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src=\"data:image/svg+xml;base64,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alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://evloans.tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://evloans.tenet.com/ev-refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://evloans.tenet.com/rideshare-ev-financing\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://evloans.tenet.com/ev-lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a class=\"x8\" href=\"https://tenet.com/sign-in/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Log in</a>\n      <a class=\"x9\" href=\"https://tenet.com/apply?loanClass=Individual&amp;loanType=Refinance\" style=\"display:flex;align-items:center;gap:8px;height:44px;padding:0 20px;background:#007DFF;color:#fff;border-radius:6px;font-size:15px;font-weight:600;text-decoration:none;\">Apply</a>\n    </div>\n    <details class=\"nav-mob\">\n      <summary aria-label=\"Menu\" style=\"display:flex;align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;cursor:pointer;color:#002269;list-style:none;\">\n        <svg class=\"nav-burger\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:block;\"><line x1=\"4\" y1=\"7\" x2=\"20\" y2=\"7\"></line><line x1=\"4\" y1=\"12\" x2=\"20\" y2=\"12\"></line><line x1=\"4\" y1=\"17\" x2=\"20\" y2=\"17\"></line></svg>\n        <svg class=\"nav-close\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:none;\"><line x1=\"6\" y1=\"6\" x2=\"18\" y2=\"18\"></line><line x1=\"18\" y1=\"6\" x2=\"6\" y2=\"18\"></line></svg>\n      </summary>\n      <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;\">\n        <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Calculator</a>\n        <details>\n          <summary style=\"display:flex;align-items:center;justify-content:space-between;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://evloans.tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://evloans.tenet.com/ev-refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://evloans.tenet.com/rideshare-ev-financing\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://evloans.tenet.com/ev-lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">Already have an EV loan?</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">Lower your monthly payment.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Refinance your EV loan with a lender that only finances EVs. See your new rate in about 2 minutes with a soft credit check.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Current loan balance</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply?loanClass=Individual&amp;loanType=Refinance\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Tailored\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">Refinancing,</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">built for EV owners.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:600px;text-wrap:pretty;\">Many EV owners took dealer financing at checkout. We help you swap it for a rate that fits.</p>\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:16px;\">\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M2.25 18 9 11.25l4.306 4.306a11.95 11.95 0 0 1 5.814-5.518l2.74-1.22m0 0-5.94-2.281m5.94 2.28-2.28 5.941\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Lower rate or payment</h3>\n        <p style=\"margin:0;color:#231F20;\">Rates from 4.99% APR with autopay. See your new rate before you commit.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV values, understood</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, so we value yours fairly, whatever its age or mileage.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M19.5 14.25v-2.625a3.375 3.375 0 0 0-3.375-3.375h-1.5A1.125 1.125 0 0 1 13.5 7.125v-1.5a3.375 3.375 0 0 0-3.375-3.375H8.25m0 12.75h7.5m-7.5 3H12M10.5 2.25H5.625c-.621 0-1.125.504-1.125 1.125v17.25c0 .621.504 1.125 1.125 1.125h12.75c.621 0 1.125-.504 1.125-1.125V11.25a9 9 0 0 0-9-9Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">We handle the payoff</h3>\n        <p style=\"margin:0;color:#231F20;\">We pay your old lender directly. No calls, no paperwork on your end.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated lender, <span style=\"font-family:'Anonymous Pro',monospace;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span>. Bank-grade encryption at every step.</p>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Check your rate</h3>\n        <p style=\"margin:0;color:#231F20;\">Tell us about your current loan and see your new rate. No impact on your score.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it beats what you have, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">We pay off your old loan</h3>\n        <p style=\"margin:0;color:#231F20;\">We send payment straight to your current lender. You just start your new payments.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">When does refinancing make sense?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">If rates have dropped, your credit has improved, or you got your original loan through a dealer, there's a good chance you can lower your rate or monthly payment.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I have to do anything with my old lender?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Once you sign, we pay your current lender directly. You'll get confirmation when the payoff is complete.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Can I refinance a used EV?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Yes. We refinance new and used EVs, and we don't penalize older or high-mileage EVs like generalist lenders do.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">See what you could save</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">in 2 minutes.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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src=\"data:image/svg+xml;base64,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alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://tenet.com/refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://tenet.com/rideshare\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://tenet.com/lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a class=\"x8\" href=\"https://tenet.com/sign-in/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Log in</a>\n      <a class=\"x9\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;gap:8px;height:44px;padding:0 20px;background:#007DFF;color:#fff;border-radius:6px;font-size:15px;font-weight:600;text-decoration:none;\">Apply</a>\n    </div>\n    <details class=\"nav-mob\">\n      <summary aria-label=\"Menu\" style=\"display:flex;align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;cursor:pointer;color:#002269;list-style:none;\">\n        <svg class=\"nav-burger\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:block;\"><line x1=\"4\" y1=\"7\" x2=\"20\" y2=\"7\"></line><line x1=\"4\" y1=\"12\" x2=\"20\" y2=\"12\"></line><line x1=\"4\" y1=\"17\" x2=\"20\" y2=\"17\"></line></svg>\n        <svg class=\"nav-close\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:none;\"><line x1=\"6\" y1=\"6\" x2=\"18\" y2=\"18\"></line><line x1=\"18\" y1=\"6\" x2=\"6\" y2=\"18\"></line></svg>\n      </summary>\n      <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;\">\n        <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Calculator</a>\n        <details>\n          <summary style=\"display:flex;align-items:center;justify-content:space-between;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://tenet.com/refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://tenet.com/rideshare\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://tenet.com/lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">The fastest way to</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">finance your EV.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Electric car loans for new and used EVs. Real rates in minutes — no paperwork, no dealer markup, no surprises.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Loan amount</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Trust\" style=\"background:#fff;padding:clamp(48px,7vw,80px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;text-align:center;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">EV-only lender.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">Not a bank. Not a dealer.</span>\n    </h2>\n  </div>\n  <div style=\"max-width:1200px;margin:0 auto;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:clamp(24px,4vw,40px);\">\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV specialists</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, new and used, so we don't penalize used or high-mileage EVs like generalist lenders do.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">100% digital</h3>\n        <p style=\"margin:0;color:#231F20;\">Apply, verify and sign entirely online. No paperwork, no branch visits.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated financial partner. <span style=\"font-family:'Anonymous Pro',monospace;font-size:15px;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span></p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M16.5 10.5V6.75a4.5 4.5 0 1 0-9 0v3.75m-.75 11.25h10.5a2.25 2.25 0 0 0 2.25-2.25v-6.75a2.25 2.25 0 0 0-2.25-2.25H6.75a2.25 2.25 0 0 0-2.25 2.25v6.75a2.25 2.25 0 0 0 2.25 2.25Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Bank-grade security</h3>\n        <p style=\"margin:0;color:#231F20;\">Your information is encrypted end to end, every step of the way.</p>\n      </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Brands\" style=\"background:#001933;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <p style=\"margin:0 0 24px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:14px;letter-spacing:.1em;text-transform:uppercase;color:#B3E1FF;\">Brands we finance</p>\n    <ul style=\"list-style:none;margin:0;padding:0;display:flex;flex-wrap:wrap;column-gap:clamp(16px,2.4vw,28px);row-gap:4px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;font-size:clamp(32px,6.4vw,72px);line-height:1.1;color:#fff;\">\n      <li>Tesla<span style=\"color:#95D228;\">.</span></li>\n      <li>Rivian<span style=\"color:#95D228;\">.</span></li>\n      <li>Ford<span style=\"color:#95D228;\">.</span></li>\n      <li>Hyundai<span style=\"color:#95D228;\">.</span></li>\n      <li>Kia<span style=\"color:#95D228;\">.</span></li>\n      <li>Chevrolet<span style=\"color:#95D228;\">.</span></li>\n      <li>Volkswagen<span style=\"color:#95D228;\">.</span></li>\n      <li>Nissan<span style=\"color:#95D228;\">.</span></li>\n      <li style=\"color:#B3E1FF;\">+18 more<span style=\"color:#95D228;\">.</span></li>\n    </ul>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Get pre-approved</h3>\n        <p style=\"margin:0;color:#231F20;\">Answer a few basics. No car picked out required.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it works for you, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Buy anywhere</h3>\n        <p style=\"margin:0;color:#231F20;\">Use your financing at a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section data-screen-label=\"Photo\" style=\"position:relative;min-height:clamp(360px,48vw,520px);overflow:hidden;\">\n  <img 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\" alt=\"Couple smiling beside their new EV\" style=\"position:absolute;inset:0;width:100%;height:100%;object-fit:cover;object-position:center 30%;\">\n  <div style=\"position:absolute;inset:0;background:linear-gradient(0deg,rgba(0,25,51,.45) 0%,rgba(0,25,51,0) 45%);\"></div>\n  <div style=\"position:absolute;left:clamp(16px,4vw,48px);bottom:clamp(16px,4vw,40px);width:min(300px,calc(100% - 32px));background:#fff;border-radius:16px;box-shadow:0 24px 56px rgba(0,34,105,.18);overflow:hidden;\">\n    <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;padding:12px 20px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\">\n      <span style=\"display:inline-flex;align-items:center;gap:8px;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\"><span style=\"width:8px;height:8px;border-radius:50%;background:#4CAF50;\"></span>Approved</span>\n      <span style=\"font-family:'Anonymous Pro',monospace;font-size:14px;color:#4B5563;;font-weight:700\">#TN-48213</span>\n    </div>\n    <div style=\"padding:16px 20px 20px;\">\n      <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:32px;line-height:1.1;color:#002269;\">$41,900</div>\n      <div style=\"font-size:14px;color:#4B5563;margin-bottom:14px;\">2024 Tesla Model Y</div>\n      <div style=\"display:flex;flex-direction:column;gap:10px;border-top:1px solid #E0E0E0;padding-top:14px;\">\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M2.25 8.25h19.5M2.25 9h19.5m-16.5 5.25h6m-6 2.25h3M3.75 6h16.5a1.5 1.5 0 0 1 1.5 1.5v9a1.5 1.5 0 0 1-1.5 1.5H3.75a1.5 1.5 0 0 1-1.5-1.5v-9a1.5 1.5 0 0 1 1.5-1.5Z\"></path></svg>Funding in progress</div>\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M12 6v6l4 2M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>Pickup in 2 days</div>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"pricing\" data-screen-label=\"Pricing\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">100% transparent</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">pricing.