@media only screen and (max-width: 700px) {
  .tsr-table {
    font-size: 15px;
  }

  .tsr-table thead th,
  .tsr-table tbody td {
    padding: 12px 13px;
  }
}
</style>

<div class="tsr-table-wrap">
  <table class="tsr-table">
    <thead>
      <tr>
        <th>Type</th>
        <th>Charged On</th>
        <th>Detail</th>
        <th>Cost</th>
      </tr>
    </thead>

    <tbody>
      <tr>
        <td>Monthly Membership Fee</td>
        <td>First payment or on the 15th of the month</td>
        <td>Up to $5.99</td>
        <td>$5.99</td>
      </tr>

      <tr>
        <td>Processing Fee</td>
        <td>First payment</td>
        <td>0.5%</td>
        <td>$7.50</td>
      </tr>

      <tr>
        <td>Split Fee</td>
        <td>Second payment</td>
        <td>Up to 3.0%</td>
        <td>$22.50</td>
      </tr>

      <tr>
        <td>Total</td>
        <td/>
        <td/>
        <td>$35.99</td>
      </tr>
    </tbody>
  </table>
</div><!--kg-card-end: html--><p>If you pay Flex back with a credit card, add a surcharge of 2.5%, about $37.50 on a $1,500 rent payment, bringing the total cost to roughly $73.49 per month. That's a meaningful jump and usually not worth choosing this over a debit card unless you're chasing very specific credit card rewards.</p><h2 id="flex-key-features">Flex Key Features</h2><h3 id="rent-splitting-into-two-payments">Rent splitting into two payments</h3><p>Flex's primary feature is the ability to split rent into smaller payments throughout the month instead of paying the full amount all at once. Your property receives the full rent payment, while you repay Flex according to your approved payment schedule.</p><p>For renters whose income arrives throughout the month, this can provide additional flexibility and make cash flow easier to manage.</p><h3 id="optional-rent-reporting-to-transunion">Optional rent reporting to TransUnion</h3><p>Flex offers optional rent history reporting to TransUnion. Because many landlords don't report rent payments to credit bureaus, this can give renters an opportunity to build credit history through payments they're already making.</p><p>A few things to know:</p><ul><li>Rent reporting is optional and can be managed in the Flex app.</li><li>Only eligible on-time payments are reported.</li><li>Reported payments may take time to appear on your credit report.</li><li>Credit score impacts vary and are not guaranteed.</li></ul><h3 id="mobile-app-management">Mobile app management</h3><p>You manage everything through the Flex app: payment status, schedule changes, service issues, rent reporting toggle, and cancellation. Push notifications keep you informed about upcoming payments.</p><h2 id="is-flex-legit">Is Flex Legit?</h2><p>Yes, Flex is a legitimate company.</p><ul><li><strong>Company:</strong> Flexible Finance, Inc., headquartered in New York, NY</li><li><strong>Bank partners:</strong> Lead Bank and Column N.A., Members FDIC</li><li><strong>Brokering:</strong> Flexible Finance Brokering, Inc., NMLS ID #2599800</li><li><strong>Servicing:</strong> Flexible Finance Servicing, Inc., NMLS ID #2256673</li><li><strong>App store presence:</strong> 4.8 / 5 on Apple App Store (as of Aug 2026), 4.7 / 5 on Google Play with over 580,000 combined ratings (as of Aug 2026)</li></ul><p>It's not a scam. That said, "legit" and "a fit for your situation" are two different questions. The complaints in user reviews are real and worth understanding before you sign up (more on that below).</p><!--kg-card-begin: html--><style>
.tsr-pros-cons {
  display: grid;
  grid-template-columns: 1fr 1fr;
  gap: 22px;
  margin: 30px 0;
}

.tsr-pc-card {
  background: #ffffff;
  border: 1px solid #e6e6ef;
  border-radius: 14px;
  padding: 24px 24px 22px;
  box-shadow: 0 4px 16px rgba(0, 0, 0, 0.04);
}

.tsr-pc-card h3 {
  margin: 0 0 18px;
  font-size: 22px;
  line-height: 1.2;
  color: #171717;
}

.tsr-pc-card ul {
  margin: 0;
  padding: 0;
  list-style: none;
}

.tsr-pc-card li {
  position: relative;
  margin: 0 0 14px;
  padding-left: 28px;
  font-size: 16px;
  line-height: 1.5;
  color: #2a2a2a;
}

.tsr-pc-card li:last-child {
  margin-bottom: 0;
}

.tsr-pros {
  border-top: 5px solid #4e42ff;
}

.tsr-cons {
  border-top: 5px solid #b9b6ff;
}

.tsr-pros li::before {
  content: "✓";
  position: absolute;
  left: 0;
  top: 0;
  color: #4e42ff;
  font-weight: 700;
  font-size: 18px;
}

.tsr-cons li::before {
  content: "–";
  position: absolute;
  left: 2px;
  top: 0;
  color: #6d6d7a;
  font-weight: 700;
  font-size: 20px;
}

.tsr-pc-card strong {
  font-weight: 700;
}

@media only screen and (max-width: 760px) {
  .tsr-pros-cons {
    grid-template-columns: 1fr;
  }

  .tsr-pc-card {
    padding: 20px;
  }

  .tsr-pc-card h3 {
    font-size: 20px;
  }

  .tsr-pc-card li {
    font-size: 15px;
  }
}
</style>

<div class="tsr-pros-cons">

  <div class="tsr-pc-card tsr-pros">
    <h3>Pros</h3>
    <ul>
      <li>Real cash-flow help if your paycheck timing doesn't match the 1st of the month due date for rent</li>
      <li>Optional credit-building through TransUnion rent reporting — rare among rent-payment tools</li>
      <li>Soft credit check at application (no score impact to apply)</li>
      <li>No late fees charged by Flex; the underlying credit line carries no interest charges</li>
      <li>Fees include the monthly membership, processing fee, and split fee (additional fee applies if paying with credit card)</li>
      <li>Landlord receives rent in full, disbursed through Flex's bank partner — protecting your relationship with your property manager</li>
      <li>Strong app store ratings at 4.8 / 5 (Apple) and 4.77 / 5 (Google Play) as of May 2026</li>
      <li>Cancelable — you can use Flex for one month and cancel once your balance is paid</li>
    </ul>
  </div>

  <div class="tsr-pc-card tsr-cons">
    <h3>Cons</h3>
    <ul>
      <li>Not free — monthly membership up to $5.99, a 0.5% processing fee, and up to a 3% split fee adds up to about $36/month on $1,500 rent</li>
      <li>Extra 2.5% processing fee if you pay with a credit card (no additional fee on debit)</li>
      <li>Customer service is primarily chat-based — a common complaint in user reviews</li>
      <li>Subject to approval — there's no guaranteed acceptance; eligibility depends on credit assessment</li>
      <li>Membership auto-renews until canceled, and uninstalling the app does not cancel it</li>
      <li>US-only — not available outside the United States</li>
    </ul>
  </div>

</div><!--kg-card-end: html--><h2 id="who-flex-is-best-for">Who Flex Is Best For</h2><p>Flex makes the most sense if you can answer "yes" to most of these:</p><ul><li>You're a US renter, and your landlord allows online rent payments</li><li>Your paycheck timing genuinely makes paying full rent on the 1st a struggle</li><li>You'd otherwise pay late fees, overdraft fees, or use a higher-cost credit option</li><li>You want a credit-building side effect from a bill you're already paying</li><li>You're disciplined about repaying scheduled installments on time</li></ul><p>If a $35-ish monthly cost is the difference between paying rent on time vs. eating a $75 late fee, the math works in your favor. If it's helping you avoid overdraft cascades that cost more than $35, same story.</p><h2 id="who-should-skip-flex">Who Should Skip Flex</h2><p>Flex is probably not worth it if:</p><ul><li>You already pay rent comfortably on the 1st with no cash-flow stress</li><li>You're hoping for a "free" service — Flex is a paid membership product</li><li>You're outside the US</li></ul><h2 id="rent-payment-options-renters-typically-consider">Rent Payment Options Renters Typically Consider</h2><p>Renters generally have a few different ways to manage monthly rent. Here's a neutral overview:</p><p><strong>Paying rent directly from a checking account.</strong> The most common approach. Available through most rent portals and usually low-cost or no-cost, depending on the property's payment system.</p><p><strong>Paying rent with a credit card.</strong> Many rent portals accept credit cards, though they typically charge a processing fee. Card APR may apply if the balance isn't paid in full each month. Rewards potential varies by card.</p><p><strong>Personal loan or borrowing from family.</strong> Available in some situations, with varying terms, interest rates, and impact on personal relationships or credit reports.</p><p><strong>Flex.</strong> A financial technology company that helps eligible US renters split a single monthly rent bill into two scheduled payments, with optional rent reporting to TransUnion to help build credit history. Costs a recurring monthly membership fee of up to $5.99, a 0.5% processing fee on the total rent, and up to a 3% split fee based on how much you borrow. Subject to approval based on credit assessment and other eligibility factors. Visit getflex.com for full details.</p><p>Each approach fits different situations. Whether Flex is right for you depends on your cash-flow needs and what you're trying to accomplish with your rent payment each month.</p><h2 id="how-to-sign-up-for-flex">How to Sign Up for Flex</h2><ol><li>Download the Flex app from the Apple App Store or Google Play to start applying.</li><li>Create an account and verify your identity. You'll need to be 18+ and a US resident.</li><li>Enter your rent amount, your landlord, and how you currently pay rent.</li><li>Flex runs a soft credit check and evaluates eligibility. Subject to approval based on credit profile and other factors.</li><li>If approved, you're shown your credit line and payment schedule.</li><li>Connect a debit card or bank account to make payments to Flex.</li></ol><p>If you'd like to start the eligibility check now, you can do that here:</p><p><strong>→ Get started with Flex</strong></p><h2 id="final-verdict-is-flex-worth-it">Final Verdict: Is Flex Worth It?</h2><p>For the right renter, yes, but go in with eyes open.</p><p>If you genuinely struggle to cover rent on the 1st of the month, the roughly $36/month cost on a $1,500 rent is meaningful, but it's usually less than what you'd pay in late fees, overdraft fees, or high credit card interest if you went the other route. The optional credit reporting is a real bonus that most rent-payment options don't offer.</p><p>If you have no income-timing issue and rent isn't a monthly stress point, Flex's fees aren't really earning their keep, and you're better off paying directly from checking.</p><p>The strongest pitch for Flex is the combination of (1) cash-flow breathing room and (2) credit-building on a bill you were paying anyway. The weakest part is that the total cost (membership + processing fee + split fee) is bigger than the headline $5.99 suggests.</p><p>Eligibility is not guaranteed, and approval is subject to credit assessment. Run the math on your specific rent amount, then decide.</p><h2 id="faqs-about-flex">FAQs About Flex</h2><h3 id="1-how-much-does-flex-cost">1. How much does Flex cost?</h3><p>Unsecured lines of credit for Flex Rent are provided for a recurring monthly membership fee up to $5.99. A processing fee of 0.5% of your total rent amount is also charged. Then, if you choose to split your rent with Flex, you pay up to a 3% split fee on your second payment based on how much you borrow and cannot be reduced with early payment. If you pay Flex back with a credit card, an additional 2.5% processing fee applies. Visit getflex.com for more details.</p><h3 id="2-is-flex-legit">2. Is Flex legit?</h3><p>Yes. Flex (Flexible Finance, Inc.) is a financial technology company, not a bank, headquartered in New York. Unsecured lines of credit for Flex Rent are issued by Lead Bank or Column N.A., Members FDIC. The app holds a 4.8 / 5 rating on the Apple App Store and 4.77 / 5 on Google Play across more than 260,000 ratings as of May 2026.</p><h3 id="3-does-flex-help-build-credit">3. Does Flex help build credit?</h3><p>It can. Flex offers optional rent reporting to TransUnion. With rent reporting on, your on-time rent payments through Flex are reported to TransUnion and may help build your credit history. Rent reporting does not guarantee a credit score increase, and late or missed payments on your line of credit can be reported as delinquencies. Results may vary.</p><h3 id="4-does-flex-run-a-hard-credit-check">4. Does Flex run a hard credit check?</h3><p>Flex runs a soft credit check at application, which does not affect your credit score.</p><h3 id="5-is-flex-worth-5-99-per-month">5. Is Flex worth $5.99 per month?</h3><p>It depends on your situation. If using Flex helps you avoid late fees, overdrafts, or higher-cost borrowing, and you value the optional credit reporting, the membership often pays for itself. If you have no cash-flow issue paying rent on the 1st, the math is harder to justify.</p><!--kg-card-begin: html--><script type="application/ld+json">
{
  "@context": "https://schema.org",
  "@type": "FAQPage",
  "mainEntity": [{
    "@type": "Question",
    "name": "1. How much does Flex cost?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "Unsecured lines of credit for Flex Rent are provided for a recurring monthly membership fee up to $5.99. A processing fee of 0.5% of your total rent amount is also charged. Then, if you choose to split your rent with Flex, you pay up to a 3% split fee on your second payment based on how much you borrow and cannot be reduced with early payment. If you pay Flex back with a credit card, an additional 2.5% processing fee applies. Visit getflex.com for more details."
    }
  },{
    "@type": "Question",
    "name": "2. Is Flex legit?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "Yes. Flex (Flexible Finance, Inc.) is a financial technology company, not a bank, headquartered in New York. Unsecured lines of credit for Flex Rent are issued by Lead Bank or Column N.A., Members FDIC. The app holds a 4.8 / 5 rating on the Apple App Store and 4.77 / 5 on Google Play across more than 260,000 ratings as of May 2026."
    }
  },{
    "@type": "Question",
    "name": "3. Does Flex help build credit?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "It can. Flex offers optional rent reporting to TransUnion. With rent reporting on, your on-time rent payments through Flex are reported to TransUnion and may help build your credit history. Rent reporting does not guarantee a credit score increase, and late or missed payments on your line of credit can be reported as delinquencies. Results may vary."
    }
  },{
    "@type": "Question",
    "name": "4. Does Flex run a hard credit check?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "Flex runs a soft credit check at application, which does not affect your credit score."
    }
  },{
    "@type": "Question",
    "name": "5. Is Flex worth $5.99 per month?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "It depends on your situation. If using Flex helps you avoid late fees, overdrafts, or higher-cost borrowing, and you value the optional credit reporting, the membership often pays for itself. If you have no cash-flow issue paying rent on the 1st, the math is harder to justify."
    }
  }]
}
</script><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[How Markets Measure Strength: A Look at Indices and Currency Values]]></title><description><![CDATA[Learn how stock indices and currency values measure market strength, including index weighting, exchange rates, capital flows, and macroeconomic drivers.]]></description><link>https://thinksaveretire.com/how-markets-measure-strength</link><guid isPermaLink="false">Ghost__Post__6aba950a8478e50001eb143b</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Mon, 28 Sep 2026 16:48:32 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/How-Markets-Measure-Strength.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/How-Markets-Measure-Strength.jpeg" alt="How Markets Measure Strength: A Look at Indices and Currency Values"/><p><em><strong>Sponsored Content Disclosure:</strong> Think Save Retire received compensation to publish this article. The content is provided for informational purposes only.</em></p><p><em>The global finance system depends on standardized metrics for measuring economic performance and relative purchasing power. This is because instead of looking at individual stocks and individual economies, they look at stock indices and currency performance in order to measure overall systemic momentum. Knowing how markets measure strength through index calculations and currency valuation models helps investors analyze capital flows, manage portfolio risk and navigate international trade dynamics.</em></p><h2 id="the-architecture-of-stock-market-indices"><strong>The Architecture of Stock Market Indices</strong></h2><p>A stock index measures the collective price performance of a selected group of stocks, serving as a pulse check for an entire sector or asset class. Indices generally rely on three calculation methodologies,</p><p>Market-capitalization weighting assigns stronger influence to larger companies, meaning market movements in mega-cap firms heavily dictate overall index direction. Price-weighting systems calculate values based strictly on share price rather than total market cap, giving higher-priced stocks greater structural weight. Equal-weighting assigns identical percentage allocations to every constituent company, offering a broader view of market breadth without heavy skewing from market leaders.</p><p>Individual Corporate Earnings ➔ Index Weighting Engine ➔ Benchmark Index Value</p><p>Tracking index benchmarks enables investors to evaluate whether broad equity markets are expanding or contracting. To participate in index movements without purchasing individual shares of every constituent company, many market participants utilize derivative vehicles.</p><p>Exploring modern execution models, such as reviewing educational resources on what CFD trading is (for example: <a href="https://www.equiti.com/uae-en/news/trading-ideas/what-is-cfd-trading/">https://www.equiti.com/uae-en/news/trading-ideas/what-is-cfd-trading/</a>), illustrates how traders speculate on benchmark price movements through leveraged contracts without taking physical delivery of underlying shares.</p><h2 id="key-factors-behind-currency-valuations"><strong>Key Factors Behind Currency Valuations</strong></h2><p>While stock indices track corporate market value, foreign exchange markets determine the relative purchasing power of national currencies. Currency strength is evaluated primarily against global reference currencies, most notably the US Dollar and is driven by several fundamental macroeconomic factors.</p><!--kg-card-begin: html--><style>
.tsr-table-wrap {
  width: 100%;
  overflow-x: auto;
  margin: 28px 0;
  border-radius: 12px;
  border: 1px solid #e5e7eb;
  box-shadow: 0 4px 16px rgba(0, 0, 0, 0.05);
}

.tsr-table {
  width: 100%;
  border-collapse: collapse;
  min-width: 680px;
  background: #ffffff;
  font-size: 16px;
  line-height: 1.5;
}

.tsr-table thead th {
  background: #4e42ff;
  color: #ffffff;
  text-align: left;
  font-weight: 600;
  padding: 16px 18px;
  border-right: 1px solid rgba(255, 255, 255, 0.18);
}

.tsr-table thead th:last-child {
  border-right: none;
}

.tsr-table tbody td {
  padding: 16px 18px;
  vertical-align: top;
  border-top: 1px solid #e5e7eb;
  color: #222222;
}

.tsr-table tbody tr:nth-child(even) {
  background: #f8f7ff;
}

.tsr-table tbody tr:hover {
  background: #f1efff;
}

.tsr-table tbody td:first-child {
  font-weight: 600;
  color: #171717;
}

@media only screen and (max-width: 700px) {
  .tsr-table {
    font-size: 15px;
  }

  .tsr-table thead th,
  .tsr-table tbody td {
    padding: 14px;
  }
}
</style>

<div class="tsr-table-wrap">
  <table class="tsr-table">
    <thead>
      <tr>
        <th>Economic Factor</th>
        <th>Impact on Currency Strength</th>
        <th>Underlying Mechanism</th>
      </tr>
    </thead>

    <tbody>
      <tr>
        <td>Interest Rate Differentials</td>
        <td>High rates attract foreign capital</td>
        <td>Global yield-seeking capital flows into higher-yielding central bank deposits</td>
      </tr>

      <tr>
        <td>Trade Balance &amp; Hydrocarbons</td>
        <td>Strong export demand boosts currency value</td>
        <td>Purchasing domestic goods requires buyers to convert foreign reserves</td>
      </tr>

