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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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WHITE text on Charge Deep (Charge-700 #5A7F18) or darker — buttons, CTAs, chips.\n       2. Dark Circuit text ONLY on LIGHT Charge (100–400, default Charge-400 #B8FF80).\n     Charge-500/600 never carry text: dark text looks muddy, white fails (~1.8:1).\n     Never Electra (blue) text on any Charge — the hues vibrate. */\n  --charge-ink: var(--circuit);     /* dark text ONLY on --charge-light (Charge 100–400) */\n  --charge-light: var(--charge-400); /* light green surface that may carry Circuit text */\n  --charge-deep: var(--charge-700); /* green surface that carries WHITE text (buttons/CTAs) — ~4.7:1 */\n  --on-charge-deep: var(--white);\n\n  /* Charge ON DARK — HARD RULE.\n     Charge green (any shade 100–500) as TEXT or ICONS is allowed on the Tenet\n     gradient, the brand mesh, or Sky-900 (#001933) and darker.\n     NEVER on FLAT Electra-500 navy or flat Sky-500–800 — the blue/green vibrates.\n     On those flat surfaces use --text-accent-on-navy. */\n  --surface-charge-safe: var(--sky-900);    /* flat dark surface Charge text may sit on (gradient/mesh also OK) */\n  --text-charge-on-dark: var(--charge-400); /* on gradient, mesh, or --surface-charge-safe and darker */\n  --text-accent-on-navy: var(--sky-200);    /* eyebrows, labels, accent icons on FLAT navy / Sky-500–800 */\n\n  /* Surfaces */\n  --surface-page: var(--white);\n  --surface-subtle: var(--cloud);\n  --surface-card: var(--white);\n  --surface-inverse: var(--electra-500);\n  --surface-input: var(--white); /* fields must stand out on Cloud / Cloud-light pages */\n  --surface-flow: var(--cloud-light); /* application-flow page background */\n\n  /* Text */\n  --text-heading: var(--electra-500);\n  --text-body: var(--circuit);\n  --text-muted: var(--circuit-medium);\n  --text-link: var(--sky-500);\n  --text-on-brand: var(--white);\n\n  /* Borders */\n  --border-subtle: var(--cloud-dark);\n  --border-default: var(--circuit-light);\n  --border-strong: var(--circuit-medium);\n  --border-focus: var(--sky-500);\n\n  /* ---- Signature gradients ---- */\n  --gradient-tenet: linear-gradient(135deg, var(--electra-500) 0%, var(--sky-500) 100%);\n  --gradient-charge: linear-gradient(135deg, var(--charge-400) 0%, var(--charge-600) 100%);\n  --gradient-sky-electra: linear-gradient(135deg, var(--sky-300) 0%, var(--electra-400) 100%);\n  --gradient-subtle: linear-gradient(135deg, var(--electra-100) 0%, var(--sky-100) 100%);\n\n  /* ---- Brand mesh background ----\n     The signature multi-stop mesh used on hero / brand panels & the brand ad.\n     `--bg-mesh-brand` is the real PNG (richest); `--gradient-mesh-brand` is a\n     pure-CSS fallback (stacked radial gradients) for when an image can't be used. */\n  --bg-mesh-brand: url(\"../assets/imagery/mesh-brand-blue.png\") center center / cover no-repeat;\n  --bg-mesh-energy: url(\"../assets/imagery/mesh-energy.png\") center center / cover no-repeat;\n  --bg-mesh-soft: url(\"../assets/imagery/mesh-soft.png\") center center / cover no-repeat;\n  --gradient-mesh-brand:\n    radial-gradient(60% 70% at 18% 20%, rgba(0, 125, 255, 0.85) 0%, rgba(0, 125, 255, 0) 60%),\n    radial-gradient(55% 65% at 85% 25%, rgba(77, 187, 255, 0.75) 0%, rgba(77, 187, 255, 0) 60%),\n    radial-gradient(70% 80% at 75% 90%, rgba(149, 210, 40, 0.40) 0%, rgba(149, 210, 40, 0) 55%),\n    radial-gradient(80% 90% at 25% 85%, rgba(0, 19, 61, 0.90) 0%, rgba(0, 19, 61, 0) 60%),\n    linear-gradient(150deg, var(--electra-500) 0%, var(--sky-600) 100%);\n  --gradient-mesh-energy:\n    radial-gradient(65% 75% at 80% 15%, rgba(149, 210, 40, 0.90) 0%, rgba(149, 210, 40, 0) 55%),\n    radial-gradient(70% 80% at 15% 60%, rgba(0, 125, 255, 0.95) 0%, rgba(0, 125, 255, 0) 60%),\n    radial-gradient(60% 70% at 70% 95%, rgba(184, 255, 128, 0.55) 0%, rgba(184, 255, 128, 0) 55%),\n    linear-gradient(150deg, var(--sky-500) 0%, var(--charge-500) 100%);\n}\n\n/* Tenet Energy — Typography\n   Montserrat = headings & display (Bold/Semibold).\n   Public Sans = body, UI, labels.\n   Anonymous Pro = mono accent — bullet lists, numeric values (amounts, APR,\n   payments, terms), and some fine-print disclaimers. */\n:root {\n  /* Families */\n  --font-heading: 'Montserrat', system-ui, -apple-system, 'Segoe UI', sans-serif;\n  --font-body: 'Public Sans', system-ui, -apple-system, 'Segoe UI', sans-serif;\n  --font-mono: 'Anonymous Pro', ui-monospace, 'SFMono-Regular', Menlo, Consolas, monospace;\n\n  /* Weights */\n  --weight-regular: 400;\n  --weight-medium: 500;\n  --weight-semibold: 600;\n  --weight-bold: 700;\n  --weight-extrabold: 800;\n\n  /* Type scale (px / rem) — H1–H6 Montserrat, body Public Sans */\n  --text-h1: 4rem;       /* 64px  / Bold 700 / 1.25 */\n  --text-h2: 3rem;       /* 48px  / Semibold / 1.25 */\n  --text-h3: 2.25rem;    /* 36px  / Semibold / 1.375 */\n  --text-h4: 1.875rem;   /* 30px  / Semibold / 1.375 */\n  --text-h5: 1.125rem;   /* 18px  / Semibold / 1.5 */\n  --text-h6: 1rem;       /* 16px  / Semibold / 1.5 */\n  --text-lead: 1.25rem;  /* 20px  / Regular  / 1.625 */\n  --text-body-size: 1rem;     /* 16px / Regular / 1.625 */\n  --text-small: 0.875rem;     /* 14px / Regular / 1.5 */\n  --text-caption: 0.75rem;    /* 12px / Regular / 1.5 */\n  --text-label: 0.875rem;     /* 14px / Medium  / 1.5 */\n\n  /* Line heights */\n  --leading-tight: 1.25;\n  --leading-snug: 1.375;\n  --leading-normal: 1.5;\n  --leading-relaxed: 1.625;\n\n  /* Tracking */\n  --tracking-tight: -0.02em;\n  --tracking-normal: 0;\n  --tracking-wide: 0.04em;\n}\n\n/* Tenet Energy — Spacing & Layout (4px grid) */\n:root {\n  --space-1: 4px;\n  --space-2: 8px;\n  --space-3: 12px;\n  --space-4: 16px;\n  --space-6: 24px;\n  --space-8: 32px;\n  --space-12: 48px;\n  --space-16: 64px;\n  --space-20: 80px;\n  --space-24: 96px;\n\n  /* Border radius */\n  --radius-sm: 0.125rem;  /* 2px  — chips, small accents */\n  --radius-md: 0.375rem;  /* 6px  — buttons, inputs */\n  --radius-lg: 0.625rem;  /* 10px — cards */\n  --radius-xl: 1.025rem;  /* ~16px — large surfaces, hero panels */\n  --radius-full: 9999px;  /* pills, avatars */\n\n  /* Container widths */\n  --container-sm: 640px;\n  --container-md: 960px;\n  --container-lg: 1200px;\n  --container-xl: 1440px;\n}\n\n/* Tenet Energy — Effects (shadows, transitions, focus) */\n:root {\n  /* Elevation — soft, neutral. Cards sit on subtle shadow, not heavy. */\n  --shadow-xs: 0 1px 2px rgba(35, 31, 32, 0.06);\n  --shadow-sm: 0 1px 3px rgba(35, 31, 32, 0.08), 0 1px 2px rgba(35, 31, 32, 0.04);\n  --shadow-md: 0 4px 12px rgba(35, 31, 32, 0.08);\n  --shadow-lg: 0 12px 28px rgba(35, 31, 32, 0.12);\n  --shadow-xl: 0 24px 48px rgba(35, 31, 32, 0.16);\n  /* Brand-tinted glow for primary surfaces / hero panels */\n  --shadow-brand: 0 12px 32px rgba(0, 125, 255, 0.24);\n\n  /* Focus ring — always Sky */\n  --ring-focus: 0 0 0 3px rgba(0, 125, 255, 0.4);\n\n  /* Motion — quick, confident, no bounce */\n  --ease-standard: cubic-bezier(0.4, 0, 0.2, 1); /* @kind other */\n  --ease-out: cubic-bezier(0, 0, 0.2, 1); /* @kind other */\n  --duration-fast: 120ms; /* @kind other */\n  --duration-base: 200ms; /* @kind other */\n  --duration-slow: 320ms; /* @kind other */\n  --transition-base: all var(--duration-base) var(--ease-standard);\n}\n\n\n  html,body{margin:0;background:#fff;color:#231F20;font-family:'Public Sans',sans-serif;-webkit-font-smoothing:antialiased}\n  nav a,nav button,a[style*=\"height:5\"],a[style*=\"height:44px\"]{white-space:nowrap}\n  *{box-sizing:border-box}\n  h1,h2,h3,p,li,blockquote,figcaption,summary,label{text-wrap:pretty}\n  a{color:#007DFF}\n  a:hover{color:#0064CC}\n  .nav-desk{display:flex}\n  .nav-mob{display:none}\n  .nav-mob summary::-webkit-details-marker{display:none}\n      details[open] > summary .nav-chev{transform:rotate(180deg)}\n  details.faq > summary{list-style:none}\n  details.faq > summary::-webkit-details-marker{display:none}\n  details.faq[open] .faq-chev{transform:rotate(45deg)}\n  @media (max-width:900px){.nav-bar{height:72px !important}.nav-desk{display:none}.nav-mob{display:block}}\n  @media (max-width:640px){.sticky-copy{display:none !important}.sticky-btn{flex:1}}\n  details.faq > summary{list-style:none}\n  details.faq > summary::-webkit-details-marker{display:none}\n  details.faq[open] .faq-chev{transform:rotate(45deg)}\n  .nav-desk{display:flex}\n  .nav-mob{display:none}\n  .mega{grid-template-columns:repeat(4,minmax(0,1fr))}\n  @media (max-width:1120px){.mega{grid-template-columns:repeat(2,minmax(0,1fr)) !important}}\n  @media (max-width:900px){.nav-desk{display:none !important}.nav-mob{display:flex !important}}\n\n[hidden]{display:none !important}\n#tenet-page .tn18uikyx:hover{color:#007DFF !important}\n#tenet-page .tn1xhbthf:hover{background:#F8F3ED !important}\n#tenet-page .tnrd81wb:hover{background:#0064CC !important;color:#fff !important}\n#tenet-page .tn15jtv3x:focus{border:2px solid #007DFF !important;box-shadow:0 0 0 3px rgba(0,125,255,.15) !important}\n#tenet-page .tn9ogcdg:hover{border-color:#B3E1FF !important}\n#tenet-page .tndmoj6b:hover{background:#0064CC !important}\n#tenet-page .tn1jvhauq:hover{color:#0064CC !important}\n#tenet-page .tn18vc5x5:hover{color:#B3E1FF !important}</style><style id=\"tenet-hov\"></style>\n<div id=\"tenet-page\">\n\n\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\" style=\"position:relative;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;\" target=\"_top\"><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 href=\"https://tenet.com/calculator/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Calculator</a>\n      <div data-hover=\"fin\" style=\"position:static;\">\n        <button type=\"button\" aria-haspopup=\"true\" aria-expanded=\"false\" data-act=\"fin\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:16px;font-weight:500;color:#002269;\" class=\"tn18uikyx\">Products<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 data-panel=\"fin\" hidden=\"\" style=\"display: contents;\">\n          <div style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:min(1120px,calc(100% - 48px));margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:16px;box-shadow:0 24px 56px rgba(0,34,105,.16);padding:32px;display:grid;gap:32px;z-index:50;\" class=\"mega\">\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Buy an EV</span>\n                \n                  <a href=\"https://tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">EV Loan</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Finance a new or used EV</span></a>\n                \n                  <a href=\"https://tenet.com/tesla\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Tesla</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Every model, new or used</span></a>\n                \n                  <a href=\"https://tenet.com/rivian\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Rivian</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">R1S, R1T and R2</span></a>\n                \n                  <a href=\"https://tenet.com/lucid\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lucid</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Air and Gravity, new or used</span></a>\n                \n                  <a href=\"https://tenet.com/keysavvy\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Private Sale</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Buy from a seller with KeySavvy</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Rideshare</span>\n                \n                  <a href=\"https://tenet.com/uber\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Uber</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Uber drivers</span></a>\n                \n                  <a href=\"https://tenet.com/lyft\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lyft</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Lyft drivers</span></a>\n                \n                  <a href=\"https://tenet.com/hopskipdrive\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">HopSkipDrive</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for CareDrivers</span></a>\n                \n                  <a href=\"https://tenet.com/doordash\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">DoorDash</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Dashers</span></a>\n                \n                  <a href=\"https://tenet.com/amazon-flex\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Amazon