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:560px;text-wrap:pretty;\">No hidden fees, no dealer markup. Compare us to the rest — example based on a $30,000 used EV loan.</p>\n    <div style=\"background:#fff;border:1px solid #E0E0E0;border-radius:16px;box-shadow:0 12px 32px rgba(0,34,105,.08);overflow-x:auto;\">\n      <div style=\"min-width:560px;display:grid;grid-template-columns:1.1fr 1fr 1fr 1.1fr;\">\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\"></div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Bank</div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">In-store financing</div>\n        <div style=\"padding:16px 24px;background:#001933;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#B3E1FF;\">Tenet</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Example APR</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">9.90%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">11.50%</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:24px;line-height:1.1;color:#fff;\">4.99%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Markup</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">N/A</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">Common</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-weight:700;color:#fff;\">None</div>\n        <div style=\"padding:18px 24px;font-weight:600;color:#002269;\">Approval time</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">3–5 days</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">Same day, in-store</div>\n        <div style=\"padding:18px 24px;background:#001933;text-align:center;font-weight:700;color:#fff;\">Minutes, online</div>\n      </div>\n    </div>\n    <p style=\"margin:16px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;;font-weight:700\">Illustrative example. Tenet APR shown is our base rate with autopay for top-tier credit. Actual rates and terms vary by lender, credit, and vehicle.</p>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I need to have my car picked out?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. You can get pre-approved before you've chosen a car. Just give us an idea of how much you'll need to borrow.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Where can I use my Tenet financing?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Almost anywhere you buy an EV: a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How is this different from my bank or credit union?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your bank or credit union can be a good option, and it's worth comparing. The difference is focus. We only finance EVs, so used and high-mileage EVs aren't penalized, and the whole process happens online.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">I'm still just browsing. Should I check now?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">You can. Seeing your rate doesn't commit you to anything and doesn't touch your score. Knowing your number early helps you decide which car and trim make sense.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">Know your number</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">before you shop.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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Tenet Financial, Inc.</span>\n        <a class=\"x38\" href=\"https://www.nmlsconsumeraccess.org/EntityDetails.aspx/COMPANY/2262929\" style=\"font-family:'Anonymous Pro',monospace;font-size:14px;color:rgba(248,243,237,.78);text-decoration:underline;text-underline-offset:3px;;font-weight:700\">NMLS# 2262929</a>\n        <span style=\"font-family:'Anonymous Pro',monospace;font-size:14px;color:rgba(248,243,237,.78);;font-weight:700\">MI License #RL0025172</span>\n        <a class=\"x39\" href=\"https://drive.google.com/file/d/1POAsFx2Vd5fcABXBpN4fPdQqA3lwTOvo/view\" target=\"_blank\" rel=\"noopener\" style=\"color:rgba(248,243,237,.78);text-decoration:underline;text-underline-offset:3px;\">Consumer Privacy Notice</a>\n      </div>\n      <p style=\"margin:0;max-width:960px;font-size:13px;line-height:1.6;color:rgba(248,243,237,.62);text-wrap:pretty;\">Final pricing and credit approval are subject to verification of credit, income, and vehicle value. APR and terms vary by applicant and may change without notice. Advertised rates include a 0.25% autopay discount. Deferred payment options accrue additional interest. Loans available for eligible electric and plug-in hybrid vehicles upon approval.</p>\n    </div>\n  </div>\n</footer>\n</main>\n\n<div data-screen-label=\"Sticky CTA\" style=\"position:fixed;left:0;right:0;bottom:0;z-index:60;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 -8px 24px rgba(0,34,105,.10);padding:12px clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;align-items:center;justify-content:space-between;gap:16px;\">\n    <div class=\"sticky-copy\" style=\"display:flex;align-items:center;gap:10px;font-size:15px;line-height:1.4;color:#231F20;\"><svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg><span><strong style=\"font-weight:600;color:#002269;\">Soft credit check.</strong> About 2 minutes to your rate.</span></div>\n    <a href=\"https://tenet.com/apply\" class=\"x40 sticky-btn\" style=\"display:flex;align-items:center;justify-content:center;gap:8px;height:52px;padding:0 28px;background:#007DFF;color:#fff;border-radius:6px;font-size:16px;font-weight:600;text-decoration:none;white-space:nowrap;\">Get Pre-Qualified<svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n  </div>\n</div>\n<script>\n(function(){\n  var A72={\"800-850\":0.0549,\"760-799\":0.0574,\"720-759\":0.0644,\"690-719\":0.0899,\"650-689\":0.1299,\"620-649\":0.1649};\n  var amt=document.getElementById('amt'),tier=document.getElementById('tier');\n  function q(){var L=+amt.value,a=A72[tier.value],r=a/12,m=L*r/(1-Math.pow(1+r,-72));\n    document.getElementById('apr').textContent=(a*100).toFixed(2)+'%';\n    document.getElementById('pay').textContent='$'+Math.round(m).toLocaleString('en-US')+'/mo';}\n  if(amt&&tier){amt.addEventListener('change',q);tier.addEventListener('change',q);}\n  var T=[[\"John E.\",\"Tesla Cybertruck owner\",\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. 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src=\"data:image/svg+xml;base64,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alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://evloans.tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://evloans.tenet.com/ev-refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://evloans.tenet.com/rideshare-ev-financing\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://evloans.tenet.com/ev-lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a class=\"x8\" href=\"https://tenet.com/sign-in/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Log in</a>\n      <a class=\"x9\" href=\"https://tenet.com/apply?loanClass=Individual&amp;loanType=Refinance\" style=\"display:flex;align-items:center;gap:8px;height:44px;padding:0 20px;background:#007DFF;color:#fff;border-radius:6px;font-size:15px;font-weight:600;text-decoration:none;\">Apply</a>\n    </div>\n    <details class=\"nav-mob\">\n      <summary aria-label=\"Menu\" style=\"display:flex;align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;cursor:pointer;color:#002269;list-style:none;\">\n        <svg class=\"nav-burger\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:block;\"><line x1=\"4\" y1=\"7\" x2=\"20\" y2=\"7\"></line><line x1=\"4\" y1=\"12\" x2=\"20\" y2=\"12\"></line><line x1=\"4\" y1=\"17\" x2=\"20\" y2=\"17\"></line></svg>\n        <svg class=\"nav-close\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:none;\"><line x1=\"6\" y1=\"6\" x2=\"18\" y2=\"18\"></line><line x1=\"18\" y1=\"6\" x2=\"6\" y2=\"18\"></line></svg>\n      </summary>\n      <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;\">\n        <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Calculator</a>\n        <details>\n          <summary style=\"display:flex;align-items:center;justify-content:space-between;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://evloans.tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://evloans.tenet.com/ev-refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://evloans.tenet.com/rideshare-ev-financing\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://evloans.tenet.com/ev-lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">Already have an EV loan?</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">Lower your monthly payment.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Refinance your EV loan with a lender that only finances EVs. See your new rate in about 2 minutes with a soft credit check.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Current loan balance</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply?loanClass=Individual&amp;loanType=Refinance\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Tailored\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">Refinancing,</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">built for EV owners.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:600px;text-wrap:pretty;\">Many EV owners took dealer financing at checkout. We help you swap it for a rate that fits.</p>\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:16px;\">\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M2.25 18 9 11.25l4.306 4.306a11.95 11.95 0 0 1 5.814-5.518l2.74-1.22m0 0-5.94-2.281m5.94 2.28-2.28 5.941\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Lower rate or payment</h3>\n        <p style=\"margin:0;color:#231F20;\">Rates from 4.99% APR with autopay. See your new rate before you commit.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV values, understood</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, so we value yours fairly, whatever its age or mileage.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M19.5 14.25v-2.625a3.375 3.375 0 0 0-3.375-3.375h-1.5A1.125 1.125 0 0 1 13.5 7.125v-1.5a3.375 3.375 0 0 0-3.375-3.375H8.25m0 12.75h7.5m-7.5 3H12M10.5 2.25H5.625c-.621 0-1.125.504-1.125 1.125v17.25c0 .621.504 1.125 1.125 1.125h12.75c.621 0 1.125-.504 1.125-1.125V11.25a9 9 0 0 0-9-9Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">We handle the payoff</h3>\n        <p style=\"margin:0;color:#231F20;\">We pay your old lender directly. No calls, no paperwork on your end.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated lender, <span style=\"font-family:'Anonymous Pro',monospace;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span>. Bank-grade encryption at every step.</p>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Check your rate</h3>\n        <p style=\"margin:0;color:#231F20;\">Tell us about your current loan and see your new rate. No impact on your score.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it beats what you have, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">We pay off your old loan</h3>\n        <p style=\"margin:0;color:#231F20;\">We send payment straight to your current lender. You just start your new payments.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">When does refinancing make sense?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">If rates have dropped, your credit has improved, or you got your original loan through a dealer, there's a good chance you can lower your rate or monthly payment.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I have to do anything with my old lender?