      <tr>
        <td>Monetary Pegs &amp; Reserves</td>
        <td>Maintains fixed valuation stability</td>
        <td>Central banks use foreign reserves to anchor domestic exchange rates</td>
      </tr>
    </tbody>
  </table>
</div><!--kg-card-end: html--><p>Learning national economic drivers clarifies why certain currencies maintain exceptionally high nominal values. Exploring regional economic data such as detailed rankings on the strongest currency in the world (<a href="https://www.equiti.com/uae-en/news/market-insights/what-is-the-strongest-currency-in-the-world-top-10/">https://www.equiti.com/uae-en/news/market-insights/what-is-the-strongest-currency-in-the-world-top-10/</a>) demonstrates how fixed exchange pegs, substantial foreign exchange reserves and resource-heavy export models support high-value currencies.</p><h2 id="measuring-broader-market-sentiment-and-intermarket-dynamics"><strong>Measuring Broader Market Sentiment and Intermarket Dynamics</strong></h2><p>Stock indices and currency valuations do not move in isolation; they interact continuously through intermarket relationships. Strong domestic stock market performance often attracts foreign institutional investment, driving demand for the national currency.</p><p>Meanwhile, economies heavily reliant on raw material exports frequently see their national currencies move in tandem with global commodity price benchmarks. During periods of economic uncertainty, capital flows away from high-beta equity indices into traditional safe-haven currencies like the Swiss Franc or US Dollar.</p><h2 id="evaluating-market-metrics-for-portfolio-decisions"><strong>Evaluating Market Metrics for Portfolio Decisions</strong></h2><p>Whether analyzing the momentum of a major stock index or tracking international exchange rates, systemic metrics provide an objective framework for decision-making.</p><p>Recognizing how markets measure strength across asset classes equips market participants to evaluate macroeconomic trends, monitor international liquidity shifts and make informed choices regarding risk allocation and trading infrastructure. Additional analytical resources on financial markets and asset structures are available here: <a href="https://www.equiti.com/uae-en/">https://www.equiti.com/uae-en/</a>.</p>]]></content:encoded></item><item><title><![CDATA[How Accountants Prepare Estimated Tax Numbers When Books Are Incomplete]]></title><description><![CDATA[Learn how accountants estimate taxable income when business records are incomplete, using bank activity, prior returns, partial-year data, and documented assumptions.]]></description><link>https://thinksaveretire.com/how-accountants-prepare-estimated-tax-numbers-when-books-are-incomplete</link><guid isPermaLink="false">Ghost__Post__6aba8bb28478e50001eb1427</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Mon, 28 Sep 2026 15:50:56 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/How-Accountants-Prepare-Estimated-Tax-Numbers-When-Books-Are-Incomplete.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/How-Accountants-Prepare-Estimated-Tax-Numbers-When-Books-Are-Incomplete.jpeg" alt="How Accountants Prepare Estimated Tax Numbers When Books Are Incomplete"/><p><strong><em>Disclaimer:</em> </strong><em>This article is for informational purposes only and does not constitute tax, accounting, legal, or financial advice. Tax estimates and filing requirements depend on individual circumstances, and taxpayers should consult a qualified tax professional regarding their specific situation.</em></p><p>The client file opens on the first Monday in April and contains a bank feed that stopped importing in September, a general ledger with 400 transactions in an uncategorized holding account, no fixed asset additions posted since the prior year, and a note from the owner saying the receipts are in a box. The return is due in nine days. A number still has to go on line 4 of the extension request, and it has to be a considered one.</p><h2 id="the-state-of-a-typical-april-file">The State of a Typical April File</h2><p>Incomplete books usually means a set of records that captures cash movement accurately and everything else poorly. Revenue tends to be the most reliable figure in the file, because deposits leave a trail the owner cannot forget to record. Expenses are where the gaps concentrate, since a cash purchase with no receipt never enters the system.</p><p>The second common gap is timing. Accrual entries, depreciation, inventory adjustments and owner compensation decisions are usually made at year end by the preparer rather than during the year by the client. A file that looks 80% complete by transaction count can be missing most of the entries that determine taxable income.</p><h2 id="the-prior-year-baseline">The Prior-Year Baseline</h2><p>Last year's return is the reference point for the first pass, and its usefulness depends entirely on how stable the business has been. For a practice with flat revenue and the same asset base, the prior return plus known changes produces a figure the preparer can stand behind.</p><p>It breaks down in exactly the situations where the estimate matters most. A business that doubled revenue, took on employees, bought equipment or changed entity structure has a prior year describing a different company. Leaning on it there produces an estimate wrong by a multiple, and the extension request is the document that records the error.</p><h2 id="revenue-reconstruction-from-bank-activity">Revenue Reconstruction From Bank Activity</h2><p>Where the ledger cannot be trusted, bank activity can. Total deposits for the year, adjusted for transfers between accounts, loan proceeds and owner contributions, establish a revenue figure that is usually close and conservative on the high side. The same statements give an expense figure drawn from outflows to known vendor categories.</p><p>Reconciliation status is the fastest way to know which months are usable. Completed bank reconciliations confirm that the ledger balance agrees with the statement and that cleared items have been separated from uncleared ones. A month without that confirmation has only been imported, and the deposits in it still have to be read directly off the statement.</p><p>This is the method that makes <a href="https://filetax.com/tax-extension-personal">online federal extension filing</a> workable in the second week of April for a client whose books are months behind. It produces a number derived from primary evidence rather than from a ledger nobody has reviewed. The estimate is coarse, though it rests on documents a revenue agent would accept as source material.</p><h2 id="annualizing-from-a-partial-period">Annualizing From a Partial Period</h2><p>A file that is clean through September and unreconciled after it supports a different approach. Nine months of reliable data, annualized with an adjustment for known seasonality, generally produces a closer figure than a full year of unreliable data. How real that September cutoff is depends on how quickly each month gets closed, and reconciliation cycle time is the standard measure finance teams use for it.</p><p>Seasonality is what a flat multiplier cannot capture. A retailer whose <a href="https://nrf.com/research-insights/holiday-data-and-trends/winter-holidays/winter-holiday-faqs">winter holiday</a> trade concentrates a disproportionate share of the year into two months cannot be annualized on a simple multiplier, and a construction business whose winter is idle presents the same problem in reverse. Nine months at $60,000 a month is $540,000, which annualizes to $720,000 on a straight calculation, and a fourth-quarter business will finish above that figure. The preparer needs the shape of the whole year, and the first three quarters do not supply it. That shape usually comes from the prior two returns.</p><h2 id="professional-standards-on-the-use-of-estimates">Professional Standards on the Use of Estimates</h2><p>Estimating is a recognized part of the work. The AICPA's Statements on Standards for Tax Services form an authoritative part of the Code of Professional Conduct, and the professional standards they set permit estimates where obtaining exact data is impracticable and the amounts are reasonable on the known facts. Two limits come attached. An estimate must never be presented in a way that implies more accuracy than exists behind it, and the underlying basis belongs to the taxpayer rather than the preparer, who is expected to make further inquiries when the information looks incomplete or inconsistent.</p><p>That second limit shapes the April conversation. A preparer working from bank deposits asks the owner to confirm what the deposits represent and records the answer alongside the figure. A memo listing which figures were estimated, what source supported each, and what adjustments were applied converts a number into a documented position. Where the IRS later questions the estimate, that memo is the answer.</p><h2 id="sizing-the-cushion">Sizing the Cushion</h2><p>The last step is deciding how far above the computed figure to send. A file built on bank deposits and annualized quarters has a known error band, and the payment should be at the top of it rather than in the middle.</p><p>Overpayment is recoverable and cheap. The excess can be refunded when the return is filed, or applied forward against the following year's first quarterly payment, which suits a client who will owe estimates anyway and removes one transfer from the next cycle. A client who needs to make an <a href="https://www.nbcnews.com/business/personal-finance/irs-rule-thumb-shows-needs-make-third-quarter-estimated-tax-payment-se-rcna171073">estimated payment</a> each quarter gets more use from the credit than from a refund that arrives and then has to be sent back in pieces. Underpayment costs real money, because the shortfall accrues charges from April no matter how reasonable the method behind it was.</p><h2 id="nine-days-and-a-box-of-receipts">Nine Days and a Box of Receipts</h2><p>The file that opened on the first Monday in April does not need to be complete by the fifteenth. It needs to produce one number a preparer can explain. Bank deposits establish the revenue, the prior two returns establish the shape of the year, the uncategorized holding account gets a conservative treatment, and the gap between that figure and the eventual return is settled in October with a refund or a small balance. The box of receipts can wait until summer, which is the entire purpose of the six months.</p>]]></content:encoded></item><item><title><![CDATA[The Blind Spots Threatening Your Independence Strategy]]></title><description><![CDATA[Learn how credit monitoring, fraud alerts, security freezes, and credit profile reviews can help protect your financial independence strategy.]]></description><link>https://thinksaveretire.com/the-blind-spots-threatening-your-independence-strategy</link><guid isPermaLink="false">Ghost__Post__6ab6db038478e50001eb13fc</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Fri, 25 Sep 2026 21:11:39 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Blind-Spots-Threatening-Your-Independence-Strategy.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Blind-Spots-Threatening-Your-Independence-Strategy.jpeg" alt="The Blind Spots Threatening Your Independence Strategy"/><p><em><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, legal, credit, insurance, cybersecurity, or professional advice. Always review your credit reports carefully and consider speaking with a qualified financial, legal, or credit professional before making major financial or identity-protection decisions.</em></p><p>Most people pursuing early <a href="https://thinksaveretire.com/how-to-achieve-financial-independence-without-worrying-too-much-about-your-net-worth/">financial independence</a> spend ninety percent of their energy dialing in the big levers: driving up their savings rate, shoving capital into broad-market index funds, and keeping recurring living expenses ruthlessly lean.</p><p>It is easy to see why. The arithmetic behind the FI equation is addictively straightforward. Every dollar diverted from lifestyle inflation compounds over time, quietly buying back your future hours.</p><p>Yet there is a peculiar blind spot that catches even disciplined wealth builders off guard. While obsessively tracking dividend reinvestments and cutting five-dollar recurring fees, they treat their broader credit profile as a dormant, solved problem.</p><h2 id="the-costly-fallacy-of-the-debt-free-mindset">The Costly Fallacy of the "Debt-Free" Mindset</h2><p>A common badge of honor in personal finance circles is boasting that you do not care about credit because you do not plan on borrowing money anyway. Pay off the primary balances, never carry a credit card charge past the grace period, and the system ceases to matter. Right?</p><p>Not quite. Even if you never intend to take out another consumer loan, institutional gatekeepers still use that three-digit metric to price risk across your entire balance sheet:</p><ul><li><strong>Auto and property insurance rates:</strong> In most US states, carriers run credit-based insurance scores. An unmonitored drop can spike annual premiums by hundreds of dollars without any driving infraction.</li><li><strong>Security deposits on utilities:</strong> Relocating or opening new accounts often triggers steep mandatory deposits if clerical errors show up on your background file.</li><li><strong>Cellular plans and device leasing:</strong> Carriers quietly run credit checks before approving standard tier rates, forcing cash deposits on flagged files.</li><li><strong>Tenant screening algorithms:</strong> Landlords in competitive rental markets routinely toss applications with ambiguous credit histories, regardless of liquid investment accounts.</li><li><strong>Employer background vetting:</strong> Roles involving financial clearance, fiduciary responsibility, or executive leadership frequently pull modified credit reports during final interviews.</li><li><strong>Opportunistic investment lines:</strong> If a market correction opens up a distressed property deal, having pristine credit ready allows you to execute before cash transfers clear.</li></ul><p>Letting your credit profile drift unattended simply because you avoid bad debt is not discipline—it is unforced vulnerability.</p><h2 id="the-subscription-trap-built-by-the-bureaus">The Subscription Trap Built by the Bureaus</h2><p>For years, the legacy reporting agencies treated consumer vigilance as a recurring cash cow. After suffering high-profile internal leaks, they turned around and pitched anxious households thirty-dollar monthly monitoring packages to watch the very records they failed to safeguard.</p><p>Burning three hundred dollars a year on basic administrative defense violates the core ethos of financial optimization. The entire mechanics of tracking your file fundamentally changed once software platforms removed the subscription tollbooth. Instead of treating public record oversight as a premium expense, setting up an agile, no-cost <a href="https://www.sofi.com/coach/credit-score-monitoring/">credit monitoring service</a> lets you keep continuous tabs on bureau adjustments, score fluctuations, and new trade line inquiries without bleeding capital into useless monthly retainers. The goal here is lean efficiency: automated security telemetry operating quietly in the background while your actual cash remains fully deployed in compounding assets.</p><h2 id="the-mechanics-of-early-fraud-detection">The Mechanics of Early Fraud Detection</h2><p>Identity theft is no longer just about somebody stealing a physical card from your wallet to buy electronics. Modern credential harvesting operates on a much quieter, institutional scale.</p><h2 id="anatomy-of-an-unauthorized-incursion">Anatomy of an Unauthorized Incursion</h2><p>Criminal networks rarely max out existing cards immediately. They look for clean, unmonitored profiles with high available limits and low utilization:</p><ol><li><strong>The Credential Dump:</strong> Stolen personal identifying details are sourced from third-party database breaches and validated against public registries.</li><li><strong>The Recon Inquiry:</strong> An unauthorized hard pull appears from a fringe lender or retail store you have never visited to test if active alerts are in place.</li><li><strong>The Contact Pivot:</strong> The mailing address, contact email, or recovery phone number on the file gets rerouted to intercept future fraud warnings.</li><li><strong>The Parallel Application Run:</strong> Multiple revolving credit lines get opened simultaneously across different institutions within a single 48-hour window.</li><li><strong>The Rapid Liquidation:</strong> Available credit limits are drained through wire advances, gift card purchases, or synthetic loans before the next month's billing cycle closes.</li></ol><p>If you only check your credit records once a year during tax season, that sequence has twelve months to metastasize into collection notices, frozen accounts, and legal disputes. Catching the ghost inquiry in the first ten minutes stops the snowball before it starts.</p><h2 id="building-an-automated-defense-stack">Building an Automated Defense Stack</h2><p>You do not need a complicated spreadsheet or hours of administrative work to keep your financial identity protected.</p><p>Start by keeping a permanent security freeze active across all three major reporting bureaus—Equifax, Experian, and TransUnion. That single move blocks anyone from opening new lines of credit in your name without a temporary unfreeze PIN. Pair that barrier with automated digital alerts that ping your device whenever a balance shifts or an inquiry lands, and schedule one annual review to verify that closed accounts and basic identity details contain zero clerical errors.</p><h2 id="conclusion">Conclusion</h2><p>Financial independence is not just about accumulating assets as fast as humanly possible; it is about building durable moats around the capital you already control. Leaving your credit footprint unmonitored invites unnecessary administrative chaos into an otherwise optimized financial life. By automating your identity defense with modern, no-cost tools, you protect your future purchasing power and keep your focus entirely where it belongs: on growing your net worth and enjoying your freedom.</p>]]></content:encoded></item><item><title><![CDATA[Where to Find Reliable Loan Officer Ratings and Reviews Online]]></title><description><![CDATA[Learn where to find reliable loan officer reviews and ratings online, including mortgage platforms, NMLS, Google, BBB, and CFPB data.]]></description><link>https://thinksaveretire.com/where-to-find-reliable-loan-officer</link><guid isPermaLink="false">Ghost__Post__6ab6cd6c8478e50001eb13a1</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Fri, 25 Sep 2026 19:56:19 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Where-to-Find-Reliable-Loan-Officer.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Where-to-Find-Reliable-Loan-Officer.jpeg" alt="Where to Find Reliable Loan Officer Ratings and Reviews Online"/><p>Choosing a loan officer deserves more than a glance at a five-star rating. Mortgage financing involves large sums, strict timelines, personal financial records, and decisions that can affect a household for years. Reviews can help, but only when borrowers know where the feedback comes from and what it actually proves.</p><p>Reliable research usually starts with several sources. FastExpert and Zillow can show borrower feedback and professional profiles. NMLS Consumer Access helps confirm licensing or registration information. Google and the Better Business Bureau can add another view of customer experience, while the Consumer Financial Protection Bureau offers public complaint data about financial companies.</p><p>This approach also matters when people search broad phrases such as “<a href="https://www.fastexpert.com/loan-officers/ohio/">best mortgage lenders Ohio</a>”. A list of lenders may help create a shortlist, but a borrower still needs to review the individual loan officer, verify credentials, and compare patterns across websites. A strong rating is useful context. It is not a guarantee of approval, pricing, service quality, or a smooth closing.</p><h2 id="start-with-mortgage-focused-review-platforms">Start With Mortgage-Focused Review Platforms</h2><p>Mortgage-specific directories give borrowers a useful starting point because profiles usually contain information tied to lending rather than general local-business feedback.</p><p>Loan officer profiles can display an NMLS ID, states serviced, loan specialties, customer ratings, and reviews. Seeing those details together makes it easier to compare an officer's stated experience with comments from past borrowers. Still, read the written reviews rather than judging the professional by the average rating alone.</p><h2 id="verify-the-loan-officer-through-nmls-consumer-access">Verify the Loan Officer Through NMLS Consumer Access</h2><p>Reviews describe experiences. NMLS Consumer Access serves a different purpose.<br>NMLS Consumer Access is a free public search service that lets consumers view administrative and licensing information for companies, branches, and individuals licensed or registered through NMLS. A borrower can search by name, NMLS ID, company, city, state, ZIP code, or license number. The database can also show whether a professional has authorization to conduct business under the relevant license.</br></p><p>This is useful if the review profile and the professional's current employer do not seem to match. Credentials should line up across the officer's website, directory profiles, and NMLS record. If they do not, ask for clarification before sharing sensitive financial documents.</p><h2 id="use-google-and-bbb-for-a-wider-reputation-check">Use Google and BBB for a Wider Reputation Check</h2><p>Google reviews can reveal how borrowers describe responsiveness, clarity, delays, document requests, and communication. The catch is context. A Google business profile may cover an entire branch or company, so a complaint may not concern the specific loan officer you are researching.</p><p>The Better Business Bureau can add information about a mortgage business's customer reviews, complaints, and responses. BBB states that its business profiles do not amount to an endorsement and that it does not guarantee the accuracy of third-party information. Complaint volume needs context too. A large lender may collect more complaints than a small local office simply because it handles more transactions.</p><p>That broader check is useful for a borrower researching the <a href="https://www.fastexpert.com/loan-officers/cincinnati-oh/">best mortgage lenders in Cincinnati</a> or comparing several local offices. Look beyond the rating. Read what people say about missed deadlines, changing explanations, fee questions, lock issues, closing problems, and the company's response when something went wrong. Patterns tell you more than one angry post or one glowing testimonial.</p><h2 id="check-cfpb-complaint-data-for-company-level-problems">Check CFPB Complaint Data for Company-Level Problems</h2><p>The Consumer Financial Protection Bureau's Consumer Complaint Database provides another source for researching mortgage companies. Consumers can search complaints about financial products and services, read published narratives when available, and review company responses.</p><p>Use this database carefully. The CFPB states that complaint data is not a statistical sample of consumer experience, and complaints do not automatically prove that a company acted improperly. Complaint counts can also reflect company size. If the same issue appears repeatedly, compare it with BBB records, recent reviews, and information from the lender itself.</p><p>This source usually tells you more about a lender or servicer than about one loan officer. Keep that distinction clear.</p><h2 id="how-to-tell-whether-loan-officer-reviews-are-useful">How to Tell Whether Loan Officer Reviews Are Useful</h2><h3 id="look-for-specific-recent-accounts">Look for Specific, Recent Accounts</h3><p>Strong reviews describe what happened. A borrower may mention response times, explanations of loan options, document handling, closing coordination, or how the officer dealt with a problem. Generic comments such as “Great service” provide much less evidence.</p><p>Recency matters. A loan officer can change companies, teams, processes, or markets. Recent detailed reviews may tell you more about current service than a large collection written years ago.</p><h3 id="compare-repeated-themes-across-websites">Compare Repeated Themes Across Websites</h3><p>One bad review should not automatically disqualify a professional. One perfect review should not persuade you either.</p><p>Track recurring themes. Do borrowers repeatedly praise quick answers? Do several people mention unclear fees or poor communication after preapproval? Does the same strength or complaint appear on FastExpert, Zillow, Google, or another independent source? Repetition across separate platforms gives the observation more weight.</p><h3 id="treat-suspicious-patterns-with-caution">Treat Suspicious Patterns With Caution</h3><p>Be skeptical when many reviews use nearly identical wording, appear in a tight time cluster, or offer praise without detail. A page filled only with flawless five-star comments deserves a closer look when other sources tell a different story.</p><p>Negative reviews need scrutiny too. Focus on facts the reviewer describes, not dramatic language.</p><h3 id="do-not-rely-only-on-testimonials-from-the-lender-s-website">Do Not Rely Only on Testimonials From the Lender's Website</h3><p>Company websites often feature selected customer testimonials. Those comments can show how a lender presents its service, and some may come from real clients. They still sit in company-controlled marketing space.