{"id":34394,"date":"2026-09-08T06:13:34","date_gmt":"2026-09-08T11:13:34","guid":{"rendered":"https:\/\/reformingretail.com\/?p=34394"},"modified":"2026-09-08T06:13:35","modified_gmt":"2026-09-08T11:13:35","slug":"a1-garage-exits-to-kkr-for-2b-and-500m-of-that-is-a-payments-arbitrage-youre-completely-missing","status":"publish","type":"post","link":"https:\/\/reformingretail.com\/index.php\/2026\/09\/08\/a1-garage-exits-to-kkr-for-2b-and-500m-of-that-is-a-payments-arbitrage-youre-completely-missing\/","title":{"rendered":"A1 Garage Exits to KKR for $2B, And $500M of That Is A Payments Arbitrage You&#8217;re Completely Missing"},"content":{"rendered":"\n<p class=\"wp-block-paragraph\">The private equity world has no idea how payments works and it&#8217;s costing them dearly.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A1 Garage Door&#8217;s exit to <a href=\"https:\/\/www.reuters.com\/legal\/transactional\/kkr-acquire-a1-garage-door-service-around-2-billion-sources-say-2026-09-02\">KKR for $2B should be the wake up call<\/a>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">A1 Garage door was running on <a href=\"https:\/\/www.youtube.com\/watch?v=PDebpFWxQXM&amp;t=90s\">nearly 25% EBITDA<\/a> margins.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">And 25% of that was coming from a clever arbitrage at checkout.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">If A1 traded for 20x EBITDA, this implies that ~$500M of the purchase price is attributable to a single arb.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong><strong>What is it?<\/strong><\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Let&#8217;s begin with the basics.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">By and large, private equity funds strongly &#8220;request&#8221; that their portfolio companies increase prices 1-2x annually.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">And it&#8217;s a blanket 2-5%.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Virtually no fund or portfolio company is undertaking the data science to determine either the optimal price increase, or the effect on customer churn.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Parametric survival analysis?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Inflated Poisson?&nbsp;<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Hierarchical Bayesian?<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">In your dreams.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">They run the price increase like a Nike commercial: <strong>just do it. <\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Now, a logical person would examine this tactic and come to the following conclusion:<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><em>If I increase my prices and my customers don&#8217;t like it, they&#8217;re going to churn.<\/em><\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>And this is where the greatest arbitrage in the history of private equity is being entirely squandered.<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">Accepting credit cards (and to a lesser extent ACH and other electronic funds transfers) is a <span style=\"text-decoration: underline;\">very<\/span> material business cost.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">For A1, about 300 basis points of their top line revenue evaporates thanks to the cost of payment acceptance.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">If we set A1&#8217;s EBITDA margin to 20% &#8211; which is what it was before they implemented their fee &#8211; those 300 bps becomes 15% of their EBITDA.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">And payment acceptance costs only ever increase for two reasons:<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">1. Visa and Mastercard are duopolies who perpetually increase fees to meet shareholder expectations. Despite being perfectly indexed to inflation, swipe fees have outperformed inflation at a rate of 4.4x.<\/p>\n\n\n\n<style>\n* { font-family: Arial, sans-serif; box-sizing: border-box; }\nbody { margin: 0; }\n<\/style>\n\n<h2 class=\"sr-only\">US total swipe fees vs. CPI inflation cumulative growth 2010\u20132025. Swipe fees grew 209.8% while CPI grew 48%, fees outpaced inflation by 4.4x. Source: Nilson Report, BLS.