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Once you sign, we pay your current lender directly. You'll get confirmation when the payoff is complete.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Can I refinance a used EV?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Yes. We refinance new and used EVs, and we don't penalize older or high-mileage EVs like generalist lenders do.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">See what you could save</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">in 2 minutes.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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!important}\n  .x33:hover{color:#007DFF !important}\n  .x34:hover{color:#007DFF !important}\n  .x35:hover{color:#007DFF !important}\n  .x36:hover{color:#007DFF !important}\n  .x37:hover{color:#007DFF !important}\n  .x38:hover{color:#007DFF !important}\n  .x39:hover{color:#007DFF !important}\n  .x40:hover{background:#0064CC !important;color:#fff !important}\n</style>\n<div class=\"tenet-embed\">\n<main style=\"font-family:'Public Sans',sans-serif;font-size:16px;line-height:1.625;color:#231F20;background:#fff;\">\n\n<header data-screen-label=\"Nav\" style=\"position:relative;z-index:50;background:#E3F2FD;\">\n  <nav aria-label=\"Main\" class=\"nav-bar\" style=\"max-width:1200px;margin:0 auto;padding:0 clamp(24px,5vw,40px);height:88px;display:flex;align-items:center;justify-content:space-between;gap:24px;\">\n    <a href=\"https://tenet.com/\" aria-label=\"Tenet home\" style=\"display:flex;flex-shrink:0;\"><img src=\"data:image/svg+xml;base64,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alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://tenet.com/refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://tenet.com/rideshare\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://tenet.com/lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a class=\"x8\" href=\"https://tenet.com/sign-in/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Log in</a>\n      <a class=\"x9\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;gap:8px;height:44px;padding:0 20px;background:#007DFF;color:#fff;border-radius:6px;font-size:15px;font-weight:600;text-decoration:none;\">Apply</a>\n    </div>\n    <details class=\"nav-mob\">\n      <summary aria-label=\"Menu\" style=\"display:flex;align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;cursor:pointer;color:#002269;list-style:none;\">\n        <svg class=\"nav-burger\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:block;\"><line x1=\"4\" y1=\"7\" x2=\"20\" y2=\"7\"></line><line x1=\"4\" y1=\"12\" x2=\"20\" y2=\"12\"></line><line x1=\"4\" y1=\"17\" x2=\"20\" y2=\"17\"></line></svg>\n        <svg class=\"nav-close\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:none;\"><line x1=\"6\" y1=\"6\" x2=\"18\" y2=\"18\"></line><line x1=\"18\" y1=\"6\" x2=\"6\" y2=\"18\"></line></svg>\n      </summary>\n      <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;\">\n        <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Calculator</a>\n        <details>\n          <summary style=\"display:flex;align-items:center;justify-content:space-between;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://tenet.com/refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://tenet.com/rideshare\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://tenet.com/lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">The fastest way to</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">finance your EV.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Electric car loans for new and used EVs. Real rates in minutes — no paperwork, no dealer markup, no surprises.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Loan amount</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Trust\" style=\"background:#fff;padding:clamp(48px,7vw,80px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;text-align:center;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">EV-only lender.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">Not a bank. Not a dealer.</span>\n    </h2>\n  </div>\n  <div style=\"max-width:1200px;margin:0 auto;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:clamp(24px,4vw,40px);\">\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV specialists</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, new and used, so we don't penalize used or high-mileage EVs like generalist lenders do.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">100% digital</h3>\n        <p style=\"margin:0;color:#231F20;\">Apply, verify and sign entirely online. No paperwork, no branch visits.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated financial partner. <span style=\"font-family:'Anonymous Pro',monospace;font-size:15px;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span></p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M16.5 10.5V6.75a4.5 4.5 0 1 0-9 0v3.75m-.75 11.25h10.5a2.25 2.25 0 0 0 2.25-2.25v-6.75a2.25 2.25 0 0 0-2.25-2.25H6.75a2.25 2.25 0 0 0-2.25 2.25v6.75a2.25 2.25 0 0 0 2.25 2.25Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Bank-grade security</h3>\n        <p style=\"margin:0;color:#231F20;\">Your information is encrypted end to end, every step of the way.</p>\n      </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Brands\" style=\"background:#001933;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <p style=\"margin:0 0 24px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:14px;letter-spacing:.1em;text-transform:uppercase;color:#B3E1FF;\">Brands we finance</p>\n    <ul style=\"list-style:none;margin:0;padding:0;display:flex;flex-wrap:wrap;column-gap:clamp(16px,2.4vw,28px);row-gap:4px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;font-size:clamp(32px,6.4vw,72px);line-height:1.1;color:#fff;\">\n      <li>Tesla<span style=\"color:#95D228;\">.</span></li>\n      <li>Rivian<span style=\"color:#95D228;\">.</span></li>\n      <li>Ford<span style=\"color:#95D228;\">.</span></li>\n      <li>Hyundai<span style=\"color:#95D228;\">.</span></li>\n      <li>Kia<span style=\"color:#95D228;\">.</span></li>\n      <li>Chevrolet<span style=\"color:#95D228;\">.</span></li>\n      <li>Volkswagen<span style=\"color:#95D228;\">.</span></li>\n      <li>Nissan<span style=\"color:#95D228;\">.</span></li>\n      <li style=\"color:#B3E1FF;\">+18 more<span style=\"color:#95D228;\">.</span></li>\n    </ul>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Get pre-approved</h3>\n        <p style=\"margin:0;color:#231F20;\">Answer a few basics. No car picked out required.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it works for you, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Buy anywhere</h3>\n        <p style=\"margin:0;color:#231F20;\">Use your financing at a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section data-screen-label=\"Photo\" style=\"position:relative;min-height:clamp(360px,48vw,520px);overflow:hidden;\">\n  <img 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\" alt=\"Couple smiling beside their new EV\" style=\"position:absolute;inset:0;width:100%;height:100%;object-fit:cover;object-position:center 30%;\">\n  <div style=\"position:absolute;inset:0;background:linear-gradient(0deg,rgba(0,25,51,.45) 0%,rgba(0,25,51,0) 45%);\"></div>\n  <div style=\"position:absolute;left:clamp(16px,4vw,48px);bottom:clamp(16px,4vw,40px);width:min(300px,calc(100% - 32px));background:#fff;border-radius:16px;box-shadow:0 24px 56px rgba(0,34,105,.18);overflow:hidden;\">\n    <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;padding:12px 20px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\">\n      <span style=\"display:inline-flex;align-items:center;gap:8px;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\"><span style=\"width:8px;height:8px;border-radius:50%;background:#4CAF50;\"></span>Approved</span>\n      <span style=\"font-family:'Anonymous Pro',monospace;font-size:14px;color:#4B5563;;font-weight:700\">#TN-48213</span>\n    </div>\n    <div style=\"padding:16px 20px 20px;\">\n      <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:32px;line-height:1.1;color:#002269;\">$41,900</div>\n      <div style=\"font-size:14px;color:#4B5563;margin-bottom:14px;\">2024 Tesla Model Y</div>\n      <div style=\"display:flex;flex-direction:column;gap:10px;border-top:1px solid #E0E0E0;padding-top:14px;\">\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M2.25 8.25h19.5M2.25 9h19.5m-16.5 5.25h6m-6 2.25h3M3.75 6h16.5a1.5 1.5 0 0 1 1.5 1.5v9a1.5 1.5 0 0 1-1.5 1.5H3.75a1.5 1.5 0 0 1-1.5-1.5v-9a1.5 1.5 0 0 1 1.5-1.5Z\"></path></svg>Funding in progress</div>\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M12 6v6l4 2M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>Pickup in 2 days</div>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"pricing\" data-screen-label=\"Pricing\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">100% transparent</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">pricing.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:560px;text-wrap:pretty;\">No hidden fees, no dealer markup. Compare us to the rest — example based on a $30,000 used EV loan.</p>\n    <div style=\"background:#fff;border:1px solid #E0E0E0;border-radius:16px;box-shadow:0 12px 32px rgba(0,34,105,.08);overflow-x:auto;\">\n      <div style=\"min-width:560px;display:grid;grid-template-columns:1.1fr 1fr 1fr 1.1fr;\">\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\"></div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Bank</div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">In-store financing</div>\n        <div style=\"padding:16px 24px;background:#001933;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#B3E1FF;\">Tenet</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Example APR</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">9.90%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">11.50%</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:24px;line-height:1.1;color:#fff;\">4.99%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Markup</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">N/A</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">Common</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-weight:700;color:#fff;\">None</div>\n        <div style=\"padding:18px 24px;font-weight:600;color:#002269;\">Approval time</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">3–5 days</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">Same day, in-store</div>\n        <div style=\"padding:18px 24px;background:#001933;text-align:center;font-weight:700;color:#fff;\">Minutes, online</div>\n      </div>\n    </div>\n    <p style=\"margin:16px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;;font-weight:700\">Illustrative example. Tenet APR shown is our base rate with autopay for top-tier credit. Actual rates and terms vary by lender, credit, and vehicle.</p>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I need to have my car picked out?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. You can get pre-approved before you've chosen a car. Just give us an idea of how much you'll need to borrow.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Where can I use my Tenet financing?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Almost anywhere you buy an EV: a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How is this different from my bank or credit union?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your bank or credit union can be a good option, and it's worth comparing. The difference is focus. We only finance EVs, so used and high-mileage EVs aren't penalized, and the whole process happens online.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">I'm still just browsing. Should I check now?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">You can. Seeing your rate doesn't commit you to anything and doesn't touch your score. Knowing your number early helps you decide which car and trim make sense.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">Know your number</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">before you shop.