<br>Use testimonials as one input, then compare them with independent review platforms and public records. If a loan officer claims experience in a certain loan type, look for borrower comments that support that claim and verify current credentials.</br></p><h2 id="a-practical-way-to-cross-check-a-loan-officer">A Practical Way to Cross-Check a Loan Officer</h2><p>Start with the officer's full name and NMLS ID. Confirm the record in NMLS Consumer Access. Next, read reviews on one or two mortgage-focused platforms, then check Google or BBB for broader reputation signals. If concerns relate to the company rather than the individual, search the CFPB complaint database.<br>Pay attention to dates, detail, repeated themes, and responses to criticism. Then speak with the loan officer directly. Ask about fees, communication expectations, loan options, rate-lock procedures, and who will handle the file after application.<br>Reliable online research cannot predict every mortgage experience. It can expose mismatched information, surface repeated service patterns, and help borrowers ask sharper questions before choosing a loan officer.</br></br></p>]]></content:encoded></item><item><title><![CDATA[8 Ways to Give Your Budget More Breathing Room in 2026]]></title><description><![CDATA[Explore 8 practical ways to stretch your budget in 2026, lower recurring costs, earn extra money, and make everyday cash flow easier to manage.]]></description><link>https://thinksaveretire.com/8-ways-to-give-your-budget-more-breathing-room</link><guid isPermaLink="false">Ghost__Post__6aab00f48478e50001eb1382</guid><dc:creator><![CDATA[Think Save Retire]]></dc:creator><pubDate>Wed, 16 Sep 2026 21:14:54 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/8-Ways-to-Give-Your-Budget-More-Breathing-Room.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/8-Ways-to-Give-Your-Budget-More-Breathing-Room.jpeg" alt="8 Ways to Give Your Budget More Breathing Room in 2026"/><p><strong>If your paycheck isn't stretching as far as it used to, these practical moves can help you lower expenses, earn a little extra, and make your monthly cash flow easier to manage.</strong></p><p>For many households, more of each paycheck is already spoken for before there's much left to save or handle an unexpected expense. <strong>Consumer prices were 3.4% higher in August 2026 than they were a year earlier, while food prices were up 2.7% and energy costs were up 16.3%, not to mention the staggering 27.4% increase in gasoline prices.</strong></p><p>You probably don't need to slash every part of your budget to make a difference. A little more breathing room could come from lowering a recurring bill, cutting something you no longer use, getting more out of purchases you were already planning to make, or finding a flexible way to bring in a little extra. <strong>Here are eight places to start.</strong></p><h2 id="1-understand-where-your-money-is-going">1. Understand where your money is going</h2><p>Before trying to squeeze more out of your budget, it helps to know where your money is actually going. Look through the last month or two of transactions and pay attention to things like restaurant spending, subscriptions, online purchases, fees, and other expenses that are easy to overlook.</p><p>If your money is spread across several accounts, the<a href="https://empower.sjv.io/bOWWGv"> <strong>free Empower Personal Dashboard</strong></a> can help bring everything together. It lets you connect financial accounts and view spending, cash flow, budgeting, net worth, debt, savings, and investments in one place.</p><p><strong>TSR tip:</strong> Don't try to cut everything at once. Start with the one or two categories that surprised you the most.</p><p><a href="https://empower.sjv.io/bOWWGv"><strong>See Your Full Financial Picture</strong></a></p><h2 id="2-check-whether-you-re-still-getting-a-good-deal-on-car-insurance">2. Check whether you're still getting a good deal on car insurance</h2><p>Car insurance is easy to put on autopilot, especially when renewing the same policy feels easier than shopping around again. But rates can change based on your vehicle, location, driving history, coverage, discounts, and other factors.</p><p>Think Save Retire's<a href="https://insurance.thinksaveretire.com/"> <strong>auto insurance comparison site</strong></a> can connect you with participating insurance companies and agents so you can see what options may be available. Think Save Retire doesn't provide insurance or quotes directly, and actual rates will depend on your information and the providers you're matched with.</p><p>Even if you decide to stay with your current insurer, comparing can tell you whether the price you're paying is still competitive.</p><p><strong>TSR tip:</strong> Compare the coverage too, not just the premium. A cheaper policy isn't necessarily better if you're giving up protection you need.</p><p><a href="https://insurance.thinksaveretire.com/"><strong>Compare Auto Insurance Options</strong></a></p><h2 id="3-find-one-expense-you-d-be-happy-to-stop-paying">3. Find one expense you'd be happy to stop paying</h2><p>One of the easiest places to find extra room may already be sitting in your bank or credit card statement.</p><p>Look through the last 30 to 60 days and ask yourself: <strong>If I weren't already paying for this, would I sign up for it today?</strong></p><p>Maybe it's a streaming service you barely use, an old app subscription, a delivery membership, extra cloud storage, or a free trial that quietly became a monthly charge. You don't need to cut something you genuinely enjoy. Focus on the expenses you're paying automatically but getting very little value from.</p><p>Even one $15 monthly charge adds up to $180 over a year.</p><h2 id="4-get-rewarded-for-shopping-you-were-already-going-to-do">4. Get rewarded for shopping you were already going to do</h2><p>Rewards are most useful when they're attached to spending you already planned, not when they convince you to buy something you didn't need.</p><p><a href="https://mypoints.sjv.io/DKAL0o"><strong>MyPoints</strong></a> lets members earn points through online shopping, surveys, games, and other offers. Those points can be redeemed for eligible rewards, including gift cards and PayPal options.</p><p>The rule is simple: decide what you're buying first, then check whether a reward is available. If the points are the only reason you're considering the purchase, you're probably not saving money.</p><p><a href="https://mypoints.sjv.io/DKAL0o"><strong>Explore MyPoints Rewards</strong></a></p><h2 id="5-use-some-of-your-downtime-to-earn-a-little-extra">5. Use some of your downtime to earn a little extra</h2><p>If you already spend some of your downtime playing games or trying new apps, you may be able to earn rewards while doing it.</p><p><a href="https://scramblysrl.pxf.io/19Jjvd"><strong>Scrambly</strong></a> rewards users for trying mobile games and apps and completing certain activities or milestones. Available offers vary, and eligible rewards may be redeemed through options such as PayPal, Cash App, Visa, bank transfer, and gift cards.</p><p>This isn't a replacement for a paycheck, and how much you can earn depends on the offers available and what you complete. Still, it can be a flexible way to make some of your spare time a little more productive.</p><p><strong>Worth knowing:</strong> Check the requirements before starting an offer, especially if reaching a reward requires an in-app purchase.</p><p><a href="https://scramblysrl.pxf.io/19Jjvd"><strong>See What You Can Earn With Scrambly</strong></a></p><h2 id="6-if-rent-throws-off-your-month-look-at-the-timing">6. If rent throws off your month, look at the timing</h2><p>Sometimes your income is enough to cover the month, but the dates don't line up well. Rent may be due on the first while your paychecks arrive throughout the month, leaving the rest of your budget unusually tight.</p><p><a href="https://flexiblefinance.pxf.io/c/2196406/3121904/38980?trafsrc=2196406&amp;irck=%7Bclickid%7D"><strong>Flex Rent</strong></a> lets eligible renters split rent into two payments using a line of credit. Once the required first payment is made, Flex pays the full rent amount to the property and the remaining portion is repaid later in the month. An application and credit assessment are required.</p><p>Flex doesn't lower your rent. It changes the timing. It also comes with costs, including a $5.99 monthly membership fee, a 0.5% processing fee, and a split fee of up to 3% of the second payment amount. Additional fees may apply depending on how you pay.</p><p>If rent and payday consistently fall at awkward times, that flexibility may be worth considering. If paying rent all at once already works for your budget, the extra fees may not make sense.</p><p><a href="https://flexiblefinance.pxf.io/c/2196406/3121904/38980?trafsrc=2196406&amp;irck=%7Bclickid%7D"><strong>See How Flex Rent Works</strong></a></p><h2 id="7-know-your-options-when-an-expense-shows-up-before-payday">7. Know your options when an expense shows up before payday</h2><p>Even a good budget can get thrown off by bad timing. A car repair might come up on Tuesday when your paycheck doesn't arrive until Friday, or a bill may clear earlier than expected.</p><p>If you have emergency savings, that's exactly the kind of situation it can help cover. If you don't, some workers may also have the option to access part of the pay they've already earned before payday.</p><p><a href="https://earninapp.sjv.io/c/2095970/1755943/20549?prodsku=Cash%20Out"><strong>EarnIn Cash Out</strong></a> currently offers eligible users access to up to $150 per day and up to $1,000 per pay period, although individual limits vary. Standard transfers don't have mandatory fees or interest and generally take one to two business days. Faster transfers are available for a fee.</p><p>Just remember that getting the money earlier doesn't mean you're earning more. You're accessing part of your pay before payday, so you'll need to account for that when the rest of your paycheck arrives.</p><p><a href="https://earninapp.sjv.io/c/2095970/1755943/20549?prodsku=Cash%20Out"><strong>Explore EarnIn Cash Out</strong></a></p><h2 id="8-compare-your-options-before-financing-a-larger-expense">8. Compare your options before financing a larger expense</h2><p>Some expenses are simply too large to cover by canceling a subscription or finding another $20 in the monthly budget. A major car repair, medical bill, home expense, or another unexpected cost can be difficult to absorb from one paycheck.</p><p>If you're considering financing it, compare the actual costs before accepting the first option available. Credit cards, payment plans, and personal loans can have very different APRs, fees, monthly payments, and repayment terms.</p><p>Through Think Save Retire, you can<a href="https://loans.thinksaveretire.com/"> <strong>submit a request to compare personal loan options from participating lenders</strong></a>. Think Save Retire isn't a lender or broker and doesn't make loan offers itself. The site sends your information to a lender network to see whether a participating lender may be able to offer a personal loan from $100 up to $10,000. Actual amounts, rates, terms, and eligibility vary, and some lenders may obtain a credit check.</p><p>If you receive an offer, look beyond the monthly payment. Compare the APR, fees, repayment period, and total amount you'll repay. And just because you're approved for a certain amount doesn't mean you need to borrow all of it.</p><p><a href="https://loans.thinksaveretire.com/"><strong>Compare Personal Loan Options</strong></a></p><h2 id="start-where-your-budget-feels-the-tightest">Start where your budget feels the tightest</h2><p>You don't need to try every idea on this list. Start with the part of your budget that's creating the most pressure, whether that's a bill that's gotten too expensive, spending you no longer value, a short-term timing problem, or the need to bring in a little extra.</p><p>The goal isn't to find one trick that suddenly fixes everything. It's to create a little more room between the money coming in and the money going out, then build from there.</p><p><em><strong>Advertiser Disclosure:</strong> Some links in this article are affiliate links, which means Think Save Retire may receive compensation if you click or sign up through them. We aim to explain how each option works, including important costs and limitations, so you can decide what makes sense for your situation.</em><br/></p>]]></content:encoded></item><item><title><![CDATA[How to Reduce Your Vehicle Insurance Costs]]></title><description><![CDATA[Learn practical ways to reduce vehicle insurance costs, including deductibles, collision coverage, annual kilometres, renewal shopping, and policy changes.]]></description><link>https://thinksaveretire.com/how-to-reduce-your-vehicle-insurance-costs</link><guid isPermaLink="false">Ghost__Post__6aa2d98e8478e50001eb1318</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Thu, 10 Sep 2026 16:30:35 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/How-to-Reduce-Your-Vehicle-Insurance-Costs.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/How-to-Reduce-Your-Vehicle-Insurance-Costs.jpeg" alt="How to Reduce Your Vehicle Insurance Costs"/><p><em><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, insurance, legal, tax, or professional advice. Always review your policy documents carefully and consider speaking with a qualified insurance broker, adviser, or legal professional before changing, cancelling, or reducing coverage.</em></p><p>The renewal package arrives about a month before the policy expires: a few folded pages listing coverages most households have not read since the day they bought the car. The address has not changed, and nobody has made a claim. The car is a year older, and the premium has gone up anyway. The renewal window is the one point in the year when the whole policy is in front of the household.</p><h2 id="raising-your-deductible"><strong>Raising Your Deductible</strong></h2><p>Start with the declaration page, the summary sheet that gives every coverage on the policy its own deductible and its own annual price. Beside each line, the page prints what that coverage costs today. Each figure in that column is what <a href="https://www.rbcinsurance.com/en-ca/advice-learning/car-insurance/how-to-calculate-car-insurance-premium/">how to calculate insurance for a car</a> produces for one coverage, and the premium at the foot of the page is their sum.</p><p>Everything that follows is a change to one line on that page.</p><h3 id="the-three-deductibles-on-an-ontario-policy"><strong>The Three Deductibles on an Ontario Policy</strong></h3><p>A policy does not have one deductible. In Ontario, it has three, listed separately on the declaration page.</p><ul><li>Collision, for damage the driver is responsible for</li><li>Comprehensive, for hail, theft, fire, and vandalism</li><li>Direct compensation for property damage, for damage another driver caused</li></ul><p>Each can be set at its own amount, and moving one leaves the other two exactly where they were.</p><p>All three attach to the physical damage side of the policy. Third-party liability and accident benefits have no deductible.</p><p>Because those two sections account for a substantial share of an Ontario premium, a discount quoted off collision and comprehensive is a percentage of a slice. A deductible that moves further from a lower starting point produces a larger reduction, though how much larger has no reliable Canadian figure behind it.</p><p>A driver who raises the collision deductible takes on more of the cost of a crash they were responsible for, and care at the wheel affects how often that bill arrives. Raising the comprehensive deductible means covering more of a hailstorm or a break-in. Nothing about how a person drives changes how often hail falls on a parked car.</p><h3 id="mid-term-deductible-changes-and-the-pro-rata-credit"><strong>Mid-Term Deductible Changes and the Pro-Rata Credit</strong></h3><p>The change is processed as an endorsement to the existing policy, and no new policy is written. The coverage continues uninterrupted.</p><p>The premium is recalculated from the effective date of the change. A driver eight months into a twelve-month term captures roughly a third of the annual saving as a credit against the remaining instalments. A policy-change fee applies at some insurers and comes off the credit before the refund is calculated. A change made in month two produces several times the credit of the same change made in month eleven, and near the end of a term the fee can exceed the refund.</p><p>An amended declaration page arrives in the following days, printing the new deductible against the collision line and the recalculated premium for the balance of the term.</p><h2 id="dropping-collision-on-an-older-car"><strong>Dropping Collision on an Older Car</strong></h2><p>Collision coverage pays to repair or replace a vehicle after a crash the driver is responsible for. The insurer’s obligation is capped at the vehicle’s actual cash value at the time of loss, less the deductible.</p><h3 id="collision-premium-against-the-car-s-value"><strong>Collision Premium Against the Car’s Value</strong></h3><p>The annual collision premium is already on the declaration page. A realistic private-sale value for the vehicle today, minus the deductible, gives the most that coverage can ever pay out. The premium is the annual price of that possibility.</p><p>Canadian vehicles <a href="https://www.theglobeandmail.com/drive/mobility/article-do-new-cars-really-depreciate-by-30-per-cent-when-you-drive-them-off/">lose value quickly</a> through the middle years of ownership, with cumulative depreciation well past half by the end of the fifth year. A decision made three years ago was made against a different number on both sides of the comparison.</p><p>The arithmetic assumes a household that can replace the car out of savings. Where the vehicle has to be back on the road within a week of a total loss and there is no cash to do it, the coverage is still paying out on a car worth very little. Dropping it moves that replacement cost onto the household.</p><h3 id="what-opting-out-of-direct-compensation-removes"><strong>What Opting Out of Direct Compensation Removes</strong></h3><p>Direct compensation for property damage is the Ontario coverage that pays for damage to a policyholder’s own vehicle when another driver is at fault. Since 1 January 2024, Ontario policyholders have been able to opt out of it by adding an endorsement numbered OPCF 49.</p><p>Brokers across the province advise that the endorsement also strips collision and upset coverage along with all perils. The endorsement wording itself is silent on the point, so that caution rests on broker practice alone. Those coverages cannot be added back while the endorsement stands.</p><p>The coverage given up responds when the crash was another driver’s doing. Leaving direct compensation in place keeps that protection on the policy at the price already quoted, and a household that removes it pays its own repair cost on days it was not at fault. The endorsement stays until the term ends.</p><h2 id="annual-kilometres-and-what-the-car-is-used-for"><strong>Annual Kilometres and What the Car Is Used For</strong></h2><p>The application asks for the vehicle’s use class and its estimated annual kilometres, both of them certified by the driver who signs it.</p><p>Annual kilometres means every kilometre the car travels in a year, with the commute only the starting point.</p><p>Double the one-way distance and multiply it by the number of days a week the trip happens, then multiply that figure by the working weeks in the year. Add everything the car does outside the commute, from the weekend errands to the long trips. The number the insurer rates is the household’s own total.</p><h3 id="when-driving-less-lowers-the-price"><strong>When Driving Less Lowers the Price</strong></h3><p>Distance is rated in bands. Moving from 20,000 km to 14,000 km moves a driver into a different band and changes the price. Trimming a few hundred kilometres off an estimate changes nothing and leaves a number on the policy that is now wrong in the other direction.</p><p><a href="https://theconversation.com/telecommuting-can-reduce-congestion-but-might-create-other-traffic-problems-164212">A move to telecommuting</a> and the other changes that cut a household’s driving rarely prompt a phone call to the insurer.</p><ul><li>a job change</li><li>retirement</li><li>a second car arriving in the household</li><li>a child moving out</li><li>a move closer to work</li></ul><p>The premium does not move until the insurer is told.</p><p>A car that goes to work every morning belongs in the commute class no matter how low the total kilometres are. Pleasure use allows some commuting, with the permitted amount differing from one insurer to the next.</p><p>Understating the number puts inaccurate <a href="https://www.insurancejournal.com/news/national/2016/04/05/404343.htm">information on the application</a>, which is misrepresentation and can affect a claim. Most wrong figures are stale estimates given years ago and never revisited. Once the call is made, the amendment re-rates the same way a deductible change does.</p><h2 id="shopping-before-your-renewal-date"><strong>Shopping Before Your Renewal Date</strong></h2><p>No two insurers price one driver alike, because each one is working from its own claims experience across its own book of policyholders. A company that absorbed a costly year passes those losses through at renewal to everyone it insures. Two insurers can be a few hundred dollars apart on the same driver and the same coverage for that reason alone.</p><p>Renewal pricing is finalized roughly one to two months out, which is where Canadian guidance gets its window of 30 to 60 days before the expiry date. Starting inside that window leaves time to gather quotes without deciding in a hurry.</p><p>The declaration page is the document a quote gets built from. A number produced from memory usually comes in lower because it is built on a different deductible or a lower liability limit.</p><p>It may be missing an endorsement, or in Ontario have no direct compensation coverage at all. Only a page-by-page comparison shows that two quotes cover identical ground.</p><p>Binding the new policy before cancelling the old one keeps the effective date on the day the old policy expires and leaves no gap in coverage.</p><h3 id="short-rate-cancellation-charges"><strong>Short-Rate Cancellation Charges</strong></h3><p>Cancelling an Ontario auto policy partway through a term, at the insured’s request, is generally <a href="https://www.irmi.com/term/insurance-definitions/short-rate-cancellation">handled short rate</a>. The statutory conditions in the Ontario Automobile Policy permit the insurer to apply a short-rate table, under which it retains more than the portion of the term that has been used. Some policies also set a minimum retained premium, so the refund on a cancellation in month five comes out smaller than the unused months would suggest. Cancelling on the renewal date costs nothing. A better number found in month five is still there in month twelve. Taken at the expiry date, it leaves the short-rate charge out of the calculation.</p>]]></content:encoded></item><item><title><![CDATA[Cheapest Way to Watch NFL Games in 2026 (Without Cable)]]></title><description><![CDATA[The cheapest ways to watch NFL games without cable in 2026, from a free antenna to the lowest-cost streaming plans, with real prices and what each covers.]]></description><link>https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable</link><guid isPermaLink="false">Ghost__Post__6aa088bd8478e50001eb1271</guid><category><![CDATA[Save Money]]></category><dc:creator><![CDATA[Vanessa Zimin]]></dc:creator><pubDate>Tue, 08 Sep 2026 22:35:39 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Cheapest-Way-to-Watch-NFL-Games-without-cable.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Cheapest-Way-to-Watch-NFL-Games-without-cable.jpeg" alt="Cheapest Way to Watch NFL Games in 2026 (Without Cable)"/><p><em><strong>Last updated: </strong>September 2026, for the 2026-27 NFL season. Streaming prices and rights change often, so confirm current pricing with each service before subscribing.</em></p><p><em><strong>Disclosure:</strong> This article is for informational purposes only. It may contain affiliate links, and we may earn a commission at no additional cost to you.</em></p><p>The cheapest way to watch NFL games in 2026 is a free over-the-air antenna for your local CBS, Fox, and NBC games, then adding only the services you actually need: Amazon Prime Video for Thursday Night Football, and ESPN Unlimited (or a Sling day pass) for Monday Night Football. Most fans who follow their local team can watch the majority of the season for little more than the cost of an Amazon Prime membership. If you'd rather have one simple bill, the YouTube TV Sports plan ($54.99/month for year one) is the cheapest all-in-one option.</p><p>Watching football without cable used to be simple. In 2026, the NFL's TV rights are spread across nine different platforms, which sounds overwhelming and expensive. The good news: you almost certainly don't need all nine. The trick to watching the NFL cheaply is to start with the games you can get for free, then add only what you're missing. This guide breaks down every option by real 2026 price, so you can build the lowest-cost setup for how you actually watch.</p><h2 id="where-each-nfl-game-airs-in-2026">Where Each NFL Game Airs in 2026</h2><p>Before you spend a dollar, it helps to know who carries what. Here's the weekly 2026 breakdown:</p><!--kg-card-begin: html--><style>
.tsr-streaming-table {
  width: 100%;
  max-width: 920px;
  margin: 30px auto;
  font-family: Arial, sans-serif;
  color: #17312b;
  box-sizing: border-box;
}

