{
  "version": 3,
  "sources": ["/cdn/shop/t/97/assets/laneway-custom-builder.js?lg_build=20261025-grip-150"],
  "sourcesContent": ["(function () {\n  'use strict';\n\n  function text(el) { return (el && el.textContent || '').trim().replace(/\\s+/g, ' '); }\n  function normalise(value) {\n    return (value || '').toLowerCase().replace(/\\([^)]*\\)|\\+\\s*\\$?[\\d,.]+\\s*$|\\$[\\d,.]+\\s*$/g, '').replace(/\\+/g, ' plus ').replace(/[^a-z0-9]+/g, ' ').replace(/plus\\s*4/g, 'plus4').trim();\n  }\n  function addHeading(target, number, title) {\n    if (!target || target.previousElementSibling && target.previousElementSibling.classList.contains('lg-step-heading')) return;\n    var wrap = document.createElement('div');\n    wrap.className = 'lg-step-heading';\n    wrap.innerHTML = '<span class=\"lg-step-heading__number\">' + number + '</span><h2></h2>';\n    wrap.querySelector('h2').textContent = title;\n    target.parentNode.insertBefore(wrap, target);\n  }\n  function selectedValue(field) {\n    if (field.matches('select')) return text(field.options[field.selectedIndex]);\n    if (field.matches('textarea,input[type=text],input[type=number]')) return field.value.trim();\n    return '';\n  }\n  function groupLabel(group) {\n    return text(group && group.querySelector(':scope > label,:scope > .spb-label-tooltip,:scope > fieldset > legend,:scope legend'));\n  }\n  function dispatchChange(field) {\n    field.dispatchEvent(new Event('change', { bubbles: true }));\n    field.dispatchEvent(new Event('input', { bubbles: true }));\n  }\n  function enhanceRadioPills(group) {\n    if (!group || group.dataset.lgPills || !group.querySelectorAll('input[type=\"radio\"]').length) return;\n    group.dataset.lgPills = 'true';\n    group.classList.add('lg-option-pills');\n  }\n  function enhanceSelectPills(group, select) {\n    if (!group || !select || group.dataset.lgSelectPills) return;\n    group.dataset.lgSelectPills = 'true';\n    group.classList.add('lg-option-pills');\n    select.classList.add('lg-visually-hidden-select');\n    var pills = document.createElement('div');\n    pills.className = 'lg-select-pills';\n    select.parentNode.insertBefore(pills, select.nextSibling);\n    function render() {\n      pills.innerHTML = '';\n      Array.prototype.forEach.call(select.options, function (option) {\n        if (!option.value || /^select/i.test(option.text)) return;\n        var button = document.createElement('button');\n        button.type = 'button';\n        button.className = 'lg-select-pill' + (option.selected ? ' is-selected' : '');\n        button.textContent = option.text;\n        button.addEventListener('click', function () { select.value = option.value; dispatchChange(select); render(); });\n        pills.appendChild(button);\n      });\n    }\n    render();\n    select.addEventListener('change', render);\n    new MutationObserver(render).observe(select, { childList: true });\n  }\n  function productImage(product) {\n    if (!product) return '';\n    if (product.featured_image && product.featured_image.url) return product.featured_image.url;\n    if (typeof product.featured_image === 'string') return product.featured_image;\n    return product.image || '';\n  }\n  var verifiedBuilderArtwork = [{\"aliases\": [\"Superstroke REVL Element Club Grip\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/Element.jpg?v=1758233520\"}, {\"aliases\": [\"Superstroke REVL Player Club Grip\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/RevlPlayerBlackGrey_F_1080x_4e11e0f2-3876-4195-90d8-f48999ee4f8e.webp?v=1758233589\"}, {\"aliases\": [\"Superstroke REVL Comfort Club Grip\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/REVLComfortClubGripBlack.webp?v=1758233547\"}, {\"aliases\": [\"Superstroke REVL Crossline Swing Grip\", \"Superstroke REVL Crossline Club Grip\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/Crossline2.0.jpg?v=1758234104\"}, {\"aliases\": [\"Golf Pride MCC + Grey\", \"Golf Pride MCC Plus 4 Grey\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/Golf_Pride_MCC_Plus_4_Golf_Grips-Grey.jpg?v=1709846352\"}, {\"aliases\": [\"Golf Pride MCC + Red\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/Golf_Pride_MCC_Plus_4_Golf_Grips-Red.jpg?v=1709846352\"}, {\"aliases\": [\"Golf Pride MCC + Blue\"], \"src\": 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{\"aliases\": [\"Iomic Sticky 2.3 Navy\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/NAVY_2.3.jpg?v=1711150299\"}, {\"aliases\": [\"WINN DRI-TAC 2.0 LADIES\", \"DRI-TAC 2.0 LADIES\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/DRI-TAC_2.0_LADIES_646b75da-83a6-47f3-985e-affc9973cc55.jpg?v=1723515663\"}, {\"aliases\": [\"DRI-TAC 2.0\", \"WINN DRI-TAC 2.0 OVERSIZE\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/DRI-TAC_2.0_OVERSIZE_d86076cc-328d-491e-95e0-cd9b0506318c.jpg?v=1723513376\"}, {\"aliases\": [\"Golf Pride Tour Wrap Black\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/GolfPrideTourWrap2GGolfGrips.jpg?v=1709844219\"}, {\"aliases\": [\"True Temper ICON\"], \"src\": \"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/icon_product3.webp?v=1740718768\"},{\"aliases\":[\"Dynamic Gold 105\",\"True Temper Dynamic Gold 105\",\"True Temper Dynamic Gold 105 Iron Steel 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\",\"angle\":0},{\"label\":\"Fujikura 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6fNXlH2fSSMmJTg4IZcH8jQbbSwmNkf+6abwMOgninc9Vb9pn4dB9v2bxHtK53f2fxn0+91p6/tLfDv5QbfxEpI5B0/p9fmryhNP01oh5cLOAfmKRlsH8BSnTrDzSGtpcr1xbt/hUPBQ7lrEN6nqw/aX+HeMNb+IQ2cbf7P5Hv1pw/aU+HPOV17OeB9g5P615V/ZtiWbdZyE9SPIbP8AKo/7NsSF22UpLDIxA3H6U/qUO4PEST2PWf8AhpX4cZb5dewBkf6B97269aVP2k/hsyq2dcXd1zYH5frzXk/9nWYKqbKXLcB/s7dfTpSDSrDPNtIfX9w3H6UvqcO4fWJLoeur+0h8NmGfN1gdc5sTx+tPX9oz4aFd32vVF+tmc49evSvH30/TFBDKgUHn5cEe1N+waap3bIyAPQdKf1BdyVi31R7L/wANFfDFvu6lf+2LQ/N9KF/aK+GLAkajfYBx/wAeh6+leMnT9OkKqqI7Hnake4n8qU6dpilWEQjycfNGV+vUUPAxXUaxXkeyr+0V8MWHOpXy8ZObQ8fWgftFfDDZv/tO+Ht9lOcev0rxttP0ljt8uMjpkAdKaumaUv3Y0Cjp8oo+ox7i+tvsezr+0T8L2YgareE9v9FPP0o/4aK+Fuf+Qzc4zgf6MeTXjDaXpbNuKx/TAxT00nTHnwkMbsRwoTJbA9qHgY9yliT2eP8AaH+FjAH+3JgDxk25wD6H3qRP2g/hYcZ8QOh7hoG4+teJPpWmKAz2/lqp4zGV59ORTU0zTsAKsYA/2RSWCi+ofWT3YfHr4Wkf8jPGD2BjbJHr06Uv/C+PhWBj/hLLc+mEb5vpxXgx0vST/BGMdto/WgaRpjnbDa+e5PJihLfngUPBRW7GsSe8D48/Cs4/4qu3AP8AEUbGfTpSj48fCwgA+K7dfUlG4/SvCh4ftS3z2E+AvBNsxx7dKd/wjtiQAdLnypxzbN8p/Kk8JDuCrvse6L8d/hYSF/4Su3DHsUPT16dKUfHf4VFc/wDCW2nqBtb5vpxXhX/CM2xyU0u46bh/orfn0ok8L2u4sNJuOegFu3P6UfU4fzB9Ya6Hug+PHwpJBXxdaEE4B2tg/Tipj8cPhbkA+MLFfXIbj68V8/3Hh7T4m8yaweJSdoMkJUH25FRjRNGX/ljEPrg8U1gk3oxPE2WqPoiP41fC9jgeMdPyOWBJ+Uep4p//AAub4Ynn/hMdO9huOT7jivnT+w9EC8xQe3yinL4f0bYGMMBHb5R19abwCXUFilY+ih8ZPhkWOPGemEY4AY/N9OKP+FyfDHknxnpeP988e3TrXzm2g6DvO5IATwflHP1po0PQWY8QE4wCVqfqUerD6y9rH0gPjH8Ms8+M9L59XIx9eKcPi98NS20eM9Kz1wZDn+VfNh0HRSR+5gOzsE6fSkPh7w+wKiCEnr93p70fUo9x/WH2PpZfi58NSR/xWmkf9/uv6UL8XPhscD/hNNIJPT991/Svmd/D+gghfs9ud/ONhOfemvoHh8oGa3hC5/55kZ/+tS+pLuDxL7H06Pix8OWHy+MtH/7/AP8A9anj4pfD0jP/AAl+k/8Af6vl8+GtB2Ax21uwXONpGRmkHhfQ8KBBDxyML0qlgL9RPFWex9SD4n/D44x4u0nn/pvSr8TPAJ2/8VbpHzHAxOOa+Wx4Y0Isf9FgJ7grx/8Aro/4RjQSGBtbct7jg0v7PfcHi4n1KPiX4CZQw8W6RjOM/aB1p6/EbwMxYL4q0g4/6eBXyqPCmidXtbYE9gO3pR/wiegbSDY2pGP7vT6ULAN9Q+txPq1fiB4KZyF8UaSQBk/6QM0o+IPgnKj/AISjSst0/wBIHNfKI8J+H/vLp9oMDH3en69aQeEvD4YFrO2YAc5Xr9aHl77h9bR9YDx94MPTxPpRycD/AElaePHPg/5v+Kl0v5Tg/wCkCvkweEfDxTA0+2wTk4H/ANelfwnoKjd9htwfUDmj+z3bcPrasfWY8b+Euc+I9L454uB0py+NPCh4/wCEi0vkZGLlelfJT+FfD20obG2wQOxpP+ES8ONndZQAYx0P+NH9nvuH1tH1unjPwq4Tb4i0slvu/wCkrzUg8WeG2Ulde0w87f8Aj5XrXyIvg7w4mMWVtx0BBP580xvCnhpDhrW1GTjgnr6daP7Pfcf1pdEfYn/CRaFg41rTvl+9/pC8frTv7e0X7v8AbGn7gNx/0henr1r46Xwh4bkLEW1sc8dTx9OaR/Cfh1HO+O3BIxgZz/Ok8A11B4pdj7HGu6MSoGr6eSwyP9IXn9aQa/orAFdX08gnAP2heT6da+OI/C/hwgFbSDKjg5POfXmlbwl4fUAJbQqOvBPX86PqD6MPrSXQ+x/7d0bazf2tp+FOG/0heD+dOOtaTkj+1bD5Rk/6QvA/OvjL/hFfDgVlMEI5IJBOM/nQfCvh8As6QggYbkjj6Zp/UPMPrS7H2aNZ0osANTsSSMgfaFyR69aVNX0x2GzUrJgeBideT+dfGY8KeHlyVgT7o6Of8aRPCmhZ2rbrkHOd5A/nR/Z76MX1uJ9npqlg2SL60IzjidTz6daf9vtO91Bx1/erx9ea+MP+EV0YAgJtzzxIev50o8NaTkkFwOBxMwzS+oPuP61E+z/ttruI+0Q9Mn94vA9etAv7Q4AuoCTyAJV5/Wvi/wD4RzSt5y8pbqSJm/LrTU8O6bu3xmZcdxM3+NCwEr7g8XGx9pC+tCBi5gOTgYlX/Gj7bbc/6RDxwf3i8H86+Lm8P6coIElx8p+VfPbinHQNOCEGWc7uWHnN1o+oPuL65E+0ftdv/wA9ovf94vH60fa4D/y1j9vnXn9a+LP7D07y9oluff8AftTTolgBhbi6GP8Apu1L6hLuN4qJ9q/aoeP3sfPT515/WkN3EeRJHj/fX/GvitdGtyQPtV0P7v8ApDfLQ+kWRj2m6uuPSdutH1GVtweLij7VN1AOssYx1+df8aBdQ55ljHr84/xr4q/si1Ygtc3TcYwZ25praJZhvmurrceMi4bpR9Rdtw+txPtf7VASMSx89PnH+NAuYv8AnpH/AN9j/GvihdHtYz+7u7rKHIP2lqG0i28xT9tvTjPH2lsUlgJPqH1uJ9r/AGmIE/vI8DvvH+NKLmHJ/ex8f7Y/xr4qXSYDgfbrw/W4amLpNuM/6Xd5P3j9obmm8BJdQ+tRPtf7VDnAlj55++P8aUXMRGd6H6OP8a+Jho9sBuW+uzjgf6Q3A9KcNNjQYW7vFHb/AEhuKHgZdGH1uJ9r/aIv76f99j/Gj7RF/wA9E46/OP8AGvikacm1h9uvuR/z8tSHS4v+gheNn7w+0NzQsBJ9QWKifaxuY+zof+Bj/Gl+0Rnjen/fY/xr4lfSo1O37dfE55YXLdPSnDTE4Eeo3wK9CLpsij+z5dw+txPtnz0/vL/30P8AGgzp/fUf8CH+NfFAsTkj+1NR49Lpvzo+woxB/tLUjgcg3TYPvQsvlvcaxcT7XE8eeXX/AL6H+NFfEn2AYx/auocnn/SGGfaiksDNgsTFnz+utSn+JuB69KVdZlBJyfxNSnRJePlx68UHRJSeR+lcpvYj/tmf++fzpRrM/eU/nT/7Dk/u/pQNClI4XrQFhp1i57SkU6DWblSR5jdOKk/sCQkFd2Mc05NDlAIw3I9KTYWHw65Pu+Zicds1cTX5QMgtxVaPQp2YAIatRaHMc/KfapuOxGPELl8tI1TL4imKjErjFRJ4anJJYHOeMipo/DdyV+4RjtjrVXFYePEc/wDz1YDvntVzSfEEjQyEO7ndyao/8Ixd5J2HK9eKuafoNzFvVlYE8gY4qWx2ReXXZQ3Vs/WnnX5Tx8/tg9Kj/sGcqCQaVfD0/wArYOM80XBoral4hkiWELMwyxyC1Vm8SXG0bZcDIPBqbUPDM8jRYjyBuzxVZvDlyu0pEcD/AGapWsIkPiW4dsiU9Mda7z9n/S/+En8Y/wBu6wJH0LRT5pUj5bmf+FCfT/CuB0vwbrOt6xbaJpNu8l5fSCKPA+4CeWPoAK+y/DPwng8L+F7Hw5ppBhtlDTSf89psfM9S3fQdupfuPH7FiACvsvQe1RDx+Txls/Wkk+H0gOTnB64/nUa/D6YHr0qibMkHxAO5sbs/XrUR+IJxucOD9etIfh7KWwMAU1fh1IO59qQrEh+IQ4wzClHxCGeCR/Smf8K6k25O5h/nihPh3Ig4U89TTuFh4+IGcAMR6CsT4j/GRfB3hOfU1RZtRuVMOnwk8M5/jPsK3oPh8ilpJpPLgRSzsWwFUdTXyd8Trqbxf46u7+2jf+yrJja6anQbF6vjpyc80XCxiDX7+5u5b2/u2mvblzJcSseWY849gPSrA12UEDc1RpoE5QMYzn6VIPD845CH8qm40iC88R3ESxYIIYkgZqq3ie7H3jt4+7mrN/4ZnlMOIZNqg5K1EvhKc5OxyQehFNMZCfFF1kfOxz1xUdx4ouFXLPjI5JPAq5/wiE+c7GVf1zXR/CP4O3vjrx3a6fNFJHo9mwnv5iOGA5CD60N2Q4q7PV/2ZrU6Np8/jrXEDX98PK0yNh/qoR1fHv612Xx58atP8FfE0cf3jBGoOfV15rtZfAqOoihiMMEaiOJF6Ko6YrkfjT4Ck/4U54njiX51tlcL/ew4OP60kS9T5St9alX5Y3OOAOece9RXfiWWO6aHeXwOTU9t4fuHgjlMTYdQc+tMu/Cd3LeO/lMAQMYFVcZVbxJcZyruAPelHiGdjtDtxz16VMfB93jlTjPpSjwddEEFW3e1JsLEVrrk8vzu5yHGcmvo/wDZf8XJZfBqOOVzvGqTjHqMZ/OvnaLwxdRhoypPzA4bvX0V+zB4KN78ImEpHmf2tMRx1+Uc/wBKRVtND0RvH8KqFB3Fhkn0pmq/EzTNB0e91/Uy/wBjsojIwz95scKPUn0qUfDg7wQDljtwK+dv2nFN/wCJI/BekSvJYaUokvCo4knPQZ9vSmZ6nnHir4h6v4w8VXfiXVWZZLlj5MJbPkxfwr9aqDxHKRgu2Pr1qKPwfqDJuAJz7dKf/wAIhejA2nJ6ZFFyrEy+JnU5DNke/WrFlr88kLtk53dSelVP+EPvdmdpGTjp3q5a+GrqGBonwSDknHWhMCT+3Jy+CTiobjXZRnc/ynqc/rUsnh67JxyBjk4rS8C/DTVvHPi6z8PWcTpBI2+8nx8sMQPJ+p6UXKSO+/Zoit4r258fa4jSRxZh0iJl4J/ilx3PpXuEnxEhByWBJxlm65PNTR/DK2srKHTtPUw2VrGIYUzn5R3PuahPwvJYksDz3PIpEybZG/xIhweD3xQ3xItgSMkEY+h4o/4VYSrAtwR2/pSv8K/lG1gCPb2/nVIiw1fiZbhcAA55z61L/wALJtio3MGUdf8ACo1+FQP3ivTg/wCNL/wqpOm73+tAWZInxJt9oPVev0qaH4j255UEZ9+lQf8ACrF24L5GMEVHrHgvTPCug32vamN1pYQNMUXq7AfKo+ppDOD/AGjfjjN4e8Mx+GtBkaPWtTX97MvWCDufbNfNkHjW9RUAlkbb1LdW+tGs6Rr3ijXrzxDfRMJr+QyYP8Cfwr+AqNfBmpk4ERP1poC4PHWpbFVZWIY455wPStEeK7lUxvwQeOelYn/CG6pGQxiJGRnitT/hGbpSSYs84qxMkbxZcNjLmlbxRckHLnpzz1qD/hGrhf4Tgc8DihvDdyDkqTnoK0i2ZSsRP4wuxuYyApHy3bj0r6C/Z+1BvDfh1vEOoIjarqvMQI/494O3HvXmPwZ+Dl54z8U77yJo9HsSJrknP71h0QetfSUvw8kdiVUhRgAf3QOij2qZ1G9C4wS1QzUviK39j6hhst9inwCeAfLbmvj2LxbcvbQksd5UE819dah8N5JdPvFCF1+yTDGcAnYa+O4vDNyIVRlwVJTp0wcVphpSu7GVZrqWz4qnXJ8w89s9aj/4S24Lffb6A1A3hq4+7tJ9OKb/AMI3cD+HkV33mYXgWv8AhLJ/77fn0pT4rm/vt+dUm8M3JXOw8HnFK3hmcDG3ke1ReoP3C3/wlk//AD0b8+tWNN8eavpd/DqOmXhgu7VxJGWGVbH8JHpWUfDVx120HwzOPurkGk+d7jXIj2K7+NfinxNB/a+kXQkvreIJq3hy6QGG8iHWSE9m9RXFeItetrqyfxH4TeaTTGP+l2MnM9g/fjuM1ysPh6/iukubWWSG4g+aKVDgqa7bQvC154ndtU8MCKy8X2yZvNObiHVYx1ZB03+orFKdN3RfNGehyP8AwmE2EffuVucg8GrFp4j1PULyKx05DPeTH93HngD1Y9lFdAPhXeeL/wDTvBVosV8svl6po1ywjezfvIM4+TvU1r4DnM03hLwdcrI6DOv+InOI4gPvIjdlHTin9Yk0Cpo09F8YXeiS/wBg+C72CXWiobWPEMwBhsV/iWPPHAziq/jr436rrOmxeG9M1S8n0a1P7y9uR+9vX7t7L6D0rk/EemQPZDw/4ciki0CFv3kx4kv5B1dv9nPQVlHw1cYGFyCMAAdKIxlJ3G5wWiLR8XznjzD+Jplx4uuDbzgPIuYiMg85xxVR/DU+QqoS/rjgVHeeG7pbK5kI2lYXIOP9k1t+8IShc9h/4XxptxpmkxR+IfG2jm0sEglisLGNo2cAAkEsM5pI/jdZNhT8QfiUu45b/iVQnb7ffqK18N6/L4p8I+FNP1W20mxvdDW7kn+wLKwZV3Nwfbmq3maLGzj/AIWrqasjsjAeFUOMHHHHNcbvc6VY0h8cLAqg/wCFgfEoP0I/sqHgep+elf45Wf8AD8RPiTuBwB/Y8PT1+/WYj6MpDj4s6puU8/8AFLIcD8ufpQsmksQP+FqapuIPH/CLIMD8uPpU63DQ0G+ONiuS3xH+JBC8oRpMI3E9uX/nSXnx0tRoOs2UPiLxlrNxf2LW8CajYxRxxs3ViVY8isLxNNo9z4I1XTLfxLqHiG+vZIFtvN0EWwhCsd3zKMjI4rgz4blDYBn+VcYaF+P0ranG5Da2ND/hMZxhfNJIAGenal/4TG4PG49M5zWefDFwSCRwPTvSr4ZmyAynb7V0807WOe0b6Ho0Pxe8RaN8MvB9tomrvpzz6hdpcSiIOWXegXIP1Oa6LxT4iuHurqLxNo2n+JYreQxyav4ZfybuE4yTJBwGrze+8GXo+HHge6VdrSa1cxs/XA82PBI96f8AEjwpqOl/FbxTJZTT28y6rII54HKtjgiuaPM5WRu+WK1L9xd3d1E1z4T1mDX7dBmS2P7i9hHcNGcZx7VzsnjS7iZrabzIJkY7opgVZSPrWhDH9snU+LtHa+dcBdS08+ReR++R97HvXV2vgi616yZ7Gay8d2Sr81vcEW2q2w/2T/GR0681o6lSK94jkpy2OFbxjdgZMm5SeQDXWaL8VvEGhfDjRjo199lnl8Q7J2MYO+LHK5NU5PhIb+Yw+FtUZb1T82i62n2a5X2Vz8rY+vJqDxB8O9e0n4W6PHqum3Nnef8ACUBTDKuCqFD82ehFS6jkVGEYu5d+JvjyWb4j65NHMQpeE/dwOYgeK5weN5jgMx47960vil4Oubf4i6vajLKqWzZ288wg1zX/AAidyCDsOcdRWsJTaRlLkTPSPAPxit9C8N6ppNzquu6XdT3yTw3Wn2MdwTGAAy4dhgda2W+Odi27Z8RfHgCn5SPDdsSw9v3lePHwpe9QDn6UreGLxcBA49RUOlJyL542PatL+NFjfavZafB8SfHCPczpFE02gW6qWY45IeqegfF/xDK3iiXxB4/1a1stDljjSSz0uJ5JdzleVLAdq808I+FLqbxl4eR1OxtVt85/hG6t4+BbsaX8W3WA4tbq2ZW9hKxOPp1rNxa0NE00dkPjpp5i3n4lePBluVPh22O0e/z0+D46aal9BM/xE8bTxxzqWibw7bgOg6jO/pXjS+FrsnJBIIBP5UP4Wu9xI3D0q1RZDqxOh8S/Ee41jxJqurxiSKG8u2liR1CkJxjgdKzv+E3uC25pazv+EUu/9og0L4Suc8pkVsnOKsZPkO++FPxFvrDxJqVzE8aumh3DxMyBgkoZcEA/jSeIvinq/iD4e+D77Vbz7RfSXN3HLIYwjFQ/GcVlfDHwRdXniO/g2bh/Yd1yT0OQQB/P8KqN4Luh8IPCV6dwP9p3Mcj7CeCSR0HGcVheXPc25YuNir/wnFxt5lYY7etOXxvOy8StWUnhmd0BXf8AN0/dN+vHFOj8Mygqf3mG4yYW6/lW/NMy9nFGg/ji5K7VkbcPfpXYfCT4g3Nt4/t2DAMunXbDdyu5YWKn864AeGZRjO/g4bETY/lXU/CfwVNd/EWzt9rt/oN4WyjAcwNjnH4VMpStqNRima2sfFfXNf8AhJpN1q9+Lu+i8QSQMdgQBPs4YAEds1ycvji63ACXGPU1YsvBN2fgokjMxdfFcieXtxhRbgdfrWGfCVwwBAZ+ce9TSlJJpBUjG+ppP41upCscc2xppFi3nnbuOK9YtfiXqUHjbVPCOh6k3h3QNAtPMnms7UXF3dsEDM2TySSTxXiU3g+4aNkfcingMOoPY12VpZaRfXcOr63L4l0DXYIgkmp6Pa+bHcoBgFlPG71x6VNZzkkVT5Tt0+NlkQGPjT4nkA7Tt0aLp6/epX+NVlk7PFfxTZVHRdJjGf8Ax7+dc8i2AjO74l/EUFhu2/2InI+uf0pVXS2kUr8SPiW4kHyBdGQH+fFc/vLobNpG9/wua0D4/wCEm+KzcZ40tB+H3qX/AIXVanj+3viuxbn/AJB6DH/j1YKDTWYE/EX4pgN8vGjKMnsMZ/WnR21izoP+E++KgkMgiy2kLgFjgZ55+tLUd0J49+M9vrmkaboljP4kmltriS5nn1lAkrg9FAB6e1ca3jeYqDuOD29a67VfAGu6jqHizwd4jlXVL/QrM32m6qIwjsqkYVz1yQentXnSeFrmWJZBkFl3Adq7aTaWhz1Yq+psDx3cDHzdKafHVyUIjdvMwcHrj8Kyv+ETuQAFBZvcUDwtdjB8tvwFaqUzJKCPUNK+Mnhqz0TTtPXSdTjnSIpcu2lRXAd85L5Zhx6Crd/8YLSfwlc6vokI+3/a0sLOC80KFVmdj1+VjwK8kPhLUJQsUETvPKRHCg/iZjgfqa7weB20i9kztaw8I2YZ2B+WbUZe3HUrn9K8LE4ZQlfW713PUoVedapWOo1P4zabot62mXKT3d5ZBRPJZ6FB5TOQNyrluxyPwpdE+MmjateHR00m7eSWMyyS3WmRQxxRLlnbcrEjjvXjkfha9Z/MnVnkmYyTMeCWY5P866XQfh/qx8NRR20ckereKrsWdrhhuhskOZZOegPI9KK+DVOGrd/UIYjnlotDt7T41xwaQNX1WNYLTULl0062sdHSQxwR8B2YkE7sUtv8btK1OZYLa11lZJyIxJJoMLpGO5OWxjvXOyQaVp5/si2vPEbW2nZtknWzikRccfKCemavW2m3ljbLfXt8dc8O3h2x6lFF5JspewmjXtng1xVKdRJycXfpqdcXSbsmhNa8ai8s/E0eo2GnQy6SFFnqtlH5CTydoyg4J9ccVxY8cTkAlzkgE4PU4qfxj4R8T2l/FZa7NG9sQXsWtgFt5VPORjjdjrWGfC12CfkPHtXuYFVFTve9zycYoc9uxrr45mz/AKxs/WnHxzOADvwP5Vjjwrc9Shx7Cj/hFLliN6EAegrs5qnU5rQNZfHUoDKz5B9+lTweNnzvZ2C9xnrXP/8ACKz5wInOTxkUy68NXyxMsaSO3ykKF5OCCf5UOU0O1M9fsdC+Id5aQXUHhmZYbhBLH51zGjMpHHBYcVz/AIh1rU/D2qPpeuWy2d3Gqsyi4RwAfQgmvStU1/wTrWkaIR4ws9Ont7WOO7gv9KMxOAM4OODXEfEa48Gz+Nhe+EfCuma1anT/ACp/tKNCjTZHzKQM9M8Vgq9VvY2dOnykPhhvE/iixurzw9ph1GG0JM4inXeoxnIXOTS6Yni3UdAuvEFtol2mk2zFZbm7YRAEdQATkke1R/D2z8MWvi2XxrrN8nhM2cQS30bR95Ny4X+JiOhrW8e6j4Z+JngaN73XNT8Na1YSuYtNnVnhuQeR045o9tVUthKFNo4CbxxMJSAzbccnNNPjudmGJOBwDnpWLD4WvHtwSpB6YA4//VT38KXW393Aa6Oab2MXyG7aeNLu5vba1jkjiee4jhWR3wqbjjJPpX0R4u1j4YfD/wAIabDcX2mXV417b+bNGyzvIu4GRvZQM18uQ+F7q2ura6Nr54gnSZomQMJApyVwfWvo/wAWeDvhf478B6fqum2emabci7tlkihVYpIwXAdWHfuQa5cROaaubUuToU/2gh4Ss/D0fi7whqWmqvnRiS3t7gFZon6OF7YPX0rpvgpqOk2nwatde1jQ49UurhJr1UFurzMg4VRnvxXHftB6D4LTw/b+AfA+iaS+qXlzDEZ7WAO0MYIyC/cnua7L4qGX4cfDzSdP8OTWUurxCC3hhkw21B99itZNzaUdS7RTckY3iXxDP8SLWXwt4M8Cnwtq8XlXlxPrESwAJk8KUycnFeb6Bo3jLXtP8RX+nXOjLZ6HcS288s1wwDtGBkpxz1r2D4FLqnimy8ReJ9f1KyXXriYWy/dQRRRj5fqMsadpPw3Phv4Nw+EBqFpeanqt832m4hfcJGmfLsMcjAA9qcas6acRypRqNM55W1pPhl4J0mTwtocupajqEP74XBCsuWLMxxkH2rr9CuNKuviv4gm1jw5plrb6Xp0CtGoEgZ3UsSOMZ+XFbtx4XtW+JOmwlkSz0LTmZdzhT5jgbeD1xg/nXNG3tvD3gLxT4xfyjLf6g0yRCQNuiDhY1x2wC3SsueTLaSdjyjWdE8a6nZar41hTQdH0aa8kNrFczmJipcBVVQPeqPiLw/440TVNB0m/n0Z7zX5TDYxw3LttIBJLcdsV6z8XvAlvrviL4c3a6kjaCt+ou7fzVEfzAshIz04rp9R+Hcd/8XtG8XXGs2H2PR7SRYbNZFLCVzy4yfTPFaxxNSKsR7CN7ni8fgX4gvr11oazaA0tpbJLKwu227mGQAcdazdZ8KfEXSrzR7Oa0028vdXZlhgtrhmEYXqznHAr2PVtNtNI8C+MvEq3EElzds6QLHKMlVzGuADxwc8Vxv7KmjSf2R4hj1HW3fWYQI7T7ZcZEcbR5JGeo3VSxFW1yXRjexz2q+AviFpmj3GpvPoV1HbxtJcJBdkvGijJ4x7V5ivjaTYpV2wwDDHRfavf/Evg+fwX+zprNs+r2+raxeyt5t3FOG5kkwQD2AU7cCvnH/hEp4gsSowCgJwPQYrelVqTVzKpCEdDRPjG4JBDHpnr+tMTxlMp++xz79aoDwnPg/e9MUq+E5+v6Yra80Z2gaB8YzYzvJ5x1oHjK4BDZOKoDwrPwQOM9KF8L3AJJDYPahOY0osuv4xlZiVcjPPXpSDxdMRwx/Oqn/CKzZAKHAp7+Fbk4+TAPSpUpjtAsHxbP/fP59aU+LplON5b3BqmvhSfkMp56U7/AIRWYDHP5UJzC0CwfFsxOQWAHvQvi2Y8iQgemelVx4Wnxj8+KQ+FZlU4XJ9qLzC0C2fFc2P9afz60o8Wv/eJ/HrVVfC05QbV2n3oPhaUBQVHHtRzTegnylhvFzjjeRn0NIfFkpyfMOR6npUH/CLOR939Kd/wis5QFUU54NHvjtAmj8WzbixdgPY0q+LpGO4Ocn361AfC86nAXI9KQeF7hgMRjg5o98V43LP/AAls4bh2z9aT/hLZw3f1znpVb/hGLgMSVP5Uv/CMynqG/CjmmFoFn/hLplxuLA+gNB8XSY++RnqPWoP+EZnVcBeKT/hGZ/7o/Ki8wtAmPi18/wCt/wDr0VCPC85Y5UYFFF5iSgb/APZUOARtOehFL/ZMXGAte7/tFfC2fTre58Y+ErJpYVzJqGnwrygxzLEo7eqD8B1r5nTxrp/BF3b46n96On515Fz09jov7Hj9F5qUaNHwdq+/vXNp4204db2AkjK/vF/xqQeN7AFdt5btlgB+9X/GhsDpxpEO4DauT7VPFosbDG1Rg+lcp/wnWnrJj7bbcHGfNX/Gpl8f6aGw95BheuJV/wAaQrnXxaDA52FFFWYfDsOBwprj4/iLpgcf6ZADgk4kU8VYh+Jmlgr/AKXEpIyAXFIpHax6JEchoVBH8WOtWTpUMabvKjOPauO0/wCI2mXXmFLyIhD3kFaMXj3THQ7rqDrj744pXEdKunWxIIhUA9eKk/sC2lXzMAA9Biufi8badyzXEG0dT5i81FqXxC03T4EkN5CEL4PzqcA0DOnHhyEjOR+VP/4R+3+UcHA7CuFj+LeiNgi/iXPQGReD+dKPi1oYTLajEVyBkOuTQI7f+xYLePHlIwJzn0pk1hBEo3W649BXFWvxX0Se8jg/tCLa7FceYuP58V3fwwmt/GviKKMt5elWTebeXEjgK2P4F9TSY0j1v4CeCYNOtn8TXlqqXdyNtuGUZVPX8a9ZKLgkiucTxZoNvCkUd3bpGgCoN44AqN/HGgKBu1O1Gen7wc00rDcjpljQfw0u1P7grmV8ceHg2P7UtT9JBTj400MKSdQt8jqN46UwOl2p/cH5UhVOuxa5ZvHWgAY/tO1De7igeO/DpIH9qWvP/TQUCR1I29kFGAeMAVy0fjrQGzi/t8DuHBzWL47+MHg7wh4el1O/1GGSf7tvaRtmSZ+wA7D1JouBX+PPiBbDw6+gWcu281FSj7OqR9/zrwiw8LLFbpH5cYVQMDFY+q/E6LXtYm1XUplNzMchF+7GOyj6etY198WrKy1CS0aUh0YADYTkf1pXErnfx+HIh821CaUeHFxn5ABXna/GWxySJAcE8bDSj4z2DDhlJzyNh4/woCx6PBo9vbxsJArFjleOBUn9m2P3igwevHWuB0j4rWOq6itrIWXbGW4iI/nV64+IFhHGcM7EdhGSf/r0XKOq/sq2uZ0ggti80rBEUDlia+i/hv4Rs/Cfh5LOKJBczYe5cclm9M+gryP4GrAU/wCEt8RMIN/y6fauPnx/fIr18+MtJAP+kD2whpJa3GdIV561k+MLFdQ8LapZvkrLaOpH4ZqgfGujKAGugGPQ7DzSt4r0m8gkto7gl5I3TIQ9dppiPm2z8NqLdF+Q4UDirkekW0aeXIuXU4bArzdvizc2V7d2dzpNwjQ3MsX/AB6yMCFYgHgc5x2rS0X4kLqrTzNY3cLIQAv2WTkY+nNBNjuBpViRgxnNO/szT1AHlYOeDXLHxlIeVs70gjIxZyf4Up8Zyc4s748f8+b8fpxQM3rvQoJZS8UAII9ete1fs/WaWfgye12gFLxiQOxIFfNerfEG90+C2MGk6jMJWYMwspCRxxwBXoPwB+MFvbweIV8RaXqdhBbRrcwsbGUmXsUUbeTxSaaGj33xzra+HvD1xeoFa4KlYF9XPQ18zQaGGvJLu9UySzSGWWQ88msfxl8btc8SazLc/wDCL62lgrlbaJ7KUYXsTx3/ADrGb4maq4EY8K6yA5ALfYZeP0/nTFZnfppViQdsagE8cUraVZYwyofwrm5PEuo8BNI1Qg4I/wBAkBIP4U1fEWq4z/YerscfKPsT/wCHNIDpzpFlxlVIz6VUn0OEzOY7dGQ8isldc1p0LJoGrFjxzZvjP5VQ1nxj4n06ZLaPwZrdwvl5Z0tH4P5fzprQDel0VSQi2oLs2FUdzX0H8IfBlt4U8P5aBBfXYD3D459lryX4Ew6xqU7eKvF2i3OlWkRK2FjJCxmnYdZGGPlUdvWvbP8AhLbbdgW13z3MDf4UtxpnRlUx0AFJ5aelc0fF9oTtNpec9P8AR2/wpG8XwAZ+y3mAcf6hv8KdxHTeWnpR5aelc23i21DEmzvyFHP7hv8ACkHjC3zj7Feseo/cN/hRcLHTBFAxigxqT0rno/E3mttj069PcfuiKnGvSBQzabdjPGCnSgLGy0a+leO/HLUYtcdPDaNmzhbzLgh8B3HReOoHvVn4v/EnxBolomm+FPB2s6xqlypBkjixHAvcknvXimkyfE+/uC134A1eInJaVyvzmgLHQRaJp8agLEuO/HWpRotiDnylPr71n/ZfH53H/hCtUABwB8v5077H8QtxC+DNTIAzn5aLisW5dItFR8KgyKpNotttyEU4PQDpUr6X8Q/LJHgnUD8u4AuvNZccfxWkCBfhxqqs/JPmRj+tWmRKJZfRrQggRgYpdN8NjUdRgsLSPdPO21flz+NVDpfxgeAsPh3fn5sYM0YJ/WvZPg94d8Q+HtKbWPEWimTXLoYWNGBFsn90f41fNZExpvqd/wCCfDFl4Y8PwaZaoMgBpnHV37k1uGJD/CtYj6pq4Axolx/30tI2pa5kEaNKFx/fWsrm1jZlhRonTAAZSMY9RivkDWNGt4tWvomCHZdSDjp9419TR6jrhaMvosuCwBw68CvmvXvA/wAV7nXtUmtfCDG3a9kaIm6jG5WYkHrXZgqsYSbkc2IpynZIwDpVrkZAPel/sy3z9xePatcfDn4vBSF8LQZXnm7Tn6c0xvhx8YQwA8LQkn5s/bY8fTrXpyxNLucTw9S+xlf2Vb84UDNINItiRkD8q2l+G/xhY/8AIsWy7j1N6nH60P8ADL4w4G3w5Z4zgg3qf41DxVJPcaoVH0MU6RbdNq4JwaX+yLUMcqpraHwx+MDLz4dsRt/6fVyfpzUi/C/4vkhjodgPrdr/AI1LxFJ9So0J9jAGkWwOAFC5z0qaLTkhuI7q2lNvcQOHhljOGRx0IrZf4X/GB/mGh6cpI/5+14/Wnp8Lfi6xLNo2m+gzdjI+vNEsRSas2NUZ9EbM974V8Tlb/wATG80bXFURT3+nqB9rT/aA7msvxHc6bJpieG/D1t9j0GE5ZNoEl0396Q9x7U6L4T/Fonc1lpK7Tx/pJz/OhfhJ8WkP/Hro7lec/aW5zWKlQi7pmrhUaskcydIgYAFQPYcYFC6RbclQtdK3wi+LLKALfRlPX/j4an/8Kg+K5X/U6ICeOZ24+v8A9atfrFPuZewn2OXGk2wJOAM98UjaTamORHUEspXkdciuq/4U/wDFg4G3RAApGPPbk/4VIPgz8VNo/e6ECOo81+fpR9Zp23GqE10NmLUfCT6joWsprupaVq2maeLQNFaLIuO/3u1asfinShs2+NbokE4P9hwZPrj2rlD8G/iuY+brQd2c482TGP8AGkX4K/FQnJ1Dw+mfWSUj8f8A61csnSf2ja1TsdevizSAFz4xm2g5H/EigwT7ccGnnxfo+CreMZcE/NnQYCM+/HWuUT4JfE5gd2saAnHdpT/kU7/hSfxN35OteH/qDLn8Pb607UH9oa9r2OofxdpEgbPjCcjHz50KDge/HNQv4u0JYLtJ9ZbU/NtJI4Ym0mGL5iOG3LyPpXPH4J/EvHy63oI+hl/T3+tH/CkPiSCf+J74f9s+bj+XWknQ7hapbY4hNKtBGqlRuGc5AHelGlWgHyhAc/Wu2HwO+I7cNrfh4Z65EufxwP5VIvwL+IBJ3+ItCUZ4wkmf5dP1ro+tU1szneHqdiPSz4MufB+kaTq+oXVjPpt9JcgwwBw2WBwfTp2rG8c/2bq/jLVdVtFzDdz70JUAnjrXRD4F+OwG2+KdHB6gCOT9OP503/hRPjrI/wCKr0Y8945MfyrKFWjF3TNZU6k42aOFOmW33tuMdxTU020SZbiEmK4UgrMjbWGPcV3y/Ajx1kE+LdJUc9In5+vH8qG+A3jM8f8ACY6WTjk+Q3+FafWqXcy+rVCjbeKJrmCKy8R2Fp4itEGEe5XE8WP7snWtDU5/B2t6db2174k1y2tLe4WdbK5jEwjYdgx5xQPgP41AGPGOlj3EDfl0p4+A/jA5B8aWKnPAWFuP0rJ1KD1vY2UKyVrXMHx++j654wvNSspGkhlSNVdlwcKoHT8K5/8As62Dbfk9q7//AIUN4v3lj4ysMbv+eB/wpY/gH4nJJk8bWxHYrb//AFq2hiqUFZMylh6kndo8/wD7Ptu4QAUfYbU5OENekL8BNdJy3jkAYxkWq9fypP8AhQevqUP/AAnSgdx9lXr+VUsbSuL6tU7HE+HItPstf028nUBLa6jnZh2CnNdfqk/gpdP8Vtp2rzXNzrxTEbwhQu1iR9evepx8AdbwAfHG0k84tgcD2of4Aa1lgvjyTJOcG1XpWEq9KUua5pGlVirWPOHsLIqFGwj6d6P7Otdufk64xjvXpI+AOr+Yxbx3JgjC4tEz/KpIv2fr8bBJ49u+M522qVt9cpdzP6rNs80bTrVeCFz3ofTrUcMqfhXpS/s+Xvy7vHl4xB5/0ZKVP2e7o5Mnj2+PzZG22j6UnjKRX1aocP4Xul8P67baraxRyNGCkkZ6SI3Va7TRtU8IaSs40vxDeaTa3EnmtYXFhHcRxSHrtzVtv2fAd5HjzVgT90i3jpf+GfYw+f8AhO9XI24/49485rCdajPqaU6VWO45fEmiHkeMYRnO/wD4p+Dg+/HNL/wlOils/wDCYIW2/MP7Bh+7+XSmr+z7FhC3jrWcjgkQRj8qRv2e7fgDx1rQIP8Azxj6Vnz0d7mjjPsPHifRf+huXgDb/wASGDke3HFNuPE2iS27w/8ACYyosiFSbfRoo2KnggEDjNKf2fLchz/wnGtAP0/cx8U4fs+WJJP/AAmmtlSuMbI/8KFKine7DlqdUcT4mvtGu9JsNA0S0mh0mydpQZj880p4Lt71zosLXPCjI68V6w37PWmELnxfreehIWPn9KE/Z20oMCfFuuMRyeE5reGKowVkYzw85ank72FoVKkDLAjpzXqlp4v8PW+mWNnZa7caZHbW6x+UmmRyZcfeILVMn7PGiD73ijXH/FRUn/DPfh8AAeIdb4OR868UVcTSnbyKhRqQK/8AwmmkkqP+E0vyucjGjw8n/GmnxppIaRT4x1MA/f8A+JRB096tp+z5oKsT/wAJHrZB7b14oP7Pnh0jDa/rhzwT5g5rn56PdmvLUsVP+E30ssQfGesYxxt0uHIH+FK/jbSXXK+L9fIZcDbp0I49vSrX/DPXh4fMNe10eoEq0p/Z78N7SBruuAe0wo56PmHLUSOM1bWdAg0/UbXQob+4u9VJF9qV6372RSeVHoK5EWdkH2rGNoHAxjFeyp+z/wCFR97VdacDkZnpr/s+eEWznUta+Y5P+kV0RxVKKsYyw9SWrPHPs9qFDFEznGAOaUW1mGIyo59K9jT9nvwhn5tQ1kk9T9oxxUw/Z98DggmbVmYDGftTVX12mtiVhZnk3hie00jWrbUhaRXjWzFoo5BgZx1z2q34k1e21OwXT7bS7fTrU3LXVwEJYyynuSa9Qb4AeByFxJqw29CLtv8AGkX9n3wNggyauQTnm8b/ABrGdahOaqNaotUqyi4rY8UW3tGLbokwQe3Wusn8WwyQJJB4f063u4bI2MFyGLGKI/e2jpzzXf8A/DP3gXDKTq3PU/bG/TmpF+AHgMAEDVBxj/j8bn9adWrh61nNXsOFKtBNLqeGm2s0VAcY7HGDWl4f1MaDdTSQRwTW1yhS5tJhmKdT6jsfevX1+AHgEOGaPVCV6brxv8akT4CfD4IAbfU2wc83r8/rVzxdGUbNERw9SLujy7UvFFleeHf7A/4R3TYLVW3w4dmMR9VJrm/LsuvyehOK92PwF+HzZ/0XUQCckfbX/wAakHwG+He5maxvyWGD/prj+tZ0cRSoxtBbl1KFSo7yZ4EY7ERgEKe+R6U4R2m44AX0zXvy/Av4cg5/si6bjHN7J/jQfgV8OcL/AMSm7+Xp/psnH61s8dDsR9Tl3PAWjtFfaHXOMn2puyzDD54yT0IxzX0CPgX8OQgX+yLluc5N7Jn+dH/CjPhvtI/sSY57/bZeP14pfXodg+qS7nz+Psa9GVj3PWmZsGzl1BU9zwK+hR8DvhyrZGizcrtP+my9PzpU+B/w4TGNDkIxjm8lP9aPr0Ow/qsrWufPBFgSFLRnaN3bFLt08qAWUqfmxn9a+iR8FPhzjb/YDYH/AE9Sf40g+Cnw5HH9gNgHg/a5Of1pfXodUCwsrWufPK/2cekkWMc/MKR5NOGPni9vnFfRa/Bn4dAlv+EdTOMczv8A41IPg78O8j/inIemP9a/+NDx8OiF9Uk+p84K+nc/PCCOnzjionGjvuLm2DufnIxk4r6SHwa+HJC58Nxcf9Nn/wAeacvwc+Ha5I8Nw5/67P8A40PHwtsP6pLufN1rNp9tOkltNFBKsgkR45AGDDoRinXE1nLPJd3N2lxLJwZZZwz/AJk19If8Ke+HeCB4atwf+ur/AOPFA+Dvw6BBHhm2/wC+2/xo+vx3aB4ST6nzWs+moS32qNSwwdsoXd/vVr+E/FFt4Y1VNSs5IJp44mSJZrnKx574r6BX4R/DxQuPDFqcerMf680r/CX4eyDDeF7Q5PPLUp42lJaxKjhpx2Z87674lTX9Vl1TUtYSS6mwpMUwQBR0AAPTmssXOkG3WH7cjxDgIZwVH0Ga+nR8JPh4pyPC9ln8alT4WeAFHy+FtPHp8lKONhFaIPq076s+Xmu9MkKh76JggyFNwML9OeKQXekq3mfbUD4wzG5GT9ef519T/wDCtPAgOP8AhFNMxj/nkKavww8Ag5/4RTTeueY+v19aFjofyk/Vp9z5Xa60hItn26ILnhBOCPyz0oF7oodpFubVXwRuWZQfp1r6rHw08Br08K6X1/54ig/DbwGc58J6SMntAOPp6U/r0f5Q+qy3bPlP+0NHEKwpdQiJeTH5w2flnGc0HUNJwGN7a8dPnH+RX1evw68DA5/4RTSR2/1AqQfD7wSMH/hFdJ47fZl5+vHNCzBL7IfVJdz5KbUdK2gm6tcHHIkWlfUNJLY+0Wue53ivrJvh74Ixj/hFNJx1/wCPdf8ACnf8K/8ABOP+RV0n/wAB14/Sk8en0D6n2Z8kDUNIHS5t89/mFNOpaUTxcwf99Cvr5fA/g9c7fDGkDIx/x6p09uOKU+C/CTEE+GdI4GObVP8ACh47yBYRrqfII1LSgBi5gJP+0Ka+paUeftMJ4/vCvsBfBfhFdpXwzpGV6f6Kn68c04eDvCmOPDWj+v8Ax6Jn+XT2pPH+Q1hHbc+PDqekngXMLeuDSHUtKHy+fEQe+RX2KfB/hbDAeGtH+Y5OLNB/TinHwj4XA/5FvR89P+PNMY/L9aX17XYFhdNz43bUdL2bVliGD34zTP7R0sAMZo+egr7MHhPwyCo/4R3SSFHGbRD/AE5o/wCEU8MjA/4RzScA5GbRD/Sm8dd7B9U8z41GpaWSB58eT14zzQNQ0xxkSr+KmvsxPDHhxSceH9JAPJxZp/hT/wDhHtByf+JFpg9/sif4Ulj7aWG8Imtz4vbUtMGR5i5HTCmkXUrDJIPCjrsNfaQ8O6ADkaHpf/gIn+FOGgaIPu6Npo/7dU/woWPfVD+qq1rnxX/adkwOSQfUxtz+lOGo6ft+8wbGT+7b/CvtP+wtFOM6Pp3/AICp/hQdD0YjB0jTsdh9lT/ChY7ugeFR8WHU7HJ+V2z/ANMm6flSHUbED/VSDH/TFv8ACvtX+xNIHK6Tp4P/AF7J/hTjpGllcHTLH/wHX/Cj68+wnhU3ufFJ1CxJ2qsjYOeIW4/SkN9al8LBOe/+ob/CvtcaPpQOV0uwUnuLdf8ACnrpemjgafZgf9cF/wAKSx3kP6ou58TLewlFYWtwQ3XNu/8AhRX25/Z1iU2mytSvp5K4oprHPsJ4Ndyy/T8a+UPG3h/QY/FWvImiaaqrqUyqBaoABxwOOlFFcMTsZztxoeiCPI0fT84H/Lsn+FVJtE0YTLjSLAf9uyf4UUUEsJNE0Xfj+yNP6j/l2T/CoJdF0bzSP7JsME8/6OnP6UUUB0MvVNI0lZPl0yyXg9IFH9KwZ9N077ao+wWuNvTyV/woopMEavhzTNN+1Y/s+0we3kr/AIV1VtpembiP7Os8f9cF/wAKKKlDLaaZpu3/AJB9p1P/ACxX/CmXGk6W0Mqt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/e5JwWWRjQB98rq2mnJGp6eee1wv+NI2rWBXK6np2PU3C18CjwpcqMLqt6ck5Bkal/wCETulASPVbzaeSPMbFAH30uraaFUtqunj6XC4P60f2tpm7b/atgD1/4+Fz/OvgWPwtcmNd2q3bAdB5rUg8J3TuHOo3iuBgHzG/xoA++TqWnOfl1GwYg8/6QtP/ALV04Kf+JlYDHX/SF/xr4CXwrqIixDrV4reZgnzGpyeFdRGUOqXbqW+fMrc0AffR1PT2Ct/adhgH/nuuP50n9p2IJI1HT+en+kLXwMvhO/VQg1i8Me77vmNxTJfCmoFDt1rUDg/KA7cUAfoCNU0/OP7Qsv8Av+v+NMbUbKRSv2+xOP8ApuK+BH8Mamdso12/Ujjl2yaevh7WI95i1q9BY8/OeaAPvldQs87hfWW3HaYdal+3WxUYu7TJ/wCmoxXwDLoetiMJ/bt7GN2cK5INTLpfiXqPE96Av3QGPFAH3ybu33A/abbJ4P7wUC8t84N1bZ/66CvgNdN8ThYkl8ZaqZDISDzxQdO8Vsrsni3UfN3YDMSM0AffZvICDsurU/8AbUUC6t/vfaLb6+YK+CXs/FYLKPFN6iqBuKMTuqMWnightvizVQH6JzigD77F5b8Zurbn/poKU3EO/i5gOR03ivgNLbxarKw8TX7BVIG5iMGn+V4zLR/8VfqQOOXGcigLo++vPiPAnhH/AAMUouYMH/SIeP8AbFfAR/4TcQ/uvGOpBlfknOSKllj8bBxjxdeorjJUMeTQB97NNGVBEsB/4HSiaNcKJYB6fPXwII/GquZW8caoFbjylzgYoT/hOWlzF4z1KQdi+Rt+lAXPv3zoycCWLP8AvUzehOVaJsd99fA6XHj2IZbxnqJJ4DjqKelx46jfZ/wnGqr67Rnd9aAPvjzVK58yL/vqhnHBEsfsN3Wvgpbv4gZ2x+Mr885KHpT4r34gujF/Gl/uU8Dsv0oA+8VOG58tSenzU7cM43pkdea+C11D4hCNt3jvU3f+FiPu/SnnUfiPszH43vtx6uepoA+8CzFSU2v+NCM/8Sqo9c18KR6r8R8Hb441CIAchRkNTk174mKyMvjW/kXH+rYcCgD7tYkDtn3qKTeXwYwwx1zzXw0de+Ke4D/hL7uRc7snqv0pE8TfFLlv+E0vwxbHmY5xQB90RM5XlQpHbNKxY5wAR65r4Vm8Q/FJYGK+MrsPnr3b61JL4p+Knk7h4quEVgB5Q6GgD7ikVlRmjUByRUqbuQST+FfDMvib4qPuB8Y3QXg+X2H0p/8AwlPxZdGA8YXUgb+Nxgr9KAPuNiQDgAn0pmZOAqAZ718Pv4n+KojUjxddZRMeZ3NNn8VfFlSjr4tuQpj5C87vrQB9zAnGDyai+eRWVk4PrXw6viz4uiVXi8V3AUrgx9qG8YfFtOG8Y3jkHIBHCfSgD7i3MoOIzgdOOtOmkKICEc5PRVya+Jk8dfF1Xz/wldy4xw7DkVYXx78XSIHPido8f6xlwS31FAH2g+dwBQn0NL5hEuwq/TOdvFfFjfEH4tlpceJ51x0VQCGpqfEX4t4XPiSUcY2uAAPxoA+1S5LYAcY55XrTVZvMLbDyPSvi0/EP4vAFm8Ss5B4Ix8v0ps3xF+LKojr4ouMk4LbRn8qAPtZJOgKvnP8AdoZ2DEBGP4V8Vf8ACyvi4sbJ/bzqcj5jjLfWpG+JHxf85guvxhABhNwwaAPtE7ssFBHvigScco+f92vi2T4m/GHc2NWVlHO3I+Wlf4m/FtdpXxBI26POSBwaAPtDJaTmMgY4NGWUgndjPQCvjA/FD4weTFt1fOer8ZP4Up+KHxhSQf8AE0VQegyME+9AH2gX5xtf/vmmBz/GH69NtfG8fxS+MMc2G1GBsDlCwxUkXxa+L6RsPtFvK4PO9gMfSgD7HDnnKNgdMDrSOzEfKhP1FfHo+L/xZCbGmtwTzu3DIpW+MXxX8rIktzjgEN1+tAH1/wDMBlY+c08P6q2fpXx+fjD8XGkUFbMfLyA/BpIvjH8WCwP+jFt2CpbgUAfX+XYEbDihNyj7h96+QE+M/wAVsSEfZWGcAs+MfSnp8Z/iobf5lteDywbmgD6+Mnor/wDfNMbBbmNjn0FfIh+M3xWYA4tRg8YYc/WpB8aviolyAbezPy8qX4oA+uVZt2ChA+lDOSPlRvxGK+Qn+NvxSQ7mitTkZI3dPpSwfGz4otDtEVqcnO4tzQB9c4H/ADybdTxIRgMjc+gr5FPxu+KP2eMGCzHzkbw/J9qVvjh8UQuWtLUFT2brQB9cFmZ2Xyzt9SKTAGGWNsj1FfJLfG/4nq8ji1tWwBhS3FRp8cPiiwb/AEa1GfVulAH155mQfkfP+7TQSwy8Z/KvkRvjd8UfJ/1drjGd24ZpYvjf8UisRa3tOT/e60AfXasVYARsF+lSKwIzgj6ivkT/AIXh8T/tSE21njdgoH4qW2+OnxIhu1uZLC2mWF/mt2bCyKeoz7CgD63orn/AnizS/F2gw6pps6tuUedET88TdwR29qKAFurhZpQ8jD2HYVCREWzkV5o3jRd4+bPtnpVqz8XRSOzTOTFEhkfB6AUEnY+L/EWleDPDE/iHVZUQICIQx+83bFfIviPxkfFmtS61qMjsrufKVz/D/hXMftAfFi7+Ini37BbSv/Y9g21EU/IzDua4tNVZsZf7nQDoD6UDsesNqmnBN5OcVLBqmnMuQeT615N/bLKxDMCMZxT11sn7r0AerSataoAVYZ9KQ64MBQcg15Q2tOHCs2ffNa0epuUXnHFAz0L+240ztxio218Eeg9a89bUn8zO44pJNUcdDle4oA7+XX0JXcwAHrUek3eoeIfEFtoOmrvuLpwrueir7V5tfa39ngado2bb0z0r3n9l7TV8N6TN4212MSane5ForD5Il7HFS2NH0d4P8O6f4R8MQaXZBVmZQZ37k981fXyRyCCK80m8deYxZpMvISSc8VEfHSAYDcDtTSsJ6nqRClQTjmhUjz94V5Wvj7k5fK9h6UqeO1BOXOT3zTJPVQYiCARkdqUCNlzke9eTyePwp+9gjv60qePt5BRsL3GetA0esYjxkMD70oMYHWvKF8fKvR8r/dzyKcvxAToWye3tQB6uBCeMgUoKjgYNeUp48XeFZ/mboc1OPHQyRu+71PrQI9WjQOypFtZ/5V5V8b/iba6ah8MaPextduMTyI33fasP4sfGGPwP4EmvEcDUbxSltFn58nofpXxvD4l1O4v59V1K4Mt5cuXYZ+7ntQM+godYjWIx+cGkzliT941Z/t4Bd6ugYDpmvnlPEl9ly0rAnpzQfEl8I8PcNk9DmgZ9Bp4uTYTnLDqfSq8nimFvmONp68141Brdz9jjRnHqcdTStrTnksfpQB67J4rRhtBAXtUMniVMY4rx+XWZsnDGnf2zIAMyEkj1oA9XPiKE5UYzVR9dU5wwxXlU+szRnKucmq02uXSQ/IxaSQ7UTuSaAPefhtazeMvF1vo0Cs67t0pXogHrX19pMNho+nJp9oqpHCm0sO5r5o+A+3wJ4Oa7mjH9q6ioZ2P31Fds/jSfyWDynBB6GgC5+1jq6af8PrAMC7TXa4Ir5yu/EGx3Vj8q966L9rDxW174d0OyW5fYJFLHPQ14TdarI00sQm3AcnmgD0xtcjyMODkZpDrqbgC3FeXnVsSGRt3CYABpr6y+0FWP09KAPU/7fjAyW+goTXkJ+8K8qOrOeS5zS/2y+MBiPegD1ddfTcRuGKUa8uMFwAe9eTtrLr0fNCa1IR8zGgD1k65HjlhntT/7e3IVU/N6dq8j/tmUBh5hJxx7U462FHM0gJXqDQB9LaF4A8Z69oSa7p76UbBuju3K+uag8Q+CfGGjaPLrHk6XqEMGPMa1bcUHevHPh58Wtb8Hk2dxdXN3oNzlbq3VvmCnutb58T614F1M+LPB+rXWu+FNQObuznffsz1GPagC9B4gimUtC+EH3h/Ep9DQdehbqwDCuf8AF62PiS3fxh4HcJIw33VgD+fFcJba+0/zMGU5wwPVG9DQB68uvwEYVwHHvR/bybHO8NxXkQ1p33ojZkBxkURateSTpY2StNeynCqvO33NAHsC60ss0VtbwNPNJgBFGTk13yfDjxkltA5u9JsZZcFbe6fDEHpxXl2i63pvwq0gX1yP7V8V3Yxb2/3hEx6EipNP8SXXhqZvHnxF1LUdS8QXGWsdNWTKR56ZX2oA7vx/4X1/wVBA/iC709fNGVjhb5q499eiC8OM+ma8z8ReNtb8WatcavrN9cSzSNlI3b5UHYCqD61KcEtzntQB65Hr0DA7mOAM59KsaZqhv7uysLUwm5up/LhMh4zXjZ1iUs6rLxjJGam03xSuka5pGqNuaO2uA7qOv4UAfUcvwq8ZRyLDLqmhWsw+fyppMFhUI+GPispvXU9BwDhkEnNeV+Lvij8JvEviVdd1H/hM1ujEI3ENztRcdwM1Qj8bfBjc6tcePFVv4xdf/XoA9pT4VeLmkCrqvhwnGVAl5H1pIfhl4wPJ1fw4JG4DLLwK8YHjT4JpKZIrnx+jAY/4+/vfrTIvGnwVS32mXx6GB4X7WP8AGgD2wfC7xip2rqugM+MEvKMEe1M/4Vd4zK4XVNARV6qZOT9K8Yk8YfBNolb7f8QA4PC/a/uj86fJ4x+CPmLjUvH7ZHLfavu/rQB7Mfhj4tAXOpaCVzwFk+bNN/4Vn43eCVl1LRrnylLbYXyVA9a8YXxh8F0mHlXnxAKg/wCsN11/WtXw38V/hx4YGszeHF8Wy3t3b+XF9sn3IDjrigC22uIl5LHIUVomKMw6Eiga9CSuZPmHf1rx2LXpWheSYuJJJWkZWPPJzUh1t2Xd5h9uaAPYxruZAyyKDjOK6fwZ4d1vxbp02raNNaxwRS+U5mbHzelfO8GvTGTAcZPGTXe+HPGF9afs3a7bwSXUU/8AbYRZoGwQpFAHrOv+CfHWk6a9+dOttSiQ5l+x/Myp61w//CRWUczQS+ZazjrDMMMKz/hZL4w/4QNvE+g/EOVbxrk27Wd5NlJB6Y9a0fFHju2vIVsPix4FltblgEGq6agVSvYkigB664kXMgA/unsaV9diwGDL7AVxuo+GriW0a/8ABOvQ61a9Wty2ZEXsPrXHXOvXFrdfZdSt7jT7heGSUHigD2E65AxBLD3pf7ahVt3mEJ0GPWvIRrs3AXOCfvZ7VH/bc/WOUsftAG0ntQB714Vt9d8XTSwaFFZu0AzK8x4C1peIPCvi3RfD8+u3sFg2nw9ZITnBryz4R+Kr3TPDXjcW87rI1s5RlPKn2qXwb4x1J/2cvEdldard3cjknbK5baM9qAOnfXLZ0jnXIJQFqaNchYZDjHrXjaa9cizhRZCf9HTcM1KuuSGQjzNqgDjPWgD2zRtQk1LUodMsgr3Fw22PPcmu6l+GHjpJvL8zSVMeNyM/PNfNHh/xiNF8Tadqs4nkgtpAXWA4fGe1eg+JfiL8LNb1281e71Tx3DNPIvywXOFXigD1gfDDx4JP9XpA3joW5pI/hp4yTO7+y2IOAVb7v1rx5/G3whkvg7a58SGCLtLrecUyPxt8HVdi+r/EkI525F5979aAPZB8NfG/nFg+kyEj5WDjAp6fCrxqF4OjIW5LF+D9K8U8c6nodt8MtM8VeCPEfi5Cb94Xju7nO4Dsau2GpeB7D4b6Dr/ibxZ40uL2+mfMdvdEBf8A9VAHr7fC7xtuVhLpaKOqhxk/SlHwx8ZiYFX05sjJjdhkV40/jP4QK+0a98RZX67xdn5aD4y+DwczyeIviKccZW7OTQB69L8O/GiR3N5Kumt5MDMVhbJCjvXnq6xH9mKNJFujfDHPeqOhfFHwB4d0vW4fD1/4wuLu+tHjh/tCfdyRXk9prdxHAJJpVL+Xkx992e9AHsx1q3MefMGexz1pTrUTRYzknoB1rxoeIJTGAxO/qQO1OXXpTNtWZiwXseRQB9D+DPD2t+Lobm90iC3Ntaj94ZjwTU/inw14i8LaONW1a3sXhdtrtCcqK8u8B+L760+BnjeKLULu2mUpsaN8MCafc+ML6/8A2XZor7Vbia6ju4wxd8sRnigDpW1q2UbRFEqdQw60o122C7sjP868ZOvybVxISuB39qa+vzKRhyQffpQB7O2vQnGMZ9KX+3LYnawVh3Brxw6/ICNrkH1zTBr8zPkuR+NAHsa6zaZCoxQk8+mK6PwVo+qeMrm5g0CKFnt+Xd/ur9a+fE1ydplZSzAdRnrXoXwM8Xz2Nr41T7fNZmSH5QjYI4oA9V1zwX4o0TR5tYuzZTWUDbZTCckGuLOtQNKjEqAfSua+HHjTVJfgd40t73Ur25YXiiFpHydp6157Z684sERJi4Q4DE8mgD2b+27RZH3YYUNrUBZFDugHPy9K8abXXVv9Y2Seeaiu/EVzDp80hnOTgDnpzQB7/wCFLfVPFN266Fp0t0B8olC/JnvzXXR/DHxVHHvk1PRISOGheT58mvJ/GvjjUfA/wn8NeHvCt3LYXmotvuLxDjhveptQ1H4deEbXS7Pxnr3irV9Tnj864urO4O0EjIFAHqn/AAq3xKEWBtZ0BGXn/W9PrUg+GfiNSs0viDw3wcAiUY/GvGV+IXwNaYyyr49BYEFvtQ+b9aYnj/4Eraun2bx1/rARG12DuH50Ae1N8NNY3Oy+IfDgOeSZflJ9qa3ww1nZhfE3h0M3BTzuT9K8Zbx/8Btj7bLxy5J3CP7UOD+dEfxF+BYeNm07xq7DneLkfJ+tAHs4+GOtK5B8R+HlTbgL5vzZot/hhrUk7Qw+JtBnn2lo4oZcu2BzXjX/AAsf4HqVkXTPG7HecytdDGPzq9oHxq+F3hnUJr/w9o2vxXgidYZL2Tfywxxg8UAak1/FbzT29xIpeBypbPcGoDrVtkkvw36149F4jd4XuZZXD3EzyMrnJGTmlj19+rPkduaAPYhq9uOQUAHOD3oj1aAsZNiAN0rxt/EErNgucdjmlPiObhBKQFHBJ70Aexvq8AbzJnULHzmtvTtO1rUIxcWGiXd7BIMxsiZBr58u/EcjpA7OZ1MgDxp1IBr2aX49eGn0vTtMS31+yitYwv8AoMm3LAc5rnxFWpBJQjc0hBSWrOlHh/xSFdX8K3qEc4WPrSR6J4oliRYvDGqAk9THxXN6T8ZdA1PW7SxjufGTyzuFyLjhRnqadceL9W1D4t3em6f4v1YeHdMj8y4YTe2Sv1rmWJr3s42NfYpfC7nTnw14waUpH4aumVl3ZdOlM/4RzxchjV9CmXzBgHZXIzfHTwuL+6MM3jWSFsojC44btxTbf4+6Dpn2ee3i8VNLAwdBdTZBPvVe2xPL8AeypX3Osi0PxNdX0tjFoFw0saYJCd6uJ4P8Ykqp8OuHA/iWuW+JHxS8QSWGnadot/c2eseI5AzvG2Giib09DTdd+L/hXw5qVvpVxrXivULmzgVLmaO4+XzO9S8VWkrqOo/Yx76HSp4T8ZB4lGiOzyFgAq9KoXejeI7G2WS88O6ggjJ8xvL4Fcyvx08JS3WbdvGW8H90VuOpPWn+OfiJ4l8N6Xo2t+G9R1OaHU5MtZ6m+8yc9hVRxFZNKUbX7idGNrplldWtjMzZWLbwY34INKNXsywaSQJzzjua5b41eI4rnUdE1AQW9tqF3CHu4IRgA/SuKk8QSK0vmDKDp7V10qnPFS2MJQcXZnr41SEysFVTuHGe9EerQMCAqKo6+tePr4h2hCZ5CxHy4PSnN4gkC5Eh5681oSewLqVmuWyGHbPalfVrQICIlJ715AviCUREhz7jNNj8SOsZLOxB7A0AevjU7fYzNsUHoBSjU4dmQEz6GvIU8QSkIELZxn5jV+x1u5uWhgs4nnvJHACD+L2FAHqH9oxhN25VOfypTqMbsF86AEc8mslfAPxReNGHha6/fnMYbHH1rP8AFui+MfCdpHceJ9D+ywu2wOMcmgDozqFuFIfBJ7ilF9afKufwrzOXxMsaM6sDxwhPIqPRrvxX4htXuNB8NajqXltgSwj5TQB6iNQt8ElCT70HULdo8O4Cj0rz+TRficsckz+CdYAjGZjkfIKwU8RzkNH5UsTxttdXPOaAPXF1O2ZMLIPLHHPelXVLZDj5R6V48PEMplYbsDPT0pR4ilV8M5P40AevnU7MHe0mM9hRNq9rEqO0kZ3HCL/ExryBfEconxgvXs37K+kWfiTxFqOta7NZm10xQ8NtNjLMaALXkax5li7aLdObvPlLs+99Kp311/ZOoSW+p6dNZXB42yrgGvY/i/8AEvw74c1vw0JtSsIHilw8ceMxg9K1/i3pPhr4ieEr14Li1e4S0NxbXETAOcLnBNAHgdrqMUky2kEUkk8jfu0UZ3VuyeHPFu5RN4XvXQtkFo+K83/Z5u59W+MmjabPOWjtY2lkOeQVPQ19bfEj4snwjaf2jbaLf63mTy1gtRnH/wBegDwe70fxHptlLf3ugS2ttG2SXTHFYv8Aa9mzq4Rs9T7V3nir4m+IfjFYah4A8P6HeeGtQ8j7RK2pDnafSvINe8CeK9F+JOl+ABqttc6neW6ksn3V46mgDo/7TWRxGsUcs052xp3NaWtabrWitZLqOgmIXf8AqmK8Gsq9+GHjvwp408N2qazpV5fXM5KwqPmG016n8X/EnxA1PXvCXhXTbXTE1CZvOnSdM42dQPrigDgNbtNX0aS1h1DRriBr4jyTs4IPan6taazpluLnU9BubO1QhRJKmMivSPHfiDxFqvxb8IeHdRs7a0Vrc3RWVcjcvXFUv2q9b1zxZ/Y/gTw0u24uJVmmnx8ox2+lAHlyapbqhdGUDfxv9KU6lasgHmozbsgA8VW8U/CPx1oFzYw3euaUtxeSCOG2b7zZ74rH+JvgTxV8PtJ0281bVtOkkvLnykt4h8+40AdGl/FLtZYoWDHHJ5psl9b/ADZMeQecngVV1z4V+OdD8Kx62+rWEsUqpIlun+tG+tC5+CHxGNrCtvqenPJKqPs/iXdz81AFVNUg3zEIrr0U09NQtUXYqp8ykkeprC8WeAvHWheMtP8ACYMOoaheR72e1HyRfWurt/gN47Nktydf06G4c4EUh5z6UAZ0mp2uVOEA24IB70sepW5eMMU2ZwcVwnjWx8QeDPEUmga20JuAnmAp396wZfELuiANhwcEr60AepnUrBW2qocK5OTQ+qWKqSoAJIz6V5guvEJt3fWojrbDqxI9KAPWZdRtleZVVQABg+tNfUbRo1wRux81eVf265IBkY+uTSLrshk278H60AeqJqNsTtIjICd/WmLqNsVjkI6HBrzBtdYPgt9TSR6+5UqGIQHoaAPUBqNoSF2qF3k0rahBscowy3QGvLTrzK+dxI9KX+2nZ1LSED2NAHqUmoxB2RjGcAcA1G2oW20tkEgcV5k+sSI3yyZJ75pv9sSgf6w4PXmgD1GPU7bzokaNSDGSW7Ui6haghjgYPFeYf20xwBK2R6GnLrUmNrMcdqAPTBqVtkBVVfnzSvfxMTmVGGema8wbXHB2bufWlGtFScE5oA9r8FeOL3wlrf8Aa2jypl1Kz27N+7n9N30orxRdYZ1OJCvtmigD6zHhO9LKQrHccD3rz39pHWLjwl4fTwrpxMWqaiMzYPzBO4r62vY9M0bTpdSugsUNuhbc3Y18XeMba48Y+PL/AMS3YZ0LFLYN6etAjwqDTpYU+zxI2V+96k+9SvYXQKAIQB2FezJ4FIAJX525JxVlfBK7gRH0HOR1oA8U+wXROdp+tEdhchD8h3dq9rHgwK5bywU9MU//AIQlQcgAk9OOlAXPEY7W4FwqvEzYNbrQSlVPlsABXqD+EjBbsRAGcfxYqOHw3M8GNgz60DPM3tJgB8h5Gc1G9rMY8H5CTgZr09/DbCPO3HGOlQJ4Pm1C+hsrKEtLPhBilfqC1djj/hJ4E1L4g+M0tfJkbS7Ft82Ojkds19NX3hm+ISCJNkECiOOJRgACvTvhB8PdP8EeCY9MggVLq4G+5f8AiJPbNdSNHgAAKjI6HFJd2N2PniXwpqLSArGcfTpTW8JXrMVCNg96+ijo8BPCKPWmjRoGORGvHbFUTY+cm8HX2doVsetJJ4O1FRjY2fT1r6OOj2ynIjUn6UraRb7gTGCfpQFj5vPg++4JjZj3XHSl/wCEM1AH5VcA9/SvpBtIgY5SNQe/FB0i3ZuUXAHpQKx83DwbfRvgK2D1apovBl8ZMbGB9fWvok6PbA/6tcemKd/Y0IQfKMfSgdj52XwVqMku6UMoX7oHWtO18ITQWc+pXsgisLNTJM7eg7V7z/ZdsVI8oZHCivIv2mtWms/Bv/CJ6L8l3f8AEzD+FD1o2A+Jvilr9x4z8b3F5GXOnWrGO2UnIKjuKwo7KVjvKtXtOmfD22tbZIhFwi/Ox/jPrWgfA9uEB8rKnoMUAeFT2cjJuCN9KY9q/wAoMbV703gOLAIjBc9OOlM/4QW22MPLAf1xQB5HFblbZCUb3oazY8jNerL4XjWIoYxxUD+GBgjycL9KBnlrWMgwwBpGsncBtpGK9Mk8NheNnHao20ADgJz9KAPL7iykaTgHCjJ9q734D/Dy+8X+In1mWBl0qw5MrD5WPoK6Lw18PrnxNrUGj2cRBkYea4HRa+yPCPgnSvC/hS10DT4FVY1HmMBjee+aAPFp9Au5JWdUYIvypn0qFvDd4xPDEBSQMV7+NBtymDGMDpxTJNBh2lSi8jGcUCufFf7T+iTW3h3Rroxlf3qqcjjNeL3NlM0srIM4O0kDFfcX7Wnhq3ufhbaSB1WS2u02/L1r5cn0UmVjt3Bjk4FAI84+ySIMck+tNFvIOCD9a786Kp3Yjxg00aEu3LJx2oGcIllIMswz6CkNpIV4XBrvRoYOMLR/YZ3fcoA4BLGX3pRaykZKkAV6C2hqwHy4H0po0HByU+X0oA4D7FJycGmSWsx4KfTivQ30LcMhOlKuhluCnzfSgDzsWtwSMqSAOR7Vq+F9Uv8AwvcmWJWutJmOLm1PIAPUgV176Kw+VUGe/FCaKiEjZw3DKRwaAG33hfUNKij8c+BJDc6ZIN9xbpzt9QRUU3hW38c6PceJ/BuF1aDm807oW9SBXTeALzUvA+trd2ifadLlOLuxflWB6kCvStS+HsNxIvxN+EkoW9jIkutNU4DDv8vegD5Xs7DUtS1FNN0yxlk1VztkhCEGI9813t5p9j8M9NihCi/8WXowI1G4xk17VqHjjw5LaST+FvBrWvjy9Tyrg+Vwrngt7VHpXgzSfhhaP428dSJrvjO7j32dk3PlMemRQB47/YLeC9OXxh4yY3fiS8+aysWOSmehI7VwWqSavq+oS6vrEkk91KfkUHhB6D0r0XWbXUvEetXOu67KZryc5Cn7sS9lA7YqA6AoALDJ7e1AHnLWtyTg8EdRSLZzL8xyfavRv7CDPxH83rTW0IA4KUAeeR2sjTeaFO4cfWrWiabLeeI9HtHi3pcXgQoe9d0NBUSrtTcoGTWj4V8Ok+NPDcrRnbFqIkVQfvH0oAPFd3Y6N44Hg7TfBAvdQkCrFGoGZGP/AOo1sN4c8Wyyh/8AhR9zuQYI85QMj2r0DxFpkGj/ALYGj6lcItrZxwiRp25CsRWn4j+HPiHVPE2rahY/G0WllcytIkQP3Mnp1oA8tTw/4zdi/wDwpGRl6EeavFInhzxusLRj4JSndxuMq5r0JfhV4vkMccnxyGU5GGxn9amT4S+M7icXD/G0Fo1xsEmB/OgDzqTw54uiVM/A+dXjXDEzKcmoZ/D/AIx8kn/hS7K7LnHmL0r0y3+EPjJN7x/G0Zk5YNJn+tRN8IPGpd1PxxQxSLg/NyP1oA8Q/aA8OponijR4k8OPpN5c2CPNbbgyqT34rhXs7jeqFFCjrgc19M33wHvb66FxqvxRt764RNomkwx2+nNJY/s3zX135dl44tp5ApZ4VUEsMUAfMT2sxWVljJboAaQWMxU7UI44Fenan4UbT9WnsJT5pt3KFwOuDUA0DCsGT/doA85hsLnYrtbPw4B5rstD0e9n+BniGcb0hh1QNgH0FacXhvfsBjctvB4NepeBPDCD9nPxgjp8x1EuM+vpQB4tDa3Mf7Nttf24eM/22QJE4Ib61T0rxR4p0mMQ3cn9sWKoH8m5/eFs9QM17dY+HFl/ZCih2gbdVLMu3kV5qmgosMbKWAMYAyKAKml2XhPX7rfomo3PhHWWwyhnIjkY9sVs+IdM8W6ZD5Xjbw5Hr2kyABdTs1BYj1454qo/hpfNVpoQzqPlZRgjNdD4L1vxd4QlQaPd/a7SPINndjzAQevWgDjm+G9lr8Juvh74hiu5F/1ljL8rhvQZrkNZ0PXNEvfsniDS7jT5VlCs+wlS/bkcV9NWUfws8a3cT6lp03hDXx9y8t32Ru3qQPeuvk8PeMtN00W2oWOn+PvDu8Dcm0TAf3s9aAPmb4QaHqGoaD44azQeVFp7s+WGd1UvBFg83wW8R3SQSYSIgtngnNfSelaF8KNK0TxdJpq3ukXmpWD28tlIGG1yDyD9a5P4VeFwv7PXivT1VRtjYrIRndyaAPmqKyuZLa3kLgh4VGAPapDp8zrzkYr0S00BRp1mqLuIUAnFSt4e3sRtwB1oA8zWzmTPU+9O+zOXVxEMgenWvSF8PDBBT5aQ+HVAGV+lAHnIt3Uk+Su5jkgDikFpK5AKKAp3YxXpI0EH5RH8/ripIPDykb9oG3rkUAc9c6bNJ+zPpd6iyADWZRuzxUnirTQfhH4BkW1ZvPuZgp6Akda9lvPC6f8ADJdraXEO3GqSSYUdAT1qTx/4aSX9nfwGptPI+zzvnHVQe9AHzObOVsSNaiIkkYHemi1cIVS2XBPQivSl8Mxw7YUjYgDIJOaX+wWYcRAEdTigDzX7LKzoQgDqcg46UGynaZyxDBucgdDXpQ8PKSWC8jrxQvh35Cdny0AeaGznRgQCTjFPjspQ5cKdzDnHavST4d2KD5ec9Kfb+HVMoQrhiDzjpQBz3gnS5ZvhT8QJQsjLbeUTTrXTJ3/Zu1LUAPkivolfj1IxXuvwO8LRap8OPHXh2PZ9qvoxsUry2Kj+GvhPTdZ+Dut/DHVLoaJqUd4ro8648zB96APmWXT5xIQ/Hyg4A9qjNjIqkDJLdOK+mx+zzcCZjL46sCmPlT5cili/Z7bY5/4TvTyf4ThfloA+YzZSYSNCdwOWJFPbT5yehz64r6ZHwBZoniPjvT1JX/WgLT2/Z7YgR/8ACfafwo7L81AHy+bKQIJAzjDAZFd38F9FuLzV/FdogMnlWpZsjr8ua9oP7PkZV/8AivrBE4+TavUV0XgjwDo3w5g8S6zqPi+31Fr22MUUMUYJyVxjigD5r+GGjXN38LfGM+JAkEueDxwOa4nT7OWTS4XMLbGUsoU4PWvqf4Z+Cm8OfAXxddXtubc6rcFoRLwcHpwa8mtfDKpbW+IiXjjIcdADmgDzMWc21DsYEnJzRJp7zRSQ7Ww/8R6CvUB4eZ/3iRhQqcg06Lw/lQnyoG5LY6UAZnh/SoviP4WtPD02qR2evaax+zNLwso7Dmuy0vwp8b4LOK0bwXpOrxwAqjvsJYDpya2fAPwTfxd4cm8RXfiRdKggcrG6JtZSO+a6D/hRv+ivaL8bryENghhI3T060Acg3hb44rbwlPhpopy2ACsZxz9amm8MfHNLnym+HOggkffKxnH611E/wNikjgi/4XfqO2HuJ2yx/OhvghbtcGd/jXqSyKfu+exBH50ActF4X+NqxOX+H2gxSIf9YVj+YVH/AMI58ccbU8F+G1P39gjjywrsbf4IWX215X+NWousiY2mZsD9aZF8ErBA0TfGnUHLnbu3tlR+dAHHHwz8cVQxt4P8O4B3NCI4+M1zGv6jrOk6zDoXxI8DW1sl2RHFLBGABnjIIr1S8+CmkfZpYm+NupxtwN+XJ4/Gk+Mmiab4o0Xwn4E0W/utcuLGVfO1ExNub6mgD59+IPg6bwb4nj0k3Iazuk821DLlsEZxmueFlcYGefQYr6j/AGjNHtl1LwloimPz7C023DbdzA44ya8qXw62Az4ckHgCgDzM2czqGwR7UfYpAPu5PpXpT+HVAXYnJpzeG9hwEyxoA80WznIbAUccYHIpwspuEjQ/KMlulekL4dj3hwCCOCMVYtPC0uo39vpkUXmvcOFULx3pNtXsBznwz006doms+Pr5GMOnoYrRem524/Gp7my1Dwt8MTfTxNDrHiSQvluuwn0+lfRPib4UXl2nhrwRDpgXRrIi41CdW2g45wfWvOfi9FBrvj9zbWpg0/TEEFqucq2BgkDtXBCTrT306/LZG7koR0PB4dPuYY4bdWJCct7GtvwD4ZuvE3jWG1Un7FZ/6RczPyoUdQa65tCbcTGu9gfmGOlex+HPhtrGj/CG9l0PTFl1fXm8kzbsbImror1HCFtrmcFZ3PIPCdh4m8TfEC58badFbnTtHlNrA0oARlXgYzW/c+Gtdurq5mj8N2OpSzOZpVjZVJzXS/Fvw3aeHPBmh/D3TFkR4o1n1AwS4LSd8kV5v/wjFxbSDyZdRjbA+Zbtug6VzQoTm+ePodTrRhozV8NyQyeJf7C17QrfwtqHS3NxGCrfj05rJ8d6uvhjxHJZDQ7q4vbbi0nmO6BM9SB0r1LwummfEDTofCvjaFY9VQbdP1POCSOgJrqtE+HGuarYXngvxlpcE4g40/Vg4y69smsHD2c+aS0XT/Iaq3hyo+QdUGo3+sfbtRJa5YfK3ZRUBs523LuLAnmvafGPw31DwnrUml3aq8Cn5JM5OKwR4dVXLBOPpXrR5be7scT3PM2sJkYEr0GAKDYz/eIPPavS18PgrvKZOeKX+wcA4iye9UI81WyuM4XNC2coyGU8V6WugKeFj256mnf8I8g+XaCRQB5kLG4YljuAA4rs/gpDcj4r+H1KqR5qgBum7PU1snw+McpyOlInhySOWO7hkeG5iYMkiHBBFAH0V8WrbxXaeJfMXw34h1aOaQCOSyvtiIcdcelcJ+0H8P40+FGm6nqWparp9017uaK7ujJtz14rm4PFfxHiXYPFUkyBPkBB+Q1n6zdeI/EsMcfiTVX1AIeQc7fyoAqWnwl+Fb2kGoSfF2y+0yQ7jb+Wcq+Oleg/AvxBYWPwnk8My2N4wt7mTydStUZBIM8dK8xl8LaeYFjFlHlWyrBRla7/AMOfEHxx4e0aDSdGudOW0TIETWgJ/OgDvbD4far4g8Halqmk+MdQtE8l98c7tk4B65