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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src=\"data:image/svg+xml;base64,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alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://tenet.com/refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://tenet.com/rideshare\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://tenet.com/lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a class=\"x8\" href=\"https://tenet.com/sign-in/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Log in</a>\n      <a class=\"x9\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;gap:8px;height:44px;padding:0 20px;background:#007DFF;color:#fff;border-radius:6px;font-size:15px;font-weight:600;text-decoration:none;\">Apply</a>\n    </div>\n    <details class=\"nav-mob\">\n      <summary aria-label=\"Menu\" style=\"display:flex;align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;cursor:pointer;color:#002269;list-style:none;\">\n        <svg class=\"nav-burger\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:block;\"><line x1=\"4\" y1=\"7\" x2=\"20\" y2=\"7\"></line><line x1=\"4\" y1=\"12\" x2=\"20\" y2=\"12\"></line><line x1=\"4\" y1=\"17\" x2=\"20\" y2=\"17\"></line></svg>\n        <svg class=\"nav-close\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:none;\"><line x1=\"6\" y1=\"6\" x2=\"18\" y2=\"18\"></line><line x1=\"18\" y1=\"6\" x2=\"6\" y2=\"18\"></line></svg>\n      </summary>\n      <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;\">\n        <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Calculator</a>\n        <details>\n          <summary style=\"display:flex;align-items:center;justify-content:space-between;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://tenet.com/refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://tenet.com/rideshare\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://tenet.com/lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">The fastest way to</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">finance your EV.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Electric car loans for new and used EVs. Real rates in minutes — no paperwork, no dealer markup, no surprises.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Loan amount</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Trust\" style=\"background:#fff;padding:clamp(48px,7vw,80px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;text-align:center;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">EV-only lender.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">Not a bank. Not a dealer.</span>\n    </h2>\n  </div>\n  <div style=\"max-width:1200px;margin:0 auto;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:clamp(24px,4vw,40px);\">\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV specialists</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, new and used, so we don't penalize used or high-mileage EVs like generalist lenders do.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">100% digital</h3>\n        <p style=\"margin:0;color:#231F20;\">Apply, verify and sign entirely online. No paperwork, no branch visits.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated financial partner. <span style=\"font-family:'Anonymous Pro',monospace;font-size:15px;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span></p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M16.5 10.5V6.75a4.5 4.5 0 1 0-9 0v3.75m-.75 11.25h10.5a2.25 2.25 0 0 0 2.25-2.25v-6.75a2.25 2.25 0 0 0-2.25-2.25H6.75a2.25 2.25 0 0 0-2.25 2.25v6.75a2.25 2.25 0 0 0 2.25 2.25Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Bank-grade security</h3>\n        <p style=\"margin:0;color:#231F20;\">Your information is encrypted end to end, every step of the way.</p>\n      </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Brands\" style=\"background:#001933;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <p style=\"margin:0 0 24px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:14px;letter-spacing:.1em;text-transform:uppercase;color:#B3E1FF;\">Brands we finance</p>\n    <ul style=\"list-style:none;margin:0;padding:0;display:flex;flex-wrap:wrap;column-gap:clamp(16px,2.4vw,28px);row-gap:4px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;font-size:clamp(32px,6.4vw,72px);line-height:1.1;color:#fff;\">\n      <li>Tesla<span style=\"color:#95D228;\">.</span></li>\n      <li>Rivian<span style=\"color:#95D228;\">.</span></li>\n      <li>Ford<span style=\"color:#95D228;\">.</span></li>\n      <li>Hyundai<span style=\"color:#95D228;\">.</span></li>\n      <li>Kia<span style=\"color:#95D228;\">.</span></li>\n      <li>Chevrolet<span style=\"color:#95D228;\">.</span></li>\n      <li>Volkswagen<span style=\"color:#95D228;\">.</span></li>\n      <li>Nissan<span style=\"color:#95D228;\">.</span></li>\n      <li style=\"color:#B3E1FF;\">+18 more<span style=\"color:#95D228;\">.</span></li>\n    </ul>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Get pre-approved</h3>\n        <p style=\"margin:0;color:#231F20;\">Answer a few basics. No car picked out required.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it works for you, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Buy anywhere</h3>\n        <p style=\"margin:0;color:#231F20;\">Use your financing at a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section data-screen-label=\"Photo\" style=\"position:relative;min-height:clamp(360px,48vw,520px);overflow:hidden;\">\n  <img 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\" alt=\"Couple smiling beside their new EV\" style=\"position:absolute;inset:0;width:100%;height:100%;object-fit:cover;object-position:center 30%;\">\n  <div style=\"position:absolute;inset:0;background:linear-gradient(0deg,rgba(0,25,51,.45) 0%,rgba(0,25,51,0) 45%);\"></div>\n  <div style=\"position:absolute;left:clamp(16px,4vw,48px);bottom:clamp(16px,4vw,40px);width:min(300px,calc(100% - 32px));background:#fff;border-radius:16px;box-shadow:0 24px 56px rgba(0,34,105,.18);overflow:hidden;\">\n    <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;padding:12px 20px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\">\n      <span style=\"display:inline-flex;align-items:center;gap:8px;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\"><span style=\"width:8px;height:8px;border-radius:50%;background:#4CAF50;\"></span>Approved</span>\n      <span style=\"font-family:'Anonymous Pro',monospace;font-size:14px;color:#4B5563;;font-weight:700\">#TN-48213</span>\n    </div>\n    <div style=\"padding:16px 20px 20px;\">\n      <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:32px;line-height:1.1;color:#002269;\">$41,900</div>\n      <div style=\"font-size:14px;color:#4B5563;margin-bottom:14px;\">2024 Tesla Model Y</div>\n      <div style=\"display:flex;flex-direction:column;gap:10px;border-top:1px solid #E0E0E0;padding-top:14px;\">\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M2.25 8.25h19.5M2.25 9h19.5m-16.5 5.25h6m-6 2.25h3M3.75 6h16.5a1.5 1.5 0 0 1 1.5 1.5v9a1.5 1.5 0 0 1-1.5 1.5H3.75a1.5 1.5 0 0 1-1.5-1.5v-9a1.5 1.5 0 0 1 1.5-1.5Z\"></path></svg>Funding in progress</div>\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M12 6v6l4 2M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>Pickup in 2 days</div>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"pricing\" data-screen-label=\"Pricing\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">100% transparent</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">pricing.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:560px;text-wrap:pretty;\">No hidden fees, no dealer markup. Compare us to the rest — example based on a $30,000 used EV loan.</p>\n    <div style=\"background:#fff;border:1px solid #E0E0E0;border-radius:16px;box-shadow:0 12px 32px rgba(0,34,105,.08);overflow-x:auto;\">\n      <div style=\"min-width:560px;display:grid;grid-template-columns:1.1fr 1fr 1fr 1.1fr;\">\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\"></div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Bank</div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">In-store financing</div>\n        <div style=\"padding:16px 24px;background:#001933;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#B3E1FF;\">Tenet</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Example APR</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">9.90%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">11.50%</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:24px;line-height:1.1;color:#fff;\">4.99%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Markup</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">N/A</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">Common</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-weight:700;color:#fff;\">None</div>\n        <div style=\"padding:18px 24px;font-weight:600;color:#002269;\">Approval time</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">3–5 days</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">Same day, in-store</div>\n        <div style=\"padding:18px 24px;background:#001933;text-align:center;font-weight:700;color:#fff;\">Minutes, online</div>\n      </div>\n    </div>\n    <p style=\"margin:16px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;;font-weight:700\">Illustrative example. Tenet APR shown is our base rate with autopay for top-tier credit. Actual rates and terms vary by lender, credit, and vehicle.</p>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I need to have my car picked out?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. You can get pre-approved before you've chosen a car. Just give us an idea of how much you'll need to borrow.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Where can I use my Tenet financing?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Almost anywhere you buy an EV: a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How is this different from my bank or credit union?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your bank or credit union can be a good option, and it's worth comparing. The difference is focus. We only finance EVs, so used and high-mileage EVs aren't penalized, and the whole process happens online.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">I'm still just browsing. Should I check now?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">You can. Seeing your rate doesn't commit you to anything and doesn't touch your score. Knowing your number early helps you decide which car and trim make sense.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">Know your number</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">before you shop.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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src=\"data:image/svg+xml;base64,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alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://tenet.com/refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://tenet.com/rideshare\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://tenet.com/lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a class=\"x8\" href=\"https://tenet.com/sign-in/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Log in</a>\n      <a class=\"x9\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;gap:8px;height:44px;padding:0 20px;background:#007DFF;color:#fff;border-radius:6px;font-size:15px;font-weight:600;text-decoration:none;\">Apply</a>\n    </div>\n    <details class=\"nav-mob\">\n      <summary aria-label=\"Menu\" style=\"display:flex;align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;cursor:pointer;color:#002269;list-style:none;\">\n        <svg class=\"nav-burger\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:block;\"><line x1=\"4\" y1=\"7\" x2=\"20\" y2=\"7\"></line><line x1=\"4\" y1=\"12\" x2=\"20\" y2=\"12\"></line><line x1=\"4\" y1=\"17\" x2=\"20\" y2=\"17\"></line></svg>\n        <svg class=\"nav-close\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:none;\"><line x1=\"6\" y1=\"6\" x2=\"18\" y2=\"18\"></line><line x1=\"18\" y1=\"6\" x2=\"6\" y2=\"18\"></line></svg>\n      </summary>\n      <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;\">\n        <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Calculator</a>\n        <details>\n          <summary style=\"display:flex;align-items:center;justify-content:space-between;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://tenet.com/refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://tenet.com/rideshare\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://tenet.com/lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">The fastest way to</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">finance your EV.