Flex</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Flex drivers</span></a>\n                \n                  <a href=\"https://tenet.com/rideshare\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">All Rideshare Options</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Drive for another app? Start here</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Refinance</span>\n                \n                  <a href=\"https://tenet.com/refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Lower your monthly payment</span></a>\n                \n                  <a href=\"https://tenet.com/lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Buy out your leased EV</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Work With Us</span>\n                \n                  <a href=\"https://tenet.com/dealers\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Dealers</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">EV financing for your lot</span></a>\n                \n                  <a href=\"https://tenet.com/partners\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Partners</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Embed auto financing</span></a>\n                \n                  <a href=\"https://developers.tenet.com/\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Developers</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">API docs, open to all</span></a>\n                \n              </div>\n            \n            <div style=\"grid-column:1/-1;display:flex;flex-wrap:wrap;align-items:center;justify-content:space-between;gap:16px 24px;margin:0 -32px -32px;padding:20px 32px;background:#F8F3ED;border-radius:0 0 16px 16px;\">\n              <span style=\"font-size:16px;line-height:1.5;color:#231F20;text-wrap:pretty;\"><strong style=\"color:#002269;\">Not sure where to start?</strong> See your rate in two minutes. No impact to your credit.</span>\n              <a href=\"https://www.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:16px;font-weight:600;text-decoration:none;white-space:nowrap;\" class=\"tnrd81wb\" target=\"_top\">Apply Now<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=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n            </div>\n          </div>\n        </div>\n      </div>\n      <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Blog</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a href=\"https://tenet.com/sign-in/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Log in</a>\n      <a href=\"https://www.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:16px;font-weight:600;text-decoration:none;white-space:nowrap\" class=\"tnrd81wb\" target=\"_top\">Apply Now<svg width=\"16\" height=\"16\" 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    <button type=\"button\" class=\"nav-mob\" aria-label=\"Menu\" aria-expanded=\"false\" data-act=\"mob\" style=\"align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;background:none;border:0;cursor:pointer;color:#002269;white-space:nowrap\"><svg 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></button>\n  </nav>\n  <div data-panel=\"mob\" hidden=\"\" style=\"display: contents;\">\n    <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;max-height:calc(100vh - 88px);overflow-y:auto;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;display:flex;flex-direction:column;\">\n      <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Calculator</a>\n      <span style=\"display:block;padding:16px 4px 4px;font-size:17px;font-weight:600;color:#002269;\">Products</span>\n      <div style=\"display:flex;flex-direction:column;padding:0 0 8px;border-bottom:1px solid #E0E0E0;\">\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Buy an EV<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/ev-loan\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">EV Loan</a>\n              \n                <a href=\"https://tenet.com/tesla\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Tesla</a>\n              \n                <a href=\"https://tenet.com/rivian\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Rivian</a>\n              \n                <a href=\"https://tenet.com/lucid\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Lucid</a>\n              \n                <a href=\"https://tenet.com/keysavvy\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Private Sale</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Rideshare<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/uber\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Uber</a>\n              \n                <a href=\"https://tenet.com/lyft\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Lyft</a>\n              \n                <a href=\"https://tenet.com/hopskipdrive\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">HopSkipDrive</a>\n              \n                <a href=\"https://tenet.com/doordash\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">DoorDash</a>\n              \n                <a href=\"https://tenet.com/amazon-flex\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Amazon Flex</a>\n              \n                <a href=\"https://tenet.com/rideshare\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">All Rideshare Options</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Refinance<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/refinance\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Refinance</a>\n              \n                <a href=\"https://tenet.com/lease-buyout\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Lease Buyout</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Work With Us<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/dealers\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Dealers</a>\n              \n                <a href=\"https://tenet.com/partners\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Partners</a>\n              \n                <a href=\"https://developers.tenet.com/\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Developers</a>\n              \n            </div>\n          </details>\n        \n      </div>\n      <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Blog</a>\n      <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Log in</a>\n      <a href=\"https://www.tenet.com/apply\" style=\"display:flex;align-items:center;justify-content:center;height:52px;margin-top:16px;background:#007DFF;color:#fff;border-radius:6px;font-weight:600;text-decoration:none;white-space:nowrap\" target=\"_top\">Apply Now</a>\n    </div>\n  </div>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\" data-island=\"0\">\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 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;\" class=\"tn15jtv3x\">\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 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;\" class=\"tn15jtv3x\">\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;\">5.74%</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;\">$494/mo</div>\n        </div>\n      </div>\n      <a 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);\" class=\"tnrd81wb\" target=\"_top\">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      \n        <li>Tesla<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Rivian<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Ford<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Hyundai<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Kia<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Chevrolet<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Volkswagen<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Nissan<span style=\"color:#95D228;\">.</span></li>\n      \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:var(--success);\"></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);\" data-island=\"1\">\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;\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\">John E., Tesla Cybertruck owner</figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button 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;\" class=\"tn9ogcdg\"><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 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;\" class=\"tndmoj6b\"><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 href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\" class=\"tn1jvhauq\" target=\"_top\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\" class=\"tn1jvhauq\" target=\"_top\">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 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;\" class=\"tnrd81wb\">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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NjYzIDMyLjkzNDVWMTEuOTE1OEM3MDguNjYzIDEwLjgwOTUgNzA5LjQwMSA5Ljg0MTU3IDcxMC40NjEgOS41NDE5Nkw3MzcuOCAxLjcyOTFDNzM5LjM5MSAxLjI2ODE2IDc0MC45NTggMi40NjY2IDc0MC45NTggNC4xMDI5MlYzMi45MzQ1Qzc0MC45NTggMzQuMjk0MiA3NDIuMDY1IDM1LjQwMDUgNzQzLjQyNSAzNS40MDA1SDc3MC41MzNDNzcxLjg5MyAzNS40MDA1IDc3MyAzNi41MDY3IDc3MyAzNy44NjY1VjcyLjExNEM3NzMgNzMuNDczOCA3NzEuODkzIDc0LjU4IDc3MC41MzMgNzQuNThINzQzLjQyNUg3NDMuNDAyWiIgZmlsbD0iI0Y4RjNFRCI+PC9wYXRoPgo8cGF0aCBkPSJNMTgyLjgxNSAxMzUuMDA5QzE4Mi44NjIgMTM2Ljk5MSAxODAuNDY0IDEzOC4wMjggMTc5LjAzNSAxMzYuNjQ1TDEzOS40MzMgOTguNDMzNkMxMzguODEgOTcuODExNCAxMzguMzAzIDk3LjA5NjkgMTM3LjkzNCA5Ni4yOTAzQzEzNy41ODkgOTUuNDgzNyAxMzcuNDA0IDk0LjYwNzkgMTM3LjM4MSA5My43MzIxTDEzNi42NDQgNTEuODMzQzEzNi41NzQgNDguMTIyNSAxMzMuNTMyIDQ1LjE5NTUgMTI5LjgyIDQ1LjI0MTZMODcuODg5OSA0NS45NzkxQzg2LjExNDkgNDYuMDAyMiA4NC4zODYxIDQ1LjMzMzggODMuMTE4MiA0NC4wODkzTDQzLjUxNiA1Ljg3NzY5QzQyLjA4NjggNC40OTQ4OSA0My4wMzE5IDIuMDc0OTcgNDUuMDM3MyAyLjAyODg4TDE2Mi4wMjMgMC4wMDA3NTk4MUMxNjMuNzk4IC0wLjAyMjI4NyAxNjUuNTI3IDAuNjQ2MDcgMTY2Ljc5NSAxLjg5MDZMMjA2LjM5NyA0MC4xMDIyQzIwNy44MjYgNDEuNDg1IDIwNi44ODEgNDMuOTA0OSAyMDQuODc2IDQzLjk1MUwxODcuOTEgNDQuMjUwNkMxODQuMTk5IDQ0LjMxOTggMTgxLjI0OCA0Ny4zNjE5IDE4MS4zMTcgNTEuMDcyNUwxODIuNzkyIDEzNS4wMzJMMTgyLjgxNSAxMzUuMDA5WiIgZmlsbD0iI0Y4RjNFRCI+PC9wYXRoPgo8cGF0aCBkPSJNMjQuMjY4IDE4Ljk2ODJDMjQuMjIxOSAxNi45ODYyIDI2LjYxOTIgMTUuOTQ5MSAyOC4wNDg0IDE3LjMzMTlMNjcuNjUwNyA1NS41NDM1QzY4LjI3MzEgNTYuMTY1OCA2OC43ODAyIDU2Ljg4MDIgNjkuMTQ5IDU3LjY4NjlDNjkuNDk0OCA1OC40OTM1IDY5LjY3OTIgNTkuMzY5MyA2OS43MDIzIDYwLjI0NTFMNzAuNDM5OSAxMDIuMTQ0QzcwLjUwOTEgMTA1Ljg1NSA3My41NTE4IDEwOC43ODIgNzcuMjYzMSAxMDguNzM2TDExOS4xOTQgMTA3Ljk5OEMxMjAuOTY5IDEwNy45NzUgMTIyLjY5NyAxMDguNjQzIDEyMy45NjUgMTA5Ljg4OEwxNjMuNTY3IDE0OC4wOTlDMTY0Ljk5NyAxNDkuNDgyIDE2NC4wNTIgMTUxLjkwMiAxNjIuMDQ2IDE1MS45NDhMNDUuMDM3MyAxNTMuOTk5QzQzLjI2MjMgMTU0LjAyMiA0MS41MzM1IDE1My4zNTQgNDAuMjY1NyAxNTIuMTFMMC42ODY0NDIgMTEzLjg5OEMtMC43NDI3NDQgMTEyLjUxNSAwLjIwMjM2MyAxMTAuMDk1IDIuMjA3ODMgMTEwLjA0OUwxOS4xNzM2IDEwOS43NUMyMi44ODQ5IDEwOS42OCAyNS44MzU1IDEwNi42MzggMjUuNzY2MyAxMDIuOTI4TDI0LjI5MTEgMTguOTY4MkgyNC4yNjhaIiBmaWxsPSIjRjhGM0VEIj48L3BhdGg+Cjwvc3ZnPg==\" 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rel=\"noopener\" style=\"color:rgba(248,243,237,.78);text-decoration:underline;text-underline-offset:3px;\" class=\"tn18uikyx\">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=\"sticky-btn tnrd81wb\" 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;\" target=\"_top\">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></div>\n<script>(function(){var Rt=document.getElementById('tenet-page');\nfunction panel(k,show){var ps=Rt.querySelectorAll('[data-panel=\"'+k+'\"]');if(!ps.length)return;var 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Quick-Quote logic\n// Payment estimate uses the 72-month rate sheet (includes 0.25% autopay discount).\n\nconst QUICK_QUOTE_ASSUMPTIONS = {\n  termMonths: 72,\n};\n\nconst CREDIT_TIERS = [\n  { value: '800-850', label: 'Excellent (800–850)' },\n  { value: '760-799', label: 'Very good (760–799)' },\n  { value: '720-759', label: 'Good (720–759)' },\n  { value: '690-719', label: 'Fair (690–719)' },\n  { value: '650-689', label: 'Below average (650–689)' },\n  { value: '620-649', label: 'Poor (620–649)' },\n];\n\n// Base rate with autopay (\"rates from\").\nconst BASE_APR_BY_TIER = {\n  '800-850': 0.0499,\n  '760-799': 0.0499,\n  '720-759': 0.0569,\n  '690-719': 0.0824,\n  '650-689': 0.1224,\n  '620-649': 0.1574,\n};\n\n// 72-month rate with autopay — used for the payment estimate.