<\/h2>\n\n<div style=\"background:#fff;padding:24px 28px 20px;border:0.5px solid #e2e8f0;border-radius:12px;\">\n\n  <div style=\"display:flex;justify-content:space-between;align-items:flex-start;margin-bottom:20px;\">\n    <div>\n      <div style=\"font-size:18px;font-weight:700;color:#000025;line-height:1.2;\">US swipe fees vs. inflation<\/div>\n      <div style=\"font-size:13px;color:#64748b;margin-top:3px;\">Cumulative growth from 2010 baseline<\/div>\n    <\/div>\n    <img decoding=\"async\" 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\" style=\"height:32px;object-fit:contain;\" alt=\"POS+ logo\">\n  <\/div>\n\n  <div style=\"display:grid;grid-template-columns:repeat(4,minmax(0,1fr));gap:10px;margin-bottom:20px;\">\n    <div style=\"background:#000025;border-radius:8px;padding:14px 16px;\">\n      <div style=\"font-size:11px;color:#94a3b8;margin-bottom:4px;text-transform:uppercase;letter-spacing:.05em;\">2010 total fees<\/div>\n      <div style=\"font-size:22px;font-weight:700;color:#fff;\">$64B<\/div>\n    <\/div>\n    <div style=\"background:#000025;border-radius:8px;padding:14px 16px;\">\n      <div style=\"font-size:11px;color:#94a3b8;margin-bottom:4px;text-transform:uppercase;letter-spacing:.05em;\">2025 total fees<\/div>\n      <div style=\"font-size:22px;font-weight:700;color:#fff;\">$198B<\/div>\n    <\/div>\n    <div style=\"background:#3B82F6;border-radius:8px;padding:14px 16px;\">\n      <div style=\"font-size:11px;color:#bfdbfe;margin-bottom:4px;text-transform:uppercase;letter-spacing:.05em;\">Fee growth<\/div>\n      <div style=\"font-size:22px;font-weight:700;color:#fff;\">+210%<\/div>\n      <div style=\"font-size:10px;color:#bfdbfe;margin-top:2px;\">2010 \u2192 2025<\/div>\n    <\/div>\n    <div style=\"background:#f1f5f9;border-radius:8px;padding:14px 16px;\">\n      <div style=\"font-size:11px;color:#64748b;margin-bottom:4px;text-transform:uppercase;letter-spacing:.05em;\">CPI inflation<\/div>\n      <div style=\"font-size:22px;font-weight:700;color:#000025;\">+48%<\/div>\n      <div style=\"font-size:10px;color:#94a3b8;margin-top:2px;\">4.4\u00d7 gap vs fees<\/div>\n    <\/div>\n  <\/div>\n\n  <div style=\"display:flex;gap:20px;flex-wrap:wrap;margin-bottom:10px;\">\n    <span style=\"display:flex;align-items:center;gap:6px;font-size:12px;color:#475569;\">\n      <span style=\"display:inline-block;width:24px;height:3px;background:#3B82F6;border-radius:2px;\"><\/span>Total swipe fees\n    <\/span>\n    <span style=\"display:flex;align-items:center;gap:6px;font-size:12px;color:#475569;\">\n      <svg width=\"24\" height=\"3\" viewBox=\"0 0 24 3\"><line x1=\"0\" y1=\"1.5\" x2=\"24\" y2=\"1.5\" stroke=\"#000025\" stroke-width=\"2\" stroke-dasharray=\"6 3\"\/><\/svg>US CPI inflation\n    <\/span>\n  <\/div>\n\n  <div style=\"position:relative;width:100%;height:300px;\">\n    <canvas id=\"posChart\" role=\"img\" aria-label=\"Swipe fees grew 209.8% vs CPI at 48% from 2010 to 2025. Fees outpaced CPI at every data point, widening to 4.4x by 2025.\">Swipe fees: +209.8%; CPI: +48%.<\/canvas>\n  <\/div>\n\n  <div style=\"display:flex;justify-content:space-between;align-items:center;margin-top:12px;\">\n    <div style=\"font-size:10px;color:#94a3b8;\">Sources: Nilson Report, BLS CPI-U. Total swipe fees = credit + debit interchange and network fees paid by US merchants.<\/div>\n    <a href=\"https:\/\/posplus.org\/self-serve\" style=\"font-size:11px;color:#3B82F6;text-decoration:none;font-weight:500;\">posplus.org\/self-serve \u2192<\/a>\n  <\/div>\n\n<\/div>\n\n<script src=\"https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/Chart.js\/4.4.1\/chart.umd.js\"><\/script>\n<script>\nconst labels = ['2010','2013','2016','2019','2021','2022','2025'];\nconst fees   = [0, 15.3, 38.3, 82.0, 115.2, 151.1, 209.8];\nconst cpi    = [0,  6.8, 10.1, 17.2,  24.3,  34.2,  48.0];\n\nnew Chart(document.getElementById('posChart'), {\n  type: 'line',\n  data: {\n    labels,\n    datasets: [\n      {\n        label: 'Swipe fees',\n        data: fees,\n        borderColor: '#3B82F6',\n        borderWidth: 3,\n        backgroundColor: 'rgba(59,130,246,0.08)',\n        fill: true,\n        pointBackgroundColor: '#3B82F6',\n        pointBorderColor: '#fff',\n        pointBorderWidth: 2,\n        pointRadius: 5,\n        pointHoverRadius: 