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Electric car loans for new and used EVs. Real rates in minutes — no paperwork, no dealer markup, no surprises.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Loan amount</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Trust\" style=\"background:#fff;padding:clamp(48px,7vw,80px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;text-align:center;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">EV-only lender.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">Not a bank. Not a dealer.</span>\n    </h2>\n  </div>\n  <div style=\"max-width:1200px;margin:0 auto;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:clamp(24px,4vw,40px);\">\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV specialists</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, new and used, so we don't penalize used or high-mileage EVs like generalist lenders do.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">100% digital</h3>\n        <p style=\"margin:0;color:#231F20;\">Apply, verify and sign entirely online. No paperwork, no branch visits.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated financial partner. <span style=\"font-family:'Anonymous Pro',monospace;font-size:15px;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span></p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M16.5 10.5V6.75a4.5 4.5 0 1 0-9 0v3.75m-.75 11.25h10.5a2.25 2.25 0 0 0 2.25-2.25v-6.75a2.25 2.25 0 0 0-2.25-2.25H6.75a2.25 2.25 0 0 0-2.25 2.25v6.75a2.25 2.25 0 0 0 2.25 2.25Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Bank-grade security</h3>\n        <p style=\"margin:0;color:#231F20;\">Your information is encrypted end to end, every step of the way.</p>\n      </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Brands\" style=\"background:#001933;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <p style=\"margin:0 0 24px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:14px;letter-spacing:.1em;text-transform:uppercase;color:#B3E1FF;\">Brands we finance</p>\n    <ul style=\"list-style:none;margin:0;padding:0;display:flex;flex-wrap:wrap;column-gap:clamp(16px,2.4vw,28px);row-gap:4px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;font-size:clamp(32px,6.4vw,72px);line-height:1.1;color:#fff;\">\n      <li>Tesla<span style=\"color:#95D228;\">.</span></li>\n      <li>Rivian<span style=\"color:#95D228;\">.</span></li>\n      <li>Ford<span style=\"color:#95D228;\">.</span></li>\n      <li>Hyundai<span style=\"color:#95D228;\">.</span></li>\n      <li>Kia<span style=\"color:#95D228;\">.</span></li>\n      <li>Chevrolet<span style=\"color:#95D228;\">.</span></li>\n      <li>Volkswagen<span style=\"color:#95D228;\">.</span></li>\n      <li>Nissan<span style=\"color:#95D228;\">.</span></li>\n      <li style=\"color:#B3E1FF;\">+18 more<span style=\"color:#95D228;\">.</span></li>\n    </ul>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Get pre-approved</h3>\n        <p style=\"margin:0;color:#231F20;\">Answer a few basics. No car picked out required.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it works for you, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Buy anywhere</h3>\n        <p style=\"margin:0;color:#231F20;\">Use your financing at a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section data-screen-label=\"Photo\" style=\"position:relative;min-height:clamp(360px,48vw,520px);overflow:hidden;\">\n  <img 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\" alt=\"Couple smiling beside their new EV\" style=\"position:absolute;inset:0;width:100%;height:100%;object-fit:cover;object-position:center 30%;\">\n  <div style=\"position:absolute;inset:0;background:linear-gradient(0deg,rgba(0,25,51,.45) 0%,rgba(0,25,51,0) 45%);\"></div>\n  <div style=\"position:absolute;left:clamp(16px,4vw,48px);bottom:clamp(16px,4vw,40px);width:min(300px,calc(100% - 32px));background:#fff;border-radius:16px;box-shadow:0 24px 56px rgba(0,34,105,.18);overflow:hidden;\">\n    <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;padding:12px 20px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\">\n      <span style=\"display:inline-flex;align-items:center;gap:8px;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\"><span style=\"width:8px;height:8px;border-radius:50%;background:#4CAF50;\"></span>Approved</span>\n      <span style=\"font-family:'Anonymous Pro',monospace;font-size:14px;color:#4B5563;;font-weight:700\">#TN-48213</span>\n    </div>\n    <div style=\"padding:16px 20px 20px;\">\n      <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:32px;line-height:1.1;color:#002269;\">$41,900</div>\n      <div style=\"font-size:14px;color:#4B5563;margin-bottom:14px;\">2024 Tesla Model Y</div>\n      <div style=\"display:flex;flex-direction:column;gap:10px;border-top:1px solid #E0E0E0;padding-top:14px;\">\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M2.25 8.25h19.5M2.25 9h19.5m-16.5 5.25h6m-6 2.25h3M3.75 6h16.5a1.5 1.5 0 0 1 1.5 1.5v9a1.5 1.5 0 0 1-1.5 1.5H3.75a1.5 1.5 0 0 1-1.5-1.5v-9a1.5 1.5 0 0 1 1.5-1.5Z\"></path></svg>Funding in progress</div>\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M12 6v6l4 2M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>Pickup in 2 days</div>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"pricing\" data-screen-label=\"Pricing\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">100% transparent</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">pricing.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:560px;text-wrap:pretty;\">No hidden fees, no dealer markup. Compare us to the rest — example based on a $30,000 used EV loan.</p>\n    <div style=\"background:#fff;border:1px solid #E0E0E0;border-radius:16px;box-shadow:0 12px 32px rgba(0,34,105,.08);overflow-x:auto;\">\n      <div style=\"min-width:560px;display:grid;grid-template-columns:1.1fr 1fr 1fr 1.1fr;\">\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\"></div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Bank</div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">In-store financing</div>\n        <div style=\"padding:16px 24px;background:#001933;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#B3E1FF;\">Tenet</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Example APR</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">9.90%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">11.50%</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:24px;line-height:1.1;color:#fff;\">4.99%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Markup</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">N/A</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">Common</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-weight:700;color:#fff;\">None</div>\n        <div style=\"padding:18px 24px;font-weight:600;color:#002269;\">Approval time</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">3–5 days</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">Same day, in-store</div>\n        <div style=\"padding:18px 24px;background:#001933;text-align:center;font-weight:700;color:#fff;\">Minutes, online</div>\n      </div>\n    </div>\n    <p style=\"margin:16px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;;font-weight:700\">Illustrative example. Tenet APR shown is our base rate with autopay for top-tier credit. Actual rates and terms vary by lender, credit, and vehicle.</p>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I need to have my car picked out?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. You can get pre-approved before you've chosen a car. Just give us an idea of how much you'll need to borrow.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Where can I use my Tenet financing?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Almost anywhere you buy an EV: a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How is this different from my bank or credit union?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your bank or credit union can be a good option, and it's worth comparing. The difference is focus. We only finance EVs, so used and high-mileage EVs aren't penalized, and the whole process happens online.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">I'm still just browsing. Should I check now?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">You can. Seeing your rate doesn't commit you to anything and doesn't touch your score. Knowing your number early helps you decide which car and trim make sense.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">Know your number</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">before you shop.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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APR and terms vary by applicant and may change without notice. Advertised rates include a 0.25% autopay discount. Deferred payment options accrue additional interest. 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\" alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://evloans.tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://evloans.tenet.com/ev-refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://evloans.tenet.com/rideshare-ev-financing\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://evloans.tenet.com/ev-lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" 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#E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://evloans.tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://evloans.tenet.com/ev-refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://evloans.tenet.com/rideshare-ev-financing\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://evloans.tenet.com/ev-lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">Already have an EV loan?</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">Lower your monthly payment.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Refinance your EV loan with a lender that only finances EVs. See your new rate in about 2 minutes with a soft credit check.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Current loan balance</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply?loanClass=Individual&amp;loanType=Refinance\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Tailored\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">Refinancing,</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">built for EV owners.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:600px;text-wrap:pretty;\">Many EV owners took dealer financing at checkout. We help you swap it for a rate that fits.</p>\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:16px;\">\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M2.25 18 9 11.25l4.306 4.306a11.95 11.95 0 0 1 5.814-5.518l2.74-1.22m0 0-5.94-2.281m5.94 2.28-2.28 5.941\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Lower rate or payment</h3>\n        <p style=\"margin:0;color:#231F20;\">Rates from 4.99% APR with autopay. See your new rate before you commit.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV values, understood</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, so we value yours fairly, whatever its age or mileage.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M19.5 14.25v-2.625a3.375 3.375 0 0 0-3.375-3.375h-1.5A1.125 1.125 0 0 1 13.5 7.125v-1.5a3.375 3.375 0 0 0-3.375-3.375H8.25m0 12.75h7.5m-7.5 3H12M10.5 2.25H5.625c-.621 0-1.125.504-1.125 1.125v17.25c0 .621.504 1.125 1.125 1.125h12.75c.621 0 1.125-.504 1.125-1.125V11.25a9 9 0 0 0-9-9Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">We handle the payoff</h3>\n        <p style=\"margin:0;color:#231F20;\">We pay your old lender directly. No calls, no paperwork on your end.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated lender, <span style=\"font-family:'Anonymous Pro',monospace;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span>. Bank-grade encryption at every step.</p>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Check your rate</h3>\n        <p style=\"margin:0;color:#231F20;\">Tell us about your current loan and see your new rate. No impact on your score.