\nconst APR_72_BY_TIER = {\n  '800-850': 0.0549,\n  '760-799': 0.0574,\n  '720-759': 0.0644,\n  '690-719': 0.0899,\n  '650-689': 0.1299,\n  '620-649': 0.1649,\n};\n\nconst QUICK_QUOTE_APR_BY_TIER = APR_72_BY_TIER;\n\nconst MIN_LOAN = 10000;\nconst STEP = 5000;\n\nfunction loanAmountOptions(min = MIN_LOAN, max = 100000, step = STEP) {\n  const out = [];\n  for (let v = min; v <= max; v += step) out.push(v);\n  return out;\n}\n\n// Returns { apr, baseApr, monthly, belowMin } for a given loan amount + credit tier.\nfunction quickQuote(loanAmount, creditTier) {\n  const term = QUICK_QUOTE_ASSUMPTIONS.termMonths;\n  const apr = APR_72_BY_TIER[creditTier];\n  const baseApr = BASE_APR_BY_TIER[creditTier];\n  if (loanAmount < MIN_LOAN) return { apr, baseApr, monthly: null, belowMin: true };\n  const r = apr / 12;\n  const monthly = (loanAmount * r) / (1 - Math.pow(1 + r, -term));\n  return { apr, baseApr, monthly, belowMin: false };\n}\n\nconst usd = (n) => '$' + Math.round(n).toLocaleString('en-US');\nconst pct = (n) => (n * 100).toFixed(2) + '%';\n\nreturn 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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 value=\\\"{{ loanAmount }}\\\" onchange=\\\"{{ onLoanAmountChange }}\\\" 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;\\\" style-focus=\\\"border:2px solid #007DFF;box-shadow:0 0 0 3px rgba(0,125,255,.15);\\\">\\n            <sc-for list=\\\"{{ loanAmountOptions }}\\\" as=\\\"amt\\\" hint-placeholder-count=\\\"6\\\"><option value=\\\"{{ amt.value }}\\\">{{ amt.label }}</option></sc-for>\\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 value=\\\"{{ creditTier }}\\\" onchange=\\\"{{ onCreditTierChange }}\\\" 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;\\\" style-focus=\\\"border:2px solid #007DFF;box-shadow:0 0 0 3px rgba(0,125,255,.15);\\\">\\n            <sc-for list=\\\"{{ creditTiers }}\\\" as=\\\"tier\\\" hint-placeholder-count=\\\"6\\\"><option value=\\\"{{ tier.value }}\\\">{{ tier.label }}</option></sc-for>\\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;\\\">{{ aprDisplay }}</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;\\\">{{ paymentDisplay }}</div>\\n        </div>\\n      </div>\\n      <a 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);\\\" style-hover=\\\"background:#0064CC;color:#fff;\\\">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>\",\"<section id=\\\"reviews\\\" data-screen-label=\\\"Reviews\\\" style=\\\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\\\" data-island=\\\"1\\\">\\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;\\\">\\\"{{ activeTestimonial.quote }}\\\"</blockquote>\\n      <figcaption style=\\\"font-size:16px;color:#B3E1FF;\\\">{{ activeTestimonial.name }}, {{ activeTestimonial.detail }}</figcaption>\\n      <div style=\\\"display:flex;justify-content:center;gap:12px;\\\">\\n        <button onclick=\\\"{{ prevTestimonial }}\\\" 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;\\\" style-hover=\\\"border-color:#B3E1FF;\\\"><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 onclick=\\\"{{ nextTestimonial }}\\\" 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;\\\" style-hover=\\\"background:#0064CC;\\\"><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>\"];\nvar DCLogic=function(){this.props={};};\nvar inst,V,queued=false,P=new DOMParser();\nDCLogic.prototype.setState=function(u,cb){var p=typeof u==='function'?u(this.state,this.props):u;this.state=Object.assign({},this.state,p);if(!queued){queued=true;Promise.resolve().then(function(){queued=false;draw();inst.componentDidUpdate&&inst.componentDidUpdate();cb&&cb();});}};\nDCLogic.prototype.forceUpdate=function(){this.setState({});};\nvar React={createElement:function(){return null;}};\nclass Component extends DCLogic {\n  finGroups = [\n    { title: 'Buy an EV', items: [\n      { name: 'EV Loan', desc: 'Finance a new or used EV', href: 'https://tenet.com/ev-loan' },\n      { name: 'Tesla', desc: 'Every model, new or used', href: 'tesla.dc.html' },\n      { name: 'Rivian', desc: 'R1S, R1T and R2', href: 'rivian.dc.html' },\n      { name: 'Lucid', desc: 'Air and Gravity, new or used', href: 'lucid.dc.html' },\n      { name: 'Private Sale', desc: 'Buy from a seller with KeySavvy', href: 'keysavvy.dc.html' }\n    ] },\n    { title: 'Rideshare', items: [\n      { name: 'Uber', desc: 'Financing for Uber drivers', href: 'uber.dc.html' },\n      { name: 'Lyft', desc: 'Financing for Lyft drivers', href: 'lyft.dc.html' },\n      { name: 'HopSkipDrive', desc: 'Financing for CareDrivers', href: 'hopskipdrive.dc.html' },\n      { name: 'DoorDash', desc: 'Financing for Dashers', href: 'doordash.dc.html' },\n      { name: 'Amazon Flex', desc: 'Financing for Flex drivers', href: 'amazon-flex.dc.html' },\n      { name: 'All Rideshare Options', desc: 'Drive for another app? Start here', href: 'https://tenet.com/rideshare' }\n    ] },\n    { title: 'Refinance', items: [\n      { name: 'Refinance', desc: 'Lower your monthly payment', href: 'https://tenet.com/refinance' },\n      { name: 'Lease Buyout', desc: 'Buy out your leased EV', href: 'https://tenet.com/lease-buyout' }\n    ] },\n    { title: 'Work With Us', items: [\n      { name: 'Dealers', desc: 'EV financing for your lot', href: 'dealers.dc.html' },\n      { name: 'Partners', desc: 'Embed auto financing', href: 'partners.dc.html' },\n      { name: 'Developers', desc: 'API docs, open to all', href: 'https://developers.tenet.com/' }\n    ] }\n  ];\n\n  state = { tIndex: 0, loanAmount: 30000, creditTier: '760-799', quoteMod: null, finOpen: false };\n\n  componentDidMount() {\n    Promise.resolve(__M[\"quick-quote.js\"]).then(mod => this.setState({ quoteMod: mod }));\n  }\n\n  brandChips = ['Tesla', 'Rivian', 'Ford', 'Hyundai', 'Kia', 'Chevrolet', 'Volkswagen', 'Nissan'];\n\n  testimonials = [\n    { name: 'John E.', detail: 'Tesla Cybertruck owner', quote: \"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\" },\n    { name: 'Terrance W.', detail: 'EV owner', quote: \"This being the first time I went through this process, he held my hand and made it less stressful and painless — and got me approved with a very favorable rate.\" },\n    { name: 'Luis R.', detail: 'EV owner', quote: \"Easy to work with Tenet. They were quick and responsive. Loan was provided with no issues at the least APR rate available.\" },\n    { name: 'Bert M.', detail: 'EV owner', quote: \"The interaction with Tenet was absolutely the easiest and best part of the entire transaction. They were flexible when I changed cars and accommodating at all points.\" }\n  ];\n\n  renderVals() {\n    const mod = this.state.quoteMod;\n    let aprDisplay = '—', paymentDisplay = '—', loanAmountOptions = [], creditTiers = [];\n    if (mod) {\n      loanAmountOptions = mod.loanAmountOptions().map(v => ({ value: v, label: mod.usd(v) }));\n      creditTiers = mod.CREDIT_TIERS;\n      const { apr, monthly, belowMin } = mod.quickQuote(this.state.loanAmount, this.state.creditTier);\n      aprDisplay = mod.pct(apr);\n      paymentDisplay = belowMin ? 'N/A' : mod.usd(monthly) + '/mo';\n    }\n    const n = this.testimonials.length;\n    return {\n      finGroups: this.finGroups, mobOpen: !!this.state.mobOpen, toggleMob: () => this.setState(s => ({ mobOpen: !s.mobOpen })),\n      finOpen: this.state.finOpen,\n      openFin: () => this.setState({ finOpen: true }),\n      closeFin: () => this.setState({ finOpen: false }),\n      toggleFin: () => this.setState(s => ({ finOpen: !s.finOpen })),\n      brandChips: this.brandChips,\n      moreBrandsCount: 18,\n      activeTestimonial: this.testimonials[this.state.tIndex],\n      prevTestimonial: () => this.setState(s => ({ tIndex: (s.tIndex - 1 + n) % n })),\n      nextTestimonial: () => this.setState(s => ({ tIndex: (s.tIndex + 1) % n })),\n      loanAmount: this.state.loanAmount,\n      creditTier: this.state.creditTier,\n      loanAmountOptions, creditTiers, aprDisplay, paymentDisplay,\n      onLoanAmountChange: (e) => this.setState({ loanAmount: Number(e.target.value) }),\n      onCreditTierChange: (e) => this.setState({ creditTier: e.target.value })\n    };\n  }\n}\n\nvar css=document.getElementById('tenet-hov');var R=__mk(document,true,function(c,r){if(!HOV[c]){HOV[c]=1;css.appendChild(document.createTextNode(r));}});\nvar HOV={};\nvar TPL=ISL.map(function(h){return P.parseFromString('<body>'+h+'</body>','text/html').body.firstElementChild;});\nfunction draw(){V=inst.renderVals();var refs=[];TPL.forEach(function(t,i){var cur=document.querySelector('[data-island=\"'+i+'\"]');if(!cur)return;var a=document.activeElement,path=null;if(a&&cur.contains(a)){path=[];var x=a;while(x&&x!==cur){path.unshift([].indexOf.call(x.parentNode.children,x));x=x.parentNode;}}\nvar f=document.createDocumentFragment();R.clone(V,t,{},f,refs);var nu=f.firstElementChild;cur.replaceWith(nu);\nif(path){var y=nu;for(var j=0;j<path.length&&y;j++)y=y.children[path[j]];if(y&&y.focus)y.focus({preventScroll:true});}});refs.forEach(function(r){r[0](r[1]);});}\ninst=new 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ALIASES ================= */\n  /* Brand */\n  --brand-primary: var(--sky-500);\n  --brand-secondary: var(--electra-500);\n  --brand-tertiary: var(--charge-500);\n  --brand-ink: var(--circuit);\n\n  /* Tertiary (Charge) pairings — LEGIBILITY.\n     Text on Charge has exactly two allowed pairings:\n       1. WHITE text on Charge Deep (Charge-700 #5A7F18) or darker — buttons, CTAs, chips.\n       2. Dark Circuit text ONLY on LIGHT Charge (100–400, default Charge-400 #B8FF80).\n     Charge-500/600 never carry text: dark text looks muddy, white fails (~1.8:1).\n     Never Electra (blue) text on any Charge — the hues vibrate. */\n  --charge-ink: var(--circuit);     /* dark text ONLY on --charge-light (Charge 100–400) */\n  --charge-light: var(--charge-400); /* light green surface that may carry Circuit text */\n  --charge-deep: var(--charge-700); /* green surface that carries WHITE text (buttons/CTAs) — ~4.7:1 */\n  --on-charge-deep: var(--white);\n\n  /* Charge ON DARK — HARD RULE.\n     Charge green (any shade 100–500) as TEXT or ICONS is allowed on the Tenet\n     gradient, the brand mesh, or Sky-900 (#001933) and darker.\n     NEVER on FLAT Electra-500 navy or flat Sky-500–800 — the blue/green vibrates.\n     On those flat surfaces use --text-accent-on-navy. */\n  --surface-charge-safe: var(--sky-900);    /* flat dark surface Charge text may sit on (gradient/mesh also OK) */\n  --text-charge-on-dark: var(--charge-400); /* on gradient, mesh, or --surface-charge-safe and darker */\n  --text-accent-on-navy: var(--sky-200);    /* eyebrows, labels, accent icons on FLAT navy / Sky-500–800 */\n\n  /* Surfaces */\n  --surface-page: var(--white);\n  --surface-subtle: var(--cloud);\n  --surface-card: var(--white);\n  --surface-inverse: var(--electra-500);\n  --surface-input: var(--white); /* fields must stand out on Cloud / Cloud-light pages */\n  --surface-flow: var(--cloud-light); /* application-flow page background */\n\n  /* Text */\n  --text-heading: var(--electra-500);\n  --text-body: var(--circuit);\n  --text-muted: var(--circuit-medium);\n  --text-link: var(--sky-500);\n  --text-on-brand: var(--white);\n\n  /* Borders */\n  --border-subtle: var(--cloud-dark);\n  --border-default: var(--circuit-light);\n  --border-strong: var(--circuit-medium);\n  --border-focus: var(--sky-500);\n\n  /* ---- Signature gradients ---- */\n  --gradient-tenet: linear-gradient(135deg, var(--electra-500) 0%, var(--sky-500) 100%);\n  --gradient-charge: linear-gradient(135deg, var(--charge-400) 0%, var(--charge-600) 100%);\n  --gradient-sky-electra: linear-gradient(135deg, var(--sky-300) 0%, var(--electra-400) 100%);\n  --gradient-subtle: linear-gradient(135deg, var(--electra-100) 0%, var(--sky-100) 100%);\n\n  /* ---- Brand mesh background ----\n     The signature multi-stop mesh used on hero / brand panels & the brand ad.\n     `--bg-mesh-brand` is the real PNG (richest); `--gradient-mesh-brand` is a\n     pure-CSS fallback (stacked radial gradients) for when an image can't be used. */\n  --bg-mesh-brand: url(\"../assets/imagery/mesh-brand-blue.png\") center center / cover no-repeat;\n  --bg-mesh-energy: url(\"../assets/imagery/mesh-energy.png\") center center / cover no-repeat;\n  --bg-mesh-soft: url(\"../assets/imagery/mesh-soft.png\") center center / cover no-repeat;\n  --gradient-mesh-brand:\n    radial-gradient(60% 70% at 18% 20%, rgba(0, 125, 255, 0.85) 0%, rgba(0, 125, 255, 0) 60%),\n    radial-gradient(55% 65% at 85% 25%, rgba(77, 187, 255, 0.75) 0%, rgba(77, 187, 255, 0) 60%),\n    radial-gradient(70% 80% at 75% 90%, rgba(149, 210, 40, 0.40) 0%, rgba(149, 210, 40, 0) 55%),\n    radial-gradient(80% 90% at 25% 85%, rgba(0, 19, 61, 0.90) 0%, rgba(0, 19, 61, 0) 60%),\n    linear-gradient(150deg, var(--electra-500) 0%, var(--sky-600) 100%);\n  --gradient-mesh-energy:\n    radial-gradient(65% 75% at 80% 15%, rgba(149, 210, 40, 0.90) 0%, rgba(149, 210, 40, 0) 55%),\n    radial-gradient(70% 80% at 15% 60%, rgba(0, 125, 255, 0.95) 0%, rgba(0, 125, 255, 0) 60%),\n    radial-gradient(60% 70% at 70% 95%, rgba(184, 255, 128, 0.55) 0%, rgba(184, 255, 128, 0) 55%),\n    linear-gradient(150deg, var(--sky-500) 0%, var(--charge-500) 100%);\n}\n\n/* Tenet Energy — Typography\n   Montserrat = headings & display (Bold/Semibold).