7,\n        tension: 0.35\n      },\n      {\n        label: 'CPI',\n        data: cpi,\n        borderColor: '#000025',\n        borderWidth: 2,\n        borderDash: [6, 4],\n        backgroundColor: 'rgba(0,0,37,0.04)',\n        fill: true,\n        pointBackgroundColor: '#000025',\n        pointBorderColor: '#fff',\n        pointBorderWidth: 2,\n        pointRadius: 5,\n        pointHoverRadius: 7,\n        tension: 0.35\n      }\n    ]\n  },\n  options: {\n    responsive: true,\n    maintainAspectRatio: false,\n    interaction: { mode: 'index', intersect: false },\n    plugins: {\n      legend: { display: false },\n      tooltip: {\n        backgroundColor: '#000025',\n        titleColor: '#94a3b8',\n        bodyColor: '#fff',\n        borderColor: '#3B82F6',\n        borderWidth: 1,\n        padding: 10,\n        callbacks: {\n          label: ctx => ` ${ctx.dataset.label}: +${ctx.parsed.y.toFixed(1)}%`,\n          afterBody: items => {\n            const notes = {'2013':'2.2\u00d7 faster than CPI','2016':'3.8\u00d7 faster than CPI','2019':'4.8\u00d7 faster than CPI','2021':'Post-pandemic boom','2022':'High inflation + rate hikes','2025':'4.4\u00d7 faster than CPI'};\n            const n = notes[items[0]?.label];\n            return n ? ['','  \u2192 ' + n] : [];\n          }\n        }\n      }\n    },\n    scales: {\n      x: {\n        grid: { color: 'rgba(0,0,0,0.05)' },\n        ticks: { color: '#64748b', font: { size: 11 } }\n      },\n      y: {\n        min: 0, max: 230,\n        grid: { color: 'rgba(0,0,0,0.05)' },\n        ticks: {\n          color: '#64748b', font: { size: 11 },\n          callback: v => '+' + v.toFixed(0) + '%'\n        },\n        title: {\n          display: true,\n          text: 'Cumulative % growth from 2010',\n          color: '#64748b',\n          font: { size: 11 }\n        }\n      }\n    }\n  }\n});\n<\/script>\n\n\n\n<p class=\"wp-block-paragraph\">2. Payments are increasingly bundled with software. Once you&#8217;re locked into a system of record (like A1 is with ServiceTitan), the software knows it&#8217;s practically impossible to switch. There&#8217;s no motivation for the software to provide competitive economics, modern features, or responsive support when you&#8217;re a hostage. <\/p>\n\n\n\n<p class=\"wp-block-paragraph\">As an example, Toast merchants are paying nearly 3x market rates for payment processing, Shopify merchants 4x, and Mindbody had accounts at 8x market rates prior to going private. <\/p>\n\n\n\n<div class=\"wp-block-group is-nowrap is-layout-flex wp-container-core-group-is-layout-8f761849 wp-block-group-is-layout-flex\">\n<figure class=\"wp-block-image size-large\"><img data-recalc-dims=\"1\" loading=\"lazy\" decoding=\"async\" width=\"770\" height=\"554\" src=\"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_market_pyramid-1.png?resize=770%2C554&#038;ssl=1\" alt=\"\" class=\"wp-image-34433\" srcset=\"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_market_pyramid-1.png?resize=1024%2C737&amp;ssl=1 1024w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_market_pyramid-1.png?resize=300%2C216&amp;ssl=1 300w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_market_pyramid-1.png?resize=767%2C552&amp;ssl=1 767w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_market_pyramid-1.png?resize=1536%2C1106&amp;ssl=1 1536w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_market_pyramid-1.png?resize=570%2C410&amp;ssl=1 570w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_market_pyramid-1.png?resize=740%2C533&amp;ssl=1 740w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_market_pyramid-1.png?w=1831&amp;ssl=1 1831w\" sizes=\"auto, (max-width: 770px) 100vw, 770px\" \/><\/figure>\n<\/div>\n\n\n\n<p class=\"wp-block-paragraph\">Not exactly an encouraging situation, I admit.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">But there is a miraculous silver lining in all of this.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">In payments, there&#8217;s a way to not only offset the expensive costs of card acceptance but do so in a manner that sidesteps the risks associated with private equity&#8217;s traditional price-increase playbook.