.tsr-streaming-table-inner {
  background: #ffffff;
  border: 1px solid #dfe7d8;
  border-radius: 18px;
  box-shadow: 0 10px 24px rgba(0, 0, 0, 0.07);
  overflow: hidden;
}

.tsr-streaming-table-scroll {
  width: 100%;
  overflow-x: auto;
  -webkit-overflow-scrolling: touch;
}

.tsr-streaming-table table {
  width: 100%;
  min-width: 760px;
  border-collapse: collapse;
  background: #ffffff;
}

.tsr-streaming-table th,
.tsr-streaming-table td {
  padding: 15px 18px;
  text-align: left;
  vertical-align: top;
  font-size: 15.5px;
  line-height: 1.42;
  border-bottom: 1px solid #e8eee3;
}

.tsr-streaming-table th {
  background: #f4f8ef;
  color: #004837;
  font-weight: 900;
  font-size: 14px;
  text-transform: uppercase;
  letter-spacing: 0.35px;
}

.tsr-streaming-table tr:nth-child(even) td {
  background: #fbfcf8;
}

.tsr-streaming-table tr:last-child td {
  border-bottom: none;
}

.tsr-streaming-table td:first-child {
  font-weight: 900;
  color: #004837;
  width: 28%;
}

.tsr-streaming-table td:nth-child(2) {
  width: 24%;
}

.tsr-streaming-pill {
  display: inline-block;
  background: #eef8e8;
  color: #004837;
  border: 1px solid #d2e8c7;
  border-radius: 999px;
  padding: 5px 10px;
  font-size: 13px;
  line-height: 1.2;
  font-weight: 800;
  white-space: nowrap;
  margin: 0 4px 4px 0;
}

.tsr-streaming-note {
  margin: 14px 4px 0;
  font-size: 14px;
  line-height: 1.5;
  font-style: italic;
  color: #3d4844;
}

@media (max-width: 640px) {
  .tsr-streaming-table th,
  .tsr-streaming-table td {
    font-size: 14.5px;
    padding: 13px 14px;
  }

  .tsr-streaming-note {
    font-size: 13.5px;
  }
}
</style>

<div class="tsr-streaming-table">
  <div class="tsr-streaming-table-inner">
    <div class="tsr-streaming-table-scroll">
      <table>
        <thead>
          <tr>
            <th>Game</th>
            <th>Network</th>
            <th>How to Stream It</th>
          </tr>
        </thead>
        <tbody>
          <tr>
            <td>Sunday afternoon (AFC)</td>
            <td><span class="tsr-streaming-pill">CBS</span></td>
            <td>Antenna (free) or Paramount+</td>
          </tr>
          <tr>
            <td>Sunday afternoon (NFC)</td>
            <td><span class="tsr-streaming-pill">Fox</span></td>
            <td>Antenna (free) or Fox One</td>
          </tr>
          <tr>
            <td>Sunday Night Football</td>
            <td><span class="tsr-streaming-pill">NBC</span></td>
            <td>Antenna (free) or Peacock</td>
          </tr>
          <tr>
            <td>Monday Night Football</td>
            <td><span class="tsr-streaming-pill">ESPN</span><span class="tsr-streaming-pill">ABC</span></td>
            <td>ESPN Unlimited, Sling, or antenna for ABC games</td>
          </tr>
          <tr>
            <td>Thursday Night Football</td>
            <td><span class="tsr-streaming-pill">Prime Video</span></td>
            <td>Amazon Prime Video or free on Twitch</td>
          </tr>
          <tr>
            <td>International &amp; holiday games</td>
            <td><span class="tsr-streaming-pill">NFL Network</span><span class="tsr-streaming-pill">Netflix</span><span class="tsr-streaming-pill">Others</span></td>
            <td>Varies; many also air on local TV</td>
          </tr>
        </tbody>
      </table>
    </div>
  </div>

  <p class="tsr-streaming-note">Availability can vary by location, provider, package, and game schedule.</p>
</div><!--kg-card-end: html--><h2 id="the-cheapest-way-to-watch-the-nfl-free-antenna-selective-add-ons">The Cheapest Way to Watch the NFL: Free Antenna + Selective Add-Ons</h2><p>For most fans, this is the lowest-cost path, and it's how the savviest cord-cutters do it.</p><h3 id="step-1-get-a-free-to-watch-antenna-one-time-cost-">Step 1: Get a free-to-watch antenna (one-time cost)</h3><p>Three of the four NFL broadcast networks, CBS, Fox, and NBC, still air games free over the air. A one-time<a href="https://www.amazon.com/"> <strong>over-the-air antenna</strong></a> purchase ($15-$50) gets you your local Sunday afternoon games and Sunday Night Football in full HD, with no monthly fee, ever. This alone covers a large share of your local team's season. Reception varies by location, so<a href="https://www.fcc.gov/media/engineering/dtvmaps"> <strong>check your signal</strong> <strong>strength</strong></a> with the FCC's free coverage map before buying.</p><h3 id="step-2-add-amazon-prime-video-for-thursday-nights">Step 2: Add Amazon Prime Video for Thursday nights</h3><p>Thursday Night Football is exclusive to Prime Video. If you already have Amazon Prime, you've got it. If not, Prime Video is $8.99/month standalone. And in 2026, Amazon has said Thursday games will also stream free on Twitch, so the thrifty move is to try Twitch first.</p><h3 id="step-3-add-monday-night-football-only-if-you-need-it">Step 3: Add Monday Night Football only if you need it</h3><p>Monday games are on ESPN (sometimes simulcast on ABC). If the game is on ABC, your antenna gets it for free. Otherwise, the cheapest options are a Sling TV day pass for ESPN (around $5 for the day) or ESPN Unlimited ($29.99/month) if you watch every week.</p><p>Total for a typical local-team fan: As little as $0-$9 per month (antenna already paid off, plus Prime you may already have). That's the cheapest realistic way to watch most of the NFL in 2026.</p><h2 id="cheapest-all-in-one-streaming-options">Cheapest All-in-One Streaming Options</h2><p>If you'd rather have one app and one bill instead of juggling an antenna and add-ons, these live TV streaming sports plans are the cheapest that bundle the networks you need. Prices are before taxes and fees.</p><h3 id="youtube-tv-sports-plan-best-all-in-one-value"><a href="https://tv.youtube.com/learn/sportsplan/">YouTube TV Sports Plan</a>, best all-in-one value</h3><p>$54.99/month for your first year (then $64.99). Includes Fox, CBS, NBC, ESPN, ABC, and NFL Network, essentially everything except Prime Video's Thursday games. This is the cheapest single plan that covers Sunday and Monday games in one place.</p><h3 id="fubo-sports-plan"><a href="https://www.fubo.tv/">Fubo Sports Plan</a></h3><p>$64.99/month (often $54.99 for the first month). Includes Fox, CBS, NBC, ESPN, ABC, and NFL Network, the same core lineup as YouTube TV, with strong DVR and team-following features.</p><h3 id="sling-tv-cheapest-live-tv-entry-point"><a href="https://www.sling.com/">Sling TV</a>, cheapest live TV entry point</h3><p>Sling Blue starts around $45.99/month and Orange + Blue around $60.99/month, giving you Fox and NBC (and ABC/ESPN on the Orange side), though not CBS, so you'd add Paramount+ ($8.99) for AFC Sunday games. Sling's $5 ESPN day passes are also the cheapest way to catch an occasional Monday night game.</p><h3 id="hulu-live-tv"><a href="https://www.hulu.com/live-tv">Hulu + Live TV</a></h3><p>$89.99/month. The priciest here, but it bundles Disney+, Hulu, and ESPN Unlimited, so it's worth considering only if you'd use those extras.</p><h2 id="cheapest-individual-network-apps-a-la-carte-">Cheapest Individual Network Apps (A La Carte)</h2><p>Prefer to pick only the networks your team needs? Here's each direct-to-consumer app and its 2026 price:</p><ul><li><a href="https://www.paramountplus.com/"><strong>Paramount+</strong></a><strong> Essential:</strong> $8.99/month, streams your local CBS (AFC Sunday afternoon) games.</li><li><a href="https://www.peacocktv.com/"><strong>Peacock</strong></a><strong> Premium:</strong> $10.99-$12.99/month, streams NBC, including all of Sunday Night Football.</li><li><a href="https://www.foxone.com/"><strong>Fox One</strong></a><strong>:</strong> $19.99/month (or $199/year), streams your local Fox (NFC Sunday afternoon) games.</li><li><a href="https://www.espn.com/espnplus/"><strong>ESPN Unlimited</strong></a><strong>:</strong> $29.99/month (or $299.99/year), streams ESPN and ABC, including Monday Night Football, and includes NFL Network.</li><li><a href="https://www.amazon.com/gp/video/storefront"><strong>Prime Video</strong></a><strong>:</strong> $8.99/month standalone, streams Thursday Night Football.</li></ul><p>You can also bundle Fox One and ESPN Unlimited together for $39.99/month, which saves $10 versus buying them separately.</p><h3 id="the-cheapest-mobile-only-option-nfl-">The cheapest mobile-only option: NFL+</h3><p>If you're happy watching on a phone or tablet,<a href="https://www.nfl.com/plus/"> <strong>NFL+</strong></a> is the single cheapest streaming option at $6.99/month (or $49.99/year). It includes local and primetime games plus NFL RedZone on mobile. The catch: standard NFL+ does not stream to your TV, and it doesn't include out-of-market Sunday afternoon games. NFL+ Premium ($14.99/month) adds RedZone on your TV and full-game replays.</p><h2 id="what-about-out-of-market-games-nfl-sunday-ticket-">What About Out-of-Market Games? (NFL Sunday Ticket)</h2><p>If you want to watch a team that isn't local to you, the only option is<a href="https://tv.youtube.com/learn/nflsundayticket/"> <strong>NFL Sunday Ticket</strong></a> on YouTube or YouTube TV. For 2026-27 it runs about $240 for new subscribers (renewals jump to roughly $378-$480). It's a significant expense, so only buy it if you genuinely follow an out-of-market team. If you mostly watch your local team, skip it; your local broadcasts already cover most of those games.</p><h2 id="how-to-build-the-cheapest-setup-for-you">How to Build the Cheapest Setup for You</h2><p>Match your situation to the lowest-cost path:</p><ul><li><strong>You mostly watch your local team:</strong> Antenna + Prime Video. As little as $0-$9/month after the antenna pays for itself.</li><li><strong>You want every Sunday and Monday game in one app:</strong> YouTube TV Sports plan ($54.99/month year one).</li><li><strong>You only care about Sunday afternoons:</strong> Fox One + Paramount+ (about $29/month), or just an antenna for free.</li><li><strong>You watch on your phone:</strong> NFL+ ($6.99/month).</li><li><strong>You follow an out-of-market team:</strong> YouTube TV + Sunday Ticket (highest cost, but the only way).</li><li><strong>You want the absolute minimum:</strong> A free antenna plus free Twitch for Thursday games.</li></ul><h2 id="the-bottom-line">The Bottom Line</h2><p>You do not need nine streaming services, or an expensive cable package, to watch football in 2026. Start with a free antenna for your local CBS, Fox, and NBC games, which covers a large share of the season, then add only the pieces you're actually missing: Prime Video for Thursdays, and an ESPN option for Mondays. For most fans who follow their local team, that's the cheapest way to watch the NFL, often for little more than an Amazon Prime membership you may already have.</p><p>If you'd rather keep it simple with one bill, the YouTube TV Sports plan is the best-value all-in-one at $54.99/month for your first year. Whatever you choose, the smartest money move is the same: pay only for the games you'll actually watch. For more ways to trim recurring costs, see our guide to<a href="https://thinksaveretire.com/save-money/"> <strong>cutting your monthly bills</strong></a>.</p><h2 id="faqs">FAQs</h2><h3 id="what-is-the-cheapest-way-to-watch-nfl-games-in-2026">What is the cheapest way to watch NFL games in 2026?</h3><p>The cheapest way is a free over-the-air antenna, which picks up your local CBS, Fox, and NBC broadcasts (a large share of the season) at no monthly cost. From there, add only what you're missing: Amazon Prime Video for Thursday Night Football, and ESPN Unlimited or a Sling day pass for Monday Night Football. Many fans following their local team can watch most games for little more than the cost of a Prime membership.</p><h3 id="can-i-watch-nfl-games-for-free">Can I watch NFL games for free?</h3><p>Yes, partially. A one-time antenna purchase ($15-$50) gets you local CBS, Fox, and NBC games free forever, no subscription. Amazon has also said Thursday Night Football will stream free on Twitch during the 2026 season. Netflix and Prime exclusives are still shown free on local broadcast TV in the participating teams' home markets, so an antenna often covers those too.</p><h3 id="how-can-i-watch-nfl-games-without-cable">How can I watch NFL games without cable?</h3><p>You have three main routes: (1) a free antenna for local games plus a few cheap add-ons; (2) a single live TV streaming sports plan like YouTube TV ($54.99/mo first year) or Fubo; or (3) individual network apps (Paramount+ for CBS, Fox One for Fox, Peacock for NBC, ESPN Unlimited for ESPN/ABC, Prime Video for Thursday). The antenna-plus-add-ons route is usually the cheapest.</p><h3 id="what-s-the-cheapest-streaming-service-for-nfl-games">What's the cheapest streaming service for NFL games?</h3><p>For a single all-in-one plan, the YouTube TV Sports plan ($54.99/month for the first year) and Fubo's Sports plan are the cheapest that include CBS, Fox, NBC, ESPN, ABC, and NFL Network. For mobile-only viewing, NFL+ is cheapest at $6.99/month. For picking networks a la carte, Paramount+ ($8.99) and Peacock ($10.99-$12.99) are the lowest-cost individual apps.</p><h3 id="do-i-need-nfl-sunday-ticket">Do I need NFL Sunday Ticket?</h3><p>Only if you want to watch out-of-market games (teams outside your local area). If you mostly follow your local team, you don't need it, most of that team's games air locally on CBS, Fox, or NBC. Sunday Ticket on YouTube costs $240 for new subscribers in 2026 (renewals jump to about $480), so skip it unless you're a serious out-of-market fan.</p><h3 id="what-do-i-need-for-thursday-sunday-and-monday-night-games">What do I need for Thursday, Sunday, and Monday night games?</h3><p>Thursday Night Football is exclusive to Amazon Prime Video (or free on Twitch). Sunday Night Football is on NBC (free via antenna, or Peacock). Monday Night Football is on ESPN, sometimes simulcast on ABC (stream via ESPN Unlimited, a Sling day pass, or catch the ABC simulcast free with an antenna).</p><h3 id="is-an-antenna-worth-it-for-watching-football">Is an antenna worth it for watching football?</h3><p>For most local-team fans, yes. A $15-$50 antenna pays for itself in the first month versus any streaming subscription, and it delivers local CBS, Fox, and NBC games in full HD with no monthly fee, often including the local broadcasts of Prime and Netflix exclusive games. The catch is reception: it works best if you live in an area with a decent broadcast signal.</p><!--kg-card-begin: html--><div class="tsr-keep-money-box">
  <h3>Keep More Money in Your Pocket</h3>

  <p>
    Cutting your football costs is one win. Here are more ways to trim your monthly bills and save:
  </p>

  <ul>
    <li>
      <a href="https://thinksaveretire.com/save-money/">
        How to Save Money: Strategies That Actually Work
      </a>
    </li>
    <li>
      <a href="https://thinksaveretire.com/extra-money/">
        Legit Ways to Make Extra Money on the Side
      </a>
    </li>
    <li>
      <a href="https://thinksaveretire.com/25-ways-to-make-money-from-your-phone-100-per-day/">
        25 Ways to Make Money From Your Phone
      </a>
    </li>
  </ul>
</div>

<style>
.tsr-keep-money-box {
  max-width: 780px;
  margin: 36px auto;
  padding: 28px 30px;
  background: linear-gradient(180deg, #F7FFFB 0%, #FFFFFF 100%);
  border: 1px solid #DCEFE7;
  border-radius: 18px;
  box-shadow: 0 10px 30px rgba(13, 59, 46, 0.06);
  font-family: Inter, Arial, sans-serif;
  color: #123D31;
  position: relative;
  overflow: hidden;
  box-sizing: border-box;
}

.tsr-keep-money-box::before {
  content: "";
  position: absolute;
  top: 0;
  left: 0;
  right: 0;
  height: 4px;
  background: linear-gradient(90deg, #0E7C66, #3BBF91);
}

.tsr-keep-money-box h3 {
  margin: 0 0 10px !important;
  color: #0D3B2E;
  font-size: 24px;
  line-height: 1.25;
  font-weight: 800;
}

.tsr-keep-money-box p {
  margin: 0 0 16px;
  color: #527064;
  font-size: 16px;
  line-height: 1.6;
}

.tsr-keep-money-box ul {
  margin: 0;
  padding-left: 20px;
}

.tsr-keep-money-box li {
  margin: 10px 0;
  color: #123D31;
  font-size: 16px;
  line-height: 1.5;
}

.tsr-keep-money-box a {
  color: #0E7C66;
  font-weight: 700;
  text-decoration: none;
  border-bottom: 1px solid rgba(14, 124, 102, 0.35);
  transition: color .2s ease, border-color .2s ease;
}