\n   Public Sans = body, UI, labels.\n   Anonymous Pro = mono accent — bullet lists, numeric values (amounts, APR,\n   payments, terms), and some fine-print disclaimers. */\n:root {\n  /* Families */\n  --font-heading: 'Montserrat', system-ui, -apple-system, 'Segoe UI', sans-serif;\n  --font-body: 'Public Sans', system-ui, -apple-system, 'Segoe UI', sans-serif;\n  --font-mono: 'Anonymous Pro', ui-monospace, 'SFMono-Regular', Menlo, Consolas, monospace;\n\n  /* Weights */\n  --weight-regular: 400;\n  --weight-medium: 500;\n  --weight-semibold: 600;\n  --weight-bold: 700;\n  --weight-extrabold: 800;\n\n  /* Type scale (px / rem) — H1–H6 Montserrat, body Public Sans */\n  --text-h1: 4rem;       /* 64px  / Bold 700 / 1.25 */\n  --text-h2: 3rem;       /* 48px  / Semibold / 1.25 */\n  --text-h3: 2.25rem;    /* 36px  / Semibold / 1.375 */\n  --text-h4: 1.875rem;   /* 30px  / Semibold / 1.375 */\n  --text-h5: 1.125rem;   /* 18px  / Semibold / 1.5 */\n  --text-h6: 1rem;       /* 16px  / Semibold / 1.5 */\n  --text-lead: 1.25rem;  /* 20px  / Regular  / 1.625 */\n  --text-body-size: 1rem;     /* 16px / Regular / 1.625 */\n  --text-small: 0.875rem;     /* 14px / Regular / 1.5 */\n  --text-caption: 0.75rem;    /* 12px / Regular / 1.5 */\n  --text-label: 0.875rem;     /* 14px / Medium  / 1.5 */\n\n  /* Line heights */\n  --leading-tight: 1.25;\n  --leading-snug: 1.375;\n  --leading-normal: 1.5;\n  --leading-relaxed: 1.625;\n\n  /* Tracking */\n  --tracking-tight: -0.02em;\n  --tracking-normal: 0;\n  --tracking-wide: 0.04em;\n}\n\n/* Tenet Energy — Spacing & Layout (4px grid) */\n:root {\n  --space-1: 4px;\n  --space-2: 8px;\n  --space-3: 12px;\n  --space-4: 16px;\n  --space-6: 24px;\n  --space-8: 32px;\n  --space-12: 48px;\n  --space-16: 64px;\n  --space-20: 80px;\n  --space-24: 96px;\n\n  /* Border radius */\n  --radius-sm: 0.125rem;  /* 2px  — chips, small accents */\n  --radius-md: 0.375rem;  /* 6px  — buttons, inputs */\n  --radius-lg: 0.625rem;  /* 10px — cards */\n  --radius-xl: 1.025rem;  /* ~16px — large surfaces, hero panels */\n  --radius-full: 9999px;  /* pills, avatars */\n\n  /* Container widths */\n  --container-sm: 640px;\n  --container-md: 960px;\n  --container-lg: 1200px;\n  --container-xl: 1440px;\n}\n\n/* Tenet Energy — Effects (shadows, transitions, focus) */\n:root {\n  /* Elevation — soft, neutral. Cards sit on subtle shadow, not heavy. */\n  --shadow-xs: 0 1px 2px rgba(35, 31, 32, 0.06);\n  --shadow-sm: 0 1px 3px rgba(35, 31, 32, 0.08), 0 1px 2px rgba(35, 31, 32, 0.04);\n  --shadow-md: 0 4px 12px rgba(35, 31, 32, 0.08);\n  --shadow-lg: 0 12px 28px rgba(35, 31, 32, 0.12);\n  --shadow-xl: 0 24px 48px rgba(35, 31, 32, 0.16);\n  /* Brand-tinted glow for primary surfaces / hero panels */\n  --shadow-brand: 0 12px 32px rgba(0, 125, 255, 0.24);\n\n  /* Focus ring — always Sky */\n  --ring-focus: 0 0 0 3px rgba(0, 125, 255, 0.4);\n\n  /* Motion — quick, confident, no bounce */\n  --ease-standard: cubic-bezier(0.4, 0, 0.2, 1); /* @kind other */\n  --ease-out: cubic-bezier(0, 0, 0.2, 1); /* @kind other */\n  --duration-fast: 120ms; /* @kind other */\n  --duration-base: 200ms; /* @kind other */\n  --duration-slow: 320ms; /* @kind other */\n  --transition-base: all var(--duration-base) var(--ease-standard);\n}\n\n\n  html,body{margin:0;background:#fff;color:#231F20;font-family:'Public Sans',sans-serif;-webkit-font-smoothing:antialiased}\n  nav a,nav button,a[style*=\"height:5\"],a[style*=\"height:44px\"]{white-space:nowrap}\n  *{box-sizing:border-box}\n  h1,h2,h3,p,li,blockquote,figcaption,summary,label{text-wrap:pretty}\n  a{color:#007DFF}\n  a:hover{color:#0064CC}\n  .nav-desk{display:flex}\n  .nav-mob{display:none}\n  .nav-mob summary::-webkit-details-marker{display:none}\n      details[open] > summary .nav-chev{transform:rotate(180deg)}\n  details.faq > summary{list-style:none}\n  details.faq > summary::-webkit-details-marker{display:none}\n  details.faq[open] .faq-chev{transform:rotate(45deg)}\n  @media (max-width:900px){.nav-bar{height:72px !important}.nav-desk{display:none}.nav-mob{display:block}}\n  @media (max-width:640px){.sticky-copy{display:none !important}.sticky-btn{flex:1}}\n  details.faq > summary{list-style:none}\n  details.faq > summary::-webkit-details-marker{display:none}\n  details.faq[open] .faq-chev{transform:rotate(45deg)}\n  .nav-desk{display:flex}\n  .nav-mob{display:none}\n  .mega{grid-template-columns:repeat(4,minmax(0,1fr))}\n  @media (max-width:1120px){.mega{grid-template-columns:repeat(2,minmax(0,1fr)) !important}}\n  @media (max-width:900px){.nav-desk{display:none !important}.nav-mob{display:flex !important}}\n\n[hidden]{display:none !important}\n#tenet-page .tn18uikyx:hover{color:#007DFF !important}\n#tenet-page .tn1xhbthf:hover{background:#F8F3ED !important}\n#tenet-page .tnrd81wb:hover{background:#0064CC !important;color:#fff !important}\n#tenet-page .tn15jtv3x:focus{border:2px solid #007DFF !important;box-shadow:0 0 0 3px rgba(0,125,255,.15) !important}\n#tenet-page .tn9ogcdg:hover{border-color:#B3E1FF !important}\n#tenet-page .tndmoj6b:hover{background:#0064CC !important}\n#tenet-page .tn1jvhauq:hover{color:#0064CC !important}\n#tenet-page .tn18vc5x5:hover{color:#B3E1FF !important}</style><style id=\"tenet-hov\"></style>\n<div id=\"tenet-page\">\n\n\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\" style=\"position:relative;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;\" target=\"_top\"><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 href=\"https://tenet.com/calculator/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Calculator</a>\n      <div data-hover=\"fin\" style=\"position:static;\">\n        <button type=\"button\" aria-haspopup=\"true\" aria-expanded=\"false\" data-act=\"fin\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:16px;font-weight:500;color:#002269;\" class=\"tn18uikyx\">Products<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 data-panel=\"fin\" hidden=\"\" style=\"display: contents;\">\n          <div style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:min(1120px,calc(100% - 48px));margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:16px;box-shadow:0 24px 56px rgba(0,34,105,.16);padding:32px;display:grid;gap:32px;z-index:50;\" class=\"mega\">\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Buy an EV</span>\n                \n                  <a href=\"https://tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">EV Loan</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Finance a new or used EV</span></a>\n                \n                  <a href=\"https://tenet.com/tesla\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Tesla</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Every model, new or used</span></a>\n                \n                  <a href=\"https://tenet.com/rivian\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Rivian</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">R1S, R1T and R2</span></a>\n                \n                  <a href=\"https://tenet.com/lucid\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lucid</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Air and Gravity, new or used</span></a>\n                \n                  <a href=\"https://tenet.com/keysavvy\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Private Sale</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Buy from a seller with KeySavvy</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Rideshare</span>\n                \n                  <a href=\"https://tenet.com/uber\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Uber</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Uber drivers</span></a>\n                \n                  <a href=\"https://tenet.com/lyft\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lyft</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Lyft drivers</span></a>\n                \n                  <a href=\"https://tenet.com/hopskipdrive\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">HopSkipDrive</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for CareDrivers</span></a>\n                \n                  <a href=\"https://tenet.com/doordash\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">DoorDash</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Dashers</span></a>\n                \n                  <a href=\"https://tenet.com/amazon-flex\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Amazon Flex</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Flex drivers</span></a>\n                \n                  <a href=\"https://tenet.com/rideshare\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">All Rideshare Options</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Drive for another app? Start here</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Refinance</span>\n                \n                  <a href=\"https://tenet.com/refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Lower your monthly payment</span></a>\n                \n                  <a href=\"https://tenet.com/lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Buy out your leased EV</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Work With Us</span>\n                \n                  <a href=\"https://tenet.com/dealers\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Dealers</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">EV financing for your lot</span></a>\n                \n                  <a href=\"https://tenet.com/partners\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Partners</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Embed auto financing</span></a>\n                \n                  <a href=\"https://developers.tenet.com/\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Developers</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">API docs, open to all</span></a>\n                \n              </div>\n            \n            <div style=\"grid-column:1/-1;display:flex;flex-wrap:wrap;align-items:center;justify-content:space-between;gap:16px 24px;margin:0 -32px -32px;padding:20px 32px;background:#F8F3ED;border-radius:0 0 16px 16px;\">\n              <span style=\"font-size:16px;line-height:1.5;color:#231F20;text-wrap:pretty;\"><strong style=\"color:#002269;\">Not sure where to start?</strong> See your rate in two minutes. No impact to your credit.</span>\n              <a href=\"https://www.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:16px;font-weight:600;text-decoration:none;white-space:nowrap;\" class=\"tnrd81wb\" target=\"_top\">Apply Now<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=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n            </div>\n          </div>\n        </div>\n      </div>\n      <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Blog</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a href=\"https://tenet.com/sign-in/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Log in</a>\n      <a href=\"https://www.