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">It&#8217;s called dual pricing, and it&#8217;s a strategy we&#8217;ve employed <em>beyond<\/em> successfully at thousands of businesses, with private equity sponsorship and without, completely backed by data science.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">The goal of dual pricing is to create customer choice:<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">If the customer pays with a high cost of tender (i.e. credit cards), they pay the now-standard, higher price.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">If the customer elects a lower cost <em>digital<\/em> tender &#8211; like ACH &#8211; they receive a discount.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Note: you could discount cash, but cash often creates issues businesses seek to avoid.<\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img data-recalc-dims=\"1\" loading=\"lazy\" decoding=\"async\" width=\"770\" height=\"371\" src=\"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_pricing_comparison-2.png?resize=770%2C371&#038;ssl=1\" alt=\"\" class=\"wp-image-34485\" srcset=\"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_pricing_comparison-2.png?resize=1024%2C493&amp;ssl=1 1024w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_pricing_comparison-2.png?resize=767%2C369&amp;ssl=1 767w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_pricing_comparison-2.png?resize=300%2C144&amp;ssl=1 300w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_pricing_comparison-2.png?resize=1536%2C739&amp;ssl=1 1536w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_pricing_comparison-2.png?resize=570%2C274&amp;ssl=1 570w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_pricing_comparison-2.png?resize=740%2C356&amp;ssl=1 740w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_pricing_comparison-2.png?w=2004&amp;ssl=1 2004w\" sizes=\"auto, (max-width: 770px) 100vw, 770px\" \/><\/figure>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>In either case the business washes out the cost of card acceptance and accretes it to EBITDA.<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">The merchant&#8217;s positioning simply becomes this:<\/p>\n\n\n\n<blockquote class=\"wp-block-quote is-layout-flow wp-block-quote-is-layout-flow\">\n<p class=\"wp-block-paragraph\">We&#8217;d rather pass you savings than pay bank fees.<\/p>\n<\/blockquote>\n\n\n\n<p class=\"wp-block-paragraph\">Now the customer has control over the price they pay.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">This is in stark contrast to traditional price increases that give the customer no option but to churn.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">And this is how A1 drove an incremental 25% EBITDA that didn&#8217;t scare away new fund sponsors.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">For those who are wondering, dual pricing is <em>completely<\/em> different from credit card surcharges, which not only fail to offset all card costs (surcharges 1) are capped 3% despite AMEX and business cards costing more than 3.5%; 2) cannot be applied to debit cards which are increasing in cost as they accrue rewards; and 3) are being legislated as impermissible at the state level, requiring dual pricing to maintain compliance) but have been shown to lower customer satisfaction per <a href=\"https:\/\/www.jdpower.com\/business\/press-releases\/2025-us-merchant-services-satisfaction-study\/\">JD Power research<\/a>:<\/p>\n\n\n\n<blockquote class=\"wp-block-quote is-layout-flow wp-block-quote-is-layout-flow\">\n<p class=\"wp-block-paragraph\">&#8230; satisfaction with the overall cost of payment processing services among small businesses that implement these credit card surcharges is 24 points lower (on a 1,000-point scale) than among those that do not add a credit card surcharge.<\/p>\n<\/blockquote>\n\n\n\n<h4 class=\"wp-block-heading\">Dual pricing is a pricing arbitrage that can only be taken once, however.<\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">And if you miss it, the next buyer who is willing to listen to reason captures the upside.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">For example, when Leonard Green sold <a href=\"https:\/\/ir.homedepot.com\/news-releases\/2024\/06-18-2024-153031934\">SRS to Home Depot for $18B in 2024<\/a>, one of the first actions taken by Home Depot was to implement a pricing scheme that rewarded lower cost payment methods.