.tsr-keep-money-box a:hover {
  color: #0A5F4E;
  border-color: #0A5F4E;
}

@media (max-width: 640px) {
  .tsr-keep-money-box {
    padding: 24px 20px;
  }

  .tsr-keep-money-box h3 {
    font-size: 21px;
  }

  .tsr-keep-money-box p,
  .tsr-keep-money-box li {
    font-size: 15px;
  }
}
</style><!--kg-card-end: html--><!--kg-card-begin: html--><script type="application/ld+json">
{
  "@context": "https://schema.org",
  "@type": "FAQPage",
  "mainEntity": [{
    "@type": "Question",
    "name": "What is the cheapest way to watch NFL games in 2026?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "The cheapest way is a free over-the-air antenna, which picks up your local CBS, Fox, and NBC broadcasts (a large share of the season) at no monthly cost. From there, add only what you're missing: Amazon Prime Video for Thursday Night Football, and ESPN Unlimited or a Sling day pass for Monday Night Football. Many fans following their local team can watch most games for little more than the cost of a Prime membership."
    }
  },{
    "@type": "Question",
    "name": "Can I watch NFL games for free?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "Yes, partially. A one-time antenna purchase ($15-$50) gets you local CBS, Fox, and NBC games free forever, no subscription. Amazon has also said Thursday Night Football will stream free on Twitch during the 2026 season. Netflix and Prime exclusives are still shown free on local broadcast TV in the participating teams' home markets, so an antenna often covers those too."
    }
  },{
    "@type": "Question",
    "name": "How can I watch NFL games without cable?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "You have three main routes: (1) a free antenna for local games plus a few cheap add-ons; (2) a single live TV streaming sports plan like YouTube TV ($54.99/mo first year) or Fubo; or (3) individual network apps (Paramount+ for CBS, Fox One for Fox, Peacock for NBC, ESPN Unlimited for ESPN/ABC, Prime Video for Thursday). The antenna-plus-add-ons route is usually the cheapest."
    }
  },{
    "@type": "Question",
    "name": "What's the cheapest streaming service for NFL games?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "For a single all-in-one plan, the YouTube TV Sports plan ($54.99/month for the first year) and Fubo's Sports plan are the cheapest that include CBS, Fox, NBC, ESPN, ABC, and NFL Network. For mobile-only viewing, NFL+ is cheapest at $6.99/month. For picking networks a la carte, Paramount+ ($8.99) and Peacock ($10.99-$12.99) are the lowest-cost individual apps."
    }
  },{
    "@type": "Question",
    "name": "Do I need NFL Sunday Ticket?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "Only if you want to watch out-of-market games (teams outside your local area). If you mostly follow your local team, you don't need it, most of that team's games air locally on CBS, Fox, or NBC. Sunday Ticket on YouTube costs $240 for new subscribers in 2026 (renewals jump to about $480), so skip it unless you're a serious out-of-market fan."
    }
  },{
    "@type": "Question",
    "name": "What do I need for Thursday, Sunday, and Monday night games?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "Thursday Night Football is exclusive to Amazon Prime Video (or free on Twitch). Sunday Night Football is on NBC (free via antenna, or Peacock). Monday Night Football is on ESPN, sometimes simulcast on ABC (stream via ESPN Unlimited, a Sling day pass, or catch the ABC simulcast free with an antenna)."
    }
  },{
    "@type": "Question",
    "name": "Is an antenna worth it for watching football?",
    "acceptedAnswer": {
      "@type": "Answer",
      "text": "For most local-team fans, yes. A $15-$50 antenna pays for itself in the first month versus any streaming subscription, and it delivers local CBS, Fox, and NBC games in full HD with no monthly fee, often including the local broadcasts of Prime and Netflix exclusive games. The catch is reception: it works best if you live in an area with a decent broadcast signal."
    }
  }]
}
</script><!--kg-card-end: html--><!--kg-card-begin: html--><script type="application/ld+json">
{
  "@context": "https://schema.org/", 
  "@type": "BreadcrumbList", 
  "itemListElement": [{
    "@type": "ListItem", 
    "position": 1, 
    "name": "Where Each NFL Game Airs in 2026",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#where-each-nfl-game-airs-in-2026"  
  },{
    "@type": "ListItem", 
    "position": 2, 
    "name": "The Cheapest Way to Watch the NFL: Free Antenna + Selective Add-Ons",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#the-cheapest-way-to-watch-the-nfl-free-antenna-selective-add-ons"  
  },{
    "@type": "ListItem", 
    "position": 3, 
    "name": "Step 1: Get a free-to-watch antenna (one-time cost)",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#step-1-get-a-free-to-watch-antenna-one-time-cost-"  
  },{
    "@type": "ListItem", 
    "position": 4, 
    "name": "Step 2: Add Amazon Prime Video for Thursday nights",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#step-2-add-amazon-prime-video-for-thursday-nights"  
  },{
    "@type": "ListItem", 
    "position": 5, 
    "name": "Step 3: Add Monday Night Football only if you need it",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#step-3-add-monday-night-football-only-if-you-need-it"  
  },{
    "@type": "ListItem", 
    "position": 6, 
    "name": "Cheapest All-in-One Streaming Options",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#cheapest-all-in-one-streaming-options"  
  },{
    "@type": "ListItem", 
    "position": 7, 
    "name": "YouTube TV Sports Plan, best all-in-one value",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#youtube-tv-sports-plan-best-all-in-one-value"  
  },{
    "@type": "ListItem", 
    "position": 8, 
    "name": "Fubo Sports Plan",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#fubo-sports-plan"  
  },{
    "@type": "ListItem", 
    "position": 9, 
    "name": "Sling TV, cheapest live TV entry point",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#sling-tv-cheapest-live-tv-entry-point"  
  },{
    "@type": "ListItem", 
    "position": 10, 
    "name": "Hulu + Live TV",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#hulu-live-tv"  
  },{
    "@type": "ListItem", 
    "position": 11, 
    "name": "Cheapest Individual Network Apps (A La Carte)",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#cheapest-individual-network-apps-a-la-carte-"  
  },{
    "@type": "ListItem", 
    "position": 12, 
    "name": "The cheapest mobile-only option: NFL+",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#the-cheapest-mobile-only-option-nfl-"  
  },{
    "@type": "ListItem", 
    "position": 13, 
    "name": "What About Out-of-Market Games? (NFL Sunday Ticket)",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#what-about-out-of-market-games-nfl-sunday-ticket-"  
  },{
    "@type": "ListItem", 
    "position": 14, 
    "name": "How to Build the Cheapest Setup for You",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#how-to-build-the-cheapest-setup-for-you"  
  },{
    "@type": "ListItem", 
    "position": 15, 
    "name": "The Bottom Line",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#the-bottom-line"  
  },{
    "@type": "ListItem", 
    "position": 16, 
    "name": "FAQs",
    "item": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/#faqs"  
  }]
}
</script><!--kg-card-end: html--><!--kg-card-begin: html--><script type="application/ld+json">
{
  "@context": "https://schema.org",
  "@type": "BlogPosting",
  "mainEntityOfPage": {
    "@type": "WebPage",
    "@id": "https://thinksaveretire.com/cheapest-way-to-watch-nfl-games-without-cable/"
  },
  "headline": "Cheapest Way to Watch NFL Games in 2026 (Without Cable)",
  "description": "The cheapest ways to watch NFL games without cable in 2026, from a free antenna to the lowest-cost streaming plans, with real prices and what each covers.",
  "image": "https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Cheapest-Way-to-Watch-NFL-Games-without-cable.jpeg",  
  "author": {
    "@type": "Person",
    "name": "Vanessa Zimin",
    "url": "https://thinksaveretire.com/author/vanessa/"
  },  
  "publisher": {
    "@type": "Organization",
    "name": "Think Save Retire",
    "logo": {
      "@type": "ImageObject",
      "url": "https://thinksaveretire.com/"
    }
  },
  "datePublished": "2026-09-08",
  "dateModified": "2026-09-08"
}
</script><!--kg-card-end: html-->]]></content:encoded></item><item><title><![CDATA[The Hidden Costs of Owning Crypto: How Fees, Taxes, Security and Mistakes Eat Into Your Returns]]></title><description><![CDATA[Learn the hidden costs of owning crypto, including trading fees, network fees, taxes, slippage, wallet security, and costly user mistakes.]]></description><link>https://thinksaveretire.com/the-hidden-costs-of-owning-crypto</link><guid isPermaLink="false">Ghost__Post__6a9b09738478e50001eb1246</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Fri, 04 Sep 2026 18:58:08 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/The-Hidden-Costs-of-Owning-Crypto.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/The-Hidden-Costs-of-Owning-Crypto.jpeg" alt="The Hidden Costs of Owning Crypto: How Fees, Taxes, Security and Mistakes Eat Into Your Returns"/><p><em><strong>Disclaimer: </strong>This article is for general informational and educational purposes only and does not constitute financial, investment, tax, legal, cryptocurrency, or cybersecurity advice. Cryptocurrency is highly volatile and may result in significant losses. Readers should keep accurate records, review platform terms carefully, and consider speaking with qualified financial, tax, legal, or security professionals before buying, trading, or storing digital assets.</em></p><p>For many investors, the main metric to keep track of is the value of cryptocurrencies and, more specifically, how much it went up. But the return for an investor isn’t always as clear-cut as that. Instead, there are costs of owning cryptos that cut into the profit, and investors should be aware of them.</p><p>Some of these costs are obvious, such as exchange trading fees. These are charged to crypto traders and used to cover the cost of running the exchange and providing its services. Some are more obscure, and they include network gas fees, price slippage, tax obligations, hardware wallet expenses, and simple user mistakes.</p><p>This is also important for investors, since they are obligated to report their profits to tax authorities and these fees are deducted from the bottom line.</p><h2 id="trading-fees-the-silent-portfolio-killer">Trading Fees: The Silent Portfolio Killer</h2><p>Trading fees are the first hidden cost users will have to cover, and this is done before any profits are made. Nearly every centralized cryptocurrency exchange charges a fee whenever you buy or sell digital assets. Market orders are more expensive since they are executed immediately, while limit orders have lower fees.</p><p>When put into percentages, the fees seem to be pretty small. It’s usually between 0.1% and 0.5%, but this adds up as the investor continues to make trades. This is true even with some of the<a href="https://cryptomaniaks.com/exchanges/p2p-crypto-exchanges"> best P2P exchanges</a>, which allow users to trade with each other directly and therefore have even lower fees.</p><p>Another important expense to take into account is the spread. It’s a difference between the highest buying price and the lowest selling price. A wide spread therefore increases the cost of every trade.</p><p>All of the expenses we mentioned are made worse for the investors and traders who make trades often. Even if two traders achieve the same success and make the same earnings, the one that has made more trades will end up paying more in the long run.</p><h2 id="network-fees-why-moving-crypto-isn-t-free">Network Fees: Why Moving Crypto Isn't Free</h2><p>Many investors feel that if they own crypto, they won’t be charged for transferring it from one wallet to another. In reality, network fees are charged on these transactions. These fees are separate from trading fees. Their cost is determined by network demand rather than by the size of your portfolio. The fees rise when the networks are busy.</p><p><a href="https://coinmarketcap.com/currencies/ethereum/">Ethereum is the</a> best-known example. Sending ETH or interacting with decentralized applications can become expensive during periods of heavy activity because every smart contract transaction requires gas. Bitcoin can also experience a fee spike when the network is busy, even though it’s structured differently.</p><p>Another layer of cost comes from withdrawal fees. Some exchanges charge a fixed amount every time crypto is withdrawn regardless of the amount. This means that the investors would do well to withdraw larger sums, rather than withdrawing small sums individually.</p><p>There are a few practical ways to reduce these expenses:</p><p>·         Combine smaller transfers into one larger transaction.</p><p>·         Try not to move funds when the network is busy.</p><p>·         Make sure to choose the correct network before making any withdrawals and transfers.</p><p>·         Compare and contrast different networks before choosing which one to use.</p><p>Saving a few dollars on each transfer may seem like a minor matter. However, for those who make a lot of transfers and withdrawals, it can add up, and it’s especially concerning for users who own small amounts of cryptocurrencies.</p><h2 id="slippage-and-liquidity-the-cost-you-never-see">Slippage and Liquidity: The Cost You Never See</h2><p>Slippage is one of those costs that don’t appear on your receipt and therefore one that’s the least understood even by experienced traders. Slippage is the difference between the price you expect to receive and the price your order actually executes at. It happens because there’s no liquidity at the price you wanted. The traders are therefore forced to fill at multiple price levels.</p><p>For example, if there’s a<a href="https://coinmarketcap.com/watchlist/60bd77f4c079c74a3176226a/"> small-cap token trading</a> at $1.00 and a trader decides to buy $5,000 worth using a market order. Instead of buying all of the tokens at once at that price, they gradually buy at $1.00, $1.02, $1.04, and $1.06. Therefore, the purchasing price is $1.04, meaning the trader lost 4% before the investment has even moved.</p><p>This is an especially common problem with decentralized exchanges, because the liquidity pool is very small. Large orders create noticeable price impact, pushing prices higher while buying and lower while selling.</p><p>There are several ways to reduce slippage:</p><p>·         Use limit orders rather than market orders.</p><p>·         Trade only highly liquid assets if possible.</p><p>·         Break large trades into smaller transactions.</p><p>·         Check expected price impact before confirming a swap.</p><p>Poor liquidity can cause a valuable token to lose much of its value, because it can’t be sold when the trader plans to.</p><h2 id="taxes-the-biggest-hidden-expense-for-many-investors">Taxes: The Biggest Hidden Expense for Many Investors</h2><p>Taxes are the biggest additional expense paid by those who profit from crypto trading. It’s often overlooked because those profits weren’t taxed before, and many novice traders aren’t aware of their obligations regarding taxes.</p><p>A common mistake is that those taxes only apply when crypto is converted into fiat money. Many countries tax cryptos as they are, but they treat them as financial assets and not as money. This means that the taxable events are selling one cryptocurrency for another, spending crypto on purchases, and earning staking rewards.</p><p>Buying and holding crypto usually isn’t taxable at all. It happens when the owner disposes of assets by spending, selling, or exchanging the asset for another. Reporting on these events has become much stricter in recent years, as the use of cryptos became more common among investors. Experts such as those from CryptoManiaks have reported that, in the United States, exchanges have begun issuing standardized digital asset reporting forms, while European countries are implementing broader automatic reporting frameworks for crypto service providers. All of these create transparency. When cryptos were first invented, many users believed that they were a way to get out of traditional banking, but that hasn’t worked, now that the use of cryptos is highly regulated.</p><p>Another common misconception is about the cost basis. For instance, if a trader buys Bitcoin for $25.000 and sells it for $40.000, they’ll pay the taxes on the difference of $15.000. The investor needs to maintain accurate purchase records proving the value at both times.  The safest approach is to set up a system for maintaining records and to stick to it for all transactions regardless of how small.</p><h2 id="security-has-a-price-too">Security Has a Price Too</h2><p>Protecting crypto assets is another expense that investors and traders should prepare for. Unlike with traditional banks and fiat money, investors are responsible for their own security.</p><p>The most basic level of security is obtaining a hardware wallet. It’s a one-time purchase and one that completely prevents hacks, since the device itself isn’t connected to the internet. It’s recommended for everyone holding large amounts of crypto. For smaller amounts, users could keep their crypto in the wallets provided by the crypto exchanges.</p><p>Security also includes backup materials. A recovery phrase written on paper is better than storing it in a screenshot. Some investors also use metal backup plates designed to survive fire and water damage. It’s also an inexpensive investment, but one that has long-term benefits.</p><p>Large investors are going one step further. They invest in professional custody or digital asset insurance. These services are paid via ongoing fees, but these costs are often worth the price as the protection is stronger than what a single person can obtain, and the insurance covers hacks and often unintentional transfers.</p><p>There are a few measures to take to keep the crypto assets safe, and not all of them require investing.</p><p>·         Store recovery phrases offline.</p><p>·         Never share seed phrases with anyone.</p><p>·         Use two-step authentication.</p><p>·         Make sure to verify wallet addresses before making a transfer.</p><p>·         Update wallet software on a regular basis.</p><h2 id="the-most-expensive-crypto-mistakes">The Most Expensive Crypto Mistakes</h2><p>Sometimes the biggest crypto losses have nothing to do with breaching security or crashing markets. Instead, they happen because of users’ mistakes, and they can cost millions of dollars with no one to blame.</p><p>One of the most common errors is sending funds<a href="https://support.metamask.io/manage-crypto/move-crypto/send/funds-sent-on-wrong-network/"> across the wrong blockchain</a>. Using an incompatible network to withdraw tokens means that recovery may be difficult or even impossible if the receiving wallet does not support that chain.</p><p>Losing a seed phrase is even more serious. Customers can’t retrieve this information as they can reset a password when losing it alongside their account information. A forgotten recovery phrase can permanently lock away valuable assets. This is the case with self-custodian wallets, at least.</p><p>There are investment mistakes as well. The investors often feel a fear of missing out, and it leads them to buy during rapid price rallies, while panic selling locks in losses during corrections. These mistakes are similar to gambling, and handling crypto purchases should be treated more like investing with a clear plan and schedule.</p><p>Tax records are another area in which small mistakes could become costly. It’s usually not a good idea to wait for the end of the year to reconstruct hundreds of transactions. There’s also more of a chance of making a mistake that way. The best way to go is to handle the records after each transaction is made.</p><h2 id="how-to-calculate-your-true-crypto-return">How to Calculate Your True Crypto Return</h2><p>The investors should be aware that their profit isn’t as simple as the difference between a buying and selling price. A better way of calculating the potential profit is to use this formula:</p><p>Real Return=Investment Gain−Fees−Taxes−Security Costs−Mistake Losses</p><p>When combined, the additional costs are really cutting into the profits. Not all of these costs will happen with every transaction, but a smart investor will leave aside some of the profits to prepare for potential costs and mistakes.  This is especially true when it comes to purchasing insurance, which can be an ongoing cost, but one that pays off the most when it’s needed.</p><p>Keeping careful track of these additional expenses can also play a big role in taxation, as those can be deducted from the basis on which the investor is taxed.</p><h2 id="conclusion">Conclusion</h2><p>Buying and selling cryptocurrencies for profit has become as common as doing so with stocks and bonds. Investors and traditional financial services have accepted cryptos as a legitimate asset. It’s important for traders to be aware that there are costs to doing so and that some of them are hidden.</p><p>These include: taxes, the cost of security, slippage and liquidity, as well as network and trading fees. There are also mistakes made by the crypto holders which could end up being quite costly.  When combined, these could take out a big portion of the profit, especially for traders who make a lot of transfers.</p><p>The way to handle the cost is to be aware of it and to plan for the expenses before using the profits.</p>]]></content:encoded></item><item><title><![CDATA[How Cross-Border Family Expenses Can Quietly Disrupt Your Financial Independence Plan]]></title><description><![CDATA[Learn how cross-border family expenses can affect your financial independence plan, from recurring support to transfer fees and emergency costs.]]></description><link>https://thinksaveretire.com/how-cross-border-family-expenses-can-disrupt-your-financial-plan</link><guid isPermaLink="false">Ghost__Post__6a9b00728478e50001eb121f</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Fri, 04 Sep 2026 17:50:29 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Cross-Border-Family-Expenses.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Cross-Border-Family-Expenses.jpeg" alt="How Cross-Border Family Expenses Can Quietly Disrupt Your Financial Independence Plan"/><p><em><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, tax, legal, investment, or professional advice. Always review transfer terms carefully and consider speaking with a qualified financial adviser or tax professional before making major financial planning decisions.</em></p><p>I recently wrote a post about how adding family members to your financial plans can introduce a host of unknowns into the fixed numbers we normally rely on when planning for financial independence. This means that instead of expecting our income, expenses, investments, and even our savings rate to increase in the future, we should expect that adding family members to our households will make all of these numbers fluid.</p><p>As a member of a household that has family members living in other countries, there are often financial responsibilities of that household that extend beyond your own household. Yes, the occasional medical bill and the like need to be paid, but you may also find yourself expected to contribute to that relative's household expenses. And yes, on occasion, you may even be expected to cover the cost of an unexpected expense.</p><p>Helping family is not abnormal. However, you must include family costs in your spending plan and not leave them out of your financial independence planning.</p><h2 id="treat-cross-border-support-as-a-real-budget-category">Treat Cross-Border Support as a Real Budget Category</h2><p>Most people treat every international family expense as a one-time event. In reality, most of these events happen regularly. Therefore, include each of these events in your budget as a recurring financial responsibility.</p><p>Treat all cross-border family expenses as recurring financial responsibilities in your budget, and include them in your spending money when calculating how much you need to reach financial independence. Treat all cross-border family support expenses the same as you treat your household spending money when calculating how much money you will need for spending money after you have reached financial independence.</p><p>Another cost to factor into supporting family abroad is the cost of the transfer itself. Fees and exchange rates can affect how much money actually reaches the recipient, so it is worth comparing different services before a payment is needed. If you regularly support relatives in Mexico, for example, researching how to <a href="https://www.sofi.com/banking/international-money-transfer/send-money-to-mexico/">send money to Mexico online </a>can help you compare transfer methods, processing times, and potential costs so you can choose an option that fits your budget.</p><p>Making these expenses visible also makes them easier to plan for. Once you understand both the amount you want to provide and the cost of sending it, you can decide how much family support comfortably fits within your financial independence plan instead of making rushed financial decisions when an unexpected need comes up.</p><h2 id="build-flexibility-into-your-financial-independence-number">Build Flexibility Into Your Financial Independence Number</h2><p>I also have to include support of relatives in my financial independence calculations. This can take the form of cross-border family expenses. So, in addition to the above $40,000/year of spending, I have to add the amount I expect to support relatives. I am not going to try to predict every request for help, but I can build in a buffer. </p><p>The fact that the costs of supporting family members can so easily be left out of one’s calculations of the costs of supporting oneself is a problem that needs to be addressed.</p><p>These obligations will likely form part of your life for a long time to come and so form part of the amount of money you think you will need to spend each year, once you have reached <a href="https://www.forbes.com/sites/andrewrosen/2026/08/13/financial-independence-and-retirement-arent-the-same-thing/">financial independence.</a></p><p>There’s no need to forecast every single future request for help, but building in a bit of a margin is better than nothing. This way, you can afford to help your family and friends as and when needed without having to cut back on other important expenses or withdraw from your investments more than you anticipated.</p><p>This is particularly important for those looking for an early retirement. In retirement, a person will have decades of prior income to draw on to fund their expenses. Therefore, even modest ongoing expenses can become very costly over time.