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it beats what you have, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">We pay off your old loan</h3>\n        <p style=\"margin:0;color:#231F20;\">We send payment straight to your current lender. You just start your new payments.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">When does refinancing make sense?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">If rates have dropped, your credit has improved, or you got your original loan through a dealer, there's a good chance you can lower your rate or monthly payment.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I have to do anything with my old lender?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Once you sign, we pay your current lender directly. You'll get confirmation when the payoff is complete.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Can I refinance a used EV?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Yes. We refinance new and used EVs, and we don't penalize older or high-mileage EVs like generalist lenders do.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">See what you could save</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">in 2 minutes.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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src=\"data:image/svg+xml;base64,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alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://evloans.tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://evloans.tenet.com/ev-refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://evloans.tenet.com/rideshare-ev-financing\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://evloans.tenet.com/ev-lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a class=\"x8\" href=\"https://tenet.com/sign-in/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Log in</a>\n      <a class=\"x9\" href=\"https://tenet.com/apply?loanClass=Individual&amp;loanType=Refinance\" style=\"display:flex;align-items:center;gap:8px;height:44px;padding:0 20px;background:#007DFF;color:#fff;border-radius:6px;font-size:15px;font-weight:600;text-decoration:none;\">Apply</a>\n    </div>\n    <details class=\"nav-mob\">\n      <summary aria-label=\"Menu\" style=\"display:flex;align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;cursor:pointer;color:#002269;list-style:none;\">\n        <svg class=\"nav-burger\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:block;\"><line x1=\"4\" y1=\"7\" x2=\"20\" y2=\"7\"></line><line x1=\"4\" y1=\"12\" x2=\"20\" y2=\"12\"></line><line x1=\"4\" y1=\"17\" x2=\"20\" y2=\"17\"></line></svg>\n        <svg class=\"nav-close\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:none;\"><line x1=\"6\" y1=\"6\" x2=\"18\" y2=\"18\"></line><line x1=\"18\" y1=\"6\" x2=\"6\" y2=\"18\"></line></svg>\n      </summary>\n      <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;\">\n        <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Calculator</a>\n        <details>\n          <summary style=\"display:flex;align-items:center;justify-content:space-between;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://evloans.tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://evloans.tenet.com/ev-refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://evloans.tenet.com/rideshare-ev-financing\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://evloans.tenet.com/ev-lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">Already have an EV loan?</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">Lower your monthly payment.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Refinance your EV loan with a lender that only finances EVs. See your new rate in about 2 minutes with a soft credit check.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Current loan balance</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply?loanClass=Individual&amp;loanType=Refinance\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Tailored\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">Refinancing,</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">built for EV owners.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:600px;text-wrap:pretty;\">Many EV owners took dealer financing at checkout. We help you swap it for a rate that fits.</p>\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:16px;\">\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M2.25 18 9 11.25l4.306 4.306a11.95 11.95 0 0 1 5.814-5.518l2.74-1.22m0 0-5.94-2.281m5.94 2.28-2.28 5.941\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Lower rate or payment</h3>\n        <p style=\"margin:0;color:#231F20;\">Rates from 4.99% APR with autopay. See your new rate before you commit.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV values, understood</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, so we value yours fairly, whatever its age or mileage.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M19.5 14.25v-2.625a3.375 3.375 0 0 0-3.375-3.375h-1.5A1.125 1.125 0 0 1 13.5 7.125v-1.5a3.375 3.375 0 0 0-3.375-3.375H8.25m0 12.75h7.5m-7.5 3H12M10.5 2.25H5.625c-.621 0-1.125.504-1.125 1.125v17.25c0 .621.504 1.125 1.125 1.125h12.75c.621 0 1.125-.504 1.125-1.125V11.25a9 9 0 0 0-9-9Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">We handle the payoff</h3>\n        <p style=\"margin:0;color:#231F20;\">We pay your old lender directly. No calls, no paperwork on your end.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;gap:12px;padding:24px;background:#fff;border:1px solid #E0E0E0;border-radius:12px;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated lender, <span style=\"font-family:'Anonymous Pro',monospace;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span>. Bank-grade encryption at every step.</p>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Check your rate</h3>\n        <p style=\"margin:0;color:#231F20;\">Tell us about your current loan and see your new rate. No impact on your score.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it beats what you have, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">We pay off your old loan</h3>\n        <p style=\"margin:0;color:#231F20;\">We send payment straight to your current lender. You just start your new payments.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">When does refinancing make sense?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">If rates have dropped, your credit has improved, or you got your original loan through a dealer, there's a good chance you can lower your rate or monthly payment.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I have to do anything with my old lender?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Once you sign, we pay your current lender directly. You'll get confirmation when the payoff is complete.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Can I refinance a used EV?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Yes. We refinance new and used EVs, and we don't penalize older or high-mileage EVs like generalist lenders do.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">See what you could save</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">in 2 minutes.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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src=\"data:image/svg+xml;base64,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alt=\"Tenet\" style=\"display:block;height:24px;width:auto;\"></a>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:32px;\">\n      <a class=\"x1\" href=\"https://tenet.com/calculator/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Calculator</a>\n      <div class=\"nav-dd\" style=\"position:relative;\">\n        <button class=\"x2\" type=\"button\" aria-haspopup=\"true\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:15px;font-weight:500;color:#002269;\">Financing<svg width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></button>\n        <div class=\"nav-dd-menu\" style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:300px;margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:10px;box-shadow:0 16px 40px rgba(0,34,105,.12);padding:8px;display:flex;flex-direction:column;gap:2px;\">\n            <a class=\"x3\" href=\"https://tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Loan</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Finance a new-to-you EV</span></a>\n            <a class=\"x4\" href=\"https://tenet.com/refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Lower your monthly payment</span></a>\n            <a class=\"x5\" href=\"https://tenet.com/rideshare\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Rideshare</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Financing for rideshare drivers</span></a>\n            <a class=\"x6\" href=\"https://tenet.com/lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\"><span style=\"font-size:15px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:13px;line-height:1.4;color:#4B5563;\">Buy out your leased EV</span></a>\n          </div>\n      </div>\n      <a class=\"x7\" href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Learn</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a class=\"x8\" href=\"https://tenet.com/sign-in/\" style=\"font-size:15px;font-weight:500;color:#002269;text-decoration:none;\">Log in</a>\n      <a class=\"x9\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;gap:8px;height:44px;padding:0 20px;background:#007DFF;color:#fff;border-radius:6px;font-size:15px;font-weight:600;text-decoration:none;\">Apply</a>\n    </div>\n    <details class=\"nav-mob\">\n      <summary aria-label=\"Menu\" style=\"display:flex;align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;cursor:pointer;color:#002269;list-style:none;\">\n        <svg class=\"nav-burger\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:block;\"><line x1=\"4\" y1=\"7\" x2=\"20\" y2=\"7\"></line><line x1=\"4\" y1=\"12\" x2=\"20\" y2=\"12\"></line><line x1=\"4\" y1=\"17\" x2=\"20\" y2=\"17\"></line></svg>\n        <svg class=\"nav-close\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" style=\"display:none;\"><line x1=\"6\" y1=\"6\" x2=\"18\" y2=\"18\"></line><line x1=\"18\" y1=\"6\" x2=\"6\" y2=\"18\"></line></svg>\n      </summary>\n      <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;\">\n        <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Calculator</a>\n        <details>\n          <summary style=\"display:flex;align-items:center;justify-content:space-between;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;cursor:pointer;list-style:none;\">Financing<svg class=\"nav-chev\" width=\"14\" height=\"14\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2.2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;transition:transform 120ms;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></summary>\n          <div style=\"padding:4px 0 8px;border-bottom:1px solid #E0E0E0;\">\n            <a href=\"https://tenet.com/ev-loan\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Loan</a>\n            <a href=\"https://tenet.com/refinance\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Refinance</a>\n            <a href=\"https://tenet.com/rideshare\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Rideshare</a>\n            <a href=\"https://tenet.com/lease-buyout\" style=\"display:block;padding:12px;font-size:15px;color:#231F20;text-decoration:none;\">Lease Buyout</a>\n          </div>\n        </details>\n        <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Learn</a>\n        <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:16px;font-weight:600;color:#002269;text-decoration:none;\">Log in</a>\n      </div>\n    </details>\n  </nav>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\">\n  <div style=\"max-width:1200px;margin:0 auto;padding:clamp(40px,7vw,80px) clamp(24px,5vw,40px) clamp(56px,8vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <div style=\"display:inline-flex;align-items:center;gap:10px;background:#fff;padding:8px 16px;border-radius:9999px;box-shadow:0 2px 8px rgba(0,25,51,.08);margin-bottom:20px;\">\n      <svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n      <span style=\"display:inline-flex;gap:1px;\">\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        <svg viewBox=\"0 0 20 20\" style=\"width:16px;height:16px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n      </span>\n      <span style=\"font-family:'Montserrat',sans-serif;font-weight:700;font-size:15px;color:#0064CC;\">4.9</span>\n      <span style=\"font-size:14px;color:#4B5563;white-space:nowrap;\">on Google</span>\n    </div>\n    <h1 style=\"margin:0 0 20px;max-width:980px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:12px;\">The fastest way to</span>\n      <span style=\"display:block;font-size:clamp(40px,8.4vw,80px);color:#007DFF;\">finance your EV.