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">70% of SRS&#8217;s card volume moved to these lower cost tenders, netting them well over $100M in EBITDA and costing Leonard Green nearly $2B in enterprise value.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><strong><strong>Once a sophisticated fund knows this arbitrage, they price it into deals.<\/strong><\/strong><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">As the multiples for trade services roll-ups reach fever pitch, dual pricing math is how you can make the numbers work. <\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Assuming you trust data science and are eager to capture this arbitrage in your portfolio, you&#8217;re confronted with three painful realities.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">First, you&#8217;re likely growing the portfolio company through acquisition, inheriting whatever systems these businesses use. Centralizing to a single system of record (DMS, EHR, ERP, PMS, POS, et al.) is a <em>real<\/em> lift.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Second, even if you wanted to implement dual pricing, the systems of record almost never enable that feature. <\/p>\n\n\n\n<p class=\"wp-block-paragraph\">That&#8217;s because nearly half of softwares who embed payments choose Stripe, and Stripe lacks native dual pricing support. <\/p>\n\n\n\n<figure class=\"wp-block-image size-large\"><img data-recalc-dims=\"1\" loading=\"lazy\" decoding=\"async\" width=\"770\" height=\"360\" src=\"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.46.19-PM.png?resize=770%2C360&#038;ssl=1\" alt=\"\" class=\"wp-image-34411\" srcset=\"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.46.19-PM.png?resize=1024%2C479&amp;ssl=1 1024w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.46.19-PM.png?resize=300%2C140&amp;ssl=1 300w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.46.19-PM.png?resize=767%2C359&amp;ssl=1 767w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.46.19-PM.png?resize=570%2C267&amp;ssl=1 570w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.46.19-PM.png?resize=740%2C346&amp;ssl=1 740w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.46.19-PM.png?w=1462&amp;ssl=1 1462w\" sizes=\"auto, (max-width: 770px) 100vw, 770px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">Trying to force the payments arbitrage through a system that wasn&#8217;t built to handle it results in a disjointed, manual process, which leads to the last point.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Third, assuming your software offered dual pricing, you must ensure it&#8217;s compliant across all levels of enforcement: federal, state, local, AND the card schemes. If not, boy can those penalties be costly. <\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Here&#8217;s an arborist software, undoubtedly on Stripe, implementing a non-compliant convenience fee.<\/p>\n\n\n\n<figure class=\"wp-block-image size-full is-resized\"><img data-recalc-dims=\"1\" loading=\"lazy\" decoding=\"async\" width=\"608\" height=\"692\" src=\"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.58.58-PM.png?resize=608%2C692&#038;ssl=1\" alt=\"\" class=\"wp-image-34412\" style=\"width:358px;height:auto\" srcset=\"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.58.58-PM.png?w=608&amp;ssl=1 608w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.58.58-PM.png?resize=264%2C300&amp;ssl=1 264w, https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/Screenshot-2026-09-03-at-5.58.58-PM.png?resize=570%2C649&amp;ssl=1 570w\" sizes=\"auto, (max-width: 608px) 100vw, 608px\" \/><\/figure>\n\n\n\n<p class=\"wp-block-paragraph\">I would not only instantly win the <a href=\"https:\/\/www.equifax.com\/personal\/education\/credit-cards\/articles\/-\/learn\/what-is-a-chargeback\/\">chargeback<\/a> if I filed the dispute, but if this merchant were reported to Visa the merchant eats a nice, fat fine that can stretch into <a href=\"https:\/\/www.afslaw.com\/perspectives\/alerts\/visa-reduces-its-merchant-surcharge-cap-3-effective-april-15-2023-merchants\">hundreds of thousands of dollars<\/a>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><em>Per occurrence.