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:16px;font-weight:600;text-decoration:none;white-space:nowrap\" class=\"tnrd81wb\" target=\"_top\">Apply Now<svg width=\"16\" height=\"16\" 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    <button type=\"button\" class=\"nav-mob\" aria-label=\"Menu\" aria-expanded=\"false\" data-act=\"mob\" style=\"align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;background:none;border:0;cursor:pointer;color:#002269;white-space:nowrap\"><svg 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></button>\n  </nav>\n  <div data-panel=\"mob\" hidden=\"\" style=\"display: contents;\">\n    <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;max-height:calc(100vh - 88px);overflow-y:auto;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;display:flex;flex-direction:column;\">\n      <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Calculator</a>\n      <span style=\"display:block;padding:16px 4px 4px;font-size:17px;font-weight:600;color:#002269;\">Products</span>\n      <div style=\"display:flex;flex-direction:column;padding:0 0 8px;border-bottom:1px solid #E0E0E0;\">\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Buy an EV<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/ev-loan\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">EV Loan</a>\n              \n                <a href=\"https://tenet.com/tesla\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Tesla</a>\n              \n                <a href=\"https://tenet.com/rivian\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Rivian</a>\n              \n                <a href=\"https://tenet.com/lucid\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Lucid</a>\n              \n                <a href=\"https://tenet.com/keysavvy\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Private Sale</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Rideshare<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/uber\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Uber</a>\n              \n                <a href=\"https://tenet.com/lyft\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Lyft</a>\n              \n                <a href=\"https://tenet.com/hopskipdrive\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">HopSkipDrive</a>\n              \n                <a href=\"https://tenet.com/doordash\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">DoorDash</a>\n              \n                <a href=\"https://tenet.com/amazon-flex\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Amazon Flex</a>\n              \n                <a href=\"https://tenet.com/rideshare\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">All Rideshare Options</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Refinance<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/refinance\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Refinance</a>\n              \n                <a href=\"https://tenet.com/lease-buyout\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Lease Buyout</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Work With Us<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/dealers\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Dealers</a>\n              \n                <a href=\"https://tenet.com/partners\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Partners</a>\n              \n                <a href=\"https://developers.tenet.com/\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Developers</a>\n              \n            </div>\n          </details>\n        \n      </div>\n      <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Blog</a>\n      <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Log in</a>\n      <a href=\"https://www.tenet.com/apply\" style=\"display:flex;align-items:center;justify-content:center;height:52px;margin-top:16px;background:#007DFF;color:#fff;border-radius:6px;font-weight:600;text-decoration:none;white-space:nowrap\" target=\"_top\">Apply Now</a>\n    </div>\n  </div>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\" data-island=\"0\">\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 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;\" class=\"tn15jtv3x\">\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 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;\" class=\"tn15jtv3x\">\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;\">5.74%</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;\">$494/mo</div>\n        </div>\n      </div>\n      <a 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);\" class=\"tnrd81wb\" target=\"_top\">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      \n        <li>Tesla<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Rivian<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Ford<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Hyundai<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Kia<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Chevrolet<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Volkswagen<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Nissan<span style=\"color:#95D228;\">.</span></li>\n      \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:var(--success);\"></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);\" data-island=\"1\">\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;\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\">John E., Tesla Cybertruck owner</figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button 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;\" class=\"tn9ogcdg\"><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 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;\" class=\"tndmoj6b\"><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 href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\" class=\"tn1jvhauq\" target=\"_top\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\" class=\"tn1jvhauq\" target=\"_top\">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 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;\" class=\"tnrd81wb\">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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\" 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rel=\"noopener\" style=\"color:rgba(248,243,237,.78);text-decoration:underline;text-underline-offset:3px;\" class=\"tn18uikyx\">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=\"sticky-btn tnrd81wb\" 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;\" target=\"_top\">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></div>\n<script>(function(){var Rt=document.getElementById('tenet-page');\nfunction panel(k,show){var ps=Rt.querySelectorAll('[data-panel=\"'+k+'\"]');if(!ps.length)return;var 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Quick-Quote logic\n// Payment estimate uses the 72-month rate sheet (includes 0.25% autopay discount).\n\nconst QUICK_QUOTE_ASSUMPTIONS = {\n  termMonths: 72,\n};\n\nconst CREDIT_TIERS = [\n  { value: '800-850', label: 'Excellent (800–850)' },\n  { value: '760-799', label: 'Very good (760–799)' },\n  { value: '720-759', label: 'Good (720–759)' },\n  { value: '690-719', label: 'Fair (690–719)' },\n  { value: '650-689', label: 'Below average (650–689)' },\n  { value: '620-649', label: 'Poor (620–649)' },\n];\n\n// Base rate with autopay (\"rates from\").\nconst BASE_APR_BY_TIER = {\n  '800-850': 0.0499,\n  '760-799': 0.0499,\n  '720-759': 0.0569,\n  '690-719': 0.0824,\n  '650-689': 0.1224,\n  '620-649': 0.1574,\n};\n\n// 72-month rate with autopay — used for the payment estimate.\nconst APR_72_BY_TIER = {\n  '800-850': 0.0549,\n  '760-799': 0.0574,\n  '720-759': 0.0644,\n  '690-719': 0.0899,\n  '650-689': 0.1299,\n  '620-649': 0.1649,\n};\n\nconst QUICK_QUOTE_APR_BY_TIER = APR_72_BY_TIER;\n\nconst MIN_LOAN = 10000;\nconst STEP = 5000;\n\nfunction loanAmountOptions(min = MIN_LOAN, max = 100000, step = STEP) {\n  const out = [];\n  for (let v = min; v <= max; v += step) out.push(v);\n  return out;\n}\n\n// Returns { apr, baseApr, monthly, belowMin } for a given loan amount + credit tier.\nfunction quickQuote(loanAmount, creditTier) {\n  const term = QUICK_QUOTE_ASSUMPTIONS.termMonths;\n  const apr = APR_72_BY_TIER[creditTier];\n  const baseApr = BASE_APR_BY_TIER[creditTier];\n  if (loanAmount < MIN_LOAN) return { apr, baseApr, monthly: null, belowMin: true };\n  const r = apr / 12;\n  const monthly = (loanAmount * r) / (1 - Math.pow(1 + r, -term));\n  return { apr, baseApr, monthly, belowMin: false };\n}\n\nconst usd = (n) => '$' + Math.round(n).toLocaleString('en-US');\nconst pct = (n) => (n * 100).toFixed(2) + '%';\n\nreturn 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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 value=\\\"{{ loanAmount }}\\\" onchange=\\\"{{ onLoanAmountChange }}\\\" 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;\\\" style-focus=\\\"border:2px solid #007DFF;box-shadow:0 0 0 3px rgba(0,125,255,.15);\\\">\\n            <sc-for list=\\\"{{ loanAmountOptions }}\\\" as=\\\"amt\\\" hint-placeholder-count=\\\"6\\\"><option value=\\\"{{ amt.value }}\\\">{{ amt.label }}</option></sc-for>\\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 value=\\\"{{ creditTier }}\\\" onchange=\\\"{{ onCreditTierChange }}\\\" 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;\\\" style-focus=\\\"border:2px solid #007DFF;box-shadow:0 0 0 3px rgba(0,125,255,.15);\\\">\\n            <sc-for list=\\\"{{ creditTiers }}\\\" as=\\\"tier\\\" hint-placeholder-count=\\\"6\\\"><option value=\\\"{{ tier.value }}\\\">{{ tier.label }}</option></sc-for>\\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;\\\">{{ aprDisplay }}</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;\\\">{{ paymentDisplay }}</div>\\n        </div>\\n      </div>\\n      <a 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);\\\" style-hover=\\\"background:#0064CC;color:#fff;\\\">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>\",\"<section id=\\\"reviews\\\" data-screen-label=\\\"Reviews\\\" style=\\\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\\\" data-island=\\\"1\\\">\\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;\\\">\\\"{{ activeTestimonial.quote }}\\\"</blockquote>\\n      <figcaption style=\\\"font-size:16px;color:#B3E1FF;\\\">{{ activeTestimonial.name }}, {{ activeTestimonial.detail }}</figcaption>\\n      <div style=\\\"display:flex;justify-content:center;gap:12px;\\\">\\n        <button onclick=\\\"{{ prevTestimonial }}\\\" 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;\\\" style-hover=\\\"border-color:#B3E1FF;\\\"><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 onclick=\\\"{{ nextTestimonial }}\\\" 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;\\\" style-hover=\\\"background:#0064CC;\\\"><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>\"];\nvar DCLogic=function(){this.props={};};\nvar inst,V,queued=false,P=new DOMParser();\nDCLogic.prototype.setState=function(u,cb){var p=typeof u==='function'?u(this.state,this.props):u;this.state=Object.assign({},this.state,p);if(!queued){queued=true;Promise.resolve().then(function(){queued=false;draw();inst.componentDidUpdate&&inst.componentDidUpdate();cb&&cb();});}};\nDCLogic.prototype.forceUpdate=function(){this.setState({});};\nvar React={createElement:function(){return null;}};\nclass Component extends DCLogic {\n  finGroups = [\n    { title: 'Buy an EV', items: [\n      { name: 'EV Loan', desc: 'Finance a new or used EV', href: 'https://tenet.com/ev-loan' },\n      { name: 'Tesla', desc: 'Every model, new or used', href: 'tesla.dc.html' },\n      { name: 'Rivian', desc: 'R1S, R1T and R2', href: 'rivian.dc.html' },\n      { name: 'Lucid', desc: 'Air and Gravity, new or used', href: 'lucid.dc.html' },\n      { name: 'Private Sale', desc: 'Buy from a seller with KeySavvy', href: 'keysavvy.dc.html' }\n    ] },\n    { title: 'Rideshare', items: [\n      { name: 'Uber', desc: 'Financing for Uber drivers', href: 'uber.dc.html' },\n      { name: 'Lyft', desc: 'Financing for Lyft drivers', href: 'lyft.dc.html' },\n      { name: 'HopSkipDrive', desc: 'Financing for CareDrivers', href: 'hopskipdrive.dc.html' },\n      { name: 'DoorDash', desc: 'Financing for Dashers', href: 'doordash.dc.html' },\n      { name: 'Amazon Flex', desc: 'Financing for Flex drivers', href: 'amazon-flex.dc.html' },\n      { name: 'All Rideshare Options', desc: 'Drive for another app? Start here', href: 'https://tenet.com/rideshare' }\n    ] },\n    { title: 'Refinance', items: [\n      { name: 'Refinance', desc: 'Lower your monthly payment', href: 'https://tenet.com/refinance' },\n      { name: 'Lease Buyout', desc: 'Buy out your leased EV', href: 'https://tenet.com/lease-buyout' }\n    ] },\n    { title: 'Work With Us', items: [\n      { name: 'Dealers', desc: 'EV financing for your lot', href: 'dealers.dc.html' },\n      { name: 'Partners', desc: 'Embed auto financing', href: 'partners.dc.html' },\n      { name: 'Developers', desc: 'API docs, open to all', href: 'https://developers.tenet.com/' }\n    ] }\n  ];\n\n  state = { tIndex: 0, loanAmount: 30000, creditTier: '760-799', quoteMod: null, finOpen: false };\n\n  componentDidMount() {\n    Promise.resolve(__M[\"quick-quote.js\"]).then(mod => this.setState({ quoteMod: mod }));\n  }\n\n  brandChips = ['Tesla', 'Rivian', 'Ford', 'Hyundai', 'Kia', 'Chevrolet', 'Volkswagen', 'Nissan'];\n\n  testimonials = [\n    { name: 'John E.', detail: 'Tesla Cybertruck owner', quote: \"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\" },\n    { name: 'Terrance W.', detail: 'EV owner', quote: \"This being the first time I went through this process, he held my hand and made it less stressful and painless — and got me approved with a very favorable rate.