</span>\n    </h1>\n    <p style=\"font-size:clamp(16px,2.2vw,19px);line-height:1.55;color:#231F20;margin:0 0 32px;max-width:620px;text-wrap:pretty;\">Electric car loans for new and used EVs. Real rates in minutes — no paperwork, no dealer markup, no surprises.</p>\n\n    <div id=\"get-started\" style=\"background:#fff;border-radius:20px;padding:clamp(20px,4vw,32px);box-shadow:0 24px 56px rgba(0,34,105,.14);display:flex;flex-direction:column;gap:20px;width:100%;max-width:560px;text-align:left;\">\n      <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;flex-wrap:wrap;padding-bottom:16px;border-bottom:1px solid #E0E0E0;\">\n        <span style=\"font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Check your rate</span>\n        <span style=\"display:inline-flex;align-items:center;gap:6px;color:#0064CC;font-size:13px;font-weight:600;\"><svg width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>Zero impact to your score</span>\n      </div>\n      <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,180px),1fr));gap:16px;\">\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Loan amount</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x10\" id=\"amt\" aria-label=\"Loan amount\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:17px;color:#002269;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"10000\">$10,000</option><option value=\"15000\">$15,000</option><option value=\"20000\">$20,000</option><option value=\"25000\">$25,000</option><option value=\"30000\" selected>$30,000</option><option value=\"35000\">$35,000</option><option value=\"40000\">$40,000</option><option value=\"45000\">$45,000</option><option value=\"50000\">$50,000</option><option value=\"55000\">$55,000</option><option value=\"60000\">$60,000</option><option value=\"65000\">$65,000</option><option value=\"70000\">$70,000</option><option value=\"75000\">$75,000</option><option value=\"80000\">$80,000</option><option value=\"85000\">$85,000</option><option value=\"90000\">$90,000</option><option value=\"95000\">$95,000</option><option value=\"100000\">$100,000</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n        <div>\n          <label style=\"display:block;font-size:14px;font-weight:500;color:#002269;margin-bottom:6px;\">Credit</label>\n          <div data-caret=\"1\" style=\"position:relative;\"><select class=\"x11\" id=\"tier\" aria-label=\"Credit\" style=\"width:100%;height:48px;padding:0 40px 0 14px;font-family:'Public Sans',sans-serif;font-size:16px;color:#231F20;background-color:#F8F3ED;border:1px solid #E0E0E0;border-radius:6px;outline:none;cursor:pointer;appearance:none;-webkit-appearance:none;padding-right:40px;\">\n            <option value=\"800-850\">Excellent (800–850)</option><option value=\"760-799\" selected>Very good (760–799)</option><option value=\"720-759\">Good (720–759)</option><option value=\"690-719\">Fair (690–719)</option><option value=\"650-689\">Below average (650–689)</option><option value=\"620-649\">Poor (620–649)</option>\n          </select><svg aria-hidden=\"true\" width=\"16\" height=\"16\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"#002269\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"position:absolute;right:14px;top:50%;margin-top:-8px;pointer-events:none;display:block;overflow:visible;\"><polyline points=\"6 9 12 15 18 9\"></polyline></svg></div>\n        </div>\n      </div>\n      <div style=\"display:grid;grid-template-columns:1fr 1fr;border:1px solid #E0E0E0;border-radius:10px;overflow:hidden;\">\n        <div style=\"padding:14px 16px;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Estimated APR</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"apr\">5.74%</span></div>\n        </div>\n        <div style=\"padding:14px 16px;border-left:1px solid #E0E0E0;\">\n          <div style=\"font-size:13px;color:#4B5563;\">Est. payment</div>\n          <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:26px;line-height:1.2;color:#002269;\"><span id=\"pay\">$494/mo</span></div>\n        </div>\n      </div>\n      <a class=\"x12\" href=\"https://tenet.com/apply\" style=\"display:flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 24px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;transition:background 160ms cubic-bezier(0.4,0,0.2,1);\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n      <p style=\"font-size:13px;line-height:1.55;color:#4B5563;margin:-8px 0 0;text-align:center;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score. Example payment based on a 72-month term with autopay; your actual rate depends on credit and vehicle.</p>\n    </div>\n    <p style=\"margin:28px 0 0;font-size:13px;letter-spacing:.06em;text-transform:uppercase;color:#4B5563;text-wrap:balance;\">As seen in Forbes, The Wall Street Journal, TechCrunch and USA Today</p>\n  </div>\n</section>\n\n<section data-screen-label=\"Trust\" style=\"background:#fff;padding:clamp(48px,7vw,80px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;text-align:center;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">EV-only lender.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">Not a bank. Not a dealer.</span>\n    </h2>\n  </div>\n  <div style=\"max-width:1200px;margin:0 auto;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,240px),1fr));gap:clamp(24px,4vw,40px);\">\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"m3.75 13.5 10.5-11.25L12 10.5h8.25L9.75 21.75 12 13.5H3.75Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">EV specialists</h3>\n        <p style=\"margin:0;color:#231F20;\">We only finance EVs, new and used, so we don't penalize used or high-mileage EVs like generalist lenders do.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">100% digital</h3>\n        <p style=\"margin:0;color:#231F20;\">Apply, verify and sign entirely online. No paperwork, no branch visits.</p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Licensed and regulated</h3>\n        <p style=\"margin:0;color:#231F20;\">A regulated financial partner. <span style=\"font-family:'Anonymous Pro',monospace;font-size:15px;white-space:nowrap;;font-weight:700\">NMLS# 2262929</span></p>\n      </div>\n      <div style=\"display:flex;flex-direction:column;align-items:center;gap:8px;text-align:center;\">\n        <svg width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;\"><path d=\"M16.5 10.5V6.75a4.5 4.5 0 1 0-9 0v3.75m-.75 11.25h10.5a2.25 2.25 0 0 0 2.25-2.25v-6.75a2.25 2.25 0 0 0-2.25-2.25H6.75a2.25 2.25 0 0 0-2.25 2.25v6.75a2.25 2.25 0 0 0 2.25 2.25Z\"></path></svg>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Bank-grade security</h3>\n        <p style=\"margin:0;color:#231F20;\">Your information is encrypted end to end, every step of the way.</p>\n      </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Brands\" style=\"background:#001933;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <p style=\"margin:0 0 24px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:14px;letter-spacing:.1em;text-transform:uppercase;color:#B3E1FF;\">Brands we finance</p>\n    <ul style=\"list-style:none;margin:0;padding:0;display:flex;flex-wrap:wrap;column-gap:clamp(16px,2.4vw,28px);row-gap:4px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;font-size:clamp(32px,6.4vw,72px);line-height:1.1;color:#fff;\">\n      <li>Tesla<span style=\"color:#95D228;\">.</span></li>\n      <li>Rivian<span style=\"color:#95D228;\">.</span></li>\n      <li>Ford<span style=\"color:#95D228;\">.</span></li>\n      <li>Hyundai<span style=\"color:#95D228;\">.</span></li>\n      <li>Kia<span style=\"color:#95D228;\">.</span></li>\n      <li>Chevrolet<span style=\"color:#95D228;\">.</span></li>\n      <li>Volkswagen<span style=\"color:#95D228;\">.</span></li>\n      <li>Nissan<span style=\"color:#95D228;\">.</span></li>\n      <li style=\"color:#B3E1FF;\">+18 more<span style=\"color:#95D228;\">.</span></li>\n    </ul>\n  </div>\n</section>\n\n<section id=\"how-it-works\" data-screen-label=\"How it works\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,56px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">How it works.</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">About 2 minutes to your rate.</span>\n    </h2>\n    <ol style=\"list-style:none;margin:0;padding:0;display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,280px),1fr));gap:16px;\">\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">01</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Get pre-approved</h3>\n        <p style=\"margin:0;color:#231F20;\">Answer a few basics. No car picked out required.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">02</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Accept your offer</h3>\n        <p style=\"margin:0;color:#231F20;\">If it works for you, verify and e-sign online in minutes.</p>\n      </li>\n      <li style=\"background:#fff;border:1px solid #E0E0E0;border-radius:12px;padding:24px;display:flex;flex-direction:column;gap:12px;\">\n        <span style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:56px;line-height:1;color:#007DFF;\">03</span>\n        <h3 style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:20px;color:#002269;\">Buy anywhere</h3>\n        <p style=\"margin:0;color:#231F20;\">Use your financing at a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </li>\n    </ol>\n  </div>\n</section>\n\n<section data-screen-label=\"Photo\" style=\"position:relative;min-height:clamp(360px,48vw,520px);overflow:hidden;\">\n  <img 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\" alt=\"Couple smiling beside their new EV\" style=\"position:absolute;inset:0;width:100%;height:100%;object-fit:cover;object-position:center 30%;\">\n  <div style=\"position:absolute;inset:0;background:linear-gradient(0deg,rgba(0,25,51,.45) 0%,rgba(0,25,51,0) 45%);\"></div>\n  <div style=\"position:absolute;left:clamp(16px,4vw,48px);bottom:clamp(16px,4vw,40px);width:min(300px,calc(100% - 32px));background:#fff;border-radius:16px;box-shadow:0 24px 56px rgba(0,34,105,.18);overflow:hidden;\">\n    <div style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;padding:12px 20px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\">\n      <span style=\"display:inline-flex;align-items:center;gap:8px;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\"><span style=\"width:8px;height:8px;border-radius:50%;background:#4CAF50;\"></span>Approved</span>\n      <span style=\"font-family:'Anonymous Pro',monospace;font-size:14px;color:#4B5563;;font-weight:700\">#TN-48213</span>\n    </div>\n    <div style=\"padding:16px 20px 20px;\">\n      <div style=\"font-family:'Anonymous Pro',monospace;font-weight:700;font-size:32px;line-height:1.1;color:#002269;\">$41,900</div>\n      <div style=\"font-size:14px;color:#4B5563;margin-bottom:14px;\">2024 Tesla Model Y</div>\n      <div style=\"display:flex;flex-direction:column;gap:10px;border-top:1px solid #E0E0E0;padding-top:14px;\">\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M2.25 8.25h19.5M2.25 9h19.5m-16.5 5.25h6m-6 2.25h3M3.75 6h16.5a1.5 1.5 0 0 1 1.5 1.5v9a1.5 1.5 0 0 1-1.5 1.5H3.75a1.5 1.5 0 0 1-1.5-1.5v-9a1.5 1.5 0 0 1 1.5-1.5Z\"></path></svg>Funding in progress</div>\n        <div style=\"display:flex;align-items:center;gap:10px;font-size:14px;color:#231F20;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M12 6v6l4 2M21 12a9 9 0 1 1-18 0 9 9 0 0 1 18 0Z\"></path></svg>Pickup in 2 days</div>\n      </div>\n    </div>\n  </div>\n</section>\n\n<section id=\"pricing\" data-screen-label=\"Pricing\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 16px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#002269;\">100% transparent</span>\n      <span style=\"display:block;font-size:clamp(28px,5vw,48px);color:#007DFF;\">pricing.</span>\n    </h2>\n    <p style=\"font-size:18px;line-height:1.6;color:#231F20;margin:0 0 clamp(32px,5vw,48px);max-width:560px;text-wrap:pretty;\">No hidden fees, no dealer markup. Compare us to the rest — example based on a $30,000 used EV loan.