<\/em><\/p>\n\n\n\n<p class=\"wp-block-paragraph\">You&#8217;ll never find me supporting the arbitrary and capricious rules of the card schemes, but that doesn&#8217;t mean merchants are at any less financial risk.<\/p>\n\n\n\n<h4 class=\"wp-block-heading\"><strong>But even if you checked the boxes on all three of these concerns, you&#8217;re still at the mercy of the software.<\/strong><\/h4>\n\n\n\n<p class=\"wp-block-paragraph\">And guess what?<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Softwares are growing increasingly greedy.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><a href=\"https:\/\/reformingretail.com\/index.php\/2024\/08\/01\/toast-updates-surcharging-reveals-diabolical-play-to-225-bps-of-payments-margin\/\">Toast highly encourages its merchants<\/a> to surcharge and <em>still<\/em> charges them processing fees.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><a href=\"https:\/\/support.boulevard.io\/en\/articles\/9043969-boulevard-offset-practical-compliance-guide-state-by-state\">Boulevard does the same<\/a>.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">So even if you successfully managed to implement compliant dual pricing you could find yourself paying processing fees to your software anyhow.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">See if you can spot the trend of payment take rates from the first generation of software companies to mandate payments. Keep in mind that payments are perfectly indexed to inflation:<\/p>\n\n\n\n<!DOCTYPE html>\n<html lang=\"en\">\n<head>\n<meta charset=\"UTF-8\">\n<title>Software Payment Take Rates \u2013 POS+<\/title>\n<script src=\"https:\/\/cdnjs.cloudflare.com\/ajax\/libs\/Chart.js\/4.4.1\/chart.umd.min.js\"><\/script>\n<style>\n  * { box-sizing: border-box; margin: 0; padding: 0; }\n  body { background: #fff; font-family: Arial, sans-serif; }\n  .page { width: 1100px; margin: 0 auto; padding: 32px 32px 24px; background: #fff; }\n  .header { display: flex; justify-content: space-between; align-items: flex-start; margin-bottom: 6px; }\n  .header-text h1 { font-size: 22px; font-weight: 700; color: #000025; }\n  .header-text p  { font-size: 13px; color: #64748b; margin-top: 4px; }\n  .logo img { width: 160px; }\n  .cards { display: flex; gap: 12px; margin: 18px 0 24px; }\n  .card {\n    flex: 1; background: #f1f5f9; border-radius: 8px;\n    padding: 14px 10px 10px; text-align: center;\n  }\n  .card-name { font-size: 11px; font-weight: 700; color: #64748b; margin-bottom: 6px; }\n  .card-val  { font-size: 26px; font-weight: 800; line-height: 1; margin-bottom: 5px; }\n  .card-sub  { font-size: 10px; color: #64748b; line-height: 1.4; }\n  .chart-wrap { position: relative; height: 420px; }\n  .footer { margin-top: 12px; font-size: 11px; color: #94a3b8; border-top: 1px solid #e2e8f0; padding-top: 8px; display: flex; justify-content: space-between; align-items: flex-start; gap: 16px; }\n  .footer-left { flex: 1; }\n  .footer-right { flex-shrink: 0; font-weight: 700; color: #3B82F6; text-decoration: none; }\n<\/style>\n<\/head>\n<body>\n<div class=\"page\">\n  <div class=\"header\">\n    <div class=\"header-text\">\n      <h1>Software payment take rates over time<\/h1>\n      <p>% of payment volume captured as revenue, by company<\/p>\n    <\/div>\n    <div class=\"logo\"><img decoding=\"async\" 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alt=\"POS+\"><\/div>\n  <\/div>\n\n  <div class=\"cards\">\n    <div class=\"card\">\n      <div class=\"card-name\">LIGHTSPEED<\/div>\n      <div class=\"card-val\" style=\"color:#3B82F6\">2.90%<\/div>\n      <div class=\"card-sub\">2026 take rate<\/div>\n    <\/div>\n    <div class=\"card\">\n      <div class=\"card-name\">SHOPIFY<\/div>\n      <div class=\"card-val\" style=\"color:#000025\">2.90%<\/div>\n      <div class=\"card-sub\">2026 take rate<\/div>\n    <\/div>\n    <div class=\"card\">\n      <div class=\"card-name\">TOAST<\/div>\n      <div class=\"card-val\" style=\"color:#2563EB\">2.65%<\/div>\n      <div class=\"card-sub\">2026 take rate<\/div>\n    <\/div>\n    <div class=\"card\">\n      <div class=\"card-name\">APPFOLIO<\/div>\n      <div class=\"card-val\" style=\"color:#F59E0B\">+467%<\/div>\n      <div class=\"card-sub\">take rate growth<br>2020\u20132026<\/div>\n    <\/div>\n  <\/div>\n\n  <div class=\"chart-wrap\">\n    <canvas id=\"chart\"><\/canvas>\n  <\/div>\n  <div class=\"footer\">\n    <div class=\"footer-left\">\n      Source: Company filings, POS+ analysis<br>\n      <span style=\"font-size:10px;line-height:1.6;\">These percentages represent the estimated effective gross take rate (Total Payments\/Fintech Revenue \u00f7 Total Gross Payment Volume) based on public financial disclosures, SEC filings, and recent policy changes (such as AppFolio&#8217;s $2.49 ACH fee introduced in July 2023).