+lfGZ02e3kmiZ5bh4rggy5+9zX0pqXxM+JWpWH9n3Go2sdrMpDpDCE/lXnTaEWyJCJGkbL4GMmgDzOa0uDK58oruOQ1AsXK5YkH1r04eH4hk+QRsO085psnh1doJjz83HFAHmiWF0CCD14BFeyfsn+EfDviXU9Z0TXH1OO/ZA0BhuNm7/Gsf8A4RxN2VBGeoq5o+n6hpGsW+qaRdva3sDZSReM+x9aAOr+O/7PtvHq2h3elahcqt7MIpmuWLlQDg16XcfBrwd4O8K3dzqOr6ssdlZEeetyQkjFegHpXM6t8XvEWq2GmR6hpSSXVm4Ly9A2PasH4o+OPFPjsTWc8P8AZunSRgMobOcD0oApfsWeETe6x4i8Uxxt9nile3tHYZLZPFejfET4paP8NvFVjousaHNeSKnnyFDwWqH4X/EHwv8ADT4Z2+nadZtdanKd0qBeN3rXlfjW7u/F/imbxLqNuEmYFBG/Py0AetfAaeXx5q+t/EAWr21vdytapC331QdOayPA3hbWfEH7TfiHxFqNpOlpptmiW0zDGcenvTPgp8SpvAfhyXQr3w99pt/OM0EiMB8x7GuutP2goIYJJJ/B5SXeRGUOMk+vrQAsGiT6/wDHuS7k824tdCjEglj4wWpNA0a61/43392J5Lq30f5QRwyhvevRPhxJFb6BeeKdV+z2Mt+hkZS4yF6ivLPD3xhs9FutVf8AsBrl7yR99zGduSM7aANDwpo93rfxw1LUvOe7g0WJraNZOWUN71t+D7Oz1TXr+509PtGo2Mpiwf4OtcX4H+M8OiRalLL4aklur6Qyu6nHPOAawPhf8Srrwjr+u61f6NJcxalMZljRsGM+lAGR8PNJ8TeMv2m9buPFF1cXEehq0qRgkKqg8AD1rb+NPh/WPFPxp8H6Aul3F1pNvdC7muMHCqexNX9O+LVvZePbrxXaeHfKivLfy5ox1Le/rXSD9oQ/2irr4UX7OEHzfxfnQBY+KWi3Op+IfD/hiNnaATESNFxhB0BrhP2tNc8ReF4/D1l4f1UwTOp3upw3ydM10D/HGBfFjazJ4QkMIQKh38g+tedfFvXH+Ifi2LVJbBrOOGMqkZOQoI60Aek/s/2eoar4Pf4ga9dG+1KaI7HQfdI6Vm/s/ad4w8Q+KPFHiDxNLcwW8WoeVapLnbjnBArP+EnxR1LwN4YHh+fSlvbSLPkSY4OT3FdXpXx9nW2uIL/wwqGTPltH8ox6kUAfM/x3uJ9c+LuryGWSZbBzbeZnqa4kWEqg5U5NepanpZ1DVtR1R12fbLkyqPrVb+xFYn5eR1oA83GnzHnmlFjIexr0pNCThvLyD2oj0OFCzNFhR1oA82GmysMkEGgabL94Zz6V6WuiRnnbx24pE0JPMICZbHWgDzQ6dM2Dgk0v2GVjgAg16QNEAH3RnvQ2iITgLg9xigDzYadLkhgc+tPWzbptPFejDRkwCYe+KU6LCHw0eDj0oA82Wyl5Yg4pzWEpw+CUr0VtHjVT8u3kdqcdIt/NkjUEhcfw0Aebtp8g+ZQacLKXHzZr0X+xY9mQvy00aKqFmaQJlPl+XPNAHnX2CUkFVNOOnzEg4Neiro6jncJG25J24py6QmMhOTQB50dMdiTuwaK9COixgjKfWigD7E+PF1qDabb6XFCwtbg5eYdBjsfSvIoNG8pVxtIB57V9SarYWupWMtneQrLDIMMp/nXzN8YZP+Fa6gi6skzaTck/Zb4D5EPZZD2PpQJj9sb/ACYA20p8oYQqOO9cfZeLdPvbL7TFd26ZfDFn4qSTxTZYG29tDhsff5NAHWOLcELsznvikeOHIKriuSPi213xn7bbHLY27uacni2zZgfttq3JGA/T60BY6iRYXjaPBLN0GKq/2a6Y3bUUdBnrWB/wmVlHJbzG5t8ANvIbisK4+MHhtSySzR7o35JPB+lAHcz2W0M82OO3avUPgh4Pjt9/iC+h3u3+oBH3R615D8INY/4Wb4q/0KFo9IgcGR2GA2K+oodU0eygFrb3cMcUI2gBqnVspWijZAyc9yKUjIrG/t7Tsg/bYQuPvFqU67ppJX+0LfOM5D1RNzXwAQMUvToKxjr+khedSjBHXLUjeINLSPK6hCfq3NAXNraBzRkenesT/hIdIKDdqEOevytSnxFo+OdSiJPTDcUBc2sehowDyaxD4i0zeAt7DwOfmp667pzDetyCO+DQM11AxnApduOc8VjHXNMxgzPUeqeKdC0rS5NU1PVLa2tEUnLvg8UAaGt38Om6dNeSui+WhKhjjJr501W7bWtZl1jUpA8jsRGv90VyXxJ/aM0TxJq8tnpodrC3Yqj9pPesXQviHpmqCSSKJl8n5cY4P0oEeiott5m0xhj1J7CpFiEiiXbEE3bR81cPH41tm3L5bBANxDDk0Dxjp4UsYjjrgdRQFjtysKnA2ketRzx24Xc3fjgVxj+MrMBYzG+TzlBkD60qeLrdsKA/ryOKBHRS2cfmSBYRtQjDetV7q3IYHYAK4i6+J9jDJcQFZ9yOM/L1+lQ3XxOtZLhilvcFAQAoXmgo7Se1iDHA5Iz0qt5Cb0ijiBdunrXFy/EXJkb+zL5wF+UJGT+derfs/wCmXXia6/4SjXLSWz062GY1kXBc+lAHrnwX8GpoWl/2lcJi6uBnkcgV6G7AlTkjPtWBH4ltGKeXFKiDhQVwMUkfie1A+7JwT2oA6IYI4oyAea5keKbXYo2SHJPQc03/AISq0+ZjHNwwABWgVjE/aCghuPhrdrLFvCyqQPQ818sPCgii2gZ719H/ABs8TQSfC7WGgtrmWUNgKqZ7V8kprt6bK2K6JqrblxlYTyaBnRGCLe4AXdjOKJbPbgMiKpGeDWA+p6l5rQjw9quWTGTAc5pIr3Ws7DoOqMAOT5J4oA3ltolHGKlS2jPRQ3Ga5lNV1YxtIPDmsnbwf9HOKd/amsmCJk0DWFJ/6YHmgDpFt43ALqF9qX7PFngCudbUtfE6I3hvV9rDAPkHmmvf+INz26eGtYD46/ZzxQB0ixW6sRhywGSNtOEEHYYzXPLf+I9ybNB1whY8P/oxpovfELW7Tjw1rLYP/PuaAOhkhhCliDx3Apfstt57KctgAkEYrC+0eJkA3eGtZTzB8v8Ao5pjXHihZF87wzrTu3AP2c0AdGYo944GB0rV8KeItT8J6wt/o7sEz+9hz8rj0xXGQy+KZJWhi8K60TH13W5qSNvGcwLx+EtYABwcW5xQB7mPip4eime/tvBdourSx58zAGG9a8y1+9utZ1mXVtXkEl3NwMtkIvoK517Xxz5DSt4V1VgeB/o5zSNaeNBGFfwdqe4r8p8g5oA13gj83/VDcw6imRQQFfMPPOMGssQeOuI4/CWseeP+nc4oFh4+eXy08JamNnLboCKANVreIjIwB1pGjg2pIqhhWaun+PijSL4R1MoODiA5pG0zx60a7PCGrBM8D7OaANQwwFnYAJleKs6RNHp+pWGoCNJXtZRIATWQ+j/EGRQn/CJ34YjjMJp39h/EWR3SPwbeBxH94xHGaAPYdW+J3hXVL4XeqeB4Lu52BPMaTBNVP+Ex8Eeawj+HFuXIz/x9nBryxvD3xNZSF8IXDAIM7oz1pB4f+JP+vPhG6WNRjAjO6gD1T/hOfAUmxv8AhXsZc8N/pR+WpY/G/gLLhfAMYUDr9qOTXlY8MfE8FdvhGUqfu5Q/rVhfBfxUPmP/AMIsqNjjg4NAHpdv448CKVdvh+kaEfKwuiefSkm8c+AQCsnw/Hmt0AuTg15x/wAIL8V1jh8vw6j55ZSDxS/8Ib8WdsgXwyhUHupz+FAHo/8Awm/glUQD4eRGRuNv2o4xVrTPij4a0m5Nzo/gpbW4wUMvnk7eMV5avgn4sGZB/wAI2qx4+9g5zQngL4tfMraChDH5QAcfjQBLqciXWo3N0FGbiQuT6ZOar7YWXgDjrS/8IF8WgsgHh1PNHbBxT1+HfxXKQrHoUW4/6zdkY+lADUSJfmDAYGQK7j4f+NdO8N6Dc6Hd6JHqtrdyefIrtjDVyMXwz+KzHH9iw7B/Ec5qzH8K/i00jF9KtY0ZdqkHn8aAOw8XfEDSNT8FHw1pOhRWEDy72CnIWvPpEQCODcojUdcVf/4VR8W0gcPpVjkDauxs5PvQPhX8WjIBHpNqX2/NuJxQBnbYzynzHOMnvSlYtw/hbvWpB8IPi7P5apZWcaqTu3Nj8qnPwY+L5WRmtNOwpG0iT5jQBhTQQyo0ZjjbnrnBFa3h7XdU8PXizaRqUsJUYCs5ZR+FTt8F/i8HZm0/Sz/dxL1+tKnwY+LpXa2n6UJDyAJflH40Adnb/FTS9RVk8U+F7S+lRNvmgBTJ9cUzUviJ4eh8JXuhaP4Xi05bteiPnOa5EfBX4uPL8tnpg+X5t0mBn2pB8FPjB5LhLfS8Du0nzfhQBirHEI0iO1EUZ47UnlxgOEAcDqTW4Pgn8XzgNbaUqY5YS/MadF8DPi4xdXOmpu6AS8H60AYCxIY42YIA/TBoeOEccV1EXwD+KOFBm0tHXsJvlp8nwB+JrZ2Xmnn+8Wl6fSgDl402MCsaMNvU02JIjbNvKks/I9K6k/AH4n4Vftun7B/F5vzUf8M//EzG1rrTtucjEvJ+tAG94V8faJpng4eGNY0Vb+2DF8k8Zqr468cad4k8L2GiabpKWVnbuflBzxVAfAH4mZz/AGhpycY2iT5aG/Z++JKgCLUrAf3gZOPwoA5L/R0iRUGW6c0MkRfYFIJ9q6s/s+/En7q6hYEE/eMvzD6U/wD4Z8+JDSEtrNoqgfKRJ81AHIeXFtcADCnBxSKkGzrXZR/s9fEERsjarZqSOqydT700fs7/ABBCEf2rZ79uB+84oA5M+Ug6HgZ6UIIV2KXO4nO3Hauub9nb4gHONet/mQKcv0PtU8f7OHjL5d/iNMgff3cigDnPDesXug6nFqmizFJcnfGRw+PWu7n+JnhrWAsniLwTFcXKj55o22k/lWdF+zf4rICSeJtgXoytyaI/2bvFiruHitlf+6DwRQBZfxt8Pihmj8BEpnAZrphmlbxp8PIgUn8BlWYZUJcsd1VZf2b/ABWQP+KlEo/uM2AKcv7NviXAI8UOrZ656fSgCZfG/wAOljKjwBKHxynnt0oPjTwAv72HwCCVHO66YYpp/Zw8VGYg+L32EY3d6Yf2bvEjHa/iQsB0bPLfWgCdvHXw88wh/AbbcZLC4apIviF4It3It/AaKRyheUkE9utVj+zZ4iaJ/wDiq5Ec9FB4qQfs1a4SrSeL53OMFew+lAHO+OfGt94y8uK/QWdhAcpaR8AkdDXNGRGyCRtbn3FejD9mbVSoU+Lbhs9XPVfpSD9mHUMEN4uuSxHDd6APNna2UZPI9qdvgdj8i/d+UZ616RH+zHfqMv4ruRxt2r0b61JH+zJclgzeKbpHUfdH3aAKHhL4kWGjeDU0HUfDkV5A7ncu/buq2nxH8JyiIJ8P7YyEH5WuCMAVcf8AZkUrH/xWN4zA5Oe30pz/ALMSSOgfxZebF/jHWgDPb4j+D/KSRPh/CZCTvXzzhaU/Ejwj5yY8AQbGHLeeeDVtP2Ym5DeL7yNB0I7/AFoH7Ma+WNvjC73g/dHQ0AVG+I3hpUx/wgFmI9+1G+08mhfif4a/eF/AMCPD90CXOauD9l23kiPmeLL/AMzfnHYfSp/+GX7cONnjXVChHzkqMj6UAZ6fFjRQVlTwBaEkcq0lRy/GV4crofhqx0+Yg5lGCUzWof2YbPcWk8Z6oUA4IXmiP9l/Tg26XxbqWD0wOv1oA8pvtSnvNTlvr+6+2X1wSzzN39qrwTq5JiSIbgcktXsS/swaWq/L4u1PeOi4G2mn9l3SgiBPFepMQfn3Dp9KAPHTcw+XtOwMjckGg3VsEJkkDZOQfSvZB+y/ooZt3inUxGepA+apIP2YdAG4SeJ9VeMj5flGfxoA8WWdXHyyQEdfvCp7K/Fpdx3FtdJBdKcq4OcV7R/wzF4Y8sr/AG5qKPjAK9DSn9mfwsAM69qgcDsOKAPLn8f+KLoNHP4gPlspUk8ZFc+s1tsWQ3aSPISzFjzXt/8AwzL4XbZ/xUGqsik8MtO/4Zi8L78nXdSKDpwMikopbIDxD7bbGNnW4jDMeK2Y/HWvQwx2UPiQokKfIg6D2r1Y/sz+ElILa5qm3tgUD9mTwj+8P9t6nlxgHHShpPcLnil5fR3lw11eXoMjjczM2STVQ3dnh2MqNx97dXuo/Zi8KbRu17VHwuOQP8acv7NPg0cnWdUKjgjbR0FueEG9td0bLKgReVdX+YGtUeM9cWNIz4ncKvC85I9K9mi/Zo8GLtKapqOPTHWnt+zb4L2jOo34PYgUnFSvdFJtM8NvteuNQuGfUdTF1IgxvdutU5NQsxtBuYjng4avfP8Ahm7wVu/eanqTE9flqeL9m/wMMFbm9IByQR1qkrCPnwahp+0RpNB9/qXFH26yXg3NvycZDivowfs7fD9Qd6XDfNmnL+zx8PSoCwzjnINAHzit9pwyGvI89ssKRb2yVW8ue3J/iJkFfRjfs7eAigD/AGhgpyKP+Gdvh6CSIrjnr1oA+cZNR08AMbuEjvhgaQ6pYg8XMQUf3mAr6TP7PPw9KAJBOhJByKe37Pvw/Z2E0Er7ucGgD5qOo2IZW+0wYYcfOKYdTsEYo1zHk+jZr6Xb9n74csV/0SUbenWj/hnzwAWZ0imBIwcUAfNTahp4Qbb2Fj6FxQNWslXMd1bgHgEuOK+lk/Z8+HKOGNm7MeOe9O/4UB8Nni8v+z3K596APmc6rpokRJLiBtvcSDFOfV9PUsBLbjJyo3ivpc/s+fDcxBRpzBR9akj+Afw38wN/ZjMR0zmgD5iOrWJZUW5hQu2WG4UHVrEE7b2I7XwcsK+qYvgf8OI5fO/sVGYDGSakHwT+G4BzoMbBuvXmgD5SXV7JS3+kQcnO7eMCkfWLIQuWvoCB/tCvqr/hSfw0aN0Hh9AndeaD8Dfho3H9gRgYGBk0AfKcmtWAhKNPC23BB3jNJ/bGmLlhcIWI6bq+sH+Cnw0Vt7eHYmbGMjNCfBv4bKwP/CPISR3BoA+T/wC2dMiVXE8I7F8g4NRnVtOkUo95G+WzncBX1xH8FfhuqGMeHoSjclTmoz8FvhpnafDkeFPTmgD5MGtaejZE8TbOmXFOOuac3mb76FuAwTI4NfWq/Bb4aPtJ8M252nIzmpH+Dfw1EjSjwnZ7iME80AfJl94qhubWGG+1l5YoukaScAVWOvaQpEMd4gReSeMV9d/8Kb+Gi7wPC1opbG4jNOX4O/DTY8I8LWZUkE8GgD5D/wCEj05mKf2jyemUAH500+IbAbt15swuMYzmvsQfCX4dhRG3hWykUEEBgeKl/wCFX/D4ylx4P00kd9p/xoA+NU8Q2OEYXQBXqNoyR9KI/EelNjdODlzngYr7LHww+H/meZ/wiGnBjxkKf8aanws+Hq71Hg3TQDz908/rQB8anX9P85Y1nI2EnpkU0+JLCQgm5cFzyNvp6V9oD4Z+BBEYx4P03HpilPw08BtsY+ENNJT7vy9KAPjBvEWnKszJcuVyAF28imv4isiu9pnYKvGE5FfaI+G3gMsJh4R07d67aVPhx4ETc48J6cpfg/L1oA+Kl8Q6YrxjMsm8cELwDTm1yyDNH+83dzt4r7Wj+HPghImiXwnpyoe23rTv+Fe+CSgUeFtOIH+z0oA+Jv7c08AN5s+F7bOfwpDr1j5TFWmIbsU5r7ab4feCmZW/4RbTiU6Hb0pzfD7wV53mHwvp+7u2ygD4kOv2SooYTqx6bUz+dA16EOxMdwxztyI+K+208B+DYw7Dwxp6gnrt61LH4H8ICMxr4csNuckBO9AHw8+t2yEh4LzKn/nkcUh8QWhcyxxXmNuDuhINfc7eEPDJUKfD1iVXp8gpr+DvC7nzH8O2OR/sCgD4YOtxYwIro4+biLmkl12ESSebb3/3RtKwEivuiLwb4WErSr4dsQWGC2zk1Kvhfw/HGYo9AstrdRsFAHwmdaieR0SHUDgA/NbkD86cuvGRJpEtbsAEZzBz+FfdsnhnQTEY/wCwrJl9Ngpp8KeHSQToNlkdPkFAHwgNbh8w5tNR2su4AW5z+VJ/baiIP9j1BwTwPs5/WvvNfDuiC4SQaJZhguN2wZA9Kcvh3RELbNFsxu6/IOaAPgs6xh13WeoAtxgW5xj60p1kvIIodO1AsT1aAgfnX3mvh3Q/L2f2NZhc8jYKUeH9GYbH0ezCjpiMUAfInwi8Hap8RtUlhSOax021B+03rJjB7BP71FfY+labY6XZJZ6daxWtuhJWOMYAJ6migC3WP4v8OaL4p0KfRNesIb6wuOHilXIz2Ye47UUUAed6X+z18PLC1jtks55I07O+cn1NTJ8Afh4pJ/s5yS24Ev0+lFFAD0+Avw+ULjTn3q24Pu5qZPgZ8PE27dIAIOSc/e+tFFAE6/BX4fg/8gaPYRgp2NZL/s6fCx5JGk0CNw5ztJ4H0oooA7Hw/wCAPDPh7RjpGiWCWELHczRcM3sTVtPCGiKpX7OWz3JoooAV/CGiNwbb5cYxnihfCGhKxIs1xjGM0UUAL/wiGhYINmpz6npTD4N0Ejm0BPrmiigAHg3QQcizAJ680f8ACGaBvDfY1HGMZ4oooAevhHQg2fsa9MYq1DoGlwjCWy9MUUUCJv7J0/bt+yp9cc1ma74M8M65aC21TSYLmAHJjYcN9aKKBmJ/wrL4c2kQki8GaUqg7dgi4q7beA/BFlGRb+FtNQSNkgR0UUCJpPBfhAMUPhywOV6+XzUQ8G+DjMYf+EZ08AJnOzk0UUDJoPBvhFhvXw5YLjjAjHNJL4T8JRx7/wDhG9POeMeWKKKBED+BPBAlDN4V01mk5JMYOKlTwL4KSTavhfTQeufKGaKKBk0PhjwujtGnh6wUDjiMc1r2tlYrZraxWcMduhysarhQaKKAJHs7QLk28Zx0GKjFrZbgPskX5UUUAOSxsTJxaRgjuBStZWQ4+yxH8KKKAIGs7GZZbaWyheJvvKVyDUcGj6MqqiaVaIqHKgRjiiigB8mn6Yr7/wCzbYtnrsH+FKLDTQ7AadbdMn5B/hRRQA5LPT/JIFhbhWOCNg5/Sg2GnAov2C3wBx8g4oooAV7ez2LIbKAlenyDipFtrQ5kNpDuI5OwUUUAKlvagcWsI3Dn5BzQYLWNNq2sIX02CiigB7RQMo3QRkAcZUcUipEesMeR0O0UUUAD7Y3G2NQWHJwKkQcAJhB6ACiigBFLbWy2cH0pokYuR6UUUAOl37CVkKn1wKXLKFy5OfYUUUAIGZmxux+FJslMh/0hgPTaP8KKKAFdmSMHdk/SkUyOm4SEc46CiigB+18/60/kKa7OBjd+OKKKAI5mkjSRhITgjGQOKcXfcPm4I6YoooAc7Ns4bBpFL/KC5OfYUUUAJucSlS5I+god32MQ2Me1FFACwu7Fst29KQSNv2k55oooAdIzBsBsZPpTwrA/fP5UUUAKFAzjjNNKsSf3hFFFAAAcZLk0oXGTnmiigCKN2aTbnFSleMZOKKKAArlduSKaYgZA+TkcUUUAKy/NkHBqGaQoQAB83WiigBYBvBJPA7U8qD17dKKKAGTHYvHU96fGoCA+1FFAAyLs6Cq7MCFQoMZoooAsFRxTLhhHHv2gt0yaKKAEtiHAJUdKk2jGO1FFADWiWSRlbkYqQIi/dUDjFFFACGNWBXpmmrCu5i3zexoooAeVGelBRWGCMgUUUANWOM5O0c07aOnpRRQA2SNWRge9KkaKoAFFFABtX0ppiQzKw4IHaiigByoApHvQVBUgjrRRQAzyYt6/IOKkKgdBRRQA0opIyOlNSGIZIQDmiigCVgKa67ipzjntRRQARoFUjrk96eVBGCKKKAGMByBTggUHFFFACFQw/GkwTKRk4x0oooAcRgUjA4LAkGiigBAhyMuxqQiiigCPbg4DEDFOA75PSiigBMbhikAIkxuOMUUUALjFDJnDbiCB2oooAbCrKATIzZ9aeOTRRQAkuVRmBPAoT5lUn0zRRQA4CmOSCuCaKKAHqMd80N0Jx2oooAqJcM1wIyoxiragY4GKKKAGucc4GRUFlK0sYLY+8aKKALVIwzg5IoooAAAPxNKaKKAEI560veiigAo70UUAFBoooAKD0oooAjBzIwPTFPAA6CiigANNBw2AOMUUUAOGPShjgZoooARDkAmnDpRRQBGzbXVQBg04YPUCiigB1VmlKsFAGN1FFAFhQPQUj4wcgGiigCIPuJRlBFTKqrkKAKKKAAiloooAO1J60UUACjApaKKADvRRRQAEZGKBxRRQAUUUUAf/2Q==\",\"angle\":0},{\"label\":\"Fujikura 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\",\"angle\":0},{\"label\":\"Fujikura 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\",\"angle\":0},{\"label\":\"Fujikura 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\",\"angle\":0},{\"label\":\"Fujikura 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\",\"angle\":0},{\"label\":\"LINQ 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\",\"angle\":0},{\"label\":\"LINQ 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\",\"angle\":0},{\"label\":\"NSPRO Regio Formula 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Regio Formula 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\",\"angle\":0},{\"label\":\"NSPRO Regio Formula B+\",\"src\":\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/NSPro_Regio_Bplus_blue_banner_white.png?v=1792744983\",\"angle\":0},{\"label\":\"NSPRO Regio Formula M+\",\"src\":\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/NSPro_Regio_Mplus_red_banner_white.png?v=1792745073\",\"angle\":0},{\"label\":\"NSPRO Regio Formula MB+\",\"src\":\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/NSPro_Regio_MBplus_gold_banner.png?v=1792744948\",\"angle\":0}];\n  function artworkName(value) {\n    return normalise(value).replace(/\\b(?:swing grips?|golf grips?|grips?)\\b/g, '')\n      .replace(/\\b(?:extra small|extra large|x small|x large|standard oversize|standard jumbo|std jumbo|std|standard|midsize|midisze|midisize|mid size|undersize|oversize|jumbo|small|medium|meduim|large|580|600)\\b/g, '')\n      .replace(/\\s+/g, ' ').trim();\n  }\n  var ironBuilderArtwork = [{\"aliases\":[\"Nippon 1150GH Tour\",\"Nippon 1150GH\",\"Nippon N.S.PRO 1150GH Tour\",\"Nippon NS Pro 1150GH Tour\",\"1150GH Tour\",\"NS PRO 1150GH Tour\"],\"src\":\"data:image/jpeg;base64,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\",\"angle\":0,\"offsetX\":0,\"offsetY\":0,\"contentWidth\":1,\"contentHeight\":0.07,\"displayHeight\":32},{\"aliases\":[\"Nippon 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\",\"angle\":0,\"offsetX\":0,\"offsetY\":0,\"contentWidth\":1,\"contentHeight\":0.07,\"displayHeight\":32},{\"aliases\":[\"UST 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\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/GraphiteDesignTourADHybrid.jpg\"], [\"NV HY Hybrid\",\"Aldila\",\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/aldila-nv-green-hybrid-transparent-1600x240.png\"],[\"NVS HY Hybrid\",\"Aldila\",\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/aldila-nv-pink-hybrid-transparent-1600x240.png\"],[\"PGH Players Hybrid\",\"KBS\",\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/KBS_20PLAYER_S_20GRAPHITE_20HYBRID_20_PGH_20_20BLACK_20MATTE_20_0.370.webp\"],[\"PGH Hybrid\",\"KBS\",\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/KBS_20PLAYER_S_20GRAPHITE_20HYBRID_20_PGH_20_20BLACK_20MATTE_20_0.370.webp\"],[\"PG Hybrid\",\"KBS\",\"https://cdn.shopify.com/s/files/1/0855/7435/3188/files/KBS_20PLAYER_S_20GRAPHITE_20HYBRID_20_PGH_20_20BLACK_20MATTE_20_0.370.webp\"]];\n  var HYBRID_STOP = {shaft:1,shafts:1,wood:1,woods:1,driver:1,iron:1,irons:1,steel:1,graphite:1,hybrid:1,hybrids:1,utility:1,golf:1,new:1,for:1,the:1,and:1,custom:1,'2024':1,'2025':1,'2026':1,'24':1,'23':1,'25':1,'26':1,weight:1,flex:1,gost:0,series:1};\n  var HYBRID_WEAK = {tour:1,pro:1,blue:1,red:1,black:1,white:1,green:1,orange:1,pink:1,gold:1,max:1,plus:1,violet:1,chrome:1};\n  function hybridPage() {\n    var hero = document.querySelector('.lg-builder-hero');\n    return !!hero && /hybrid/i.test(hero.textContent || '');\n  }\n  function hybridTokens(text, keepStop) {\n    var out = [];\n    String(text || '').toLowerCase().replace(/\\+\\s*\\$[\\d,.]+/g, ' ').replace(/[^a-z0-9.]+/g, ' ').split(/\\s+/).forEach(function (t) {\n      t = t.replace(/^\\.+|\\.+$/g, '');\n      if (t && (keepStop || !HYBRID_STOP[t]) && out.indexOf(t) === -1) out.push(t);\n    });\n    return out;\n  }\n  function hybridFuzzyArtwork(value) {\n    if (!hybridPage()) return null;\n    var want = hybridTokens(value);\n    if (!want.length) return null;\n    var wantHybrid = /hybrid|utility/i.test(value);\n    var best = null, bestScore = 0, bestHave = 9;\n    HYBRID_SHAFT_ART.forEach(function (entry) {\n      var vendorTokens = hybridTokens(entry[1], true);\n      var have = hybridTokens(entry[0]).filter(function (t) { return vendorTokens.indexOf(t) === -1; });\n      if (!have.length) return;\n      var hit = 0, strong = 0, miss = 0;\n      have.forEach(function (t) { if (want.indexOf(t) > -1) { hit++; if (!HYBRID_WEAK[t]) strong++; } else miss++; });\n      var colourList = ['black','blue','red','white','green','orange','pink','gold','violet'];\n      var haveColours = have.filter(function (t) { return colourList.indexOf(t) > -1; });\n      var wantColours = want.filter(function (t) { return colourList.indexOf(t) > -1; });\n      if (haveColours.length && wantColours.length && !haveColours.some(function (t) { return wantColours.indexOf(t) > -1; })) return;\n      if (hit < Math.min(2, have.length) || !strong) return;\n      var score = hit - miss * 0.4;\n      var isHybrid = /hybrid|utility/i.test(entry[0]);\n      if (wantHybrid && isHybrid) score += 0.6;\n      if (wantHybrid && !isHybrid) score -= 0.2;\n      if (!wantHybrid && isHybrid) score -= 0.4;\n      if (score > bestScore) { bestScore = score; best = entry; bestHave = have.length; }\n    });\n    return best && bestScore >= (bestHave <= 1 ? 0.9 : 1.3) ? { aliases: [value], src: best[2] } : null;\n  }\n  function verifiedArtwork(value) {\n    if (isIronBuilder()) {\n      var iron = ironBuilderArtwork.find(function (entry) { return entry.aliases.some(function (alias) { var na = normalise(alias), nv = normalise(value); return na === nv || nv.indexOf(na + ' ') === 0; }); });\n      if (iron) return { artwork: iron, title: value };\n    }\n    var exact = exactBuilderArtwork.find(function (entry) { return normalise(entry.label) === normalise(value); });\n    if (exact) return { artwork: exact, title: value };\n    var wanted = artworkName(value);\n    if (/\\broo (?:sewn )?swinger\\b/.test(wanted) && /\\bblack\\b/.test(wanted) && !/\\b(?:red|blue|brown|tan|white)\\b/.test(wanted)) {\n      var roo = verifiedBuilderArtwork.find(function (entry) { return entry.aliases.indexOf('The Grip Master Roo Swinger') !== -1; });\n      if (roo) return { artwork: roo, title: value };\n    }\n    var item = verifiedBuilderArtwork.find(function (entry) {\n      return entry.aliases.some(function (alias) { return artworkName(alias) === wanted; });\n    });\n    if (item) return { artwork: item, title: value };\n    var fuzzy = hybridFuzzyArtwork(value);\n    return fuzzy ? { artwork: fuzzy, title: value } : null;\n  }\n  var builderProductCache = {};\n  function builderProductImage(product, selection, allowParent) {\n    if (product && product.artwork) {\n      var artwork = product.artwork;\n      var source = artwork.src;\n      if (artwork.asset) {\n        var marker = document.querySelector('[data-lg-builder-kind=\"iron\"]');\n        var base = marker && marker.dataset.lgArtworkAssetBase;\n        if (base) source = base.split('?')[0].replace(/lg-iron-accra-steel-blue\\.png$/, artwork.asset);\n      }\n      return Promise.resolve({ src: source, dedicated: true, angle: artwork.angle, offsetY: artwork.offsetY, offsetX: artwork.offsetX, contentWidth: artwork.contentWidth, contentHeight: artwork.contentHeight, displayHeight: artwork.displayHeight, crop: !!artwork.crop });\n    }\n    var fallback = productImage(product);\n    var productUrl = product && (product.url || product.handle && ('/products/' + product.handle));\n    if (!productUrl) return Promise.resolve({ src: fallback, dedicated: false });\n    productUrl = productUrl.split('?')[0].replace(/\\.js$/, '');\n    if (!builderProductCache[productUrl]) {\n      builderProductCache[productUrl] = fetch(productUrl + '?view=builder-image-data', { credentials: 'same-origin' })\n        .then(function (response) { return response.ok ? response.json() : Promise.reject(); })\n        .catch(function () { return { builderImage: '', featuredImage: fallback, variants: [] }; });\n    }\n    return builderProductCache[productUrl].then(function (data) {\n      var wanted = normalise(selection);\n      var colour = wanted.match(/\\b(black|red|blue|white|grey|gray|orange|green|yellow|pink|purple|navy)\\b/);\n      var size = wanted.match(/\\b(midsize|standard|jumbo|undersize)\\b/);\n      var productTitle = normalise(data.title || product.title);\n      // A parent product photo must never stand in for a chosen colour variant.\n      var variantColour = colour && productTitle.indexOf(colour[1]) === -1;\n      if (variantColour) {\n        var match = (data.variants || []).find(function (variant) {\n          var title = normalise(variant.title);\n          return title.split(' ').indexOf(colour[1]) !== -1 &&\n            (!size || title.split(' ').indexOf(size[1]) !== -1);\n        });\n        var parentSrc = '';\n        return { src: match && match.image || parentSrc, dedicated: !!