\" },\n    { name: 'Luis R.', detail: 'EV owner', quote: \"Easy to work with Tenet. They were quick and responsive. Loan was provided with no issues at the least APR rate available.\" },\n    { name: 'Bert M.', detail: 'EV owner', quote: \"The interaction with Tenet was absolutely the easiest and best part of the entire transaction. They were flexible when I changed cars and accommodating at all points.\" }\n  ];\n\n  renderVals() {\n    const mod = this.state.quoteMod;\n    let aprDisplay = '—', paymentDisplay = '—', loanAmountOptions = [], creditTiers = [];\n    if (mod) {\n      loanAmountOptions = mod.loanAmountOptions().map(v => ({ value: v, label: mod.usd(v) }));\n      creditTiers = mod.CREDIT_TIERS;\n      const { apr, monthly, belowMin } = mod.quickQuote(this.state.loanAmount, this.state.creditTier);\n      aprDisplay = mod.pct(apr);\n      paymentDisplay = belowMin ? 'N/A' : mod.usd(monthly) + '/mo';\n    }\n    const n = this.testimonials.length;\n    return {\n      finGroups: this.finGroups, mobOpen: !!this.state.mobOpen, toggleMob: () => this.setState(s => ({ mobOpen: !s.mobOpen })),\n      finOpen: this.state.finOpen,\n      openFin: () => this.setState({ finOpen: true }),\n      closeFin: () => this.setState({ finOpen: false }),\n      toggleFin: () => this.setState(s => ({ finOpen: !s.finOpen })),\n      brandChips: this.brandChips,\n      moreBrandsCount: 18,\n      activeTestimonial: this.testimonials[this.state.tIndex],\n      prevTestimonial: () => this.setState(s => ({ tIndex: (s.tIndex - 1 + n) % n })),\n      nextTestimonial: () => this.setState(s => ({ tIndex: (s.tIndex + 1) % n })),\n      loanAmount: this.state.loanAmount,\n      creditTier: this.state.creditTier,\n      loanAmountOptions, creditTiers, aprDisplay, paymentDisplay,\n      onLoanAmountChange: (e) => this.setState({ loanAmount: Number(e.target.value) }),\n      onCreditTierChange: (e) => this.setState({ creditTier: e.target.value })\n    };\n  }\n}\n\nvar css=document.getElementById('tenet-hov');var R=__mk(document,true,function(c,r){if(!HOV[c]){HOV[c]=1;css.appendChild(document.createTextNode(r));}});\nvar HOV={};\nvar TPL=ISL.map(function(h){return P.parseFromString('<body>'+h+'</body>','text/html').body.firstElementChild;});\nfunction draw(){V=inst.renderVals();var refs=[];TPL.forEach(function(t,i){var cur=document.querySelector('[data-island=\"'+i+'\"]');if(!cur)return;var a=document.activeElement,path=null;if(a&&cur.contains(a)){path=[];var x=a;while(x&&x!==cur){path.unshift([].indexOf.call(x.parentNode.children,x));x=x.parentNode;}}\nvar f=document.createDocumentFragment();R.clone(V,t,{},f,refs);var nu=f.firstElementChild;cur.replaceWith(nu);\nif(path){var y=nu;for(var j=0;j<path.length&&y;j++)y=y.children[path[j]];if(y&&y.focus)y.focus({preventScroll:true});}});refs.forEach(function(r){r[0](r[1]);});}\ninst=new 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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://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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WHITE text on Charge Deep (Charge-700 #5A7F18) or darker — buttons, CTAs, chips.\n       2. Dark Circuit text ONLY on LIGHT Charge (100–400, default Charge-400 #B8FF80).\n     Charge-500/600 never carry text: dark text looks muddy, white fails (~1.8:1).\n     Never Electra (blue) text on any Charge — the hues vibrate. */\n  --charge-ink: var(--circuit);     /* dark text ONLY on --charge-light (Charge 100–400) */\n  --charge-light: var(--charge-400); /* light green surface that may carry Circuit text */\n  --charge-deep: var(--charge-700); /* green surface that carries WHITE text (buttons/CTAs) — ~4.7:1 */\n  --on-charge-deep: var(--white);\n\n  /* Charge ON DARK — HARD RULE.\n     Charge green (any shade 100–500) as TEXT or ICONS is allowed on the Tenet\n     gradient, the brand mesh, or Sky-900 (#001933) and darker.\n     NEVER on FLAT Electra-500 navy or flat Sky-500–800 — the blue/green vibrates.\n     On those flat surfaces use --text-accent-on-navy. */\n  --surface-charge-safe: var(--sky-900);    /* flat dark surface Charge text may sit on (gradient/mesh also OK) */\n  --text-charge-on-dark: var(--charge-400); /* on gradient, mesh, or --surface-charge-safe and darker */\n  --text-accent-on-navy: var(--sky-200);    /* eyebrows, labels, accent icons on FLAT navy / Sky-500–800 */\n\n  /* Surfaces */\n  --surface-page: var(--white);\n  --surface-subtle: var(--cloud);\n  --surface-card: var(--white);\n  --surface-inverse: var(--electra-500);\n  --surface-input: var(--white); /* fields must stand out on Cloud / Cloud-light pages */\n  --surface-flow: var(--cloud-light); /* application-flow page background */\n\n  /* Text */\n  --text-heading: var(--electra-500);\n  --text-body: var(--circuit);\n  --text-muted: var(--circuit-medium);\n  --text-link: var(--sky-500);\n  --text-on-brand: var(--white);\n\n  /* Borders */\n  --border-subtle: var(--cloud-dark);\n  --border-default: var(--circuit-light);\n  --border-strong: var(--circuit-medium);\n  --border-focus: var(--sky-500);\n\n  /* ---- Signature gradients ---- */\n  --gradient-tenet: linear-gradient(135deg, var(--electra-500) 0%, var(--sky-500) 100%);\n  --gradient-charge: linear-gradient(135deg, var(--charge-400) 0%, var(--charge-600) 100%);\n  --gradient-sky-electra: linear-gradient(135deg, var(--sky-300) 0%, var(--electra-400) 100%);\n  --gradient-subtle: linear-gradient(135deg, var(--electra-100) 0%, var(--sky-100) 100%);\n\n  /* ---- Brand mesh background ----\n     The signature multi-stop mesh used on hero / brand panels & the brand ad.\n     `--bg-mesh-brand` is the real PNG (richest); `--gradient-mesh-brand` is a\n     pure-CSS fallback (stacked radial gradients) for when an image can't be used. */\n  --bg-mesh-brand: url(\"../assets/imagery/mesh-brand-blue.png\") center center / cover no-repeat;\n  --bg-mesh-energy: url(\"../assets/imagery/mesh-energy.png\") center center / cover no-repeat;\n  --bg-mesh-soft: url(\"../assets/imagery/mesh-soft.png\") center center / cover no-repeat;\n  --gradient-mesh-brand:\n    radial-gradient(60% 70% at 18% 20%, rgba(0, 125, 255, 0.85) 0%, rgba(0, 125, 255, 0) 60%),\n    radial-gradient(55% 65% at 85% 25%, rgba(77, 187, 255, 0.75) 0%, rgba(77, 187, 255, 0) 60%),\n    radial-gradient(70% 80% at 75% 90%, rgba(149, 210, 40, 0.40) 0%, rgba(149, 210, 40, 0) 55%),\n    radial-gradient(80% 90% at 25% 85%, rgba(0, 19, 61, 0.90) 0%, rgba(0, 19, 61, 0) 60%),\n    linear-gradient(150deg, var(--electra-500) 0%, var(--sky-600) 100%);\n  --gradient-mesh-energy:\n    radial-gradient(65% 75% at 80% 15%, rgba(149, 210, 40, 0.90) 0%, rgba(149, 210, 40, 0) 55%),\n    radial-gradient(70% 80% at 15% 60%, rgba(0, 125, 255, 0.95) 0%, rgba(0, 125, 255, 0) 60%),\n    radial-gradient(60% 70% at 70% 95%, rgba(184, 255, 128, 0.55) 0%, rgba(184, 255, 128, 0) 55%),\n    linear-gradient(150deg, var(--sky-500) 0%, var(--charge-500) 100%);\n}\n\n/* Tenet Energy — Typography\n   Montserrat = headings & display (Bold/Semibold).\n   Public Sans = body, UI, labels.\n   Anonymous Pro = mono accent — bullet lists, numeric values (amounts, APR,\n   payments, terms), and some fine-print disclaimers. */\n:root {\n  /* Families */\n  --font-heading: 'Montserrat', system-ui, -apple-system, 'Segoe UI', sans-serif;\n  --font-body: 'Public Sans', system-ui, -apple-system, 'Segoe UI', sans-serif;\n  --font-mono: 'Anonymous Pro', ui-monospace, 'SFMono-Regular', Menlo, Consolas, monospace;\n\n  /* Weights */\n  --weight-regular: 400;\n  --weight-medium: 500;\n  --weight-semibold: 600;\n  --weight-bold: 700;\n  --weight-extrabold: 800;\n\n  /* Type scale (px / rem) — H1–H6 Montserrat, body Public Sans */\n  --text-h1: 4rem;       /* 64px  / Bold 700 / 1.25 */\n  --text-h2: 3rem;       /* 48px  / Semibold / 1.25 */\n  --text-h3: 2.25rem;    /* 36px  / Semibold / 1.375 */\n  --text-h4: 1.875rem;   /* 30px  / Semibold / 1.375 */\n  --text-h5: 1.125rem;   /* 18px  / Semibold / 1.5 */\n  --text-h6: 1rem;       /* 16px  / Semibold / 1.5 */\n  --text-lead: 1.25rem;  /* 20px  / Regular  / 1.625 */\n  --text-body-size: 1rem;     /* 16px / Regular / 1.625 */\n  --text-small: 0.875rem;     /* 14px / Regular / 1.5 */\n  --text-caption: 0.75rem;    /* 12px / Regular / 1.5 */\n  --text-label: 0.875rem;     /* 14px / Medium  / 1.5 */\n\n  /* Line heights */\n  --leading-tight: 1.25;\n  --leading-snug: 1.375;\n  --leading-normal: 1.5;\n  --leading-relaxed: 1.625;\n\n  /* Tracking */\n  --tracking-tight: -0.02em;\n  --tracking-normal: 0;\n  --tracking-wide: 0.04em;\n}\n\n/* Tenet Energy — Spacing & Layout (4px grid) */\n:root {\n  --space-1: 4px;\n  --space-2: 8px;\n  --space-3: 12px;\n  --space-4: 16px;\n  --space-6: 24px;\n  --space-8: 32px;\n  --space-12: 48px;\n  --space-16: 64px;\n  --space-20: 80px;\n  --space-24: 96px;\n\n  /* Border radius */\n  --radius-sm: 0.125rem;  /* 2px  — chips, small accents */\n  --radius-md: 0.375rem;  /* 6px  — buttons, inputs */\n  --radius-lg: 0.625rem;  /* 10px — cards */\n  --radius-xl: 1.025rem;  /* ~16px — large surfaces, hero panels */\n  --radius-full: 9999px;  /* pills, avatars */\n\n  /* Container widths */\n  --container-sm: 640px;\n  --container-md: 960px;\n  --container-lg: 1200px;\n  --container-xl: 1440px;\n}\n\n/* Tenet Energy — Effects (shadows, transitions, focus) */\n:root {\n  /* Elevation — soft, neutral. Cards sit on subtle shadow, not heavy. */\n  --shadow-xs: 0 1px 2px rgba(35, 31, 32, 0.06);\n  --shadow-sm: 0 1px 3px rgba(35, 31, 32, 0.08), 0 1px 2px rgba(35, 31, 32, 0.04);\n  --shadow-md: 0 4px 12px rgba(35, 31, 32, 0.08);\n  --shadow-lg: 0 12px 28px rgba(35, 31, 32, 0.12);\n  --shadow-xl: 0 24px 48px rgba(35, 31, 32, 0.16);\n  /* Brand-tinted glow for primary surfaces / hero panels */\n  --shadow-brand: 0 12px 32px rgba(0, 125, 255, 0.24);\n\n  /* Focus ring — always Sky */\n  --ring-focus: 0 0 0 3px rgba(0, 125, 255, 0.4);\n\n  /* Motion — quick, confident, no bounce */\n  --ease-standard: cubic-bezier(0.4, 0, 0.2, 1); /* @kind other */\n  --ease-out: cubic-bezier(0, 0, 0.2, 1); /* @kind other */\n  --duration-fast: 120ms; /* @kind other */\n  --duration-base: 200ms; /* @kind other */\n  --duration-slow: 320ms; /* @kind other */\n  --transition-base: all var(--duration-base) var(--ease-standard);\n}\n\n\n  html,body{margin:0;background:#fff;color:#231F20;font-family:'Public Sans',sans-serif;-webkit-font-smoothing:antialiased}\n  nav a,nav button,a[style*=\"height:5\"],a[style*=\"height:44px\"]{white-space:nowrap}\n  *{box-sizing:border-box}\n  h1,h2,h3,p,li,blockquote,figcaption,summary,label{text-wrap:pretty}\n  a{color:#007DFF}\n  a:hover{color:#0064CC}\n  .nav-desk{display:flex}\n  .nav-mob{display:none}\n  .nav-mob summary::-webkit-details-marker{display:none}\n      details[open] > summary .nav-chev{transform:rotate(180deg)}\n  details.faq > summary{list-style:none}\n  details.faq > summary::-webkit-details-marker{display:none}\n  details.faq[open] .faq-chev{transform:rotate(45deg)}\n  @media (max-width:900px){.nav-bar{height:72px !important}.nav-desk{display:none}.nav-mob{display:block}}\n  @media (max-width:640px){.sticky-copy{display:none !important}.sticky-btn{flex:1}}\n  details.faq > summary{list-style:none}\n  details.faq > summary::-webkit-details-marker{display:none}\n  details.faq[open] .faq-chev{transform:rotate(45deg)}\n  .nav-desk{display:flex}\n  .nav-mob{display:none}\n  .mega{grid-template-columns:repeat(4,minmax(0,1fr))}\n  @media (max-width:1120px){.mega{grid-template-columns:repeat(2,minmax(0,1fr)) !important}}\n  @media (max-width:900px){.nav-desk{display:none !important}.nav-mob{display:flex !important}}\n\n[hidden]{display:none !important}\n#tenet-page .tn18uikyx:hover{color:#007DFF !important}\n#tenet-page .tn1xhbthf:hover{background:#F8F3ED !important}\n#tenet-page .tnrd81wb:hover{background:#0064CC !important;color:#fff !important}\n#tenet-page .tn15jtv3x:focus{border:2px solid #007DFF !important;box-shadow:0 0 0 3px rgba(0,125,255,.15) !important}\n#tenet-page .tn9ogcdg:hover{border-color:#B3E1FF !important}\n#tenet-page .tndmoj6b:hover{background:#0064CC !important}\n#tenet-page .tn1jvhauq:hover{color:#0064CC !important}\n#tenet-page .tn18vc5x5:hover{color:#B3E1FF !important}</style><style id=\"tenet-hov\"></style>\n<div id=\"tenet-page\">\n\n\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\" style=\"position:relative;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;\" target=\"_top\"><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 href=\"https://tenet.com/calculator/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Calculator</a>\n      <div data-hover=\"fin\" style=\"position:static;\">\n        <button type=\"button\" aria-haspopup=\"true\" aria-expanded=\"false\" data-act=\"fin\" style=\"display:flex;align-items:center;gap:6px;height:88px;padding:0;background:none;border:0;cursor:pointer;font-family:inherit;font-size:16px;font-weight:500;color:#002269;\" class=\"tn18uikyx\">Products<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 data-panel=\"fin\" hidden=\"\" style=\"display: contents;\">\n          <div style=\"position:absolute;top:100%;left:50%;transform:translateX(-50%);width:min(1120px,calc(100% - 48px));margin-top:-8px;background:#fff;border:1px solid #E0E0E0;border-radius:16px;box-shadow:0 24px 56px rgba(0,34,105,.16);padding:32px;display:grid;gap:32px;z-index:50;\" class=\"mega\">\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Buy an EV</span>\n                \n                  <a href=\"https://tenet.com/ev-loan\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">EV Loan</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Finance a new or used EV</span></a>\n                \n                  <a href=\"https://tenet.com/tesla\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Tesla</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Every model, new or used</span></a>\n                \n                  <a href=\"https://tenet.com/rivian\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Rivian</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">R1S, R1T and R2</span></a>\n                \n                  <a href=\"https://tenet.com/lucid\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lucid</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Air and Gravity, new or used</span></a>\n                \n                  <a href=\"https://tenet.com/keysavvy\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Private Sale</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Buy from a seller with KeySavvy</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Rideshare</span>\n                \n                  <a href=\"https://tenet.com/uber\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Uber</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Uber drivers</span></a>\n                \n                  <a href=\"https://tenet.com/lyft\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lyft</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Lyft drivers</span></a>\n                \n                  <a href=\"https://tenet.com/hopskipdrive\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">HopSkipDrive</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for CareDrivers</span></a>\n                \n                  <a href=\"https://tenet.com/doordash\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">DoorDash</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Dashers</span></a>\n                \n                  <a href=\"https://tenet.com/amazon-flex\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Amazon Flex</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Financing for Flex drivers</span></a>\n                \n                  <a href=\"https://tenet.com/rideshare\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">All Rideshare Options</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Drive for another app? Start here</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Refinance</span>\n                \n                  <a href=\"https://tenet.com/refinance\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Refinance</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Lower your monthly payment</span></a>\n                \n                  <a href=\"https://tenet.com/lease-buyout\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Lease Buyout</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Buy out your leased EV</span></a>\n                \n              </div>\n            \n              <div style=\"display:flex;flex-direction:column;gap:4px;min-width:0;\">\n                <span style=\"display:block;padding:0 12px 12px;margin-bottom:4px;border-bottom:2px solid #002269;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Work With Us</span>\n                \n                  <a href=\"https://tenet.com/dealers\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Dealers</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">EV financing for your lot</span></a>\n                \n                  <a href=\"https://tenet.com/partners\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Partners</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">Embed auto financing</span></a>\n                \n                  <a href=\"https://developers.tenet.com/\" style=\"display:flex;flex-direction:column;gap:2px;padding:10px 12px;border-radius:6px;text-decoration:none;\" class=\"tn1xhbthf\" target=\"_top\"><span style=\"font-size:16px;font-weight:600;color:#002269;\">Developers</span><span style=\"font-size:14px;line-height:1.4;color:#4B5563;text-wrap:balance;\">API docs, open to all</span></a>\n                \n              </div>\n            \n            <div style=\"grid-column:1/-1;display:flex;flex-wrap:wrap;align-items:center;justify-content:space-between;gap:16px 24px;margin:0 -32px -32px;padding:20px 32px;background:#F8F3ED;border-radius:0 0 16px 16px;\">\n              <span style=\"font-size:16px;line-height:1.5;color:#231F20;text-wrap:pretty;\"><strong style=\"color:#002269;\">Not sure where to start?</strong> See your rate in two minutes. No impact to your credit.</span>\n              <a href=\"https://www.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:16px;font-weight:600;text-decoration:none;white-space:nowrap;\" class=\"tnrd81wb\" target=\"_top\">Apply Now<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=\"M13.5 4.5 21 12m0 0-7.5 7.5M21 12H3\"></path></svg></a>\n            </div>\n          </div>\n        </div>\n      </div>\n      <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Blog</a>\n    </div>\n    <div class=\"nav-desk\" style=\"align-items:center;gap:20px;flex-shrink:0;\">\n      <a href=\"https://tenet.com/sign-in/\" style=\"font-size:16px;font-weight:500;color:#002269;text-decoration:none;white-space:nowrap\" class=\"tn18uikyx\" target=\"_top\">Log in</a>\n      <a href=\"https://www.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:16px;font-weight:600;text-decoration:none;white-space:nowrap\" class=\"tnrd81wb\" target=\"_top\">Apply Now<svg width=\"16\" height=\"16\" 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    <button type=\"button\" class=\"nav-mob\" aria-label=\"Menu\" aria-expanded=\"false\" data-act=\"mob\" style=\"align-items:center;justify-content:center;width:44px;height:44px;margin-right:-10px;background:none;border:0;cursor:pointer;color:#002269;white-space:nowrap\"><svg 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></button>\n  </nav>\n  <div data-panel=\"mob\" hidden=\"\" style=\"display: contents;\">\n    <div style=\"position:absolute;top:100%;left:0;right:0;background:#fff;border-top:1px solid #E0E0E0;max-height:calc(100vh - 88px);overflow-y:auto;box-shadow:0 24px 48px rgba(0,34,105,.14);padding:8px clamp(24px,5vw,40px) 24px;display:flex;flex-direction:column;\">\n      <a href=\"https://tenet.com/calculator/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Calculator</a>\n      <span style=\"display:block;padding:16px 4px 4px;font-size:17px;font-weight:600;color:#002269;\">Products</span>\n      <div style=\"display:flex;flex-direction:column;padding:0 0 8px;border-bottom:1px solid #E0E0E0;\">\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Buy an EV<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/ev-loan\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">EV Loan</a>\n              \n                <a href=\"https://tenet.com/tesla\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Tesla</a>\n              \n                <a href=\"https://tenet.com/rivian\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Rivian</a>\n              \n                <a href=\"https://tenet.com/lucid\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Lucid</a>\n              \n                <a href=\"https://tenet.com/keysavvy\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Private Sale</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Rideshare<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/uber\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Uber</a>\n              \n                <a href=\"https://tenet.com/lyft\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Lyft</a>\n              \n                <a href=\"https://tenet.com/hopskipdrive\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">HopSkipDrive</a>\n              \n                <a href=\"https://tenet.com/doordash\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">DoorDash</a>\n              \n                <a href=\"https://tenet.com/amazon-flex\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Amazon Flex</a>\n              \n                <a href=\"https://tenet.com/rideshare\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">All Rideshare Options</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Refinance<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/refinance\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Refinance</a>\n              \n                <a href=\"https://tenet.com/lease-buyout\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Lease Buyout</a>\n              \n            </div>\n          </details>\n        \n          <details class=\"faq\" style=\"border-top:1px solid #E0E0E0;\">\n            <summary style=\"display:flex;align-items:center;justify-content:space-between;gap:12px;min-height:52px;padding:0 12px;cursor:pointer;font-family:'Montserrat',sans-serif;font-weight:800;font-size:14px;letter-spacing:.08em;text-transform:uppercase;color:#0064CC;white-space:nowrap;\">Work With Us<svg class=\"faq-chev\" 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;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            <div style=\"display:flex;flex-direction:column;padding:0 0 8px;\">\n              \n                <a href=\"https://tenet.com/dealers\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Dealers</a>\n              \n                <a href=\"https://tenet.com/partners\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\">Partners</a>\n              \n                <a href=\"https://developers.tenet.com/\" style=\"display:block;padding:12px 12px 12px 24px;font-size:16px;color:#231F20;text-decoration:none;\" target=\"_top\">Developers</a>\n              \n            </div>\n          </details>\n        \n      </div>\n      <a href=\"https://tenet.com/learn/knowledge-center/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Blog</a>\n      <a href=\"https://tenet.com/sign-in/\" style=\"display:block;padding:16px 4px;border-bottom:1px solid #E0E0E0;font-size:17px;font-weight:600;color:#002269;text-decoration:none;\" target=\"_top\">Log in</a>\n      <a href=\"https://www.tenet.com/apply\" style=\"display:flex;align-items:center;justify-content:center;height:52px;margin-top:16px;background:#007DFF;color:#fff;border-radius:6px;font-weight:600;text-decoration:none;white-space:nowrap\" target=\"_top\">Apply Now</a>\n    </div>\n  </div>\n</header>\n\n<section data-screen-label=\"Hero\" style=\"background:linear-gradient(180deg,#E3F2FD 0%,#EEF7FE 70%,#FFFFFF 100%);\" data-island=\"0\">\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 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;\" class=\"tn15jtv3x\">\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 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;\" class=\"tn15jtv3x\">\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;\">5.74%</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;\">$494/mo</div>\n        </div>\n      </div>\n      <a 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);\" class=\"tnrd81wb\" target=\"_top\">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      \n        <li>Tesla<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Rivian<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Ford<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Hyundai<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Kia<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Chevrolet<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Volkswagen<span style=\"color:#95D228;\">.