</p><h2 id="separate-emergencies-from-ongoing-support">Separate Emergencies From Ongoing Support</h2><p>Not every <a href="https://thinksaveretire.com/mastering-financial-independence-without-a-degree/">financial commitment</a> mentioned above is the same. Sometimes an unexpected hospital bill needs to be paid from the emergency fund. In contrast, a commitment like the one above to support a parent's household expenses would be included in the person's normal monthly spending. You would need to factor it into financial independence planning.</p><p>This way, you have a more accurate budget to save for the unexpected, as well as to support your family members.</p><p>If you don’t know the difference between emergencies and family support needs, you could be using your emergency funds to support your family until you can no longer afford to do so. </p><h2 id="set-boundaries-before-the-next-request-arrives">Set Boundaries Before the Next Request Arrives</h2><p>Financial independence isn't just about how much money you have saved for retirement. It is also about how you intend to spend that money in retirement. That includes deciding how much help you can realistically provide to other people.</p><p>The other part of the equation, however, is to also determine how much you can afford to support your family while still reaching your financial goals. This can be a monthly, annual, or other contribution. Setting a limit doesn't mean you will not support your family; it means you can support them sustainably.</p><p>It is good to have a number in mind when people ask for financial support. This will make it easier to have conversations with family and others who need financial support. In these conversations, instead of just agreeing to anything because of the emotional pressure that there is, you can be rational and say, “I can contribute this amount of money each month for the next [X] years.”</p><p>These conversations can be difficult with your family, but they're worth having so everyone is on the same page about how much financial support you can provide.</p><h2 id="make-family-support-part-of-the-plan">Make Family Support Part of the Plan</h2><p>Cross-border family expenses do not have to derail your financial independence. They can become a problem if you ignore them, though.</p><p>Track your family support expenses, look for hidden charges on cross-border payments, and factor them into your long-term financial plan. Try to split the costs of regular support for your family from true emergencies and anticipate that in some years your family will require more of your financial resources than in others.</p><p>A good plan for financial independence reflects the reality of the individual’s life and includes support for family.</p>]]></content:encoded></item><item><title><![CDATA[Digital Wallet Separation Is Quietly Becoming the Ultimate Financial Shield for Online Leisure]]></title><description><![CDATA[Learn how digital wallet separation can help manage online leisure spending, protect your main bank account, and support better budgeting.]]></description><link>https://thinksaveretire.com/digital-wallet-separation-is-becoming-the-ultimate-financial-shield</link><guid isPermaLink="false">Ghost__Post__6a985bab8478e50001eb11eb</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Wed, 02 Sep 2026 17:30:10 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Digital-Wallet-Separation-Is-Quietly-Becoming-the-Ultimate-Financial-Shield.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Digital-Wallet-Separation-Is-Quietly-Becoming-the-Ultimate-Financial-Shield.jpeg" alt="Digital Wallet Separation Is Quietly Becoming the Ultimate Financial Shield for Online Leisure"/><p><em><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, legal, banking, gambling, cybersecurity, or professional advice. Online gambling and casino gaming may be restricted or regulated in some areas and can carry financial risk. Users should review local laws, platform terms, and responsible gaming guidelines, and only spend money they can afford to lose.</em></p><p>Online leisure has today become a legitimate hobby and a genuine source of entertainment for millions of people worldwide. What was once considered a guilty pleasure has become a mainstream part of daily life, supported by technology that is faster, more accessible, and more immersive than ever.</p><p>High-speed internet, smartphones, and an explosion of digital platforms have all changed how people spend their free time. Just look at how many of us use streaming services like Netflix, Spotify, YouTube, or HBO Max every day. These platforms have completely redefined what relaxation looks like, and their user numbers are staggering.</p><p>Online leisure has become so popular that even things once tied to physical locations have moved online. The best example of this is casino gaming. Any interested player can <a href="https://thegruelingtruth.com/deposit-methods/cash-app/casino/no-deposit/">click here</a> to see how developed online casino sites have become, which is a main reason they surpassed land-based casinos in many ways, from game variety and convenience to bonuses and accessibility.</p><p>But no matter the type of online leisure, many users have started using digital wallets to manage and separate the money they spend on entertainment. This is not accidental. It reflects growing awareness of personal finance, privacy, and the kind of control traditional banking simply does not offer.</p><h2 id="why-people-are-moving-away-from-direct-bank-payments">Why People Are Moving Away from Direct Bank Payments</h2><p>Using a primary bank account for every online transaction made sense when digital spending was minimal. That is no longer the case.</p><p>Between subscription services, in-app purchases, online gaming deposits, and impulse buys on digital marketplaces, the average person's card is processing dozens of online transactions each month.</p><p>The more touch points your main account has, the more exposure it carries, not just to fraud, but to overspending, complicated bank statements, and a general loss of financial clarity.</p><p>Digital wallets like Cash App, PayPal, Revolut, and Venmo offer a clean alternative. Instead of routing entertainment spending through the same account that handles rent, utilities, and groceries, people are creating a financial layer specifically for leisure.</p><p>This is more than just convenience. It is a structural decision that brings real benefits to anyone who takes their personal finances seriously. The separation creates a buffer, a dedicated space where entertainment money lives, gets spent, and gets replenished on a set schedule, without ever touching the core finances that keep daily life running.</p><h2 id="the-financial-logic-behind-wallet-separation">The Financial Logic Behind Wallet Separation</h2><p>At its core, wallet separation is a budgeting <a href="https://thinksaveretire.com/best-side-hustle-apps/">strategy</a>. You allocate a fixed amount to your digital wallet, say, a monthly entertainment budget, and once that amount is gone, it is gone.</p><p>There is no temptation to dip into savings or overdraft the main account because the digital wallet operates independently. Traditional budgeting advice has promoted this kind of hard boundary for years, but it was always difficult to enforce with a single bank account. Digital wallets make that boundary automatic and effortless.</p><p>A psychological dimension also shouldn't be overlooked. When you can see exactly what is in your leisure wallet, you make different decisions than when your full balance is visible.</p><p>Financial psychologists have long documented how money framing affects spending behavior, and wallet separation uses this to your advantage. You are not restricting your enjoyment; you are giving your entertainment spending its own identity, which paradoxically makes it easier to enjoy guilt-free because you know it is already accounted for.</p><p>For people who use platforms like online casinos specifically, this structure becomes even more valuable. Responsible gaming is a serious topic, and one of the most effective tools for <a href="https://volopa.com/spend-control-explained/">maintaining control</a> is knowing exactly what you have set aside for that purpose.</p><p>A dedicated digital wallet for gaming means there is never any ambiguity about limits. The money in that wallet is the limit, no math required, no checking statements, no post-session anxiety about how much was really spent.</p><h2 id="privacy-and-security-two-benefits-that-are-easy-to-underestimate">Privacy and Security: Two Benefits That Are Easy to Underestimate</h2><p>Beyond budgeting, digital wallet separation delivers a meaningful privacy upgrade. When you pay for streaming, gaming, or any online leisure activity through a digital wallet, your primary bank account details are never exposed to that platform. This matters more than most people realize.</p><p>Data breaches at entertainment companies are not uncommon, and when a platform is compromised, payment data is often among the most valuable assets stolen. If that payment data leads back only to a digital wallet with a limited balance rather than your main bank account, the potential damage is dramatically reduced.</p><p>Some digital wallets also offer virtual card numbers, unique card details generated for a single transaction or a single merchant. This means even if a platform you use suffers a breach, the card number associated with your account is useless to anyone who steals it. Features like this offer transaction-level security that standard debit or credit cards cannot match.</p><h2 id="digital-wallets-are-changing-the-online-leisure-experience">Digital Wallets Are Changing the Online Leisure Experience</h2><p>Digital wallets are changing the online leisure experience. They are actively changing how people interact with online leisure platforms. Deposits and withdrawals on gaming sites, for example, are now faster and more straightforward when processed through wallets.</p><p>While a traditional bank transfer might take one to three business days, wallet transactions are often instant or complete within minutes. For a user who wants to jump into a game or take advantage of a limited-time offer, that speed difference is significant.</p><p>Online platforms have responded by building native wallet integration into their systems. Many top-tier entertainment and gaming sites now list dedicated wallet options as preferred payment methods, sometimes offering specific bonuses or reduced fees for users who pay through them.</p><p>This creates a positive feedback loop: wallets become more useful as platforms support them better, which drives more users toward wallets, which encourages even deeper platform integration.</p><p>Cashback programs, loyalty rewards, and promotional offers tied to specific wallets are also becoming more common. Users who pay for their online subscriptions or gaming deposits through a particular wallet may earn rewards that they would not have received otherwise. Over time, these benefits add up, making wallet-based spending not just safer and more organized, but genuinely more rewarding.</p><h2 id="setting-up-a-system-that-actually-works-long-term">Setting Up a System That Actually Works Long-Term</h2><p>The concept is straightforward, but execution matters. A digital wallet for leisure spending works best when you treat it like a dedicated account with a fixed monthly input.</p><p>Decide on a realistic entertainment budget, transfer that amount to your wallet at the start of each month, and commit to not topping it up mid-month. The structure enforces discipline without requiring constant willpower.</p><p>Choose a wallet that aligns with the platforms you use most. If you primarily <a href="https://www.nerdwallet.com/banking/learn/what-is-cash-app">use Cash App</a> or PayPal, check which entertainment services and gaming sites accept them before committing.</p><p>Many platforms clearly publish their accepted payment methods, so matching your wallet to your preferred sites isn't difficult. Over time, this setup becomes second nature: a clean, automated system that keeps your finances organized while giving your leisure activities a dedicated, protected space.</p><p>Financial tools evolve, but the principle behind wallet separation is timeless: money you can see clearly is money you control better.</p>]]></content:encoded></item><item><title><![CDATA[Smart Auto Financing Strategies for Better Financial Health]]></title><description><![CDATA[Learn smart auto financing strategies that protect your financial health, from credit score prep and pre-approval to choosing the right loan terms and lenders.]]></description><link>https://thinksaveretire.com/smart-auto-financing-strategies-for-better-financial-health</link><guid isPermaLink="false">Ghost__Post__6a9854548478e50001eb11cd</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Wed, 02 Sep 2026 16:57:34 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Smart-Auto-Financing-Strategies-for-Better-Financial-Health.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/09/Smart-Auto-Financing-Strategies-for-Better-Financial-Health.jpeg" alt="Smart Auto Financing Strategies for Better Financial Health"/><p><em><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, lending, legal, tax, or professional advice. Always review loan documents carefully, compare offers, and consider speaking with a qualified financial professional before financing or refinancing a vehicle.</em></p><p>Most people fixate on the monthly payment when financing a car, but that single number rarely tells the full story. A lower payment stretched across a longer loan term can quietly cost thousands more in interest, making smart auto financing strategies essential for protecting long-term financial health.</p><p>Before stepping into a dealership, it pays to understand a few ground rules. The total cost of ownership matters far more than what fits comfortably on a monthly budget. That means looking beyond the monthly payment to compare APR, loan term length, and any fees bundled into the deal. Shopping lenders independently before visiting a dealer gives buyers real leverage at the negotiating table. It also helps to set a firm payment ceiling that accounts for insurance, routine maintenance, and the inevitable depreciation every vehicle carries from the moment it leaves the lot.</p><h2 id="quick-rules-for-smarter-auto-financing"><strong>Quick Rules for Smarter Auto Financing</strong></h2><p>Keeping these principles in mind before you apply can prevent the most common and costly financing mistakes:</p><ul><li>Focus on the total cost of borrowing, not just the monthly payment.</li><li>Set a payment ceiling that fits your budget and existing debt obligations.</li><li>Shop lenders before entering the dealership.</li><li>Evaluate loan terms, APR, and fees together rather than in isolation.</li><li>Leave room in the budget for insurance, maintenance, and depreciation.</li></ul><h2 id="know-what-you-can-afford-before-you-apply"><strong>Know What You Can Afford Before You Apply</strong></h2><p>Understanding your true affordability before you start shopping is what separates a manageable loan from one that quietly strains your finances for years.</p><h3 id="build-a-budget-around-ownership-costs"><strong>Build a Budget Around Ownership Costs</strong></h3><p>Setting a borrowing limit starts with take-home pay and existing monthly obligations, not the sticker price of a vehicle. A general guideline is to keep total transportation costs, including the loan payment, insurance, fuel, and maintenance, below 15 to 20 percent of net income.</p><p>The total cost of ownership extends well beyond the purchase price. Insurance premiums, registration fees, routine repairs, and depreciation all chip away at the real cost of keeping a vehicle on the road. Factoring these in before shopping prevents a buyer from committing to a loan that fits on paper but strains the broader budget.</p><p>Understanding how to lower your car finance costs early in the process can also shape which vehicles remain realistic options.</p><h3 id="use-your-trade-in-and-down-payment-strategically"><strong>Use Your Trade-In and Down Payment Strategically</strong></h3><p>A down payment directly reduces the loan balance, which lowers both the monthly payment and the total interest paid over the life of the loan. Putting more down upfront is one of the more straightforward ways to borrow less and stay financially comfortable throughout the term.</p><p>A trade-in works similarly as a financing tool. Applying its value toward the purchase reduces what needs to be financed, rather than treating it as a separate negotiation. Stretching the budget to reach a more expensive vehicle, even when a lender approves the amount, rarely serves a buyer's financial health in the long run.</p><h2 id="strengthen-your-loan-options-before-shopping"><strong>Strengthen Your Loan Options Before Shopping</strong></h2><figure class="kg-card kg-image-card"><img src="data:image/png;base64,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" class="kg-image" alt="Smart Auto Financing Strategies for Better Financial Health"/></figure><p><a href="https://www.pexels.com/photo/sports-car-toy-beside-the-pile-of-coins-9822745/">Image Source</a></p><p>Preparation before you apply matters more than most buyers realize. The steps you take ahead of time directly influence the loan offers you receive and the negotiating position you walk in with.</p><h3 id="check-your-credit-profile-and-debt-load"><strong>Check Your Credit Profile and Debt Load</strong></h3><p>Before applying for any auto loan, pulling a full credit report gives a clear picture of where things stand. Errors on a credit report are more common than most people expect, and a disputed item that takes weeks to resolve can delay financing at the worst possible moment.</p><p>The credit score itself shapes the interest rate range a lender is likely to offer. A score that sits in a higher tier can mean a meaningfully lower APR, which compounds in savings over the full loan term. Buyers with a limited history have options worth exploring, and understanding car finance with a limited credit history can clarify what to expect before applying.</p><p>The debt-to-income ratio is the other number lenders watch closely. A high existing debt load, even with a strong credit score, can restrict available loan amounts or push rates higher.</p><h3 id="get-pre-approval-from-more-than-one-lender"><strong>Get Pre-Approval from More Than One Lender</strong></h3><p>Pre-approval separates the car search from the financing decision, which makes the entire process easier to manage. Walking into a dealership with an existing offer changes the conversation considerably.</p><p>Comparing offers from banks, credit unions, and online lenders gives a realistic view of the rate market. Credit unions in particular often carry more competitive rates than traditional banks. According to <a href="https://www.consumerfinance.gov/ask-cfpb/how-will-shopping-for-an-auto-loan-affect-my-credit-en-763/">government financial guidance</a>, rate shopping within a focused window typically has minimal impact on a credit score, making it a low-risk step worth taking.</p><h2 id="compare-loan-offers-beyond-the-headline-rate"><strong>Compare Loan Offers Beyond the Headline Rate</strong></h2><p>Once you have pre-approval offers in hand, the next step is reading them carefully. A competitive-looking rate can still hide costs that make one offer significantly more expensive than another.</p><h3 id="read-apr-term-and-payment-together"><strong>Read APR, Term, and Payment Together</strong></h3><p>The headline interest rate on a loan offer is only part of the picture. APR, which folds in fees and the cost of borrowing into a single annual figure, gives a more accurate basis for comparison across different lenders.</p><p>Loan term and monthly payment work alongside APR as a set. A longer loan term reduces the monthly payment, but it also extends the period over which interest accumulates, often resulting in significantly more paid overall. Reading all three figures together, rather than focusing on any one in isolation, is what allows a fair comparison between offers.</p><p>It is also worth checking whether an agreement includes prepayment penalty language. Some loan contracts charge a fee for paying off the balance early, which limits the benefit of making extra payments down the line. A borrower who starts with a workable loan may still improve the deal later through <a href="https://www.autopay.com/refinance-auto-loan/">car loan refinancing</a> if credit, rates, or cash flow improve after the original loan has seasoned.</p><h3 id="spot-fees-and-add-ons-that-raise-the-cost"><strong>Spot Fees and Add-Ons That Raise the Cost</strong></h3><p>Documentation fees, dealer add-ons, and optional products bundled into the financing agreement can quietly inflate the total loan amount. These items are often presented at signing, where the focus tends to be on finalizing the deal rather than scrutinizing line items.</p><p>Reviewing each charge individually before signing protects against agreeing to costs that were never part of the original plan. Separating the vehicle price negotiation from the financing discussion, when possible, also helps keep both conversations clearer.</p><h2 id="after-the-purchase-keep-the-loan-working-for-you"><strong>After the Purchase, Keep the Loan Working for You</strong></h2><p>Signing the loan is not the end of the financial process. How the debt is managed from that point forward shapes both the total cost of the vehicle and the borrower's broader credit health over time.</p><p>If the credit score improves significantly after purchase, refinancing may offer a lower rate and a reduced monthly payment, though it makes sense to wait until the original loan has some history behind it.</p><p>Before making extra payments, borrowers should confirm the loan has no prepayment penalty clause. Where no such restriction exists, even occasional additional payments reduce the principal and cut interest over the remaining term.</p><p>Avoiding late payments protects the credit score and preserves future borrowing options. If vehicle costs begin crowding out other financial goals, revisiting the monthly budget is a practical first step.</p><h2 id="what-smart-auto-financing-really-comes-down-to"><strong>What Smart Auto Financing Really Comes Down To</strong></h2><p>Healthy auto financing starts well before a buyer sets foot in a dealership. Knowing what is genuinely affordable, factoring in the full cost of ownership, and arriving with pre-approved offers in hand all shape the quality of the deal that follows.</p><p>The best loan is not simply the one with the lowest monthly payment. It is the one where APR, loan term, down payment, and total cost of ownership align with the borrower's actual financial picture, not just what a lender is willing to approve.</p><p>Good decisions made at signing continue to pay off when the loan is managed carefully afterward.</p>]]></content:encoded></item><item><title><![CDATA[Hidden Cost Every California Side Hustler Misses Before Hiring Their First Employee]]></title><description><![CDATA[Learn how California workers’ comp costs work, what class codes mean, and how side hustlers can budget before hiring their first employee.]]></description><link>https://thinksaveretire.com/hidden-cost-every-california-side-hustler-misses-before-hiring</link><guid isPermaLink="false">Ghost__Post__6a91b8888478e50001eb1198</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Fri, 28 Aug 2026 16:43:49 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/Hidden-Cost-Every-California-Side-Hustler-Misses-Before-Hiring.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/Hidden-Cost-Every-California-Side-Hustler-Misses-Before-Hiring.jpeg" alt="Hidden Cost Every California Side Hustler Misses Before Hiring Their First Employee"/><p><em><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute legal, insurance, tax, employment, or professional business advice. Workers’ compensation requirements, rates, class codes, penalties, coverage rules, and employer obligations can vary by business type, employee role, insurer, and current California law. Business owners should verify requirements with official state resources and consider speaking with a qualified insurance professional, attorney, or tax adviser before hiring employees or purchasing coverage.</em></p><p>Your side hustle is doing well enough that you are finally thinking about bringing someone on board. Smart move. But if that person will be working in California, there is one mandatory cost sitting between you and your first paycheck to an employee that almost nobody budgets for until it shows up on a quote. Workers' compensation insurance is not optional, not avoidable, and not cheap if you do not understand how it is priced. This is not a scare piece. The cost is predictable once you know the formula, and knowing it early is worth real money. Here is what the math actually looks like.</p><h2 id="why-california-is-different-from-every-other-state"><strong>Why California Is Different From Ever</strong>y Other State</h2><p>California does not give small businesses a pass just because they are small. The moment you put one person on payroll, even part-time or seasonal, you are legally required to carry workers' comp coverage. There is no employee threshold like the three-or-five employee minimums some other states allow. One W-2 triggers the mandate, full stop.</p><p>That is not just regulatory noise. <a href="https://www.bls.gov/regions/west/news-release/2026/workplaceinjuriesandillnesses_california_20260211.htm">According to the U.S. Bureau of Labor Statistics' 2024 Survey of Occupational Injuries and Illnesses</a>, California private industry recorded 344,500 nonfatal workplace injury and illness cases in 2024, at a rate of 2.9 cases per 100 full-time workers. That is higher than the national private-industry rate of 2.3. California is not a low-risk state, and the insurance market prices it that way.</p><p>The state's wide range of industries is part of why that number stays elevated. Construction, logistics, food service, agriculture: these sectors generate disproportionate claims, and their risk gets baked into a statewide pricing system built around something called a class code.</p><h2 id="the-class-code-cost-ladder-a-framework-worth-knowing"><strong>The Class Code Cost Ladder: A Framework Worth Knowing</strong></h2><p>Every type of work gets assigned a four-digit classification code. Carriers use those codes to look up the base rate they will charge per $100 of payroll. An office worker doing data entry lands in a very different code than a delivery driver or a plumber. The spread between the cheapest and most expensive codes is enormous, sometimes a factor of 20 or more, which means guessing wrong about your code is not just a paperwork error. It is a budget blowup waiting to happen.</p><p>The premium formula is straightforward: (Annual payroll divided by 100) multiplied by the class code rate, multiplied by your experience modification factor. Your experience mod starts at 1.0 as a new employer and adjusts over time based on your actual claims history. When you are just getting started, you pay the base rate without any discount.</p><p>Here is a simplified look at how base rates can vary by industry type:</p><!--kg-card-begin: html--><style>
.tsr-simple-table {
  width: 100%;
  max-width: 760px;
  margin: 28px auto;
  font-family: Arial, sans-serif;
  color: #111111;
}