<\/span>\n    <\/div>\n    <a href=\"https:\/\/posplus.org\" class=\"footer-right\">posplus.org<\/a>\n  <\/div>\n<\/div>\n\n<script>\nconst years = [2020,2021,2022,2023,2024,2025,2026];\nnew Chart(document.getElementById('chart'), {\n  type: 'line',\n  data: {\n    labels: years,\n    datasets: [\n      {\n        label: 'Lightspeed (LSPD)',\n        data: [2.20,2.30,2.40,2.50,2.60,2.75,2.90],\n        borderColor: '#3B82F6', backgroundColor: 'transparent',\n        borderWidth: 2.5, pointRadius: 5, pointBackgroundColor: '#fff',\n        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dynamic with your software, putting you in complete control of your payments infrastructure. <\/p>\n\n\n\n<p class=\"wp-block-paragraph\">It doesn&#8217;t matter what payments features the software cares to support, or what payment economics they attempt to mandate: POS+ gives you complete optionality.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">For years, funds have been comfortable pushing price increases without any statistical validations, potentially increasing customer churn while remaining completely exposed to rising payment acceptance costs.  <\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Dual pricing is the free arbitrage that not only works, it clearly commands a higher exit valuation.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">The question isn&#8217;t <em>if<\/em> funds are executing the arbitrage; the question is if <em>your<\/em> fund has the operational foresight to take advantage.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>The private equity world has no idea how payments works and it&#8217;s costing them dearly. A1 Garage Door&#8217;s exit to KKR for $2B should be the wake up call. A1 Garage door was running on nearly 25% EBITDA margins. And 25% of that was coming from a clever arbitrage at checkout. If A1 traded for [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":34435,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"image","meta":{"_jetpack_newsletter_access":"","_jetpack_dont_email_post_to_subs":false,"_jetpack_newsletter_tier_id":0,"_jetpack_memberships_contains_paywalled_content":false,"_jetpack_feature_clip_id":0,"_jetpack_memberships_contains_paid_content":false,"footnotes":"","jetpack_publicize_message":"","jetpack_publicize_feature_enabled":true,"jetpack_social_post_already_shared":true,"jetpack_social_options":{"image_generator_settings":{"template":"highway","default_image_id":0,"font":"","enabled":false},"version":2},"jetpack_post_was_ever_published":false},"categories":[5,4],"tags":[],"class_list":["post-34394","post","type-post","status-publish","format-image","has-post-thumbnail","hentry","category-solutions","category-merchants","post_format-post-format-image"],"jetpack_publicize_connections":[],"jetpack_sharing_enabled":true,"jetpack_shortlink":"https:\/\/wp.me\/p81nA2-8WK","jetpack_featured_media_url":"https:\/\/i0.wp.com\/reformingretail.com\/wp-content\/uploads\/2026\/09\/pos_swipe_fees_chart-1.png?fit=1638%2C1062&ssl=1","_links":{"self":[{"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/posts\/34394","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/comments?post=34394"}],"version-history":[{"count":30,"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/posts\/34394\/revisions"}],"predecessor-version":[{"id":34486,"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/posts\/34394\/revisions\/34486"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/media\/34435"}],"wp:attachment":[{"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/media?parent=34394"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/categories?post=34394"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/reformingretail.com\/index.php\/wp-json\/wp\/v2\/tags?post=34394"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}