(match && match.image) };\n      }\n      return { src: data.builderImage || data.featuredImage || fallback, dedicated: !!data.builderImage };\n    });\n  }\n  function projectedArtworkBounds(image, angle) {\n    try {\n      var limit = 360;\n      var ratio = Math.min(1, limit / Math.max(image.naturalWidth, image.naturalHeight));\n      var width = Math.max(1, Math.round(image.naturalWidth * ratio));\n      var height = Math.max(1, Math.round(image.naturalHeight * ratio));\n      var canvas = document.createElement('canvas');\n      canvas.width = width;\n      canvas.height = height;\n      var context = canvas.getContext('2d', { willReadFrequently: true });\n      context.drawImage(image, 0, 0, width, height);\n      var pixels = context.getImageData(0, 0, width, height).data;\n      var colourCounts = {};\n      var opaqueSamples = 0;\n      for (var sampleY = 0; sampleY < height; sampleY += 3) {\n        for (var sampleX = 0; sampleX < width; sampleX += 3) {\n          var sampleIndex = (sampleY * width + sampleX) * 4;\n          if (pixels[sampleIndex + 3] < 220) continue;\n          opaqueSamples += 1;\n          var colourKey = (pixels[sampleIndex] >> 4) + '-' + (pixels[sampleIndex + 1] >> 4) + '-' + (pixels[sampleIndex + 2] >> 4);\n          colourCounts[colourKey] = (colourCounts[colourKey] || 0) + 1;\n        }\n      }\n      var backgroundKey = '';\n      var backgroundCount = 0;\n      Object.keys(colourCounts).forEach(function (key) {\n        if (colourCounts[key] > backgroundCount) {\n          backgroundKey = key;\n          backgroundCount = colourCounts[key];\n        }\n      });\n      var background = null;\n      if (backgroundKey && opaqueSamples && backgroundCount / opaqueSamples > 0.16) {\n        var channels = backgroundKey.split('-').map(Number);\n        background = [channels[0] * 16 + 8, channels[1] * 16 + 8, channels[2] * 16 + 8];\n      }\n      var mask = new Uint8Array(width * height);\n      var foreground = [];\n      for (var y = 0; y < height; y += 1) {\n        for (var x = 0; x < width; x += 1) {\n          var index = (y * width + x) * 4;\n          var alpha = pixels[index + 3];\n          var red = pixels[index];\n          var green = pixels[index + 1];\n          var blue = pixels[index + 2];\n          if (alpha < 24) continue;\n          if (background) {\n            var colourDistance = Math.sqrt(Math.pow(red - background[0], 2) + Math.pow(green - background[1], 2) + Math.pow(blue - background[2], 2));\n            if (colourDistance < 42) continue;\n          } else if (red > 246 && green > 246 && blue > 246) {\n            continue;\n          }\n          var position = y * width + x;\n          mask[position] = 1;\n          foreground.push(position);\n        }\n      }\n      if (foreground.length < 20) return null;\n      var visited = new Uint8Array(width * height);\n      var queue = new Int32Array(width * height);\n      var components = [];\n      foreground.forEach(function (seed) {\n        if (visited[seed]) return;\n        var head = 0;\n        var tail = 0;\n        queue[tail++] = seed;\n        visited[seed] = 1;\n        var points = [];\n        var minX = width;\n        var maxX = 0;\n        var minY = height;\n        var maxY = 0;\n        while (head < tail) {\n          var point = queue[head++];\n          points.push(point);\n          var pointX = point % width;\n          var pointY = Math.floor(point / width);\n          minX = Math.min(minX, pointX);\n          maxX = Math.max(maxX, pointX);\n          minY = Math.min(minY, pointY);\n          maxY = Math.max(maxY, pointY);\n          for (var dy = -1; dy <= 1; dy += 1) {\n            for (var dx = -1; dx <= 1; dx += 1) {\n              if (!dx && !dy) continue;\n              var nextX = pointX + dx;\n              var nextY = pointY + dy;\n              if (nextX < 0 || nextY < 0 || nextX >= width || nextY >= height) continue;\n              var next = nextY * width + nextX;\n              if (mask[next] && !visited[next]) {\n                visited[next] = 1;\n                queue[tail++] = next;\n              }\n            }\n          }\n        }\n        var major = Math.max(maxX - minX + 1, maxY - minY + 1);\n        if (points.length >= Math.max(20, width * height * 0.0005) && major >= Math.max(width, height) * 0.18) {\n          components.push({ points: points, count: points.length, minX: minX, maxX: maxX, minY: minY, maxY: maxY, major: major, score: major * Math.sqrt(points.length) });\n        }\n      });\n      components.sort(function (a, b) { return b.score - a.score; });\n      var selected = foreground;\n      var crop = null;\n      if (components.length) {\n        var best = components[0];\n        var anotherFullShaft = components.slice(1).some(function (component) {\n          return component.score > best.score * 0.28 && component.major > Math.max(width, height) * 0.45;\n        });\n        if (anotherFullShaft && best.major > Math.max(width, height) * 0.5) {\n          selected = best.points;\n          var padX = Math.max(3, Math.round(width * 0.025));\n          var padY = Math.max(3, Math.round(height * 0.025));\n          crop = {\n            top: Math.max(0, best.minY - padY) / height * 100,\n            right: Math.max(0, width - 1 - best.maxX - padX) / width * 100,\n            bottom: Math.max(0, height - 1 - best.maxY - padY) / height * 100,\n            left: Math.max(0, best.minX - padX) / width * 100\n          };\n        }\n      }\n      var radians = angle * Math.PI / 180;\n      var sine = Math.sin(radians);\n      var cosine = Math.cos(radians);\n      var projectedXs = [];\n      var projectedYs = [];\n      selected.forEach(function (position) {\n        var x = position % width;\n        var y = Math.floor(position / width);\n        var relativeX = x - width / 2;\n        var relativeY = y - height / 2;\n        projectedXs.push(relativeX * cosine - relativeY * sine);\n        projectedYs.push(relativeX * sine + relativeY * cosine);\n      });\n      projectedXs.sort(function (a, b) { return a - b; });\n      projectedYs.sort(function (a, b) { return a - b; });\n      var low = Math.floor(projectedXs.length * 0.01);\n      var high = Math.ceil(projectedXs.length * 0.99) - 1;\n      return {\n        width: (projectedXs[high] - projectedXs[low]) / ratio,\n        height: (projectedYs[high] - projectedYs[low]) / ratio,\n        cx: (projectedXs[high] + projectedXs[low]) / 2 / ratio,\n        cy: (projectedYs[high] + projectedYs[low]) / 2 / ratio,\n        crop: crop\n      };\n    } catch (error) {\n      return null;\n    }\n  }\n    function centerArtwork(image, media, width, height, angle, offsetY, widthScale, thicknessScale) {\n    media.style.setProperty('position', 'relative', 'important');\n    var opticalWidth = Number.isFinite(widthScale) ? widthScale : 1;\n    var opticalHeight = Number.isFinite(thicknessScale) ? thicknessScale : 1;\n    var properties = { position: 'absolute', left: '50%', top: 'calc(50% - ' + (offsetY || 0) + 'px)', width: width + 'px', height: height + 'px', 'max-width': 'none', 'max-height': 'none', 'object-fit': 'contain', 'object-position': 'center', 'transform-origin': 'center', transform: 'translate(-50%, -50%) scale(' + opticalWidth + ', ' + opticalHeight + ') rotate(' + angle + 'deg)', transition: 'none' };\n    Object.keys(properties).forEach(function (property) { image.style.setProperty(property, properties[property], 'important'); });\n  }\n  function estimateShaftAngle(image) {\n    try {\n      var limit = 240;\n      var ratio = Math.min(1, limit / Math.max(image.naturalWidth, image.naturalHeight));\n      var width = Math.max(1, Math.round(image.naturalWidth * ratio));\n      var height = Math.max(1, Math.round(image.naturalHeight * ratio));\n      var canvas = document.createElement('canvas');\n      canvas.width = width;\n      canvas.height = height;\n      var context = canvas.getContext('2d', { willReadFrequently: true });\n      context.drawImage(image, 0, 0, width, height);\n      var data = context.getImageData(0, 0, width, height).data;\n      var reds = [];\n      var greens = [];\n      var blues = [];\n      function sampleEdge(x, y) {\n        var i = (y * width + x) * 4;\n        if (data[i + 3] < 24) return;\n        reds.push(data[i]); greens.push(data[i + 1]); blues.push(data[i + 2]);\n      }\n      for (var ex = 0; ex < width; ex += 1) { sampleEdge(ex, 0); sampleEdge(ex, height - 1); }\n      for (var ey = 0; ey < height; ey += 1) { sampleEdge(0, ey); sampleEdge(width - 1, ey); }\n      function median(list) { if (!list.length) return 255; list.sort(function (a, b) { return a - b; }); return list[Math.floor(list.length / 2)]; }\n      var bgR = median(reds), bgG = median(greens), bgB = median(blues);\n      var count = 0, sumX = 0, sumY = 0, sumXX = 0, sumYY = 0, sumXY = 0;\n      for (var y = 0; y < height; y += 1) {\n        for (var x = 0; x < width; x += 1) {\n          var index = (y * width + x) * 4;\n          if (data[index + 3] < 24) continue;\n          var distance = Math.abs(data[index] - bgR) + Math.abs(data[index + 1] - bgG) + Math.abs(data[index + 2] - bgB);\n          if (distance < 60) continue;\n          count += 1; sumX += x; sumY += y; sumXX += x * x; sumYY += y * y; sumXY += x * y;\n        }\n      }\n      if (count < 60) return null;\n      var meanX = sumX / count, meanY = sumY / count;\n      var varX = sumXX / count - meanX * meanX;\n      var varY = sumYY / count - meanY * meanY;\n      var covXY = sumXY / count - meanX * meanY;\n      var trace = varX + varY;\n      var root = Math.sqrt(Math.max(0, Math.pow(varX - varY, 2) / 4 + covXY * covXY));\n      var major = trace / 2 + root;\n      var minor = Math.max(1e-6, trace / 2 - root);\n      if (Math.sqrt(major / minor) < 6) return null;\n      var axis = 0.5 * Math.atan2(2 * covXY, varX - varY) * 180 / Math.PI;\n      var rotation = -axis;\n      while (rotation > 90) rotation -= 180;\n      while (rotation <= -90) rotation += 180;\n      return Math.round(rotation * 100) / 100;\n    } catch (error) {\n      return null;\n    }\n  }\n  function fitSelectedImage(image, media, selection) {\n    image.style.removeProperty('clip-path');\n    if (!image.naturalWidth || !image.naturalHeight || !media.clientWidth) return;\n    if (!image.dataset.lgArtworkAngle && (media.closest('[data-lg-panel=\"shaft\"]') || media.closest('[data-lg-panel=\"grip\"]'))) {\n      var autoAngle = estimateShaftAngle(image);\n      if (autoAngle !== null) image.dataset.lgArtworkAngle = String(autoAngle);\n    }\n    if (image.dataset.lgArtworkAngle && Number.isFinite(Number(image.dataset.lgArtworkAngle))) {\n      image.classList.add('lg-verified-artwork');\n      image.classList.remove('lg-portrait-artwork', 'lg-square-mcc-artwork');\n      image.style.setProperty('--lg-artwork-angle', image.dataset.lgArtworkAngle + 'deg');\n      var angle = Number(image.dataset.lgArtworkAngle);\n      if (image.dataset.lgArtworkCrop === 'true') {\n        var cropWidth = Math.floor(media.clientWidth * 0.92);\n        var cropHeight = Math.floor(Math.min(34, media.clientHeight * 0.34));\n        centerArtwork(image, media, cropWidth, cropHeight, 0, 0, 1, 1);\n        image.style.setProperty('object-fit', 'cover', 'important');\n        return;\n      }\n      var radians = angle * Math.PI / 180;\n      var rotatedWidth = image.naturalWidth * Math.abs(Math.cos(radians)) + image.naturalHeight * Math.abs(Math.sin(radians));\n      var contentWidth = Number(image.dataset.lgArtworkContentWidth || 1);\n      var contentHeight = Number(image.dataset.lgArtworkContentHeight || 0);\n      var measuredOffsetX = null;\n      var measuredOffsetY = null;\n      if (isIronBuilder() && !!media.closest('[data-lg-panel=\"shaft\"]')) {\n        var measured = projectedArtworkBounds(image, angle);\n        if (measured && measured.width > 0 && measured.height > 0) {\n          contentWidth = measured.width / rotatedWidth;\n          contentHeight = measured.height / rotatedWidth;\n          measuredOffsetX = measured.cx / rotatedWidth;\n          measuredOffsetY = measured.cy / rotatedWidth;\n        }\n      }\n      var artworkScale = media.clientWidth * 0.96 / (rotatedWidth * contentWidth);\n      var shaftArtwork = !!media.closest('[data-lg-panel=\"shaft\"]');\n      var gripArtwork = !!media.closest('[data-lg-panel=\"grip\"]');\n      var ironShaft = isIronBuilder() && shaftArtwork;\n      if (ironShaft) {\n        media.style.setProperty('height', '112px', 'important');\n        media.style.setProperty('aspect-ratio', 'auto', 'important');\n        media.style.setProperty('overflow', 'hidden', 'important');\n        var targetHeight = Number(image.dataset.lgArtworkDisplayHeight || 0) || 32;\n        if (targetHeight && contentHeight) artworkScale = targetHeight / (rotatedWidth * contentHeight);\n      } else if (contentHeight && media.clientHeight) {\n        artworkScale = Math.min(artworkScale, media.clientHeight * 0.88 / (rotatedWidth * contentHeight));\n      }\n      var widthScale = 1;\n      var thicknessScale = 1;\n      if (shaftArtwork && !ironShaft) {\n        var artworkBounds = projectedArtworkBounds(image, angle);\n        var targetArtworkWidth = media.clientWidth * 0.92;\n        var targetArtworkHeight = Math.min(34, media.clientHeight * 0.34);\n        if (artworkBounds) {\n          if (artworkBounds.crop) image.style.setProperty('clip-path', 'inset(' + artworkBounds.crop.top + '% ' + artworkBounds.crop.right + '% ' + artworkBounds.crop.bottom + '% ' + artworkBounds.crop.left + '%)', 'important');\n          var renderedArtworkWidth = artworkBounds.width * artworkScale;\n          var renderedArtworkHeight = artworkBounds.height * artworkScale;\n          if (renderedArtworkWidth > 0) widthScale = Math.max(0.05, Math.min(10, targetArtworkWidth / renderedArtworkWidth));\n          if (renderedArtworkHeight > 0) thicknessScale = Math.max(0.05, Math.min(10, targetArtworkHeight / renderedArtworkHeight));\n        }\n      } else if (gripArtwork) {\n        thicknessScale = 1;\n        var gripBounds = projectedArtworkBounds(image, angle);\n        if (gripBounds && gripBounds.width > 0 && gripBounds.height > 0) {\n          var gripScale = media.clientWidth * 0.92 / gripBounds.width;\n          if (media.clientHeight) gripScale = Math.min(gripScale, media.clientHeight * 0.8 / gripBounds.height);\n          artworkScale = gripScale;\n          measuredOffsetX = gripBounds.cx / rotatedWidth;\n          measuredOffsetY = gripBounds.cy / rotatedWidth;\n        }\n      }\n      centerArtwork(image, media, Math.floor(image.naturalWidth * artworkScale), Math.floor(image.naturalHeight * artworkScale), angle, (measuredOffsetY !== null ? measuredOffsetY : Number(image.dataset.lgArtworkOffsetY || 0)) * rotatedWidth * artworkScale, widthScale, thicknessScale);\n      var offsetXValue = measuredOffsetX !== null ? measuredOffsetX : Number(image.dataset.lgArtworkOffsetX || 0);\n      if (offsetXValue) image.style.setProperty('left', 'calc(50% - ' + offsetXValue * rotatedWidth * artworkScale + 'px)', 'important');\n      return;\n    }\n    var portrait = image.naturalHeight > image.naturalWidth * 1.15;\n    var fallbackShaft = !!media.closest('[data-lg-panel=\"shaft\"]') && !isIronBuilder();\n    var squareMcc = !portrait && Math.abs(image.naturalWidth - image.naturalHeight) / image.naturalWidth < 0.08 &&\n      /golf pride mcc/.test(normalise(selection)) && !!media.closest('[data-lg-panel=\"grip\"]');\n    image.classList.toggle('lg-portrait-artwork', portrait);\n    image.classList.toggle('lg-square-mcc-artwork', squareMcc);\n    image.style.width = '';\n    image.style.height = '';\n    if (fallbackShaft && !portrait) {\n      var fallbackScale = media.clientWidth * 0.96 / image.naturalWidth;\n      var fallbackBounds = projectedArtworkBounds(image, 0);\n      var fallbackWidthScale = 1;\n      var fallbackThicknessScale = 1;\n      if (fallbackBounds) {\n        if (fallbackBounds.crop) image.style.setProperty('clip-path', 'inset(' + fallbackBounds.crop.top + '% ' + fallbackBounds.crop.right + '% ' + fallbackBounds.crop.bottom + '% ' + fallbackBounds.crop.left + '%)', 'important');\n        var targetFallbackWidth = media.clientWidth * 0.92;\n        var targetFallbackHeight = Math.min(34, media.clientHeight * 0.34);\n        fallbackWidthScale = Math.max(0.05, Math.min(10, targetFallbackWidth / (fallbackBounds.width * fallbackScale)));\n        fallbackThicknessScale = Math.max(0.05, Math.min(10, targetFallbackHeight / (fallbackBounds.height * fallbackScale)));\n      }\n      centerArtwork(image, media, Math.floor(image.naturalWidth * fallbackScale), Math.floor(image.naturalHeight * fallbackScale), 0, 0, fallbackWidthScale, fallbackThicknessScale);\n    } else if (portrait) {\n      var scale = Math.min(media.clientWidth / image.naturalHeight, media.clientHeight / image.naturalWidth);\n      centerArtwork(image, media, Math.floor(image.naturalWidth * scale), Math.floor(image.naturalHeight * scale), 90);\n    } else if (squareMcc) {\n      var squareSize = Math.floor(media.clientWidth / Math.SQRT2);\n      centerArtwork(image, media, squareSize, squareSize, -45);\n    }\n  }\n  function money(value) {\n    if (value === null || typeof value === 'undefined' || value === '') return '';\n    if (typeof value === 'number' && window.Shopify && Shopify.formatMoney) return Shopify.formatMoney(value);\n    var formatted = String(value).replace(/\\.00$/, '');\n    return /^\\d/.test(formatted) ? '$' + formatted : formatted;\n  }\n  function hasNonZeroPrice(value) { return parseFloat(String(value || '').replace(/[^0-9.-]/g, '')) > 0; }\n  function gripSearchQuery(value) {\n    var clean = normalise(value);\n    var mappings = [\n      [/golf pride cp grey/, 'Golf Pride CP Grey'],\n      [/golf pride mcc align plus 4 max/, 'Golf Pride MCC Plus4 ALIGN MAX'],\n      [/golf pride mcc align max/, 'Golf Pride MCC ALIGN MAX'],\n      [/golf pride mcc align plus4/, 'Golf Pride MCC Plus4 ALIGN'],\n      [/golf pride mcc align red/, 'Golf Pride MCC ALIGN'],\n      [/golf pride tour velvet align plus4/, 'Golf Pride Tour Velvet Plus4 ALIGN'],\n      [/golf pride z grip align plus4/, 'Golf Pride Z Grip Cord ALIGN'],\n      [/golf pride z grip/, 'Golf Pride Z Grip Cord'],\n      [/golf pride mcc plus4/, 'Golf Pride MCC Plus4'],\n      [/golf pride mcc plus (grey|gray|red|blue|orange|green|black|white)/, 'Golf Pride MCC Plus 4 Golf Grips'],\n      [/golf pride mcc (black|red|blue|white)/, 'Golf Pride MCC'],\n      [/golf pride tour velvet plus4/, 'Golf Pride Tour Velvet Plus4'],\n      [/golf pride tour velvet cord/, 'Golf Pride Tour Velvet BCT Cord'],\n      [/golf pride tour velvet 360 white/, 'Golf Pride Tour Velvet 360 White'],\n      [/golf pride tour velvet 360 black/, 'Golf Pride Tour Velvet 360 Black'],\n      [/golf pride tour velvet/, 'Golf Pride Tour Velvet'],\n      [/golf pride tour 25/, 'Golf Pride Tour 25'],\n      [/golf pride microsuede/, 'Golf Pride Microsuede'],\n      [/golf pride tour wrap 2g white/, 'Golf Pride Tour Wrap 2G Golf Grips White'],\n      [/golf pride tour wrap 2g blue/, 'Golf Pride Tour Wrap 2G Golf Grips Blue'],\n      [/golf pride tour wrap 2g black/, 'Golf Pride Tour Wrap 2G Golf Grips'],\n      [/golf pride tour wrap 2g/, 'Golf Pride Tour Wrap 2G Golf Grips'],\n      [/golf pride tour wrap (black|white|blue)/, 'Golf Pride Tour Wrap 2G Golf Grips'],\n      [/iomic sticky 2 3/, 'IOMIC STICKY 2.3 GRIP'],\n      [/superstroke revl (element|player|comfort|crossline)/, function (c) { return 'Superstroke REVL ' + c.match(/revl (element|player|comfort|crossline)/)[1].replace(/^./, function (m) { return m.toUpperCase(); }) + (/crossline/.test(c) ? ' Swing Grip' : ' Club Grip'); }],\n      [/winn dri tac 2 0/, 'WINN DRI-TAC 2.0'],\n      [/golf pride cpx/, 'Golf Pride CPX'],\n      [/golf pride cp2 pro/, 'Golf Pride CP2 Pro'],\n      [/golf pride cp2 wrap/, 'Golf Pride CP2 Wrap'],\n      [/jumbomax jmx ultralite/, 'JUMBOMAX JMX UltraLite'],\n      [/jumbomax jmx zen lite/, 'JUMBOMAX JMX Zen Lite'],\n      [/true temper icon/, 'True Temper Icon Golf Grip'],\n      [/roo sewn swinger/, 'The Grip Master Roo Sewn Swinger Grip']\n    ];\n    for (var index = 0; index < mappings.length; index += 1) {\n      if (mappings[index][0].test(clean)) return typeof mappings[index][1] === 'function' ? mappings[index][1](clean) : mappings[index][1];\n    }\n    return value;\n  }\n  function candidateQueries(query) {\n    var clean = String(query || '').replace(/\\+\\s*\\$?[\\d,.]+\\s*$|\\$[\\d,.]+\\s*$/g, '').replace(/\\([^)]*\\)/g, ' ').replace(/\\s+/g, ' ').trim();\n    var candidates = [clean];\n    var withoutSpec = clean.replace(/\\s+(?:m\\d|r2|r|s|x|tx|a|l|sr|stiff|regular|midsize|std|standard|jumbo)\\s*$/i, '').trim();\n    if (withoutSpec && withoutSpec !== clean) candidates.push(withoutSpec);\n    var withoutSize = clean.replace(/\\s+(?:std|standard|midsize|jumbo|undersize)\\s*$/i, '').trim();\n    if (withoutSize && withoutSize !