.tsr-simple-table table {
  width: 100%;
  border-collapse: collapse;
  border: 1px solid #111111;
  background: #ffffff;
}

.tsr-simple-table th,
.tsr-simple-table td {
  border: 1px solid #111111;
  padding: 12px 14px;
  text-align: left;
  vertical-align: top;
  font-size: 16px;
  line-height: 1.35;
}

.tsr-simple-table th {
  font-weight: 800;
  background: #f7f7f7;
}

@media (max-width: 640px) {
  .tsr-simple-table th,
  .tsr-simple-table td {
    font-size: 15px;
    padding: 11px 12px;
  }
}
</style>

<div class="tsr-simple-table">
  <table>
    <thead>
      <tr>
        <th>Work Type</th>
        <th>Risk Profile</th>
        <th>Approximate Rate per $100 Payroll</th>
      </tr>
    </thead>
    <tbody>
      <tr>
        <td>Office / clerical</td>
        <td>Low</td>
        <td>$0.35 to $0.60</td>
      </tr>
      <tr>
        <td>Retail sales</td>
        <td>Low to moderate</td>
        <td>$1.00 to $2.00</td>
      </tr>
      <tr>
        <td>Landscaping</td>
        <td>Moderate to high</td>
        <td>$5.00 to $8.00</td>
      </tr>
      <tr>
        <td>Roofing</td>
        <td>High</td>
        <td>$15.00 to $30.00</td>
      </tr>
      <tr>
        <td>Construction (general)</td>
        <td>High</td>
        <td>$8.00 to $14.00</td>
      </tr>
    </tbody>
  </table>
</div><!--kg-card-end: html--><p>These ranges reflect advisory pure premiums issued by the Workers' Compensation Insurance Rating Bureau of California. Individual carriers can and do deviate from them, but the spread between a desk job and a roofing crew is consistent across the market. Before you make your first hire, you should know which column your business sits in.</p><p>California is the largest workers' compensation market in the country, and premiums there vary widely by classification — the same payroll can be priced very differently depending on the work performed. A lookup of <a href="https://www.workerscompensationshop.com/insurance-states/california/rates">California workers' comp rates by class code</a>, showing the low and high rate for each, helps employers benchmark before they shop.</p><h2 id="what-this-actually-costs-in-a-real-scenario"><strong>What This Actually Costs in a Real Scenario</strong></h2><p>Say you run a small event setup business in California and you bring on your first helper, who we will call Jamie. Jamie works part-time, earning $30,000 a year hauling and assembling equipment at venues. That puts your work squarely in a higher-risk physical labor category.</p><p>At a hypothetical rate of $6.00 per $100 of payroll, your annual workers' comp premium runs about $1,800. At $10.00 per $100, it is $3,000. That is before any payroll taxes, health benefits, or equipment Jamie will need. The insurance alone is a non-trivial line item that should appear in your budget the same week you start writing the job description.</p><p>The workers' comp cost is not the largest slice of your employer overhead, but it is the one people skip. And skipping it does not make it go away. Operating without coverage in California carries fines starting at $10,000, criminal liability, and the possibility of a stop-work order. That is the expensive version of finding out about this cost.</p><h2 id="industries-where-the-risk-gap-is-especially-wide"><strong>Industries Where the Risk Gap Is Especially Wide</strong></h2><p><a href="https://www.bls.gov/regions/west/news-release/fatalworkinjuries_california.htm">The BLS Census of Fatal Occupational Injuries for California in 2024</a> found that the construction sector had the highest number of fatalities at 81, and that transportation incidents were the leading cause of fatal workplace events statewide. These two sectors drive some of the steepest class code rates in the state.</p><p>If your side hustle falls anywhere near physical labor, deliveries, food production, or trade work, expect your rate to land well above the statewide average. That is not a penalty; it is risk-based pricing doing exactly what it is supposed to do. The smarter move is to accept that reality and price your services accordingly rather than treating the insurance line as a surprise after the fact.</p><p>"The classification rate reflects your employees' risk. Insurers look up those codes in a database to find the associated rate, which is lower for office workers and higher for carpenters and others with a higher rate of injuries." This reflects the consistent consensus across underwriters and regulatory guidance: the code your work falls under drives everything downstream.</p><h2 id="four-steps-to-budget-workers-comp-before-you-hire"><strong>Four Steps to Budget Workers' Comp Before You Hire</strong></h2><ol><li><strong>Describe the actual work, not the job title.</strong> Carriers care what the person physically does all day, not what you call the role. A "marketing assistant" who also hauls boxes may get coded as warehouse labor.</li><li><strong>Get your class code first.</strong> Look it up before you quote any carrier. Going in blind means you cannot verify whether a quote is accurate or not.</li><li><strong>Run the math on your projected payroll.</strong> Use the formula: (payroll divided by 100) times the class code rate. Do this for several payroll scenarios, so you know your cost range before a single dollar is offered to a candidate.</li><li><strong>Get at least three carrier quotes.</strong> California allows private carriers to deviate from advisory rates. Shopping around is worth the hour it takes.</li></ol><p>One honest note: if the workers' comp cost pushes your unit economics negative, that is not the insurance being unfair. It means the business model needs to either raise prices or redefine the role so fewer high-risk tasks fall to that employee. Better to catch that in a spreadsheet than after you have made a hire.</p><h2 id="the-bottom-line-before-you-post-that-job-listing"><strong>The Bottom Line Before You Post That Job Listing</strong></h2><p>Workers' comp is not a mystery. It is a formula with publicly available inputs that you can run before you ever talk to a broker. The employers who get surprised by it are the ones who assumed the coverage would be cheap or that it applied to someone else. In California, it applies to you the day you hire. Run the numbers now, not after you have committed to a salary. Your future self, the one reviewing next quarter's actual expenses, will appreciate that you did.</p>]]></content:encoded></item><item><title><![CDATA[What Makes a Good Stock Pick? 7 Factors Investors Should Consider]]></title><description><![CDATA[Learn what makes a good stock pick by reviewing key factors like earnings growth, debt, valuation, management, and competitive advantage.]]></description><link>https://thinksaveretire.com/what-makes-a-good-stock-pick</link><guid isPermaLink="false">Ghost__Post__6a8de1cf8478e50001eb117b</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Tue, 25 Aug 2026 18:44:36 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/What-Makes-a-Good-Stock-Pick-.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/What-Makes-a-Good-Stock-Pick-.jpeg" alt="What Makes a Good Stock Pick? 7 Factors Investors Should Consider"/><p><em><strong>Disclaimer: </strong>This article is for general informational and educational purposes only and does not constitute financial, investment, tax, legal, or professional advice. All investments carry risk, including possible loss of principal. Always do your own research and consider speaking with a qualified financial adviser before making investment decisions.</em></p><p>Investing in the stock market can feel overwhelming. Honestly, sitting at a desk late at night, staring at a screen full of numbers with the faint hum of a laptop fan in the background, it is easy to feel completely lost. Especially when thousands of publicly traded companies are competing for your attention. Every single day, news headlines highlight market highs, sudden dips, or the newest hot company trends. If you're an individual investor trying to build long-term wealth, sorting through all this noise to find solid opportunities is a major challenge.</p><p>So, what actually makes a good stock pick?</p><p>While no investment comes with a guaranteed outcome, seasoned investors rely on fundamental analysis to evaluate financial health, competitive position, and growth potential. By examining specific core factors, you can make informed decisions rather than relying on guesswork or emotional reactions.</p><p>Here are seven key factors every investor should consider before adding a stock to their portfolio.</p><h3 id="1-business-model-and-revenue-strategy"><strong>1. Business Model and Revenue Strategy</strong></h3><p>Before buying shares in any company, you should understand how it makes money. I guess it sounds simple, but you would be surprised how often people skip this step. A clear and easy-to-understand business model is often a key component of the <a href="https://abovethegreenline.com/tpow-strategy-guide/">best stock-picking strategy</a>.</p><p>Ask yourself straightforward questions. What product or service does the company sell? Who are its primary customers? Is the demand for this product steady, growing, or vulnerable to rapid technological changes?</p><p>Companies with diversified revenue streams are often better positioned to handle economic downturns. But if a business relies entirely on a single product or a tiny customer base, any disruption to that area can severely hurt its bottom line. Look for companies that demonstrate consistent demand, clear pricing power, and a logical plan for expanding their market reach over time.</p><h3 id="2-earnings-growth-and-profitability"><strong>2. Earnings Growth and Profitability</strong></h3><p>A company's ability to generate earnings is one of the most critical drivers of stock performance over the long run. While stock prices fluctuate daily based on market sentiment, stock values generally track earnings growth over time.</p><p>When you're <a href="https://thinksaveretire.com/best-short-term-investments/">evaluating a potential stock pick</a>, review its financial history over the last three to five years. Look for consistent growth in both revenue, which represents top-line sales, and net income, which represents bottom line profits. You know, it really comes down to seeing actual progress on paper rather than just big promises. Pay close attention to profitability metrics such as net profit margin and return on equity.</p><p>A company that consistently increases its earnings while maintaining healthy profit margins shows strong operational efficiency.</p><h3 id="3-financial-health-and-debt-levels"><strong>3. Financial Health and Debt Levels</strong></h3><p>High revenue growth can sometimes mask serious financial vulnerabilities. That's why examining a company's balance sheet is vital.</p><p>Have you ever looked closely at how much a company actually owes versus what it owns? It can be a real eye-opener.</p><p>Take a close look at the company's debt levels relative to its assets and equity. While debt is a common tool for funding business expansion, excessive debt can quickly become a dangerous burden if cash flow declines. Check liquidity ratios, such as the current ratio, to confirm that the business has enough short-term assets to cover its short term liabilities. A healthy balance sheet gives a company the flexibility to invest in new opportunities and navigate unexpected challenges.</p><h3 id="4-sustainable-competitive-advantage"><strong>4. Sustainable Competitive Advantage</strong></h3><p>In a free market, profitable industries attract competition. Without a strong defense mechanism, a successful company will eventually lose market share and profit margins to new or existing competitors. This defense mechanism is often referred to as a competitive moat.</p><p>A strong competitive moat can take many forms:</p><ul><li><strong>Cost Advantage:</strong> The ability to produce goods or services at a lower cost than rivals.</li><li><strong>Network Effects:</strong> A product or service becomes more valuable as more people use it.</li><li><strong>High Switching Costs:</strong> Making it difficult or expensive for customers to switch to a competitor.</li><li><strong>Intellectual Property:</strong> Patents, proprietary technology, or strong customer loyalty that competitors can't easily copy.</li></ul><p>When you're analyzing a potential investment, ask yourself this: Is the company's competitive advantage sustainable over the next decade, or does it risk being disrupted by newer technology or nimble startups?</p><h3 id="5-valuation-metrics"><strong>5. Valuation Metrics</strong></h3><p>Even the most incredible company can be a poor investment if you pay too high a price for its shares. Valuation is simply the practice of determining what a company is worth relative to its current stock price.</p><p>Common valuation metrics include:</p><ul><li><strong>Price-to-Earnings Ratio:</strong> Compares the current stock price to earnings per share.</li><li><strong>Price-to-Sales Ratio:</strong> Evaluates the stock price against total annual sales.</li><li><strong>Price-to-Book Ratio:</strong> Measures market value against the net asset value reported on the balance sheet.</li></ul><p>Comparing these ratios against industry peers and historical averages helps you <a href="https://www.home.saxo/en-sg/learn/guides/trading-strategies/how-to-pick-stocks">determine whether a stock is overvalued</a>, undervalued, or fairly priced. Maybe you love the product, but the math just does not work out right now. And that's the point. So, buying quality companies at reasonable valuations provides a margin of safety, reducing your downside risk if market conditions shift.</p><h3 id="6-management-quality-and-corporate-governance"><strong>6. Management Quality and Corporate Governance</strong></h3><p>The strategic vision and daily execution of a company depend entirely on its leadership team. Capable and ethical management can guide a business through tough times, while poor management can destroy value even in thriving industries.</p><p>Research the track records of the leadership team. Have they successfully led businesses through past economic cycles? Are their incentives aligned with shareholders?</p><p>Check whether executives own a significant amount of stock in the company, as insider ownership often encourages long-term decision-making over short-term quarterly gains. Furthermore, strong corporate governance and transparent communication with shareholders are key indicators of a well-run organization.</p><h3 id="7-industry-dynamics-and-macro-trends"><strong>7. Industry Dynamics and Macro Trends</strong></h3><p>No business operates in a vacuum. Broader industry dynamics and macroeconomic trends can create powerful tailwinds or difficult headwinds for a company, regardless of how well it's managed.</p><p>Consider where the industry sits in its lifecycle. Is it an emerging industry with massive growth potential, a mature market with steady demand, or a declining space vulnerable to obsolescence? Demographic shifts, technological advancements, regulatory changes, and evolving consumer habits all influence industry prospects. Aligning your investments with favorable long-term trends can significantly boost your overall portfolio performance.</p><h3 id="final-thoughts"><strong>Final Thoughts</strong></h3><p>Finding a good stock pick requires patience, thorough research, and a clear analytical approach. It takes time, and honestly, a bit of trial and error to get comfortable with the process.</p><p>By systematically evaluating a company's business model, financial strength, competitive advantage, valuation, leadership, and industry trends, you can make well-reasoned investment decisions aligned with your long term goals. And remember that thoughtful diversification across different sectors remains essential to managing risk and building lasting wealth.</p>]]></content:encoded></item><item><title><![CDATA[The Convenience Trap: Making Online Borrowing Work in Your Favor]]></title><description><![CDATA[Online lending puts borrowing a few taps away. That speed helps in a crisis and hurts on impulse. Here's how to make fast borrowing work in your favour.]]></description><link>https://thinksaveretire.com/making-online-borrowing-work-in-your-favor</link><guid isPermaLink="false">Ghost__Post__6a8c78a08478e50001eb115e</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Mon, 24 Aug 2026 17:18:35 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/Making-Online-Borrowing-Work-in-Your-Favor.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/Making-Online-Borrowing-Work-in-Your-Favor.jpeg" alt="The Convenience Trap: Making Online Borrowing Work in Your Favor"/><p><em><strong>Disclaimer: </strong>This article is for general informational purposes only and does not constitute financial, lending, legal, debt, or professional advice. Borrowing money carries risk and may affect your budget or credit. Always review the full loan terms carefully and consider speaking with a qualified financial adviser or credit counselor before taking out a loan.</em></p><p>Not long ago, borrowing money meant putting on decent clothes, sitting across a desk from a bank officer, and waiting days or weeks for a decision. The process was slow, a little intimidating, and full of friction. Today you can apply from your couch in pyjamas, get a decision in minutes, and have the money in your account before you've finished your coffee tomorrow. That transformation is genuinely one of the more useful things technology has done for ordinary people, and it's also quietly one of the more dangerous.</p><p>The speed itself is neutral. It's a tool, and like any powerful tool it rewards the person who uses it deliberately and punishes the one who uses it carelessly. Understanding how the convenience works, and where it works against you, is what separates borrowing that solves a problem from borrowing that becomes one.</p><h2 id="why-online-lending-exploded">Why Online Lending Exploded</h2><p>The reasons this shift happened are easy to understand from the borrower's side, because the improvements are real. Online lenders stripped away the parts of borrowing everyone hated. There's no branch visit, no stack of forms filled out in triplicate, and often no awkward conversation with someone who seems to be judging your bank balance. Decisions that once took a week now happen almost instantly, because algorithms assess applications in seconds rather than a person reviewing them over days.</p><p>For a borrower who knows what they're doing, this is a substantial upgrade. Comparing options is faster and easier, competition between lenders has pushed rates and terms to be more transparent than they once were, and access has widened for people who found traditional banks slow or dismissive. When your car dies on a Sunday and you need it running for work on Monday, the ability to sort a loan the same day is not a gimmick, it's a genuine lifeline. The technology solved real problems, and it's worth acknowledging that before getting to the catch.</p><h2 id="the-convenience-trap-itself">The Convenience Trap Itself</h2><p>Here's the catch, and it's baked into the very thing that makes online lending good. Friction, the slowness and effort that everyone was so glad to be rid of, was doing a quiet job all along. The appointment, the wait, the paperwork, all of it forced a pause between the impulse to borrow and the act of borrowing, and in that pause a lot of bad decisions used to die of natural causes. Remove the friction entirely and you remove the pause, and the pause was often the only thing standing between a person and a loan they'd regret.</p><p>This is why the same speed that rescues you in an emergency can sink you on an ordinary Tuesday. When money is a few taps away, borrowing stops being a considered decision and becomes an emotional reflex. Feeling stressed, wanting something, having a rough day, all of these can now be answered with instant credit before the feeling has passed. The frictionless flow is designed to move you from wanting to having as smoothly as possible, and smooth is exactly what you don't want when the decision deserves thought. The trap isn't that online borrowing is bad. It's that it's easy, and easy is precisely the problem when discipline is what's required.</p><h2 id="using-speed-without-getting-burned">Using Speed Without Getting Burned</h2><p>The good news is that the convenience can be turned into a genuine advantage if you bring your own judgment to it. The trick is to use the speed for the parts where speed helps and refuse to let it rush the parts where it hurts. Fast comparison is a real gift, so use it, checking several lenders in minutes to find the best rate and terms rather than accepting the first offer. Fast access to the real numbers is another, since a good online lender shows you the total cost quickly if you know to look.</p><p>The key is deciding your terms before you're in the flow. Know, before you open any application, how much you need, what monthly repayment your budget can actually handle, and what total cost you're willing to accept. Walk in with those numbers fixed and the speed works for you, letting you find and secure a good match quickly. When people treat <a href="https://rapidloans.com.au/loans/personal-loans/">easy online personal loans</a> as a deliberate tool for a defined need, applying with their limits already set, the convenience becomes exactly what it should be, a faster route to a sensible decision rather than a shortcut around one. The speed didn't make the decision for them. They made it first, then used the speed to act on it.</p><h2 id="the-fine-print-speed-hides">The Fine Print Speed Hides</h2><p>The streamlined application flow is optimized to get you to yes, which means it's very good at gliding past the details that deserve a second look. A fast, friendly interface can make a mediocre or even predatory loan feel just as easy to accept as a good one, and the design rarely stops to make sure you've understood what you're agreeing to. That's your job, and it's worth slowing down to do it even when everything around you is built for speed.</p><p>Before you confirm anything, find the numbers that matter: the interest rate, every fee, and above all the total amount you'll repay by the end, not just the reassuring monthly figure. Check whether the rate is fixed or could change, and whether paying the loan off early costs you anything. Most importantly, make sure the lender is legitimate and properly regulated, because the online space that hosts excellent lenders also hosts predatory ones wearing the same slick clothing. Sky-high rates dressed up as convenience, pressure to borrow more than you asked for, and vague terms are all signals to close the tab. Legitimate speed and predatory speed look identical on the surface, and the fine print is where they separate.</p><h2 id="building-your-own-friction-back-in">Building Your Own Friction Back In</h2><p>Since the technology removed the friction that used to protect you, the smartest move is to put some back yourself. The simplest and most powerful version is a personal rule, something like never borrowing on the same day you first feel the urge. Sleep on it, and a surprising number of impulses that felt urgent at night look optional by morning. For anything that isn't a genuine same-day emergency, a self-imposed twenty-four-hour wait costs you almost nothing and saves you from a large share of regrettable borrowing.</p><p>Beyond that, treat every fast approval as an option rather than an instruction. Being approved for a loan in minutes is not a reason to take it, it's simply information that the money is available if you decide you want it, and those are very different things. The lenders have engineered away every obstacle between you and borrowing, which means the one remaining obstacle has to be you. Build that discipline deliberately and online borrowing becomes what it always should have been, a fast and convenient way to do a sensible thing, rather than a fast and convenient way to do a foolish one.</p><p>This article is general information only and doesn't take your personal circumstances into account. Consider speaking with a qualified financial adviser or counsellor before making borrowing decisions.</p>]]></content:encoded></item><item><title><![CDATA[Is Cryptocurrency a Reasonable Choice As An Investment in 2026?]]></title><description><![CDATA[Learn whether cryptocurrency may be a reasonable investment in 2026, including the risks, volatility, diversification benefits, and market maturity.]]></description><link>https://thinksaveretire.com/is-cryptocurrency-a-reasonable-choice-as-an-investment</link><guid isPermaLink="false">Ghost__Post__6a88b77a8478e50001eb1141</guid><dc:creator><![CDATA[Alexandra Harper]]></dc:creator><pubDate>Fri, 21 Aug 2026 20:47:46 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/Is-Cryptocurrency-a-Reasonable-Choice-As-An-Investment.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/Is-Cryptocurrency-a-Reasonable-Choice-As-An-Investment.jpeg" alt="Is Cryptocurrency a Reasonable Choice As An Investment in 2026?"/><p><em><strong>Disclaimer: </strong>This article is for general informational and educational purposes only and does not constitute financial, investment, tax, legal, or cryptocurrency advice. Always do your own research and consider speaking with a qualified financial adviser before investing in cryptocurrency.</em></p><p>Cryptocurrency is often in the news, and there are some public figures who have made lots of money with crypto investments, but it isn't always clear if crypto would make a reasonable investment choice for the average person. It remains a volatile asset class, but one that can add strong diversification to the right portfolio.</p><p>If you remember the early days of cryptocurrency, it's likely you remember stories of college students buying pizza with it, or the almost feverish way that some people burbled about a future driven by decentralized currencies that were free from government control. Those days are long gone, and cryptocurrency looks a little different now. It is no longer a highly speculative asset that is treated as more of a joke than a viable choice for investment by traditional institutional finance. Now, it has become an accepted and valued part of the global financial market. But does that mean that the average person should consider it a reasonable investment?</p><p>For the average person looking to invest in cryptocurrency in 2026, there are some truths that need to be accepted. If you use a modern exchange to track the <a href="https://www.binance.com/en/price/bnb">BNB price</a>, or the price of any other cryptocurrency for that matter, you are likely to see a fairly volatile history. It doesn't matter if it is a lot less speculative than it used to be; crypto remains an asset class that is volatile and high-risk, but that doesn't mean it can't fit into some portfolios!</p><p>Let's take a closer look at some important facts about cryptocurrency in the context of whether or not it can make a good choice for investing in 2026.</p><h2 id="cryptocurrency-is-a-high-risk-investment">Cryptocurrency Is a High-Risk Investment</h2><p>One of the most important facts that you should accept before you start considering if <a href="https://www.kaspersky.com/resource-center/definitions/what-is-cryptocurrency">cryptocurrency</a> could be a good investment for you is that it is one of the most high-risk and volatile asset classes that modern investors have access to. While it is no longer driven solely by market speculation, there are still a range of different factors that can easily create big price swings for cryptocurrency, such as:</p><ul><li>Changes in regulation.</li><li>Sentiment in the market.</li><li>Engagement in the market by institutional groups.</li><li>Advancements in relevant technologies.</li><li>Conditions in the wider economy.</li></ul><p>Of course, high-risk doesn't mean it can't be viable; it just means that you should accept that risk. But there are a whole host of other asset types that are nowhere near as risky, even if they might not provide the same sort of short-term returns. If you already have a balanced portfolio, adding a high-risk asset class might be a perfectly reasonable, or even a good idea.</p><h2 id="crypto-can-bring-strong-portfolio-diversification">Crypto Can Bring Strong Portfolio Diversification</h2><p>If you are looking for portfolio diversification, cryptocurrency can be one of the best ways to gain it. One of the most common pieces of investment advice is to create a portfolio that is diversified. Every asset class, from gold to real estate, acts a little differently and can see more or less return based on what happens in the wider financial market. Diversification is basically the idea that you want to spread your eggs into as many different baskets as possible, rather than grouping them all together.</p><p>With this in mind, cryptocurrency behaves the most differently from other asset classes. This makes it a good choice for people who already have a relatively balanced portfolio and want to add further diversification to it.</p><h2 id="the-crypto-industry-has-matured-greatly">The Crypto Industry Has Matured Greatly</h2><p>If you are looking at the early days of crypto and now, it's easy to see how far the industry has come. It has become a much more mature and financially stable industry, with an ecosystem that is much friendlier to the average investor. The crypto industry today includes signs of industry maturity such as:</p><ul><li>Increasing regulatory certainty across big economic areas.</li><li>Strong standards for cybersecurity.</li><li>Exchanges that abide by strong regulatory standards.</li><li>Trading infrastructure that is much more transparent.</li><li>A range of investment products that attract professional investors and institutional finance.</li></ul><p>The more mature the crypto market becomes, and the friendlier it is for investors, the more confidence in digital assets grows. Rather than simply being engaged in by enthusiasts rabid with the dream of decentralized finance, there is an increasing level of institutional investment in the crypto market.</p><h2 id="the-growth-of-institutional-investment-sends-strong-signals">The Growth of Institutional Investment Sends Strong Signals</h2><p>One of the best signals that cryptocurrency can be a legitimate investment choice is the volume of institutional investment groups gaining exposure to it. These investment groups are advised by expert analysts and never make a financial move that isn't backed by firm data and strategy. The fact that these groups have not only engaged with, but continue to invest in cryptocurrency should signal to the average investor that the cryptocurrency market can be considered, in the right circumstances, as a perfectly reasonable strategic investment choice.</p><p>Does it mean that crypto investment is right for everyone? Absolutely not. But in the right circumstances, especially when a portfolio is seeking the right sort of high-risk diversification, it can be exactly what is looked for.</p>]]></content:encoded></item><item><title><![CDATA[Prediction Markets vs. Investing: What’s the Financial Difference?]]></title><description><![CDATA[Learn the financial difference between prediction markets and investing, including ownership, risk, returns, pricing, and time horizon.]]></description><link>https://thinksaveretire.com/prediction-markets-vs-investing</link><guid isPermaLink="false">Ghost__Post__6a84b77d8478e50001eb1114</guid><dc:creator><![CDATA[James Fletcher]]></dc:creator><pubDate>Tue, 18 Aug 2026 19:56:37 GMT</pubDate><media:content url="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/Prediction-Markets-vs.-Investing.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://s3-us-west-2.amazonaws.com/thinksaveretire.com/content/images/2026/08/Prediction-Markets-vs.-Investing.jpeg" alt="Prediction Markets vs. Investing: What’s the Financial Difference?"/><p><em><strong>Disclaimer: </strong>This article is for general informational and educational purposes only and does not constitute financial, investment, trading, legal, tax, gambling, or regulatory advice. Both investing and prediction-market trading involve risk, including the possible loss of money. Readers should review all platform rules and consider speaking with a qualified financial or legal professional before participating.</em></p><p>Prediction markets and investing can look surprisingly similar on a phone. Both involve putting money at risk, watching prices move, and making decisions based on what you think will happen next. Financially, however, they work in very different ways.</p><p>The distinction has become more important as prediction markets have grown. In June 2026, the CFTC proposed amendments to rules concerning event-contract derivatives, including how certain contracts may be assessed on public-interest grounds. The CFTC describes event contracts as derivatives whose value depends on the outcome of an underlying event.</p><p>Traditional <a href="https://www.investor.gov/introduction-investing">investing </a>starts from a different premise. Investor.gov defines investing as putting money into assets such as stocks or bonds with the expectation of earning a return over time through appreciation, interest, or dividends.</p><p>The easiest way to understand the difference is to ask three questions: What are you buying? Where can the return come from? And what eventually happens to the position?</p><h2 id="comparison-sites-and-first-checks">Comparison Sites And First Checks</h2><p>Choosing a prediction market requires a different type of research from choosing a long-term investment. Comparisons of the <a href="https://www.covers.com/betting/prediction-sites">best prediction markets</a> can help users evaluate platforms such as Kalshi and Polymarket across factors including market coverage, liquidity, fees, app experience, security, and availability. Those comparisons are useful starting points, particularly for someone encountering event contracts for the first time.</p><p>They should not be the only check. Users should also understand the rules of the individual contract, how settlement is determined, what fees apply, whether they can exit before settlement, and whether the platform and specific market are available in their location.</p><p>The CFTC says event contracts can hedge economic risk or speculate on event outcomes. Its <a href="https://www.cftc.gov/LearnandProtect/PredictionMarkets">consumer explainer</a> describes these contracts as derivatives whose value comes from an underlying event. In simpler terms, a user buys a position on whether something will happen. If the event resolves in the user’s favor, the contract pays according to its rules. If the event resolves the other way, the position can lose value. The contract doesn't give ownership of a business.</p><h2 id="ownership-versus-outcome">Ownership Versus Outcome</h2><p>A stock gives the holder a share of ownership in a company. The SEC’s stocks guide says investors may buy stocks for capital appreciation, dividends, or voting rights. A bond works differently because the investor lends money to an issuer for a set period, according to Investor.gov’s bond glossary. Those instruments connect to enterprises, governments, income streams, and balance sheets.</p><p>An event contract connects to a defined result. A trader may take a position on an economic release, an election, or a sports outcome where available under the venue’s rules. The financial life of that contract ends when the event settles. The price before settlement may reflect changing information, but the contract does not build ownership. That difference explains why long-term investors talk about portfolios, while event traders focus on probabilities and resolution dates.</p><p>Time horizon creates another major difference. Traditional investing is often built around years or decades. Someone saving for retirement, education, or another long-term goal may continue holding assets through multiple economic and market cycles. Returns can accumulate through appreciation, interest, dividends, or reinvestment.</p><p>Event contracts operate around a defined question and usually a defined resolution point. Some may settle quickly, while others remain open for months or longer. Either way, the event eventually produces an outcome under the contract's settlement rules.</p><p>That shorter and more defined timeline changes the way risk is evaluated. A long-term investor may ask what a company could be worth several years from now. A prediction-market trader is more likely to ask whether the market has correctly priced the probability of a particular event before it occurs.</p><h2 id="how-prediction-market-pricing-works">How Prediction Market Pricing Works</h2><p>Prediction-market prices often provide a quick way to see what traders collectively think about an outcome. A contract priced at 60 cents, for example, can roughly resemble a market-implied 60% probability. That does not mean the outcome has a scientifically proven 60% chance of occurring. The price reflects what buyers and sellers are currently willing to pay.</p><p>Prices can move before the event settles. New information, changing expectations, trading volume, and liquidity can all affect the market. Depending on the platform and contract, a trader may also be able to sell a position before the final result rather than holding it until settlement.</p><p>That creates another difference from traditional investing. The value of a stock can change because investors reassess a company's earnings, growth prospects, interest rates, or broader economic conditions. The value of an event contract moves primarily because traders reassess the likelihood of a specific outcome.</p><p>Fees and liquidity matter as well. A market can appear attractive at first glance but become harder or more expensive to trade if there are few buyers and sellers or a wide gap between available buy and sell prices. Looking only at the headline contract price can therefore give an incomplete picture of the actual risk and potential return.</p><!--kg-card-begin: html--><div class="tsr-table-wrap">
  <table class="tsr-table">
    <thead>
      <tr>
        <th>Feature</th>
        <th>Prediction Market</th>
        <th>Traditional Investing</th>
      </tr>
    </thead>