</p>\n    <div style=\"background:#fff;border:1px solid #E0E0E0;border-radius:16px;box-shadow:0 12px 32px rgba(0,34,105,.08);overflow-x:auto;\">\n      <div style=\"min-width:560px;display:grid;grid-template-columns:1.1fr 1fr 1fr 1.1fr;\">\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;\"></div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">Bank</div>\n        <div style=\"padding:16px 24px;background:#F8F3ED;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#002269;\">In-store financing</div>\n        <div style=\"padding:16px 24px;background:#001933;text-align:center;font-family:'Montserrat',sans-serif;font-weight:800;font-size:13px;letter-spacing:.08em;text-transform:uppercase;color:#B3E1FF;\">Tenet</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Example APR</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">9.90%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;font-family:'Anonymous Pro',monospace;font-size:17px;color:#231F20;;font-weight:700\">11.50%</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-family:'Anonymous Pro',monospace;font-weight:700;font-size:24px;line-height:1.1;color:#fff;\">4.99%</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;font-weight:600;color:#002269;\">Markup</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">N/A</div>\n        <div style=\"padding:18px 24px;border-bottom:1px solid #E0E0E0;text-align:center;color:#231F20;\">Common</div>\n        <div style=\"padding:18px 24px;background:#001933;border-bottom:1px solid rgba(255,255,255,.12);text-align:center;font-weight:700;color:#fff;\">None</div>\n        <div style=\"padding:18px 24px;font-weight:600;color:#002269;\">Approval time</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">3–5 days</div>\n        <div style=\"padding:18px 24px;text-align:center;color:#231F20;\">Same day, in-store</div>\n        <div style=\"padding:18px 24px;background:#001933;text-align:center;font-weight:700;color:#fff;\">Minutes, online</div>\n      </div>\n    </div>\n    <p style=\"margin:16px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;;font-weight:700\">Illustrative example. Tenet APR shown is our base rate with autopay for top-tier credit. Actual rates and terms vary by lender, credit, and vehicle.</p>\n  </div>\n</section>\n\n<section id=\"reviews\" data-screen-label=\"Reviews\" style=\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 clamp(32px,5vw,48px);font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Excellent<span style=\"color:#007DFF;\"> everywhere.</span></h2>\n    <figure style=\"margin:0;background:#001933;border-radius:24px;padding:clamp(32px,6vw,72px) clamp(24px,6vw,96px);display:flex;flex-direction:column;align-items:center;text-align:center;gap:24px;\">\n      <div style=\"display:flex;align-items:center;gap:10px;\">\n        <svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" style=\"display:block;\"><path fill=\"#4285F4\" d=\"M23.52 12.27c0-.85-.08-1.67-.22-2.45H12v4.64h6.46a5.52 5.52 0 0 1-2.4 3.62v3h3.88c2.27-2.09 3.58-5.17 3.58-8.81Z\"></path><path fill=\"#34A853\" d=\"M12 24c3.24 0 5.96-1.07 7.94-2.9l-3.88-3.01c-1.07.72-2.45 1.15-4.06 1.15-3.13 0-5.78-2.11-6.72-4.95H1.27v3.11A12 12 0 0 0 12 24Z\"></path><path fill=\"#FBBC05\" d=\"M5.28 14.29A7.2 7.2 0 0 1 4.9 12c0-.8.14-1.57.38-2.29V6.6H1.27A12 12 0 0 0 0 12c0 1.94.46 3.77 1.27 5.4l4.01-3.11Z\"></path><path fill=\"#EA4335\" d=\"M12 4.75c1.76 0 3.35.61 4.6 1.8l3.44-3.44C17.95 1.16 15.24 0 12 0A12 12 0 0 0 1.27 6.6l4.01 3.11C6.22 6.86 8.87 4.75 12 4.75Z\"></path></svg>\n        <span style=\"display:inline-flex;gap:2px;\">\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n          <svg viewBox=\"0 0 20 20\" style=\"width:20px;height:20px;color:#FFC400;\"><path fill=\"currentColor\" d=\"M10 1.5l2.6 5.27 5.82.85-4.21 4.1 1 5.8L10 14.77l-5.21 2.75 1-5.8-4.21-4.1 5.82-.85z\"></path></svg>\n        </span>\n      </div>\n      <blockquote style=\"margin:0;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(22px,3.6vw,36px);line-height:1.3;letter-spacing:-.01em;color:#fff;max-width:880px;text-wrap:balance;\"><span id=\"tq\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</span></blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\"><span id=\"tn\">John E., Tesla Cybertruck owner</span></figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button class=\"x13\" id=\"tprev\" aria-label=\"Previous review\" style=\"width:44px;height:44px;border-radius:9999px;background:transparent;border:1px solid rgba(248,243,237,.24);color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M15 19l-7-7 7-7\"></path></svg></button>\n        <button class=\"x14\" id=\"tnext\" aria-label=\"Next review\" style=\"width:44px;height:44px;border-radius:9999px;background:#007DFF;border:0;color:#fff;cursor:pointer;display:flex;align-items:center;justify-content:center;\"><svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M9 5l7 7-7 7\"></path></svg></button>\n      </div>\n    </figure>\n  </div>\n</section>\n\n<section id=\"faq\" data-screen-label=\"FAQ\" style=\"background:#fff;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.05;font-size:clamp(28px,5vw,48px);color:#002269;\">Questions<span style=\"color:#007DFF;\">, answered.</span></h2>\n    <div style=\"border-top:2px solid #002269;\">\n      <details class=\"faq\" open style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Does checking my rate affect my credit?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. Seeing your rate uses a soft credit check, which doesn't affect your score. A hard check only happens if you accept an offer and choose to move forward.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Do I need to have my car picked out?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">No. You can get pre-approved before you've chosen a car. Just give us an idea of how much you'll need to borrow.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">Where can I use my Tenet financing?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Almost anywhere you buy an EV: a dealership, an OEM, or marketplaces like Facebook Marketplace and Carvana.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How is this different from my bank or credit union?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your bank or credit union can be a good option, and it's worth comparing. The difference is focus. We only finance EVs, so used and high-mileage EVs aren't penalized, and the whole process happens online.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">How long until I know?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">Your rate shows on screen about 2 minutes after you start. If we need anything else from you, we'll tell you exactly what.</p>\n      </details>\n      <details class=\"faq\" style=\"border-bottom:1px solid #E0E0E0;padding:20px 0;\">\n        <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:16px;cursor:pointer;min-height:44px;font-family:'Montserrat',sans-serif;font-weight:700;font-size:clamp(17px,2.2vw,20px);line-height:1.35;color:#002269;\">I'm still just browsing. Should I check now?<svg class=\"faq-chev\" width=\"24\" height=\"24\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;transition:transform 200ms cubic-bezier(0.4,0,0.2,1);\"><path d=\"M12 4.5v15m7.5-7.5h-15\"></path></svg></summary>\n        <p style=\"margin:12px 0 0;max-width:720px;color:#231F20;\">You can. Seeing your rate doesn't commit you to anything and doesn't touch your score. Knowing your number early helps you decide which car and trim make sense.</p>\n      </details>\n    </div>\n    <div style=\"display:flex;flex-wrap:wrap;gap:8px 32px;margin-top:28px;font-size:16px;color:#231F20;\">\n      <p style=\"margin:0;\">Not ready yet? <a class=\"x15\" href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a class=\"x16\" href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\">Partner with us.</a></p>\n    </div>\n  </div>\n</section>\n\n<section data-screen-label=\"Closing CTA\" style=\"background:linear-gradient(180deg,#FFFFFF 0%,#E3F2FD 100%);padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;align-items:center;text-align:center;\">\n    <h2 style=\"margin:0 0 32px;font-family:'Montserrat',sans-serif;font-weight:800;text-transform:uppercase;letter-spacing:-.02em;line-height:1.02;text-wrap:balance;\">\n      <span style=\"display:block;font-size:clamp(20px,3.4vw,32px);line-height:1.15;color:#002269;margin-bottom:8px;\">Know your number</span>\n      <span style=\"display:block;font-size:clamp(36px,7vw,72px);color:#007DFF;\">before you shop.</span>\n    </h2>\n    <a class=\"x17\" href=\"#get-started\" style=\"display:inline-flex;align-items:center;justify-content:center;gap:10px;height:56px;padding:0 36px;background:#007DFF;color:#fff;border-radius:8px;text-decoration:none;font-family:'Montserrat',sans-serif;font-weight:700;font-size:18px;\">Get Pre-Qualified<svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n    <p style=\"font-size:14px;line-height:1.6;color:#231F20;margin:14px 0 0;max-width:440px;text-wrap:pretty;\">Takes about 2 minutes. Soft credit check, no impact on your score.</p>\n    <p style=\"margin:56px 0 0;font-family:'Anonymous Pro',monospace;font-size:13px;line-height:1.6;color:#4B5563;max-width:720px;;font-weight:700\">Tenet is a licensed lender, NMLS# 2262929. Checking your rate uses a soft credit inquiry. Offers are subject to credit approval.</p>\n  </div>\n</section>\n\n<footer data-screen-label=\"Footer\" style=\"background:#001933;color:#F8F3ED;padding:clamp(56px,8vw,88px) clamp(24px,5vw,40px) 108px;\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;flex-direction:column;\">\n    <div style=\"display:grid;grid-template-columns:repeat(auto-fit,minmax(min(100%,300px),1fr));gap:clamp(40px,6vw,80px);padding-bottom:clamp(40px,6vw,56px);border-bottom:1px solid rgba(248,243,237,.14);\">\n      <div style=\"display:flex;flex-direction:column;gap:24px;align-items:flex-start;\">\n        <img 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APR and terms vary by applicant and may change without notice. Advertised rates include a 0.25% autopay discount. Deferred payment options accrue additional interest. Loans available for eligible electric and plug-in hybrid vehicles upon approval.</p>\n    </div>\n  </div>\n</footer>\n</main>\n\n<div data-screen-label=\"Sticky CTA\" style=\"position:fixed;left:0;right:0;bottom:0;z-index:60;background:#fff;border-top:1px solid #E0E0E0;box-shadow:0 -8px 24px rgba(0,34,105,.10);padding:12px clamp(24px,5vw,40px);\">\n  <div style=\"max-width:1200px;margin:0 auto;display:flex;align-items:center;justify-content:space-between;gap:16px;\">\n    <div class=\"sticky-copy\" style=\"display:flex;align-items:center;gap:10px;font-size:15px;line-height:1.4;color:#231F20;\"><svg width=\"20\" height=\"20\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;color:#007DFF;flex-shrink:0;\"><path d=\"M9 12.75 11.25 15 15 9.75m-3-7.036A11.959 11.959 0 0 1 3.598 6 11.99 11.99 0 0 0 3 9.749c0 5.592 3.824 10.29 9 11.623 5.176-1.332 9-6.03 9-11.622 0-1.31-.21-2.571-.598-3.751h-.152c-3.196 0-6.1-1.248-8.25-3.285Z\"></path></svg><span><strong style=\"font-weight:600;color:#002269;\">Soft credit check.</strong> About 2 minutes to your rate.</span></div>\n    <a href=\"https://tenet.com/apply\" class=\"x40 sticky-btn\" style=\"display:flex;align-items:center;justify-content:center;gap:8px;height:52px;padding:0 28px;background:#007DFF;color:#fff;border-radius:6px;font-size:16px;font-weight:600;text-decoration:none;white-space:nowrap;\">Get Pre-Qualified<svg width=\"18\" height=\"18\" viewBox=\"0 0 24 24\" fill=\"none\" stroke=\"currentColor\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" style=\"display:block;\"><path d=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n  </div>\n</div>\n<script>\n(function(){\n  var A72={\"800-850\":0.0549,\"760-799\":0.0574,\"720-759\":0.0644,\"690-719\":0.0899,\"650-689\":0.1299,\"620-649\":0.1649};\n  var amt=document.getElementById('amt'),tier=document.getElementById('tier');\n  function q(){var L=+amt.value,a=A72[tier.value],r=a/12,m=L*r/(1-Math.pow(1+r,-72));\n    document.getElementById('apr').textContent=(a*100).toFixed(2)+'%';\n    document.getElementById('pay').textContent='$'+Math.round(m).toLocaleString('en-US')+'/mo';}\n  if(amt&&tier){amt.addEventListener('change',q);tier.addEventListener('change',q);}\n  var T=[[\"John E.\",\"Tesla Cybertruck owner\",\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. 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