== clean) candidates.push(withoutSize);\n    return candidates.filter(function (item, index, list) { return item && list.indexOf(item) === index; });\n  }\n  function productScore(product, query) {\n    var generic = /^(golf|driver|wood|shaft|shafts|grip|grips|series|standard|std|graphite)$/;\n    var wanted = normalise(query).split(' ').filter(function (word) { return word && !generic.test(word); });\n    var title = normalise(product && product.title).split(' ').filter(function (word) { return word && !generic.test(word); });\n    if (!wanted.length || !title.length) return 0;\n    if (title.some(function (word) { return wanted.indexOf(word) === -1; })) return 0;\n    return title.length / wanted.length;\n  }\n  function searchProducts(query) {\n    var root = window.Shopify && Shopify.routes && Shopify.routes.root || '/';\n    var url = root + 'search/suggest.json?q=' + encodeURIComponent(query) + '&resources[type]=product&resources[limit]=8&resources[options][unavailable_products]=last';\n    return fetch(url, { credentials: 'same-origin' }).then(function (response) {\n      return response.ok ? response.json() : Promise.reject();\n    }).then(function (data) {\n      return data && data.resources && data.resources.results && data.resources.results.products || [];\n    });\n  }\n  function findProduct(query) {\n    var candidates = candidateQueries(query);\n    function attempt(index) {\n      if (index >= candidates.length) return Promise.resolve(null);\n      return searchProducts(candidates[index]).then(function (products) {\n        if (!products.length) return attempt(index + 1);\n        products.sort(function (a, b) { return productScore(b, candidates[index]) - productScore(a, candidates[index]); });\n        var best = products[0];\n        return productScore(best, candidates[index]) >= 0.9 ? best : attempt(index + 1);\n      });\n    }\n    return attempt(0);\n  }\n  var lgDrawerStrips = {};\n  var lgDrawerQueue = [];\n  var lgDrawerActive = 0;\n  function drawerStyles() {\n    if (document.getElementById('lg-drawer-styles')) return;\n    var style = document.createElement('style');\n    style.id = 'lg-drawer-styles';\n    style.textContent = '' +\n      '.lg-drawer-overlay{position:fixed;inset:0;z-index:2147483000;background:rgba(0,0,0,.45);display:flex;justify-content:flex-end}' +\n      '.lg-drawer-overlay[hidden]{display:none}' +\n      '.lg-drawer{background:#fff;color:#10110f;width:min(460px,94vw);height:100%;overflow-y:auto;box-shadow:-8px 0 30px rgba(0,0,0,.25);padding:20px 22px 40px;box-sizing:border-box;font-family:inherit}' +\n      '.lg-drawer__bar{display:flex;justify-content:space-between;align-items:center;margin-bottom:14px}' +\n      '.lg-drawer__title{font-size:13px;letter-spacing:.08em;text-transform:uppercase;font-weight:700}' +\n      '.lg-drawer__close{border:0;background:transparent;font-size:30px;line-height:1;cursor:pointer;padding:0 4px;color:inherit}' +\n      '.lg-drawer__label{display:block;font-size:12px;letter-spacing:.08em;text-transform:uppercase;font-weight:700;margin:12px 0 6px}' +\n      '.lg-drawer select,.lg-drawer input[type=search]{width:100%;box-sizing:border-box;padding:11px 12px;border:1px solid #cfcfcf;border-radius:4px;font-size:16px;background:#fff;color:inherit}' +\n      '.lg-drawer__count{font-size:13px;color:#666;margin:12px 0 4px}' +\n      '.lg-drawer__list{margin-top:6px}' +\n      '.lg-drawer__item{display:block;width:100%;text-align:left;background:#fff;border:0;border-bottom:1px solid #e4e4e4;padding:14px 4px 16px;cursor:pointer;font:inherit;color:inherit}' +\n      '.lg-drawer__item:hover,.lg-drawer__item:focus-visible{background:#f4f6f4}' +\n      '.lg-drawer__item.is-selected{background:#eef3ef;box-shadow:inset 3px 0 0 #20392c}' +\n      '.lg-drawer__row{display:flex;justify-content:space-between;gap:12px;font-weight:700;font-size:15px}' +\n      '.lg-drawer__price{white-space:nowrap}' +\n      '.lg-drawer__strip{display:block;width:100%;height:30px;margin-top:10px;background:#fff;border-radius:2px;object-fit:contain;object-position:left center}' +\n      '.lg-drawer__strip--empty{background:linear-gradient(90deg,#f1f1f1,#fafafa,#f1f1f1)}' +\n      '.lg-drawer__empty{padding:24px 4px;color:#666}';\n    document.head.appendChild(style);\n  }\n  function drawerLoadStrip(src, angle, panel) {\n    var key = src + '|' + angle + '|' + (panel || '');\n    if (lgDrawerStrips[key]) return lgDrawerStrips[key];\n    lgDrawerStrips[key] = new Promise(function (resolve) {\n      var img = new Image();\n      img.crossOrigin = 'anonymous';\n      img.onerror = function () { resolve(null); };\n      img.onload = function () {\n        try {\n          var rotation = typeof angle === 'number' ? angle : estimateShaftAngle(img);\n          if (rotation === null || typeof rotation === 'undefined') rotation = 0;\n          var scale = Math.min(1, 1400 / Math.max(img.naturalWidth, img.naturalHeight));\n          var w = Math.max(1, Math.round(img.naturalWidth * scale));\n          var h = Math.max(1, Math.round(img.naturalHeight * scale));\n          var rad = rotation * Math.PI / 180;\n          var W = Math.ceil(w * Math.abs(Math.cos(rad)) + h * Math.abs(Math.sin(rad)));\n          var H = Math.ceil(w * Math.abs(Math.sin(rad)) + h * Math.abs(Math.cos(rad)));\n          var canvas = document.createElement('canvas');\n          canvas.width = W; canvas.height = H;\n          var ctx = canvas.getContext('2d', { willReadFrequently: true });\n          ctx.fillStyle = '#ffffff';\n          ctx.fillRect(0, 0, W, H);\n          ctx.translate(W / 2, H / 2);\n          ctx.rotate(rad);\n          ctx.drawImage(img, -w / 2, -h / 2, w, h);\n          var data = ctx.getImageData(0, 0, W, H).data;\n          var ironStrip = isIronBuilder();\n          var thresholdY = ironStrip ? 60 : 30;\n          var bg = [255, 255, 255];\n          var minX = W, maxX = -1, minY = H, maxY = -1;\n          var softMinX = W, softMaxX = -1;\n          for (var y = 0; y < H; y += 1) {\n            for (var x = 0; x < W; x += 1) {\n              var i = (y * W + x) * 4;\n              var d = Math.abs(data[i] - bg[0]) + Math.abs(data[i + 1] - bg[1]) + Math.abs(data[i + 2] - bg[2]);\n              if (d >= 24) { if (x < softMinX) softMinX = x; if (x > softMaxX) softMaxX = x; }\n              if (d < thresholdY) continue;\n              if (x < minX) minX = x; if (x > maxX) maxX = x;\n              if (y < minY) minY = y; if (y > maxY) maxY = y;\n            }\n          }\n          if (maxX < 0) { resolve(null); return; }\n          if (softMaxX >= 0) { minX = Math.min(minX, softMinX); maxX = Math.max(maxX, softMaxX); }\n          var pad = 2;\n          minX = Math.max(0, minX - pad); minY = Math.max(0, minY - pad);\n          maxX = Math.min(W - 1, maxX + pad); maxY = Math.min(H - 1, maxY + pad);\n          var cw = maxX - minX + 1, ch = maxY - minY + 1;\n          var out = document.createElement('canvas');\n          out.width = Math.min(cw, 900);\n          out.height = Math.max(1, Math.round((panel === 'grip') ? ch * out.width / cw : ironStrip ? Math.min(ch * out.width / cw, out.width / 18) : out.width / 21));\n          if (!ironStrip && panel !== 'grip') out.width = 900, out.height = 43;\n          var octx = out.getContext('2d');\n          octx.fillStyle = '#ffffff';\n          octx.fillRect(0, 0, out.width, out.height);\n          if (!ironStrip && panel !== 'grip') {\n            var tx = Math.round(cw * 0.012), sx = minX + tx, sw = cw - tx * 2, sy = minY, sh = ch;\n            out.width = 900; out.height = 39;\n            octx.fillRect(0, 0, out.width, out.height);\n            if (sw / sh < 23) { sh = sw / 23; sy = minY + (ch - sh) / 2; }\n            octx.drawImage(canvas, sx, sy, sw, sh, 0, 0, out.width, out.height);\n          } else {\n            octx.drawImage(canvas, minX, minY, cw, ch, 0, 0, out.width, out.height);\n          }\n          resolve(out.toDataURL('image/jpeg', 0.88));\n        } catch (error) { resolve(null); }\n      };\n      img.src = src;\n    });\n    return lgDrawerStrips[key];\n  }\n  function drawerArtwork(value, panel) {\n    var verified = verifiedArtwork(value);\n    var lookup = verified ? Promise.resolve(verified) : findProduct(panel === 'grip' ? gripSearchQuery(value) : value);\n    return lookup.then(function (product) {\n      if (!product) return null;\n      return builderProductImage(product, value, panel === 'grip');\n    }).then(function (image) {\n      if (!image || !image.src) return null;\n      return drawerLoadStrip(image.src, typeof image.angle === 'number' ? image.angle : undefined, panel).then(function (strip) { return strip || (panel === 'grip' ? image.src : null); });\n    }).catch(function () { return null; });\n  }\n  function drawerPump() {\n    while (lgDrawerActive < 4 && lgDrawerQueue.length) {\n      var job = lgDrawerQueue.shift();\n      lgDrawerActive += 1;\n      job().then(function () { lgDrawerActive -= 1; drawerPump(); }, function () { lgDrawerActive -= 1; drawerPump(); });\n    }\n  }\n  function drawerQueueJob(job) { lgDrawerQueue.push(job); drawerPump(); }\n  function openChoiceDrawer(root, panel, title, brandPrefix) {\n    drawerStyles();\n    var rootMatcher = panel === 'grip' ? /((?:select|choose)\\s*grip|grip\\s*(selection|model))/i : /(shaft\\s*(model|selection)|model\\s*selection|\\biron shaft\\b)/i;\n    var brandMatcher = panel === 'grip' ? /grip\\s*brand/i : /shaft\\s*brand/i;\n    function fieldInfo(group) {\n      var select = group && group.querySelector && group.querySelector('select');\n      if (!select) return null;\n      return { group: group, select: select, label: groupLabel(group) || select.getAttribute('name') || select.getAttribute('name-disabled') || '' };\n    }\n    function visible(info) {\n      var g = info.group;\n      return !g.hidden && !info.select.disabled && window.getComputedStyle(g).display !== 'none';\n    }\n    function brandInfo() {\n      var found = null;\n      Array.prototype.forEach.call(root.children, function (group) {\n        var info = fieldInfo(group);\n        if (!found && info && brandMatcher.test(info.label)) found = info;\n      });\n      return found;\n    }\n    function modelInfo() {\n      var found = null;\n      Array.prototype.forEach.call(root.children, function (group) {\n        var info = fieldInfo(group);\n        if (found || !info) return;\n        if (!rootMatcher.test(info.label) || /(flex|weight|length|brand)/i.test(info.label)) return;\n        if (visible(info)) found = info;\n      });\n      return found;\n    }\n    function validOpt(option) { return option && option.value && !/^(select|choose)/i.test(option.text.trim()); }\n    var overlay = document.createElement('div');\n    overlay.className = 'lg-drawer-overlay';\n    var drawer = document.createElement('div');\n    drawer.className = 'lg-drawer';\n    drawer.setAttribute('role', 'dialog');\n    drawer.setAttribute('aria-modal', 'true');\n    drawer.setAttribute('aria-label', title);\n    drawer.innerHTML = '<div class=\"lg-drawer__bar\"><span class=\"lg-drawer__title\"></span><button type=\"button\" class=\"lg-drawer__close\" aria-label=\"Close\">&times;</button></div>' +\n      '<div class=\"lg-drawer__brandwrap\" hidden><label class=\"lg-drawer__label\">Brand</label><select class=\"lg-drawer__brand\"></select></div>' +\n      '<label class=\"lg-drawer__label\">Search</label><input type=\"search\" class=\"lg-drawer__search\" placeholder=\"Type a name\">' +\n      '<div class=\"lg-drawer__count\" role=\"status\"></div><div class=\"lg-drawer__list\"></div>';\n    drawer.querySelector('.lg-drawer__title').textContent = title;\n    overlay.appendChild(drawer);\n    document.body.appendChild(overlay);\n    var previousOverflow = document.body.style.overflow;\n    document.body.style.overflow = 'hidden';\n    var brandWrap = drawer.querySelector('.lg-drawer__brandwrap');\n    var brandCopy = drawer.querySelector('.lg-drawer__brand');\n    var search = drawer.querySelector('.lg-drawer__search');\n    var list = drawer.querySelector('.lg-drawer__list');\n    var count = drawer.querySelector('.lg-drawer__count');\n    var observer = null;\n    function close() {\n      if (observer) observer.disconnect();\n      document.removeEventListener('keydown', onKey, true);\n      document.body.style.overflow = previousOverflow;\n      overlay.remove();\n    }\n    function onKey(event) { if (event.key === 'Escape') { event.stopPropagation(); close(); } }\n    document.addEventListener('keydown', onKey, true);\n    overlay.addEventListener('click', function (event) { if (event.target === overlay) close(); });\n    drawer.querySelector('.lg-drawer__close').addEventListener('click', close);\n    function syncBrand() {\n      var info = brandInfo();\n      if (!info) { brandWrap.hidden = true; return; }\n      brandWrap.hidden = false;\n      brandCopy.innerHTML = '';\n      Array.prototype.forEach.call(info.select.options, function (option) {\n        if (!validOpt(option)) return;\n        var copy = document.createElement('option');\n        copy.value = option.value;\n        copy.textContent = option.text.trim();\n        copy.selected = option.selected;\n        brandCopy.appendChild(copy);\n      });\n    }\n    function splitPrice(label) {\n      var match = label.match(/\\s*\\+\\s*(\\$[\\d,.]+)\\s*$/);\n      return match ? { name: label.slice(0, match.index).trim(), price: '+' + match[1] } : { name: label, price: '' };\n    }\n    function render() {\n      var info = modelInfo();\n      var query = normalise(search.value);\n      list.innerHTML = '';\n      if (observer) observer.disconnect();\n      if (!info) { count.textContent = ''; list.innerHTML = '<p class=\"lg-drawer__empty\">Choose a brand to see its options.</p>'; return; }\n      var choices = Array.prototype.filter.call(info.select.options, function (option) {\n        return validOpt(option) && (!query || normalise(option.text).indexOf(query) !== -1) && (!brandPrefix || ironUiGripBrand(option.text) === brandPrefix);\n      });\n      count.textContent = choices.length + (choices.length === 1 ? ' option' : ' options');\n      if (!choices.length) { list.innerHTML = '<p class=\"lg-drawer__empty\">Nothing matches that search.</p>'; return; }\n      observer = typeof IntersectionObserver !== 'undefined' ? new IntersectionObserver(function (entries) {\n        entries.forEach(function (entry) {\n          if (!entry.isIntersecting) return;\n          observer.unobserve(entry.target);\n          var strip = entry.target.querySelector('.lg-drawer__strip');\n          var value = entry.target.dataset.lgValue;\n          drawerQueueJob(function () {\n            return drawerArtwork(value, panel).then(function (url) {\n              if (url && strip.isConnected) { strip.src = url; strip.classList.remove('lg-drawer__strip--empty'); }\n              else if (strip.isConnected) strip.style.visibility = 'hidden';\n            });\n          });\n        });\n      }, { root: drawer, rootMargin: '300px 0px' }) : null;\n      choices.forEach(function (option) {\n        var parts = splitPrice(option.text.trim());\n        var item = document.createElement('button');\n        item.type = 'button';\n        item.className = 'lg-drawer__item' + (option.selected ? ' is-selected' : '');\n        item.dataset.lgValue = option.text.trim();\n        var row = document.createElement('span');\n        row.className = 'lg-drawer__row';\n        var name = document.createElement('span');\n        name.textContent = parts.name;\n        var price = document.createElement('span');\n        price.className = 'lg-drawer__price';\n        price.textContent = parts.price;\n        row.appendChild(name); row.appendChild(price);\n        var strip = document.createElement('img');\n        strip.className = 'lg-drawer__strip lg-drawer__strip--empty';\n        strip.alt = '';\n        item.appendChild(row); item.appendChild(strip);\n        item.addEventListener('click', function () {\n          var current = modelInfo();\n          if (!current) return;\n          current.select.value = option.value;\n          dispatchChange(current.select);\n          close();\n          var card = root.querySelector('.lg-model-card[data-lg-panel=\"' + panel + '\"]');\n          if (card && card.scrollIntoView) card.scrollIntoView({ behavior: 'smooth', block: 'center' });\n        });\n        list.appendChild(item);\n        if (observer) observer.observe(item);\n      });\n    }\n    brandCopy.addEventListener('change', function () {\n      var info = brandInfo();\n      if (!info) return;\n      info.select.value = brandCopy.value;\n      dispatchChange(info.select);\n      list.innerHTML = '<p class=\"lg-drawer__empty\">Loading\\u2026</p>';\n      function signature(model) { return model ? Array.prototype.map.call(model.select.options, function (o) { return o.value; }).join('|') + '#' + (model.select.id || model.select.name || '') : ''; }\n      var before = signature(modelInfo());\n      var tries = 0;\n      var timer = setInterval(function () {\n        tries += 1;\n        var model = modelInfo();\n        if ((model && model.select.options.length > 1 && signature(model) !== before) || tries > 25) { clearInterval(timer); render(); }\n      }, 60);\n    });\n    search.addEventListener('input', render);\n    syncBrand();\n    render();\n    search.focus();\n    return close;\n  }\n  function enhanceModelSelect(group, select, settings) {\n    if (!group || !select) return;\n    var fieldKey = select.id || select.getAttribute('name') || 'product-option';\n    var parent = group.parentNode;\n    var oldCard = Array.prototype.find.call(parent.children, function (item) { return item.classList.contains('lg-model-card') && item.dataset.lgCardFor === fieldKey; });\n    var oldTools = Array.prototype.find.call(parent.children, function (item) { return item.classList.contains('lg-model-tools') && item.dataset.lgCardFor === fieldKey; });\n    if (select.dataset.lgModelBound === 'true' && oldCard) return;\n    if (oldCard) oldCard.remove();\n    if (oldTools) oldTools.remove();\n    select.dataset.lgModelBound = 'true';\n    group.dataset.lgModel = 'true';\n    group.classList.add('lg-model-picker');\n    var controls = document.createElement('div');\n    controls.className = 'lg-model-tools';\n    controls.dataset.lgCardFor = fieldKey;\n    controls.dataset.lgPanel = group.dataset.lgPanel || 'shaft';\n    var searchButton = document.createElement('button');\n    searchButton.type = 'button';\n    searchButton.className = 'lg-model-search-toggle';\n    searchButton.textContent = group.dataset.lgPanel === 'grip' ? 'Browse all grips' : 'Browse all shafts';\n    searchButton.style.cssText = 'display:block;width:100%;padding:12px 16px;margin:8px 0;background:#20392C;color:#fff;border:0;border-radius:6px;font-size:14px;font-weight:700;letter-spacing:.04em;text-transform:uppercase;text-decoration:none;cursor:pointer;text-align:center';\n    searchButton.textContent = (group.dataset.lgPanel === 'grip' ? 'View all grips' : 'View all shafts in this brand') + ' \\u203A';\n    controls.appendChild(searchButton);\n    var searchWrap = document.createElement('div');\n    searchWrap.className = 'lg-model-search';\n    searchWrap.hidden = true;\n    var search = document.createElement('input');\n    search.type = 'search';\n    search.placeholder = settings.searchPlaceholder;\n    search.setAttribute('aria-label', settings.searchLabel);\n    var results = document.createElement('div');\n    results.className = 'lg-model-search__results';\n    searchWrap.appendChild(search);\n    searchWrap.appendChild(results);\n    controls.appendChild(searchWrap);\n    var buttonFirst = isIronBuilder() && group.dataset.lgPanel !== 'grip';\n    if (buttonFirst) parent.insertBefore(controls, group); else parent.insertBefore(controls, group.nextSibling);\n    var card = document.createElement('div');\n    card.className = 'lg-model-card';\n    card.dataset.lgCardFor = fieldKey;\n    card.dataset.lgPanel = group.dataset.lgPanel || 'shaft';\n    card.innerHTML = '<div class=\"lg-model-card__media\" hidden><img alt=\"\" loading=\"eager\" fetchpriority=\"high\" decoding=\"async\"></div><div class=\"lg-model-card__copy\"><strong></strong><span class=\"lg-model-card__price\"></span><span class=\"lg-model-card__image-status\" role=\"status\" hidden></span></div>';\n    parent.insertBefore(card, buttonFirst ? group.nextSibling : controls.nextSibling);\n    card.style.cursor = 'pointer';\n    card.setAttribute('role', 'button');\n    card.setAttribute('tabindex', '0');\n    card.title = 'Click to see all options';\n    card.addEventListener('click', function () { searchButton.click(); });\n    card.addEventListener('keydown', function (e) { if (e.key === 'Enter' || e.key === ' ') { e.preventDefault(); searchButton.click(); } });\n    if (typeof ResizeObserver !