    <tbody>
      <tr>
        <td>What you buy</td>
        <td>Contract tied to an event</td>
        <td>Asset such as a stock or bond</td>
      </tr>

      <tr>
        <td>Source of return</td>
        <td>Correctly pricing an event outcome</td>
        <td>Appreciation, dividends or interest</td>
      </tr>

      <tr>
        <td>Ownership</td>
        <td>Usually none in the underlying subject</td>
        <td>Stocks represent equity ownership</td>
      </tr>

      <tr>
        <td>Time horizon</td>
        <td>Often ends when an event settles</td>
        <td>Can be held indefinitely or for many years</td>
      </tr>

      <tr>
        <td>Main price driver</td>
        <td>Changing expectations about an event</td>
        <td>Company, economic and market factors</td>
      </tr>

      <tr>
        <td>Diversification</td>
        <td>Possible across contracts, but each contract has a defined outcome</td>
        <td>Commonly spread across companies, sectors and asset classes</td>
      </tr>

      <tr>
        <td>Exit</td>
        <td>May be sold before settlement where the market permits</td>
        <td>Assets can generally be sold while markets are available</td>
      </tr>
    </tbody>
  </table>
</div>

<style>
.tsr-table-wrap {
  width: 100%;
  overflow-x: auto;
  margin: 30px 0;
  border: 1px solid #d9e8e2;
  border-radius: 12px;
  background: #ffffff;
}

.tsr-table {
  width: 100%;
  border-collapse: collapse;
  font-family: inherit;
  color: #1f2937;
  font-size: 15px;
}

.tsr-table th {
  background: #f1f8f5;
  color: #0D3B2E;
  text-align: left;
  padding: 15px 16px;
  font-weight: 700;
  line-height: 1.35;
  border-bottom: 2px solid #cfe5dc;
}

.tsr-table td {
  padding: 15px 16px;
  line-height: 1.5;
  vertical-align: middle;
  border-bottom: 1px solid #e4eee9;
}

.tsr-table tbody tr:nth-child(even) {
  background: #fbfdfc;
}

.tsr-table tbody tr:hover {
  background: #f4fbf8;
}

.tsr-table tbody tr:last-child td {
  border-bottom: none;
}

.tsr-table th:first-child,
.tsr-table td:first-child {
  width: 18%;
  font-weight: 600;
}

.tsr-table th:nth-child(2),
.tsr-table td:nth-child(2) {
  width: 42%;
}

.tsr-table th:nth-child(3),
.tsr-table td:nth-child(3) {
  width: 40%;
}

@media screen and (max-width: 700px) {
  .tsr-table {
    min-width: 650px;
  }

  .tsr-table th,
  .tsr-table td {
    padding: 13px 14px;
    font-size: 14px;
  }
}
</style><!--kg-card-end: html--><h2 id="risk-works-differently">Risk Works Differently</h2><p>Both investing and prediction-market trading involve the possibility of losing money, but the sources of that risk are different.</p><p>Long-term investors often manage risk through diversification. Instead of relying on one company or one asset class, they may spread capital across stocks, bonds, cash, sectors, or markets. Diversification cannot prevent losses, but it can reduce the damage caused by one investment performing badly.</p><p>Event contracts create more outcome-specific risk. The value of an individual position depends heavily on what happens with the event described in the contract and how other traders price that possibility before settlement.</p><p>A trader can diversify across different prediction contracts, but that is not equivalent to owning a diversified portfolio of productive or income-generating assets. Each contract still has its own event, pricing, liquidity, and settlement risk.</p><p>There is also execution risk to consider. A trader who wants to exit before settlement may find that the available price has moved sharply or that liquidity is limited. That makes market depth, spreads, fees, and settlement rules important parts of the risk calculation, not just whether the prediction itself turns out to be correct.</p><h2 id="not-everything-that-makes-money-is-an-investment">Not Everything That Makes Money Is an Investment</h2><p>The word "investment" is often used loosely whenever money and potential profit are involved. That can create confusion.</p><p>Consider <a href="https://thinksaveretire.com/ai-side-hustles-for-beginners/">AI side hustles</a>. Someone might spend money on software, advertising, training, or other tools in the hope of earning additional income. That does not automatically make the activity a financial investment in the traditional sense. The return may depend primarily on the person's work, customers, and ability to run the project successfully.</p><p>Prediction markets deserve the same distinction. Putting money into an event contract does not make it equivalent to buying stocks or bonds simply because both involve capital and the possibility of profit.</p><p>A useful question is therefore not just, "Can this make money?" It is, "What exactly am I buying, where could the return come from, and what risks determine whether I get my money back?"</p><h2 id="the-bottom-line">The Bottom Line</h2><p>Prediction markets and investing both involve putting money at risk based on expectations about the future, but that similarity only goes so far.</p><p>Traditional investing generally involves owning an asset or lending capital with the expectation that value, income, or both may develop over time. Prediction-market trading involves taking a position on a defined event whose contract eventually settles according to a specific result.</p><p>Neither is automatically safe simply because it appears inside a financial-looking app. Before committing money, the important questions remain the same: understand what you are buying, how the price is formed, what fees apply, how you can exit, what determines settlement, and how much you can afford to lose.</p><p>For long-term financial goals, prediction contracts and diversified investments should therefore be viewed as fundamentally different tools rather than interchangeable ways of putting money to work.</p><h2 id="faqs">FAQs</h2><h3 id="what-do-you-buy-on-a-prediction-market">What do you buy on a prediction market?</h3><p>You buy a contract tied to a future event. The CFTC describes event contracts as derivatives whose value comes from an outcome, such as an economic result or another defined event. You don’t buy part of a company when you trade one of these contracts. You buy a position on whether the event resolves a certain way.</p><h3 id="how-does-that-differ-from-buying-stocks">How does that differ from buying stocks?</h3><p>A stock gives the holder ownership in a company. Stockholders may receive gains through price growth or dividends. A prediction contract ends when its stated event settles. The stock can remain in a portfolio for years. The contract has a finish point built into the trade.</p><h3 id="do-prediction-market-prices-represent-probability">Do prediction-market prices represent probability?</h3><p>They can be interpreted as a market-implied probability, but they should not be treated as a guaranteed forecast. A contract trading around 60 cents may suggest that traders collectively price the outcome at roughly 60%, but prices can also be affected by liquidity, trading activity, new information, and market sentiment.</p><h3 id="can-you-sell-a-prediction-contract-before-the-event-happens">Can you sell a prediction contract before the event happens?</h3><p>Often, yes. Depending on the platform and the contract, traders may be able to close or reduce a position before the event settles. The price available at that point depends on current market conditions and liquidity, so selling early can produce either a profit or a loss.</p><h3 id="are-prediction-markets-a-substitute-for-long-term-investing">Are prediction markets a substitute for long-term investing?</h3><p>No. Prediction markets and long-term investing serve different purposes. Event contracts are built around defined future outcomes, while long-term investment portfolios may be designed to build wealth or generate income over many years. Prediction contracts should not be treated as a replacement for emergency savings, retirement planning, or a diversified investment strategy.</p><h3 id="why-do-prediction-markets-attract-sports-fans">Why do prediction markets attract sports fans?</h3><p>Sports fans already follow changing information. Injury reports move prices. Weather can affect outcomes. A coach’s decision can change how a market behaves. Prediction markets use a trading structure, but the habits around timing and news feel familiar to people who follow sport closely.</p><h3 id="can-you-lose-all-the-money-in-a-prediction-contract">Can you lose all the money in a prediction contract?</h3><p>Yes. If the contract resolves against your position, the trade can lose its value. Some contracts may also move against you before settlement. A user should treat the stake as money at risk, not as part of an emergency fund or retirement plan.</p>]]></content:encoded></item></channel></rss>