</span></li>\n      \n        <li>Nissan<span style=\"color:#95D228;\">.</span></li>\n      \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:var(--success);\"></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);\" data-island=\"1\">\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;\">\"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\"</blockquote>\n      <figcaption style=\"font-size:16px;color:#B3E1FF;\">John E., Tesla Cybertruck owner</figcaption>\n      <div style=\"display:flex;justify-content:center;gap:12px;\">\n        <button 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;\" class=\"tn9ogcdg\"><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 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;\" class=\"tndmoj6b\"><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 href=\"https://tenet.com/calculator\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\" class=\"tn1jvhauq\" target=\"_top\">Estimate EV costs with our calculator.</a></p>\n      <p style=\"margin:0;\">Are you a dealer? <a href=\"mailto:dealers@tenet.com\" style=\"color:#007DFF;text-decoration:underline;text-underline-offset:3px;\" class=\"tn1jvhauq\" target=\"_top\">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 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;\" class=\"tnrd81wb\">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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\" 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rel=\"noopener\" style=\"color:rgba(248,243,237,.78);text-decoration:underline;text-underline-offset:3px;\" class=\"tn18uikyx\">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=\"sticky-btn tnrd81wb\" 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;\" target=\"_top\">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></div>\n<script>(function(){var Rt=document.getElementById('tenet-page');\nfunction panel(k,show){var ps=Rt.querySelectorAll('[data-panel=\"'+k+'\"]');if(!ps.length)return;var 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Quick-Quote logic\n// Payment estimate uses the 72-month rate sheet (includes 0.25% autopay discount).\n\nconst QUICK_QUOTE_ASSUMPTIONS = {\n  termMonths: 72,\n};\n\nconst CREDIT_TIERS = [\n  { value: '800-850', label: 'Excellent (800–850)' },\n  { value: '760-799', label: 'Very good (760–799)' },\n  { value: '720-759', label: 'Good (720–759)' },\n  { value: '690-719', label: 'Fair (690–719)' },\n  { value: '650-689', label: 'Below average (650–689)' },\n  { value: '620-649', label: 'Poor (620–649)' },\n];\n\n// Base rate with autopay (\"rates from\").\nconst BASE_APR_BY_TIER = {\n  '800-850': 0.0499,\n  '760-799': 0.0499,\n  '720-759': 0.0569,\n  '690-719': 0.0824,\n  '650-689': 0.1224,\n  '620-649': 0.1574,\n};\n\n// 72-month rate with autopay — used for the payment estimate.\nconst APR_72_BY_TIER = {\n  '800-850': 0.0549,\n  '760-799': 0.0574,\n  '720-759': 0.0644,\n  '690-719': 0.0899,\n  '650-689': 0.1299,\n  '620-649': 0.1649,\n};\n\nconst QUICK_QUOTE_APR_BY_TIER = APR_72_BY_TIER;\n\nconst MIN_LOAN = 10000;\nconst STEP = 5000;\n\nfunction loanAmountOptions(min = MIN_LOAN, max = 100000, step = STEP) {\n  const out = [];\n  for (let v = min; v <= max; v += step) out.push(v);\n  return out;\n}\n\n// Returns { apr, baseApr, monthly, belowMin } for a given loan amount + credit tier.\nfunction quickQuote(loanAmount, creditTier) {\n  const term = QUICK_QUOTE_ASSUMPTIONS.termMonths;\n  const apr = APR_72_BY_TIER[creditTier];\n  const baseApr = BASE_APR_BY_TIER[creditTier];\n  if (loanAmount < MIN_LOAN) return { apr, baseApr, monthly: null, belowMin: true };\n  const r = apr / 12;\n  const monthly = (loanAmount * r) / (1 - Math.pow(1 + r, -term));\n  return { apr, baseApr, monthly, belowMin: false };\n}\n\nconst usd = (n) => '$' + Math.round(n).toLocaleString('en-US');\nconst pct = (n) => (n * 100).toFixed(2) + '%';\n\nreturn 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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 value=\\\"{{ loanAmount }}\\\" onchange=\\\"{{ onLoanAmountChange }}\\\" 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;\\\" style-focus=\\\"border:2px solid #007DFF;box-shadow:0 0 0 3px rgba(0,125,255,.15);\\\">\\n            <sc-for list=\\\"{{ loanAmountOptions }}\\\" as=\\\"amt\\\" hint-placeholder-count=\\\"6\\\"><option value=\\\"{{ amt.value }}\\\">{{ amt.label }}</option></sc-for>\\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 value=\\\"{{ creditTier }}\\\" onchange=\\\"{{ onCreditTierChange }}\\\" 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;\\\" style-focus=\\\"border:2px solid #007DFF;box-shadow:0 0 0 3px rgba(0,125,255,.15);\\\">\\n            <sc-for list=\\\"{{ creditTiers }}\\\" as=\\\"tier\\\" hint-placeholder-count=\\\"6\\\"><option value=\\\"{{ tier.value }}\\\">{{ tier.label }}</option></sc-for>\\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;\\\">{{ aprDisplay }}</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;\\\">{{ paymentDisplay }}</div>\\n        </div>\\n      </div>\\n      <a 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);\\\" style-hover=\\\"background:#0064CC;color:#fff;\\\">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>\",\"<section id=\\\"reviews\\\" data-screen-label=\\\"Reviews\\\" style=\\\"background:#F8F3ED;padding:clamp(56px,8vw,96px) clamp(24px,5vw,40px);\\\" data-island=\\\"1\\\">\\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;\\\">\\\"{{ activeTestimonial.quote }}\\\"</blockquote>\\n      <figcaption style=\\\"font-size:16px;color:#B3E1FF;\\\">{{ activeTestimonial.name }}, {{ activeTestimonial.detail }}</figcaption>\\n      <div style=\\\"display:flex;justify-content:center;gap:12px;\\\">\\n        <button onclick=\\\"{{ prevTestimonial }}\\\" 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;\\\" style-hover=\\\"border-color:#B3E1FF;\\\"><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 onclick=\\\"{{ nextTestimonial }}\\\" 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;\\\" style-hover=\\\"background:#0064CC;\\\"><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>\"];\nvar DCLogic=function(){this.props={};};\nvar inst,V,queued=false,P=new DOMParser();\nDCLogic.prototype.setState=function(u,cb){var p=typeof u==='function'?u(this.state,this.props):u;this.state=Object.assign({},this.state,p);if(!queued){queued=true;Promise.resolve().then(function(){queued=false;draw();inst.componentDidUpdate&&inst.componentDidUpdate();cb&&cb();});}};\nDCLogic.prototype.forceUpdate=function(){this.setState({});};\nvar React={createElement:function(){return null;}};\nclass Component extends DCLogic {\n  finGroups = [\n    { title: 'Buy an EV', items: [\n      { name: 'EV Loan', desc: 'Finance a new or used EV', href: 'https://tenet.com/ev-loan' },\n      { name: 'Tesla', desc: 'Every model, new or used', href: 'tesla.dc.html' },\n      { name: 'Rivian', desc: 'R1S, R1T and R2', href: 'rivian.dc.html' },\n      { name: 'Lucid', desc: 'Air and Gravity, new or used', href: 'lucid.dc.html' },\n      { name: 'Private Sale', desc: 'Buy from a seller with KeySavvy', href: 'keysavvy.dc.html' }\n    ] },\n    { title: 'Rideshare', items: [\n      { name: 'Uber', desc: 'Financing for Uber drivers', href: 'uber.dc.html' },\n      { name: 'Lyft', desc: 'Financing for Lyft drivers', href: 'lyft.dc.html' },\n      { name: 'HopSkipDrive', desc: 'Financing for CareDrivers', href: 'hopskipdrive.dc.html' },\n      { name: 'DoorDash', desc: 'Financing for Dashers', href: 'doordash.dc.html' },\n      { name: 'Amazon Flex', desc: 'Financing for Flex drivers', href: 'amazon-flex.dc.html' },\n      { name: 'All Rideshare Options', desc: 'Drive for another app? Start here', href: 'https://tenet.com/rideshare' }\n    ] },\n    { title: 'Refinance', items: [\n      { name: 'Refinance', desc: 'Lower your monthly payment', href: 'https://tenet.com/refinance' },\n      { name: 'Lease Buyout', desc: 'Buy out your leased EV', href: 'https://tenet.com/lease-buyout' }\n    ] },\n    { title: 'Work With Us', items: [\n      { name: 'Dealers', desc: 'EV financing for your lot', href: 'dealers.dc.html' },\n      { name: 'Partners', desc: 'Embed auto financing', href: 'partners.dc.html' },\n      { name: 'Developers', desc: 'API docs, open to all', href: 'https://developers.tenet.com/' }\n    ] }\n  ];\n\n  state = { tIndex: 0, loanAmount: 30000, creditTier: '760-799', quoteMod: null, finOpen: false };\n\n  componentDidMount() {\n    Promise.resolve(__M[\"quick-quote.js\"]).then(mod => this.setState({ quoteMod: mod }));\n  }\n\n  brandChips = ['Tesla', 'Rivian', 'Ford', 'Hyundai', 'Kia', 'Chevrolet', 'Volkswagen', 'Nissan'];\n\n  testimonials = [\n    { name: 'John E.', detail: 'Tesla Cybertruck owner', quote: \"From start to finish, she was incredibly efficient, responsive, and made what is normally a stressful process feel effortless. Absolute five-star service.\" },\n    { name: 'Terrance W.', detail: 'EV owner', quote: \"This being the first time I went through this process, he held my hand and made it less stressful and painless — and got me approved with a very favorable rate.\" },\n    { name: 'Luis R.', detail: 'EV owner', quote: \"Easy to work with Tenet. They were quick and responsive. Loan was provided with no issues at the least APR rate available.\" },\n    { name: 'Bert M.', detail: 'EV owner', quote: \"The interaction with Tenet was absolutely the easiest and best part of the entire transaction. They were flexible when I changed cars and accommodating at all points.\" }\n  ];\n\n  renderVals() {\n    const mod = this.state.quoteMod;\n    let aprDisplay = '—', paymentDisplay = '—', loanAmountOptions = [], creditTiers = [];\n    if (mod) {\n      loanAmountOptions = mod.loanAmountOptions().map(v => ({ value: v, label: mod.usd(v) }));\n      creditTiers = mod.CREDIT_TIERS;\n      const { apr, monthly, belowMin } = mod.quickQuote(this.state.loanAmount, this.state.creditTier);\n      aprDisplay = mod.pct(apr);\n      paymentDisplay = belowMin ? 'N/A' : mod.usd(monthly) + '/mo';\n    }\n    const n = this.testimonials.length;\n    return {\n      finGroups: this.finGroups, mobOpen: !!this.state.mobOpen, toggleMob: () => this.setState(s => ({ mobOpen: !s.mobOpen })),\n      finOpen: this.state.finOpen,\n      openFin: () => this.setState({ finOpen: true }),\n      closeFin: () => this.setState({ finOpen: false }),\n      toggleFin: () => this.setState(s => ({ finOpen: !s.finOpen })),\n      brandChips: this.brandChips,\n      moreBrandsCount: 18,\n      activeTestimonial: this.testimonials[this.state.tIndex],\n      prevTestimonial: () => this.setState(s => ({ tIndex: (s.tIndex - 1 + n) % n })),\n      nextTestimonial: () => this.setState(s => ({ tIndex: (s.tIndex + 1) % n })),\n      loanAmount: this.state.loanAmount,\n      creditTier: this.state.creditTier,\n      loanAmountOptions, creditTiers, aprDisplay, paymentDisplay,\n      onLoanAmountChange: (e) => this.setState({ loanAmount: Number(e.target.value) }),\n      onCreditTierChange: (e) => this.setState({ creditTier: e.target.value })\n    };\n  }\n}\n\nvar css=document.getElementById('tenet-hov');var R=__mk(document,true,function(c,r){if(!HOV[c]){HOV[c]=1;css.appendChild(document.createTextNode(r));}});\nvar HOV={};\nvar TPL=ISL.map(function(h){return P.parseFromString('<body>'+h+'</body>','text/html').body.firstElementChild;});\nfunction draw(){V=inst.renderVals();var refs=[];TPL.forEach(function(t,i){var cur=document.querySelector('[data-island=\"'+i+'\"]');if(!cur)return;var a=document.activeElement,path=null;if(a&&cur.contains(a)){path=[];var x=a;while(x&&x!==cur){path.unshift([].indexOf.call(x.parentNode.children,x));x=x.parentNode;}}\nvar f=document.createDocumentFragment();R.clone(V,t,{},f,refs);var nu=f.firstElementChild;cur.replaceWith(nu);\nif(path){var y=nu;for(var j=0;j<path.length&&y;j++)y=y.children[path[j]];if(y&&y.focus)y.focus({preventScroll:true});}});refs.forEach(function(r){r[0](r[1]);});}\ninst=new 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