== 'undefined') {\n      new ResizeObserver(function () {\n        var media = card.querySelector('.lg-model-card__media');\n        if (!media.hidden) fitSelectedImage(media.querySelector('img'), media, card.querySelector('strong').textContent);\n      }).observe(card.querySelector('.lg-model-card__media'));\n    }\n    var requestId = 0;\n    function updateCard() {\n      var currentRequest = ++requestId;\n      var option = select.options[select.selectedIndex];\n      var value = option ? option.text.trim() : '';\n      var gripValue = normalise(value);\n      card.classList.toggle('lg-grip-jumbomax', /jumbomax/.test(gripValue));\n      card.classList.toggle('lg-grip-master', /grip master|grips master|roo sewn|roo tour/.test(gripValue));\n      card.classList.toggle('lg-grip-golf-pride', /golf pride/.test(gripValue));\n      card.classList.toggle('lg-grip-align', /golf pride/.test(gripValue) && /align/.test(gripValue));\n      card.classList.toggle('lg-grip-diagonal-source', /z grip|z-grip|align red (midsize|mid size)/.test(gripValue));\n      var copy = card.querySelector('strong');\n      var photoStatus = card.querySelector('.lg-model-card__image-status');\n      photoStatus.hidden = true;\n      photoStatus.textContent = '';\n      var price = card.querySelector('.lg-model-card__price');\n      var media = card.querySelector('.lg-model-card__media');\n      var image = media.querySelector('img');\n      copy.textContent = value && !/^select/i.test(value) ? value : settings.emptyModel;\n      copy.hidden = isIronBuilder();\n      price.textContent = '';\n      media.hidden = true;\n      image.removeAttribute('src');\n      image.alt = '';\n      image.removeAttribute('style');\n      media.classList.remove('has-builder-image', 'lg-image-reveal');\n      image.classList.remove('lg-portrait-artwork', 'lg-square-mcc-artwork');\n      image.style.width = '';\n      image.style.height = '';\n      image.dataset.lgArtworkAngle = '';\n      image.dataset.lgArtworkOffsetY = '';\n      image.dataset.lgArtworkOffsetX = '';\n      image.dataset.lgArtworkContentWidth = '';\n      image.dataset.lgArtworkContentHeight = '';\n      image.dataset.lgArtworkDisplayHeight = '';\n      image.dataset.lgArtworkCrop = '';\n      image.classList.remove('lg-verified-artwork');\n      if (!value || /^select/i.test(value)) return;\n      var productQuery = group.dataset.lgPanel === 'grip' ? gripSearchQuery(value) : value;\n      (verifiedArtwork(value) ? Promise.resolve(verifiedArtwork(value)) : findProduct(productQuery)).then(function (product) {\n        if (!product || currentRequest !== requestId) return;\n        builderProductImage(product, value).then(function (builderImage) {\n          if (currentRequest !== requestId) return;\n          if (!builderImage.src) { photoStatus.textContent = 'Photo unavailable'; photoStatus.hidden = false; return; }\n          media.classList.toggle('has-builder-image', builderImage.dedicated);\n          image.dataset.lgArtworkAngle = typeof builderImage.angle === 'number' ? String(builderImage.angle) : '';\n          image.dataset.lgArtworkOffsetY = String(builderImage.offsetY || 0);\n          image.dataset.lgArtworkOffsetX = String(builderImage.offsetX || 0);\n          image.dataset.lgArtworkContentWidth = String(builderImage.contentWidth || 1);\n          image.dataset.lgArtworkContentHeight = String(builderImage.contentHeight || 0);\n          image.dataset.lgArtworkDisplayHeight = String(builderImage.displayHeight || 0);\n          image.dataset.lgArtworkCrop = builderImage.crop ? 'true' : '';\n          image.onload = function () { fitSelectedImage(image, media, value); media.classList.add('lg-image-reveal'); };\n          image.onerror = function () { if (currentRequest === requestId) { media.hidden = true; photoStatus.textContent = 'Photo unavailable'; photoStatus.hidden = false; } };\n          image.crossOrigin = 'anonymous';\n          image.loading = 'eager';\n          image.fetchPriority = 'high';\n          image.decoding = 'async';\n          image.src = builderImage.src;\n          image.alt = value;\n          media.hidden = false;\n          if (image.complete && image.naturalWidth) { fitSelectedImage(image, media, value); media.classList.add('lg-image-reveal'); }\n        });\n        var currentPrice = money(product.price);\n        var comparePrice = money(product.compare_at_price_max || product.compare_at_price);\n        price.innerHTML = '';\n        if (currentPrice) { var current = document.createElement('span'); current.textContent = currentPrice; price.appendChild(current); }\n        if (hasNonZeroPrice(comparePrice) && comparePrice !== currentPrice) { var compare = document.createElement('s'); compare.textContent = comparePrice; price.appendChild(compare); }\n      }).catch(function () {});\n    }\n    function selectOnlyModel() {\n      if (select.value) return;\n      var choices = Array.prototype.filter.call(select.options, function (option) {\n        return option.value && !/^select|^choose/i.test(option.text.trim());\n      });\n      if (choices.length !== 1) return;\n      select.value = choices[0].value;\n      dispatchChange(select);\n    }\n    function renderResults() {\n      var query = normalise(search.value);\n      results.innerHTML = '';\n      if (!query) return;\n      Array.prototype.forEach.call(select.options, function (option) {\n        if (!option.value || normalise(option.text).indexOf(query) === -1) return;\n        var button = document.createElement('button');\n        button.type = 'button';\n        button.textContent = option.text;\n        button.addEventListener('click', function () {\n          select.value = option.value; dispatchChange(select); searchWrap.hidden = true; search.value = ''; results.innerHTML = '';\n        });\n        results.appendChild(button);\n      });\n      if (!results.children.length) { var empty = document.createElement('p'); empty.textContent = settings.noResults; results.appendChild(empty); }\n    }\n    searchButton.addEventListener('click', function () {\n      var panelName = group.dataset.lgPanel === 'grip' ? 'grip' : 'shaft';\n      searchButton.textContent = 'Opening...';\n      setTimeout(function () { searchButton.textContent = (panelName === 'grip' ? 'View all grips' : 'View all shafts in this brand') + ' \\u203A'; }, 1500);\n      try {\n        var activeGripBrand = panelName === 'grip' ? ironUiActiveGripBrand() : '';\n        openChoiceDrawer(parent, panelName, panelName === 'grip' ? (activeGripBrand ? 'Choose grip \\u00b7 ' + activeGripBrand : 'Choose grip') : 'Choose shaft', activeGripBrand);\n        return;\n      } catch (error) {\n        try {\n          console.error('Laneway panel error', error);\n          var note = controls.querySelector('.lg-panel-error');\n          if (!note) { note = document.createElement('p'); note.className = 'lg-panel-error'; note.style.cssText = 'color:#b00020;font-size:12px;margin:4px 0'; controls.appendChild(note); }\n          note.textContent = 'Panel error: ' + (error && error.message ? error.message : error);\n        } catch (ignore) {}\n      }\n      searchWrap.hidden = !searchWrap.hidden;\n      if (!searchWrap.hidden) search.focus();\n    });\n    search.addEventListener('input', renderResults);\n    select.addEventListener('change', updateCard);\n    new MutationObserver(updateCard).observe(select, { childList: true });\n    selectOnlyModel();\n    updateCard();\n  }\n  function removeModelSelectEnhancement(group, select) {\n    if (!group || !select || !group.parentNode) return;\n    var fieldKeys = [select.id, select.getAttribute('name'), select.getAttribute('name-disabled')].filter(Boolean);\n    Array.prototype.forEach.call(group.parentNode.querySelectorAll('.lg-model-card,.lg-model-tools'), function (item) {\n      if (fieldKeys.indexOf(item.dataset.lgCardFor) !== -1) item.remove();\n    });\n    delete select.dataset.lgModelBound;\n    delete group.dataset.lgModel;\n    group.classList.remove('lg-model-picker');\n  }\n  function automaticCatalogConfig() {\n    var node = document.querySelector('[data-lg-builder-catalog-config]');\n    if (!node) return null;\n    try {\n      var config = JSON.parse(node.textContent || '{}');\n      return config && config.enabled && config.shaftCollection ? config : null;\n    } catch (error) { return null; }\n  }\n  function nativeOptionGroup(field) {\n    return field && (field.closest('[data-infinite-options],.spb-select,.spb-productoption') || field.parentNode);\n  }\n  function hideNativeComponentFields(options, component) {\n    Array.prototype.forEach.call(options.querySelectorAll('select'), function (field) {\n      if (field.closest('.lg-auto-catalog')) return;\n      var group = nativeOptionGroup(field);\n      var label = groupLabel(group) || field.getAttribute('name') || field.getAttribute('name-disabled') || '';\n      var matches = component === 'grip'\n        ? /(?:(?:select|choose)\\s*grip|grip\\s*(?:brand|model|selection))/i.test(label)\n        : /shaft\\s*(brand|model|selection|weight.*flex|flex.*weight)/i.test(label);\n      if (!matches) return;\n      group.dataset.lgAutoNative = 'true';\n      group.hidden = true;\n      group.style.setProperty('display', 'none', 'important');\n      field.disabled = true;\n      field.removeAttribute('required');\n      if (field.getAttribute('name') && !field.getAttribute('name-disabled')) {\n        field.setAttribute('name-disabled', field.getAttribute('name'));\n        field.removeAttribute('name');\n      }\n    });\n  }\n  function catalogUrl(path, page) {\n    return path + (path.indexOf('?') === -1 ? '?' : '&') + 'view=builder-data&page=' + page;\n  }\n  function fetchComponentCatalog(path) {\n    var products = [];\n    function fetchPage(page) {\n      return fetch(catalogUrl(path, page), { credentials: 'same-origin' }).then(function (response) {\n        if (!response.ok) throw new Error('The component collection could not be loaded.');\n        return response.json();\n      }).then(function (data) {\n        products = products.concat(data.products || []);\n        return page < (data.pages || 1) ? fetchPage(page + 1) : products;\n      });\n    }\n    return fetchPage(1);\n  }\n  function componentPrice(cents) {\n    var amount = Number(cents || 0);\n    if (amount <= 0) return 'No upcharge';\n    return '+$' + (amount / 100).toLocaleString('en-AU', {\n      minimumFractionDigits: 2,\n      maximumFractionDigits: 2\n    });\n  }\n  function setPropertyInput(form, label, value) {\n    var selector = 'input[data-lg-property=\"' + label.replace(/\"/g, '&quot;') + '\"]';\n    var input = form.querySelector(selector);\n    if (!input) {\n      input = document.createElement('input');\n      input.type = 'hidden';\n      input.dataset.lgProperty = label;\n      input.name = 'properties[' + label + ']';\n      form.appendChild(input);\n    }\n    input.value = value || '';\n  }\n  function componentCartState(form, config) {\n    if (form._lgComponentCartState) return form._lgComponentCartState;\n    var state = { components: [], pending: 0, adding: false, bypass: false };\n    form._lgComponentCartState = state;\n    form.addEventListener('submit', function (event) {\n      if (state.bypass) { state.bypass = false; return; }\n      if (state.adding) { event.preventDefault(); event.stopImmediatePropagation(); return; }\n      var missing = state.components.find(function (component) { return !component.getSelection(); });\n      if (state.pending || missing) {\n        event.preventDefault();\n        event.stopImmediatePropagation();\n        var message = missing ? missing.message : state.components[0] && state.components[0].message;\n        if (message) message.textContent = state.pending\n          ? 'Please wait while the component catalogue finishes loading.'\n          : 'Please choose a ' + missing.label.toLowerCase() + ' before adding this club to the cart.';\n        var focusTarget = missing && missing.getFocus();\n        if (focusTarget) focusTarget.focus();\n        if (missing && missing.group) missing.group.scrollIntoView({ behavior: 'smooth', block: 'center' });\n        return;\n      }\n      if (!state.components.length) return;\n      event.preventDefault();\n      event.stopImmediatePropagation();\n      state.adding = true;\n      var originalSubmitter = event.submitter || null;\n      var quantityField = form.querySelector('[name=\"quantity\"]');\n      var quantity = Math.max(1, parseInt(quantityField && quantityField.value || '1', 10) || 1);\n      var buildReference = 'LG-' + Date.now().toString(36).toUpperCase() + '-' + Math.random().toString(36).slice(2, 7).toUpperCase();\n      setPropertyInput(form, '_Build reference', buildReference);\n      var items = state.components.map(function (component) {\n        var selection = component.getSelection();\n        var properties = {\n          '_Build reference': buildReference,\n          'Built for': config.productTitle || 'Custom golf club',\n          'Builder component': component.componentLabel\n        };\n        properties[component.brandProperty] = selection.brand;\n        properties[component.modelProperty] = selection.product.title;\n        properties[component.variantProperty] = selection.variantTitle;\n        if (component.message) component.message.textContent = 'Adding your selected ' + component.componentLabel.toLowerCase() + '\u00E2\u20AC\u00A6';\n        return { id: Number(selection.variant.id), quantity: quantity, properties: properties };\n      });\n      var root = window.Shopify && Shopify.routes && Shopify.routes.root || '/';\n      fetch(root + 'cart/add.js', {\n        method: 'POST', credentials: 'same-origin',\n        headers: { 'Content-Type': 'application/json', Accept: 'application/json' },\n        body: JSON.stringify({ items: items })\n      }).then(function (response) {\n        if (!response.ok) return response.json().catch(function () { return {}; }).then(function (data) {\n          throw new Error(data.description || 'The selected builder components could not be added.');\n        });\n        return response.json();\n      }).then(function () {\n        state.adding = false;\n        state.components.forEach(function (component) { component.message.textContent = ''; });\n        state.bypass = true;\n        if (typeof form.requestSubmit === 'function') form.requestSubmit(originalSubmitter || undefined);\n        else form.submit();\n      }).catch(function (error) {\n        state.adding = false;\n        var target = state.components[0] && state.components[0].message;\n        if (target) target.textContent = error.message || 'The selected builder components could not be added. Please try again.';\n      });\n    }, true);\n    return state;\n  }\n  function setupAutomaticComponentCatalog(options, tabs, settings, config, definition) {\n    if (!definition.collection || options.querySelector('.lg-auto-catalog--' + definition.key)) return;\n    var form = options.closest('form') || document.querySelector('product-form form[action*=\"/cart/add\"],form[data-type=\"add-to-cart\"],form[action*=\"/cart/add\"]');\n    if (!form) return;\n    var cartState = componentCartState(form, config);\n    cartState.pending++;\n\n    var loading = document.createElement('div');\n    loading.className = 'lg-auto-catalog lg-auto-catalog--loading lg-auto-catalog--' + definition.key;\n    loading.dataset.lgPanel = definition.panel;\n    loading.innerHTML = '<p>Loading ' + definition.componentLabel.toLowerCase() + ' catalogue\u00E2\u20AC\u00A6</p>';\n    options.insertBefore(loading, tabs.nextSibling);\n\n    fetchComponentCatalog(definition.collection).then(function (products) {\n      products = products.filter(function (product) { return product && product.vendor && product.variants && product.variants.length; });\n      if (definition.filter) products = products.filter(definition.filter);\n      if (!products.length) throw new Error('No ' + definition.componentLabel.toLowerCase() + ' products were found in the selected collection.');\n      products.sort(function (a, b) { return a.title.localeCompare(b.title); });\n\n      var brands = products.reduce(function (list, product) {\n        if (list.indexOf(product.vendor) === -1) list.push(product.vendor);\n        return list;\n      }, []).sort(function (a, b) { return a.localeCompare(b); });\n\n      var group = document.createElement('div');\n      group.className = 'lg-auto-catalog lg-auto-catalog--' + definition.key;\n      group.dataset.lgPanel = definition.panel;\n      group.innerHTML =\n        '<div class=\"lg-auto-field\"><label>' + definition.brandLabel + '</label><select class=\"lg-auto-brand\" required><option value=\"\">Select ' + definition.brandLabel.toLowerCase() + '</option></select></div>' +\n        '<div class=\"lg-auto-field\"><label>' + definition.modelLabel + '</label><select class=\"lg-auto-model\" required disabled><option value=\"\">Select ' + definition.modelLabel.toLowerCase() + '</option></select></div>' +\n        '<div class=\"lg-auto-model-card\" hidden><div class=\"lg-auto-model-card__copy\"><strong></strong><span></span></div><div class=\"lg-auto-model-card__media\" hidden><img alt=\"\" loading=\"lazy\"></div></div>' +\n        '<fieldset class=\"lg-auto-variants\" disabled><legend>' + definition.variantLabel + '</legend><div class=\"lg-auto-variant-pills\"></div></fieldset>' +\n        '<p class=\"lg-auto-catalog__message\" aria-live=\"polite\"></p>';\n      loading.replaceWith(group);\n\n      var brandSelect = group.querySelector('.lg-auto-brand');\n      var modelSelect = group.querySelector('.lg-auto-model');\n      var card = group.querySelector('.lg-auto-model-card');\n      var cardTitle = card.querySelector('strong');\n      var cardPrice = card.querySelector('span');\n      var cardMedia = card.querySelector('.lg-auto-model-card__media');\n      var cardImage = card.querySelector('img');\n      var variantFieldset = group.querySelector('.lg-auto-variants');\n      var pills = group.querySelector('.lg-auto-variant-pills');\n      var message = group.querySelector('.lg-auto-catalog__message');\n      var selectedVariant = null;\n\n      brands.forEach(function (brand) {\n        var option = document.createElement('option');\n        option.value = brand; option.textContent = brand; brandSelect.appendChild(option);\n      });\n\n      function clearSelection() {\n        selectedVariant = null;\n        variantFieldset.disabled = true;\n        pills.innerHTML = '';\n        card.hidden = true;\n        setPropertyInput(form, definition.modelProperty, '');\n        setPropertyInput(form, definition.variantProperty, '');\n      }\n      function renderModels() {\n        var brand = brandSelect.value;\n        setPropertyInput(form, definition.brandProperty, brand);\n        modelSelect.innerHTML = '<option value=\"\">Select ' + definition.modelLabel.toLowerCase() + '</option>';\n        clearSelection();\n        products.filter(function (product) { return product.vendor === brand; }).forEach(function (product) {\n          var option = document.createElement('option');\n          option.value = String(product.id); option.textContent = product.title; modelSelect.appendChild(option);\n        });\n        modelSelect.disabled = !brand;\n        message.textContent = '';\n      }\n      function renderVariants() {\n        var product = products.find(function (item) { return String(item.id) === modelSelect.value; });\n        clearSelection();\n        if (!product) return;\n        setPropertyInput(form, definition.modelProperty, product.title);\n        cardTitle.textContent = product.title;\n        cardPrice.textContent = '';\n        cardImage.src = product.image || '';\n        cardImage.alt = product.title;\n        card.classList.toggle('has-image', !!product.image);\n        cardMedia.hidden = !product.image;\n        card.hidden = false;\n        variantFieldset.disabled = false;\n        product.variants.forEach(function (variant) {\n          var button = document.createElement('button');\n          button.type = 'button';\n          button.className = 'lg-auto-variant';\n          button.disabled = !variant.available;\n          button.textContent = variant.title && variant.title !== 'Default Title' ? variant.title : 'Standard';\n          button.addEventListener('click', function () {\n            selectedVariant = variant;\n            Array.prototype.forEach.call(pills.children, function (item) { item.classList.toggle('is-selected', item === button); });\n            setPropertyInput(form, definition.variantProperty, button.textContent);\n            cardPrice.textContent = componentPrice(variant.price);\n            if (variant.image) cardImage.src = variant.image;\n            message.textContent = '';\n          });\n          pills.appendChild(button);\n        });\n        var available = Array.prototype.filter.call(pills.children, function (button) { return !button.disabled; });\n        if (available.length === 1) available[0].click();\n      }\n\n      brandSelect.addEventListener('change', renderModels);\n      modelSelect.addEventListener('change', renderVariants);\n      hideNativeComponentFields(options, definition.key);\n      cartState.components.push({\n        label: definition.componentLabel,\n        componentLabel: definition.componentLabel,\n        brandProperty: definition.brandProperty,\n        modelProperty: definition.modelProperty,\n        variantProperty: definition.variantProperty,\n        group: group,\n        message: message,\n        getFocus: function () { return !brandSelect.value ? brandSelect : !modelSelect.value ? modelSelect : pills.querySelector('button:not(:disabled)'); },\n        getSelection: function () {\n          var product = products.find(function (item) { return String(item.id) === modelSelect.value; });\n          if (!brandSelect.value || !product || !selectedVariant) return null;\n          return {\n            brand: brandSelect.value,\n            product: product,\n            variant: selectedVariant,\n            variantTitle: selectedVariant.title && selectedVariant.title !== 'Default Title' ? selectedVariant.title : 'Standard'\n          };\n        }\n      });\n      cartState.pending--;\n    }).catch(function (error) {\n      cartState.pending--;\n      loading.classList.add('has-error');\n      loading.innerHTML = '<p></p>';\n      loading.querySelector('p').textContent = error.message || 'The component catalogue could not be loaded. Please refresh the page.';\n    });\n  }\n  function setupAutomaticCatalogs(options, tabs, settings) {\n    var config = automaticCatalogConfig();\n    if (!config) return;\n    setupAutomaticComponentCatalog(options, tabs, settings, config, {\n      key: 'shaft', panel: 'shaft', collection: config.shaftCollection,\n      componentLabel: 'Shaft', brandLabel: 'Shaft brand', modelLabel: 'Shaft model', variantLabel: 'Shaft weight & flex',\n      brandProperty: 'Shaft Brand', modelProperty: 'Shaft Model', variantProperty: 'Shaft Weight & Flex'\n    });\n    if (config.gripEnabled && config.gripCollection) {\n      setupAutomaticComponentCatalog(options, tabs, settings, config, {\n        key: 'grip', panel: 'grip', collection: config.gripCollection,\n        componentLabel: 'Grip', brandLabel: 'Grip brand', modelLabel: 'Grip model', variantLabel: 'Grip option',\n        brandProperty: 'Grip Brand', modelProperty: 'Grip Model', variantProperty: 'Grip Option',\n        filter: function (product) {\n          var tags = (product.tags || []).join(' ');\n          return /grip/i.test(product.type || '') || /grip/i.test(tags);\n        }\n      });\n    }\n  }\n  function setupShaftBrowserDirect(options) {\n    /* Restored approved 24 Oct inline selector; drawer intentionally disabled. */\n    return;\n    if (!options || options.querySelector('.lg-shaft-browser-launcher')) return;\n    var source = document.querySelector('[data-lg-shaft-browser-source]');\n    var launcher = source && source.querySelector('.lg-shaft-browser-launcher');\n    var dialog = source && source.querySelector('[data-lg-shaft-browser]');\n    if (!launcher || !dialog) return;\n    options.insertBefore(launcher, options.firstChild);\n    document.body.appendChild(dialog);\n    source.remove();\n    var root = document.querySelector('#infiniteoptions-container') || options;\n    var brandFilter = dialog.querySelector('[data-lg-shaft-brand]');\n    var search = dialog.querySelector('[data-lg-shaft-search]');\n    var results = dialog.querySelector('[data-lg-shaft-results]');\n    var status = dialog.querySelector('[data-lg-shaft-status]');\n    var currentText = launcher.querySelector('[data-lg-current-shaft]');\n    var returnFocus;\n\n    function fieldGroup(field) {\n      return field && (field.closest('[data-infinite-options],.spb-select,.spb-productoption') || field.parentElement);\n    }\n    function fieldLabel(field) {\n      var group = fieldGroup(field);\n      return text(group && group.querySelector('label,legend,.spb-label-tooltip') || group).toLowerCase();\n    }\n    function validOption(option) {\n      return option && option.value && !/^(select|choose)/i.test(text(option));\n    }\n    function brandSelect() {\n      return Array.prototype.find.call(root.querySelectorAll('select'), function (field) {\n        return /shaft brand/.test(fieldLabel(field));\n      });\n    }\n    function modelSelect() {\n      return Array.prototype.find.call(root.querySelectorAll('select'), function (field) {\n        var group = fieldGroup(field);\n        return /shaft model/.test(fieldLabel(field)) && !/\\b(?:flex|weight)\\b/.test(fieldLabel(field)) && group && !group.hidden && window.getComputedStyle(group).display !== 'none';\n      });\n    }\n    function syncBrands() {\n      var nativeBrand = brandSelect();\n      if (!nativeBrand) return;\n      brandFilter.innerHTML = '';\n      Array.prototype.forEach.call(nativeBrand.options, function (option) {\n        if (!validOption(option)) return;\n        var copy = document.createElement('option');\n        copy.value = option.value;\n        copy.textContent = text(option);\n        copy.selected = option.selected;\n        brandFilter.appendChild(copy);\n      });\n    }\n    function updateCurrent() {\n      var model = modelSelect();\n      var brand = brandSelect();\n      var modelOption = model && model.options[model.selectedIndex];\n      var brandOption = brand && brand.options[brand.selectedIndex];\n      currentText.textContent = validOption(modelOption) ? text(modelOption) : validOption(brandOption) ? text(brandOption) : 'Browse by brand and model';\n    }\n    function renderResults() {\n      var model = modelSelect();\n      var query = normalise(search.value);\n      results.innerHTML = '';\n      if (!model) {\n        status.textContent = 'Choose a shaft brand to see its models.';\n        results.innerHTML = '<p class=\"lg-shaft-browser__empty\">Select a brand to view its available shafts.</p>';\n        return;\n      }\n      var choices = Array.prototype.filter.call(model.options, function (option) {\n        return validOption(option) && (!query || normalise(text(option)).indexOf(query) !== -1);\n      });\n      status.textContent = choices.length + (choices.length === 1 ? ' shaft option' : ' shaft options');\n      choices.forEach(function (option) {\n        var button = document.createElement('button');\n        button.type = 'button';\n        button.className = 'lg-shaft-browser__result' + (option.selected ? ' is-selected' : '');\n        var title = document.createElement('strong');\n        title.textContent = text(option);\n        var brand = document.createElement('span');\n        brand.textContent = brandFilter.options[brandFilter.selectedIndex] ? text(brandFilter.options[brandFilter.selectedIndex]) : 'Shaft';\n        var arrow = document.createElement('em');\n        arrow.textContent = option.selected ? '\u00E2\u0153\u201C' : '\u00E2\u2020\u2019';\n        button.appendChild(title);\n        button.appendChild(brand);\n        button.appendChild(arrow);\n        button.addEventListener('click', function () {\n          model.value = option.value;\n          dispatchChange(model);\n          updateCurrent();\n          dialog.close();\n          var card = options.querySelector('.lg-model-card[data-lg-panel=\"shaft\"]');\n          if (card) card.scrollIntoView({ behavior: 'smooth', block: 'center' });\n        });\n        results.appendChild(button);\n      });\n      if (!choices.length) results.innerHTML = '<p class=\"lg-shaft-browser__empty\">No shafts match that search.</p>';\n    }\n\n    launcher.querySelector('[data-lg-open-shaft-browser]').addEventListener('click', function (event) {\n      returnFocus = event.currentTarget;\n      syncBrands();\n      renderResults();\n      dialog.showModal();\n      window.requestAnimationFrame(function () { search.focus(); });\n    });\n    dialog.querySelector('[data-lg-close-shaft-browser]').addEventListener('click', function () { dialog.close(); });\n    dialog.addEventListener('close', function () {\n      search.value = '';\n      if (returnFocus) returnFocus.focus();\n    });\n    search.addEventListener('input', renderResults);\n    brandFilter.addEventListener('change', function () {\n      var nativeBrand = brandSelect();\n      if (!nativeBrand) return;\n      nativeBrand.value = brandFilter.value;\n      dispatchChange(nativeBrand);\n      status.textContent = 'Loading shaft models\u00E2\u20AC\u00A6';\n      window.setTimeout(function () { syncBrands(); renderResults(); updateCurrent(); }, 350);\n    });\n    root.addEventListener('change', function () {\n      window.setTimeout(function () { syncBrands(); updateCurrent(); if (dialog.open) renderResults(); }, 80);\n    });\n    syncBrands();\n    updateCurrent();\n  }\n\n  function setupVisualConfigurator(options, header) {\n    if (!options || options.dataset.lgVisualReady === 'true') return;\n    options.dataset.lgVisualReady = 'true';\n    options.classList.add('lg-visual-options');\n    setupShaftBrowserDirect(options);\n    var settings = {\n      shaftLabel: header.dataset.shaftTab || 'Shaft', gripLabel: header.dataset.gripTab || 'Grip',\n      nextLabel: header.dataset.nextLabel || 'Next \u00E2\u20AC\u201D Choose grip', searchLabel: header.dataset.searchLabel || 'Search shafts',\n      searchPlaceholder: header.dataset.searchPlaceholder || 'Type a shaft model', emptyModel: header.dataset.emptyModel || 'Choose a model',\n      noResults: header.dataset.noResults || 'No matching options'\n    };\n    var tabs = document.createElement('div');\n    tabs.className = 'lg-config-tabs';\n    tabs.setAttribute('role', 'tablist');\n    tabs.innerHTML = '<button type=\"button\" class=\"is-active\" data-lg-tab=\"shaft\" role=\"tab\"></button><button type=\"button\" data-lg-tab=\"grip\" role=\"tab\"></button>';\n    tabs.children[0].textContent = settings.shaftLabel;\n    tabs.children[1].textContent = settings.gripLabel;\n    options.insertBefore(tabs, options.firstChild);\n    var next = document.createElement('button');\n    next.type = 'button';\n    next.className = 'lg-config-next';\n    next.textContent = settings.nextLabel;\n    options.appendChild(next);\n    setupAutomaticCatalogs(options, tabs, settings);\n    function showPanel(panel) {\n      Array.prototype.forEach.call(options.querySelectorAll('[data-lg-panel]'), function (group) {\n        if (group.dataset.lgLegacyShaft === 'true') { group.hidden = true; group.style.setProperty('display', 'none', 'important'); return; }\n        group.hidden = group.dataset.lgPanel !== panel;\n      });\n      Array.prototype.forEach.call(tabs.querySelectorAll('button'), function (button) {\n        var active = button.dataset.lgTab === panel;\n        button.classList.toggle('is-active', active);\n        button.setAttribute('aria-selected', active ? 'true' : 'false');\n      });\n      next.hidden = panel !== 'shaft' || tabs.children[1].disabled;\n      requestAnimationFrame(function () {\n        Array.prototype.forEach.call(options.querySelectorAll('.lg-model-card[data-lg-panel=\"' + panel + '\"] .lg-model-card__media img'), function (image) {\n          var card = image.closest('.lg-model-card');\n          var label = card && card.querySelector('strong');\n          if (label) fitSelectedImage(image, image.parentNode, text(label));\n        });\n      });\n    }\n    function normLegacyLabel(l) { return String(l || '').toLowerCase().replace(/[:*]/g, '').replace(/pre?ferr?ed\\s*/g, '').replace(/installation\\s*/g, '').replace(/\\s+/g, ' ').trim(); }\n\n    var ADAPTER_BASE = 'https://cdn.shopify.com/s/files/1/0855/7435/3188/files/';\n    var ADAPTER_FILES = [\"Cobra_Aerojet_LTDx_Rapspeed_Speedzone_F9_RH_Driver_.355\",\"Titleist_GTS_GT_TSR_TSi_TS_FW_Adapter_LH_0.335\",\"Titleist_GTS_GT_TSR_TSi_TS_FW_Adapter_RH_0.335\",\"Titleist_GTS_GT_TSR_TSi_TS_AdapterLH\",\"Titleist_GTS_GT_TSR_TSi_TS_Driver_Adapter_RH\",\"Callaway_Quantum_Elyte_AI_Smoke_Adapter_Driver_LH\",\"Callaway_Quantum_Elyte_AI_Smoke_Adapter_Driver_RH\",\"FCobra_F9_Universal_FWY_Adapter_RH_0.335\", \"2026_Callaway_Quantum_FW_Adapter\", \"Callaway_EPIC_Flash_Fwy_Adapter_LH\", \"Callaway_Tour_Strong_-2_Adapter_RH\", \"Mizuno_ST200_FW_Adapter_0.335_RH\", \"Taylormade_Adapter_RH\", \"PING_G30_Adapter_Driver_FW_LH\", \"Ping_iCrossover_Utility_LH\", \"Ping_G425_G410_Hybrid_Adapter_LH\", \"Callaway_Tour_White_Dot_Adapter_RH\", \"Callaway_Red_Dot_Tour_Flat_Adapter_RH\", \"G30_Adapter_Driver_FW_RH\", \"Taylormade_LH_Hybrid_Adapter\", \"2025_Cobra_0.370_Adapter_RH\", \"LH_Callaway_Tour_White_Dot_Adapter\", \"Taylormade_Hybrid_RH_Adapter\", \"Taylormade_Left_Hand_Adapter\", \"Callaway_Hybrid_Adapter_0.370\", \"2025_Cobra_0.335_Adapter_RH\", \"Ping_G440_Driver_Adapter_LH\", \"2025_Cobra_0.370_Adapter_LH\", \"LH_Srixon_ZXi_series_0.370_Hybrid_Adapter\", \"Callaway_Adapter_Driver_RH\", \"Calalway_Tour_Strong_-2_Adapter_LH\", \"Mizuno_ST200_CLK_Hybrid_Adapter_0.370_LH\", \"Callaway_Red_DotTour_Flat_Adapter_LH\", \"Ping_iCrossover_Utility_RH\", \"Ping_G440_Driver_Adapter_RH\", \"Callaway_Adapter_Driver_LH\", \"Mizuno_ST200_CLK_Hybrid_Adapter_0.370_RH\", \"Titleist_Hybrid_Adapter\", \"Tour_Edge_EXS_Driver_Adapter_0.335\", \"Yonex_Adapter_0.335\", \"2025_Cobra_0.335_Adapter_LH\", \"Mizuno_ST-180_JPX900_850_FW_Adapter_0.335_RH\", \"Bridgestone_TourB_J715_J815_adapter_0.335\", \"Srixon_Z945_Z745_Z545_Z_Flash_0.335\", \"2021_TOUR_EDGE_C721_EXS_PRO_220_0.335_Adapter\", \"Cobra_Utility_Iron_Adapter_0.370_RH\", \"Ping_G425_G410_Hybrid_Adapter_RH\", \"PING_G25_Anser_Adapter_Driver_FW_LH\", \"Ping_G425_G410_Driver_Adapter_RH\", \"Callaway_EPIC_Flash_Fwy_Adapter_RH\", \"Srixon_ZXi_series_0.370_Hybrid_Adapter_RH\", \"Cobra_Utility_Iron_Adapter_0.370_LH\", \"Cobra_F9_Universal_Hybrid_Adapter_LH_0.370\", \"Mizuno_ST200_190_Driver_Adapter_0.335_RH\", \"Cobra_F9Hybrid_Adapter_RH_0.370\", \"Ping_G425_G410_Driver_Adapter_LH\", \"Ping_G400_G_Driver_Adapter_RH\", \"Cobra_F9_Universal_FWY_Adapter_LH_0.335\", \"NIKE_Covert_1.0_2.0_Adapter_RH_LH_Driver_0.335\", \"Mizuno_ST200_FW_Adapter_0.335_LH\", \"Ping_G400_G_Driver_Adapter_LH\", \"Nike_Vapor_Fly_Pro_Speed_Flex_Driver_RH_LH_Adapter_8.5-12.5_0.335\", \"Yamaha_2015_RMX_Driver_Adapter_0.335\", \"Cobra_F9_Driver_Adapter_LH_0.335\", \"PING_G25_Anser_Adapter_Driver_FW_RH\", \"Wilson_Dynapower_Driver_0.335_LH\", \"Ping_GLE_0.335_Adapter_RH\", \"Yamaha_2013_RMX_Driver_Adapter_0.335\", \"Yonex_Adapter_0.370\", \"SRIXON_ZX_Z785_ADAPTER_FL_0.335_LH\", \"EPON_0.335_ADAPTER\", \"Wilson_Dynapower_Driver_0.335_RH\", \"Srixon_Z765_Z565_UR_0.335_LH\", \"Mizuno_ST200_190_Driver_Adapter_0.335_LH\", \"Tour_Edge_C722_FW_0.335_Adapter_RH\", \"LH_Gen4_Gen5_PXG_0.335_Adapter\", \"Tour_Edge_EX9_Driver_Adapter_0.335\", \"Mizuno_JPX900_850_Driver_Adapter_0.335_LH\", \"Cleveland_Launcher_XL_Driver_0.335_RH\", \"Krank_Formula_X_Driver_adapter_0.335\", \"LA_Golf_0.335_Adapter\", \"Mizuno_ST-180_JPX900_850_FW_Adapter_0.335_LH\", \"2026_Honma_0.335_Adapter\", \"RH_PXG_0.370_Hybrid_Adapter\", \"Vice_Golf_0.335_Adapter\", \"Srixon_Z765_Z565_UR_0.335_RH\", \"LH_Tour_Edge_C722_FW_0.335_Adapter\", \"Cleveland_CG_Driver_Adapter_0.335\", \"SRIXON_ZX_Z785_ADAPTER_FL_0.335_RH\", \"LH_Srixon_ZXi_series_0.335_Adapter\", \"Ben_Hogan_0.335_Adapter\", \"2021_Gen4_Gen5_PXG_0.335_Adapter_RH\", \"CobraF9_Driver_Adapter_RH_0.335\", \"RH_PXG_Driver_FW_Adapter_0.335\", \"LH_PXG_Driver_FW_Adapter_0.335\", \"Srixon_ZXi_series_0.335_Adapter_RH\", \"Tour_Edge_EX10_Driver_Adapter_0.335\", \"LH_PXG_0.370_Hybrid_Adapter\", \"Cleveland_Launcher_XL_Driver_0.335_LH\", \"Takomo_Golf_0.335_Driver_Adapter\", \"2026_Tour_Edge_0.335_Adapter_RH\", \"LH_2026_Tour_Edge_0.335_Adapter\", \"Mizuno_JPX900_850_Driver_Adapter_0.335_RH\", \"2026_Honma_FW_0.335_Adapter\", \"LH_Tour_Edge_C722_Hybrid_0.370_Adapter\", \"Mizuno_ST-180_Driver_Adapter_0.335_LH\", \"ONOFF_0.335_Adapter\", \"Mizuno_ST-180_Driver_Adapter_0.335_RH\", \"2026_Tour_Edge_Mini_FW_0.335_Adapter\"];\n    var ADAPTER_STOP = {adapter:1,adaptor:1,driver:1,fw:1,fairway:1,wood:1,hybrid:0,golf:1,the:1,and:1,installed:1,series:0,'with':1};\n    function adapterTokens(text) {\n      return String(text || '').toLowerCase().replace(/adapter(lh|rh)/g, 'adapter $1').replace(/\\u00b0/g, '').replace(/_/g, ' ').replace(/[^a-z0-9.\\-]+/g, ' ').split(/\\s+/).filter(function (t) { return t && !ADAPTER_STOP[t]; }).map(function (t) { return t === 'right' || t === 'righthand' ? 'rh' : (t === 'left' || t === 'lefthand' ? 'lh' : (t === 'calalway' ? 'callaway' : (t === 'fcobra' ? 'cobra' : t))); });\n    }\n    function adapterMatch(text) {\n      var want = adapterTokens(text);\n      if (!want.length) return '';\n      var wantLH = want.indexOf('lh') > -1;\n      var wantRH = want.indexOf('rh') > -1;\n      var best = null, bestScore = 0;\n      ADAPTER_FILES.forEach(function (file) {\n        var have = adapterTokens(file);\n        var hit = 0, miss = 0;\n        have.forEach(function (t) { if (t === 'rh' || t === 'lh') return; if (want.indexOf(t) > -1) hit++; else miss++; });\n        var need = Math.min(2, have.filter(function (t) { return t !== 'rh' && t !== 'lh'; }).length);\n        if (hit < need || want.indexOf(have[0]) < 0 && want.indexOf(have[1]) < 0) return;\n        var score = hit - miss * 0.35;\n        var isLH = have.indexOf('lh') > -1;\n        if (wantLH) score += isLH ? 0.6 : -0.6; else score += isLH ? -0.6 : 0.3;\n        if (wantRH && !isLH) score += 0.3;\n        if (score > bestScore) { bestScore = score; best = file; }\n      });\n      if (best === 'Titleist_GTS_GT_TSR_TSi_TS_Adapter_LH_FILE') best = 'Titleist_GTS_GT_TSR_TSi_TS_AdapterLH';\n      return best && bestScore >= 1.5 ? ADAPTER_BASE + best + '.jpg' : '';\n    }\n    function openAdapterDrawer(select) {\n      drawerStyles();\n      var overlay = document.createElement('div');\n      overlay.className = 'lg-drawer-overlay';\n      var drawer = document.createElement('div');\n      drawer.className = 'lg-drawer';\n      drawer.setAttribute('role', 'dialog');\n      drawer.setAttribute('aria-modal', 'true');\n      drawer.innerHTML = '<div class=\"lg-drawer__bar\"><span class=\"lg-drawer__title\">Adapter selection</span><button type=\"button\" class=\"lg-drawer__close\" aria-label=\"Close\">&times;</button></div>' +\n        '<label class=\"lg-drawer__label\">Search</label><input type=\"search\" class=\"lg-drawer__search\" placeholder=\"Type a brand or model\">' +\n        '<div class=\"lg-drawer__count\" role=\"status\"></div><div class=\"lg-drawer__list\"></div>';\n      overlay.appendChild(drawer);\n      document.body.appendChild(overlay);\n      var prevOverflow = document.body.style.overflow;\n      document.body.style.overflow = 'hidden';\n      var search = drawer.querySelector('.lg-drawer__search');\n      var list = drawer.querySelector('.lg-drawer__list');\n      var count = drawer.querySelector('.lg-drawer__count');\n      function close() { document.removeEventListener('keydown', onKey, true); document.body.style.overflow = prevOverflow; overlay.remove(); }\n      function onKey(event) { if (event.key === 'Escape') { event.stopPropagation(); close(); } }\n      document.addEventListener('keydown', onKey, true);\n      overlay.addEventListener('click', function (event) { if (event.target === overlay) close(); });\n      drawer.querySelector('.lg-drawer__close').addEventListener('click', close);\n      function render() {\n        var q = normalise(search.value);\n        list.innerHTML = '';\n        var choices = Array.prototype.filter.call(select.options, function (o) {\n          return o.value && !/^(select|choose)/i.test(o.text.trim()) && (!q || normalise(o.text).indexOf(q) !== -1);\n        });\n        count.textContent = choices.length + (choices.length === 1 ? ' option' : ' options');\n        if (!choices.length) { list.innerHTML = '<p class=\"lg-drawer__empty\">Nothing matches that search.</p>'; return; }\n        choices.forEach(function (option) {\n          var text = option.text.trim();\n          var m = text.match(/\\s*\\+\\s*(\\$[\\d,.]+)\\s*$/);\n          var item = document.createElement('button');\n          item.type = 'button';\n          item.className = 'lg-drawer__item' + (option.selected ? ' is-selected' : '');\n          var row = document.createElement('span');\n          row.className = 'lg-drawer__row';\n          var name = document.createElement('span');\n          name.textContent = m ? text.slice(0, m.index).trim() : text;\n          var price = document.createElement('span');\n          price.className = 'lg-drawer__price';\n          price.textContent = m ? '+' + m[1] : '';\n          row.appendChild(name); row.appendChild(price);\n          item.appendChild(row);\n          var src = adapterMatch(text + ' ' + option.value);\n          if (src) {\n            var strip = document.createElement('img');\n            strip.className = 'lg-drawer__strip';\n            strip.alt = '';\n            strip.loading = 'lazy';\n            strip.src = src;\n            item.appendChild(strip);\n          }\n          item.addEventListener('click', function () {\n            select.value = option.value;\n            dispatchChange(select);\n            close();\n          });\n          list.appendChild(item);\n        });\n      }\n      search.addEventListener('input', render);\n      render();\n      search.focus();\n    }\n    function enhanceAdapterSelect(group, select) {\n      if (!select || group.dataset.lgAdapterCard === 'true') return;\n      group.dataset.lgAdapterCard = 'true';\n      var btn = document.createElement('button');\n      btn.type = 'button';\n      btn.textContent = 'View all adapters \\u203A';\n      btn.style.cssText = 'display:block;width:100%;padding:12px 16px;margin:8px 0;background:#20392C;color:#fff;border:0;border-radius:6px;font-size:14px;font-weight:700;letter-spacing:.04em;text-transform:uppercase;cursor:pointer';\n      btn.addEventListener('click', function () { openAdapterDrawer(select); });\n      var card = document.createElement('div');\n      card.className = 'lg-adapter-card';\n      card.style.cssText = 'border:1px solid #EAE6DC;margin:0 0 4px;padding:6px 12px;background:#fff;display:none';\n      var img = document.createElement('img');\n      img.alt = '';\n      img.style.cssText = 'display:block;width:100%;height:56px;object-fit:contain';\n      card.appendChild(img);\n      select.insertAdjacentElement('afterend', btn);\n      btn.insertAdjacentElement('afterend', card);\n      function update() {\n        var opt = select.options[select.selectedIndex];\n        var text = opt ? (opt.textContent || opt.value || '') : '';\n        var src = select.value ? adapterMatch(text + ' ' + select.value) : '';\n        if (src) { img.src = src; img.alt = text; card.style.display = 'block'; } else { card.style.display = 'none'; }\n      }\n      select.addEventListener('change', update);\n      update();\n    }\n    function classifyAndEnhance() {\n      if (!tabs.isConnected) options.insertBefore(tabs, options.firstChild);\n      if (!next.isConnected) options.appendChild(next);\n      var automaticCatalog = options.querySelector('.lg-auto-catalog:not(.lg-auto-catalog--loading)');\n      if (automaticCatalog) {\n        hideNativeComponentFields(options, 'shaft');\n        if (options.querySelector('.lg-auto-catalog--grip')) hideNativeComponentFields(options, 'grip');\n      }\n      var hasShaftHierarchy = Array.prototype.some.call(options.querySelectorAll('select'), function (candidate) {\n        if (candidate.closest('.lg-auto-catalog')) return false;\n        var candidateGroup = candidate.closest('[data-infinite-options],.spb-select,.spb-productoption,div');\n        var candidateLabel = groupLabel(candidateGroup) || candidate.getAttribute('name') || '';\n        return /shaft\\s*brand/i.test(candidateLabel);\n      });\n      if (hasShaftHierarchy) {\n        var currentLabels = {};\n        Array.prototype.forEach.call(options.querySelectorAll('select,input,textarea'), function (field) {\n          if (!field.id || /-0-\\d+$/.test(field.id)) return;\n          var currentGroup = field.closest('[class*=\"spb-io-field-\"]') || field.closest('[data-infinite-options],.spb-select,.spb-productoption') || field.parentElement;\n          var currentLabel = (groupLabel(currentGroup) || field.getAttribute('name') || '').toLowerCase();\n          if (currentLabel) currentLabels[normLegacyLabel(currentLabel)] = true;\n        });\n        Array.prototype.forEach.call(options.querySelectorAll('select,input,textarea'), function (field) {\n          if (!/-0-\\d+$/.test(field.id || '')) return;\n          var legacyGroup = field.closest('[class*=\"spb-io-field-\"]') || field.closest('[data-infinite-options],.spb-select,.spb-productoption') || field.parentElement;\n          var legacyLabel = groupLabel(legacyGroup) || field.getAttribute('name') || '';\n          if (!currentLabels[normLegacyLabel(legacyLabel)]) return;\n          legacyGroup.dataset.lgLegacyConfig = 'true';\n          legacyGroup.hidden = true;\n          legacyGroup.style.setProperty('display', 'none', 'important');\n          field.disabled = true;\n          field.removeAttribute('required');\n        });\n      }\n      Array.prototype.forEach.call(options.children, function (group) {\n        if (group === tabs || group === next || group.classList.contains('lg-step-heading') || group.classList.contains('lg-auto-catalog') || group.dataset.lgAutoNative === 'true') return;\n        var select = group.querySelector('select');\n        var label = groupLabel(group) || (select && select.getAttribute('name')) || '';\n        if (!label) return;\n        var conditionallyHidden = group.hasAttribute('disabled') || (select && select.disabled) || group.style.display === 'none';\n        group.dataset.lgPanel = /grip/i.test(label) ? 'grip' : 'shaft';\n        if (/shaft\\s*brand/i.test(label) && select) removeModelSelectEnhancement(group, select);\n        else if (/adapter/i.test(label) && select) enhanceAdapterSelect(group, select);\n        else if (/flex/i.test(label)) { if (select) { removeModelSelectEnhancement(group, select); enhanceSelectPills(group, select); } else enhanceRadioPills(group); }\n        else if (/shaft\\s*model/i.test(label) && select && conditionallyHidden) removeModelSelectEnhancement(group, select);\n        else if (/shaft\\s*model/i.test(label) && select) enhanceModelSelect(group, select, settings);\n        else if (/shaft\\s*selection/i.test(label) && select && hasShaftHierarchy) {\n          removeModelSelectEnhancement(group, select);\n          select.value = '';\n          select.disabled = true;\n          select.removeAttribute('required');\n          select.removeAttribute('name');\n          select.removeAttribute('name-disabled');\n          group.dataset.lgLegacyShaft = 'true';\n          group.hidden = true;\n          group.style.setProperty('display', 'none', 'important');\n        }\n        else if (/(shaft\\s*selection|model\\s*selection)/i.test(label) && select) enhanceModelSelect(group, select, settings);\n        else if (/((?:select|choose)\\s*grip|grip\\s*selection|grip\\s*model)/i.test(label) && select && conditionallyHidden) removeModelSelectEnhancement(group, select);\n        else if (/((?:select|choose)\\s*grip|grip\\s*selection|grip\\s*model)/i.test(label) && select) enhanceModelSelect(group, select, {\n          searchLabel: 'Search grips',\n          searchPlaceholder: 'Type a grip model',\n          emptyModel: 'Choose a grip',\n          noResults: settings.noResults\n        });\n        else if (isIronBuilder() && select && conditionallyHidden && /\\biron shaft\\b/i.test(label) && !/(flex|weight|length|brand)/i.test(label)) removeModelSelectEnhancement(group, select);\n        else if (isIronBuilder() && select && !conditionallyHidden && /\\biron shaft\\b/i.test(label) && !/(flex|weight|length|brand)/i.test(label)) enhanceModelSelect(group, select, settings);\n        else enhanceRadioPills(group);\n      });\n      var hasGrip = !!options.querySelector('[data-lg-panel=\"grip\"]');\n      tabs.children[1].disabled = !hasGrip;\n      next.hidden = !hasGrip;\n      showPanel(tabs.querySelector('.is-active').dataset.lgTab);\n    }\n    tabs.addEventListener('click', function (event) {\n      var button = event.target.closest('button[data-lg-tab]');\n      if (button && !button.disabled) showPanel(button.dataset.lgTab);\n    });\n    next.addEventListener('click', function () { showPanel('grip'); tabs.scrollIntoView({ behavior: 'smooth', block: 'center' }); });\n    options.addEventListener('change', function () { setTimeout(classifyAndEnhance, 0); });\n    var productForm = options.closest('form') || document.querySelector('product-form form[action*=\"/cart/add\"],form[data-type=\"add-to-cart\"],form[action*=\"/cart/add\"]');\n    if (productForm) {\n      productForm.addEventListener('submit', classifyAndEnhance, true);\n      productForm.addEventListener('formdata', function (event) {\n        if (options.querySelector('[data-lg-legacy-shaft=\"true\"]')) event.formData.delete('properties[Shaft Selection]');\n      });\n    }\n    classifyAndEnhance();\n    [1000, 2500, 5000, 8000].forEach(function (delay) { setTimeout(classifyAndEnhance, delay); });\n    var observerQueued = false;\n    new MutationObserver(function () {\n      if (observerQueued) return;\n      observerQueued = true;\n      requestAnimationFrame(function () { observerQueued = false; classifyAndEnhance(); });\n    }).observe(options, { childList: true, subtree: true });\n  }\n  function initDefaultProductVisuals() {\n    var fallbackHeader = {\n      dataset: {\n        visualSelector: 'true',\n        shaftTab: 'Shaft',\n        gripTab: 'Grip',\n        nextLabel: 'Next \u00E2\u20AC\u201D Choose grip',\n        searchLabel: 'Search shafts',\n        searchPlaceholder: 'Type a shaft model',\n        emptyModel: 'Choose a shaft model',\n        noResults: 'No matching shaft options'\n      }\n    };\n    var attempts = 0;\n    var timer = setInterval(function () {\n      attempts++;\n      var options = document.getElementById('infiniteoptions-container');\n      if (!options || !options.children.length) {\n        if (attempts > 80) clearInterval(timer);\n        return;\n      }\n      var hasShaftSelection = Array.prototype.some.call(options.querySelectorAll('select'), function (select) {\n        var group = select.closest('[data-infinite-options],.spb-select,.spb-productoption,div');\n        var label = groupLabel(group) || select.getAttribute('name') || '';\n        return /shaft\\s*(selection|model)/i.test(label);\n      });\n      if (automaticCatalogConfig()) hasShaftSelection = true;\n      if (!hasShaftSelection) {\n        if (attempts > 80) clearInterval(timer);\n        return;\n      }\n      clearInterval(timer);\n      document.body.classList.add('lg-builder-page');\n    function hidePickupBlocks() {\n      Array.prototype.forEach.call(document.querySelectorAll('[class*=\"pickup\"],[id*=\"pickup\"],pickup-availability'), function (node) {\n        if (node.closest('.lg-drawer-overlay')) return;\n        node.style.setProperty('display', 'none', 'important');\n      });\n      Array.prototype.forEach.call(document.querySelectorAll('.product__info-container *'), function (node) {\n        if (node.children.length > 6 || node.style.display === 'none') return;\n        var content = (node.textContent || '').trim();\n        if (content.length > 0 && content.length < 220 && /^(pickup available|pickup currently unavailable)/i.test(content)) node.style.setProperty('display', 'none', 'important');\n      });\n    }\n    hidePickupBlocks();\n    function showFromPrice() {\n      if (document.querySelector('.lg-from-price')) return;\n      var handleMatch = /\\/products\\/([^/?#]+)/.exec(window.location.pathname);\n      if (!handleMatch || !window.fetch) return;\n      fetch('/products/' + handleMatch[1] + '.js', { credentials: 'same-origin' }).then(function (response) { return response.ok ? response.json() : null; }).then(function (product) {\n        if (!product || document.querySelector('.lg-from-price')) return;\n        if (/^(ping|titleist)\\b/i.test(String(product.vendor || '').trim())) {\n          if (!document.getElementById('lg-hide-brand-price')) {\n            var hp = document.createElement('style');\n            hp.id = 'lg-hide-brand-price';\n            hp.textContent = 'body.lg-builder-page .product__info-container [class*=\"price\"],body.lg-builder-page .product__info-container [id*=\"price\"],body.lg-builder-page .product__info-container .afterpay-paragraph,body.lg-builder-page .product__info-container afterpay-placement{display:none!important}';\n            document.head.appendChild(hp);\n          }\n          return;\n        }\n        if (document.querySelector('.product__info-container .price')) return;\n        var cents = typeof product.price === 'number' ? product.price : (product.variants && product.variants[0] && product.variants[0].price);\n        if (!cents) return;\n        var amount = cents / 100;\n        var formatted;\n        try { formatted = new Intl.NumberFormat('en-AU', { style: 'currency', currency: 'AUD', minimumFractionDigits: amount % 1 ? 2 : 0, maximumFractionDigits: 2 }).format(amount); } catch (error) { formatted = '$' + amount; }\n        var box = document.createElement('div');\n        box.className = 'lg-from-price';\n        box.style.cssText = 'margin:6px 0 14px;display:flex;flex-wrap:wrap;align-items:baseline;gap:6px 12px';\n        box.innerHTML = '<span style=\"font-size:12px;letter-spacing:.12em;font-weight:700;text-transform:uppercase;opacity:.7\">From</span><span class=\"lg-from-price__amount\" style=\"font-size:28px;font-weight:600;font-family:inherit\"></span><span style=\"font-size:13px;opacity:.7\">Final price depends on your shaft, grip and build options.</span>';\n        box.querySelector('.lg-from-price__amount').textContent = formatted;\n        var title = document.querySelector('.product__info-container .product__title') || document.querySelector('.product__info-container h1');\n        if (title && title.parentNode) title.parentNode.insertBefore(box, title.nextSibling);\n      }).catch(function () {});\n    }\n    showFromPrice();\n    [500, 1500, 3500, 7000].forEach(function (delay) { setTimeout(hidePickupBlocks, delay); });\n    if (!document.getElementById('lg-hide-pickup')) {\n      var hidePickup = document.createElement('style');\n      hidePickup.id = 'lg-hide-pickup';\n      hidePickup.textContent = 'body.lg-builder-page .product__pickup-availabilities,body.lg-builder-page pickup-availability,body.lg-builder-page .pickup-availability-preview{display:none!important}';\n      document.head.appendChild(hidePickup);\n    }\n      setupVisualConfigurator(options, fallbackHeader);\n    }, 250);\n  }\n  /* ---- Iron builder layout upgrade (brand tiles, spec grid, sticky build card) ---- */\n  var lgUiStrips = {};\n  function ironUiStyles() {\n    if (document.getElementById('lg-iron-ui-styles')) return;\n    var style = document.createElement('style');\n    style.id = 'lg-iron-ui-styles';\n    style.textContent = '' +\n      'body.lg-iron-ui #infiniteoptions-container{display:flex;flex-wrap:wrap;gap:16px;align-items:flex-start}' +\n      'body.lg-iron-ui #infiniteoptions-container>*{flex:1 1 100%;min-width:0;box-sizing:border-box}' +\n      'body.lg-iron-ui #infiniteoptions-container>.lg-spec-field{flex:1 1 calc(50% - 8px)}' +\n      'body.lg-iron-ui #infiniteoptions-container>[hidden]{display:none!important}' +\n      '.lg-brand-select-hidden{display:none!important}' +\n      '.lg-grip-select-hidden{position:absolute!important;width:1px;height:1px;overflow:hidden;opacity:0;pointer-events:none;margin:0!important;padding:0!important}' +\n      '.lg-brand-tiles[hidden]{display:none!important}' +\n      '.lg-brand-tiles{display:block}' +\n      '.lg-brand-tiles__label{font-size:12px;letter-spacing:.12em;font-weight:700;text-transform:uppercase;margin:0 0 10px}' +\n      '.lg-brand-tiles__grid{display:grid;grid-template-columns:repeat(4,minmax(0,1fr));gap:10px}' +\n      '.lg-brand-tile{height:60px;border-radius:12px;border:1px solid #D9D4C8;background:#fff;color:#141A2E;font:600 14px/1.2 inherit;cursor:pointer;padding:4px 8px}' +\n      '.lg-brand-tile:hover{border-color:#20392C}' +\n      '.lg-brand-tile.is-selected{background:#20392C;color:#fff;border:2px solid #20392C}' +\n      '@media (max-width:640px){.lg-brand-tiles__grid{grid-template-columns:repeat(2,minmax(0,1fr))}body.lg-iron-ui #infiniteoptions-container>.lg-spec-field{flex-basis:100%}}' +\n      '.lg-build-card{position:relative;clear:both;margin-top:20px;background:#fff;border:1px solid #E4DECF;border-top:4px solid #C9A24B;border-radius:16px;padding:20px 22px;box-sizing:border-box}' +\n      '.lg-build-card__eyebrow{font-size:12px;letter-spacing:.14em;font-weight:700;color:#9A7A2E;margin:0}' +\n      '.lg-build-card__title{font-size:22px;font-weight:600;margin:2px 0 8px}' +\n      '.lg-build-card__bar{height:6px;border-radius:99px;background:#EDE8DA;margin:0 0 6px}' +\n      '.lg-build-card__bar span{display:block;height:6px;border-radius:99px;background:#20392C;width:0;transition:width .3s}' +\n      '.lg-build-card__steps{font-size:13px;opacity:.75;margin:0 0 6px}' +\n      '.lg-build-card__row{display:flex;gap:14px;align-items:center;padding:12px 0;border-top:1px solid #EFEADD}' +\n      '.lg-build-card__strip{width:130px;flex:none;height:22px;display:flex;align-items:center}' +\n      '.lg-build-card__strip img{display:block;width:100%;height:auto;max-height:22px;object-fit:contain}' +\n      '.lg-build-card__copy{flex:1;min-width:0}' +\n      '.lg-build-card__name{font-weight:600;font-size:14px;margin:0}' +\n      '.lg-build-card__kind{font-size:12px;opacity:.7;margin:0}' +\n      '.lg-build-card__price{font-weight:600;font-size:14px;white-space:nowrap}' +\n      '.lg-build-card__empty{font-size:13px;opacity:.7;padding:12px 0;border-top:1px solid #EFEADD;margin:0}';\n    document.head.appendChild(style);\n  }\n  function ironUiPrice(value) {\n    var m = /\\+\\s*\\$\\s*([\\d,]+(?:\\.\\d+)?)/.exec(value || '');\n    return m ? '+$' + m[1] : '';\n  }\n  function ironUiName(value) {\n    return (value || '').replace(/\\s*\\+\\s*\\$\\s*[\\d,]+(?:\\.\\d+)?\\s*$/, '').trim();\n  }\n  function ironUiVisibleSelect(options, matcher, exclude) {\n    var found = null;\n    Array.prototype.forEach.call(options.children, function (group) {\n      if (found) return;\n      var select = group.querySelector && group.querySelector('select');\n      if (!select || select.disabled || group.style.display === 'none' || group.hasAttribute('disabled')) return;\n      var label = groupLabel(group) || select.getAttribute('name') || '';\n      if (!matcher.test(label) || (exclude && exclude.test(label))) return;\n      found = select;\n    });\n    return found;\n  }\n  function ironUiBrandTiles(options) {\n    Array.prototype.forEach.call(options.children, function (group) {\n      if (group.classList.contains('lg-brand-tiles') || group.dataset.lgPanel !== 'shaft') return;\n      var select = group.querySelector('select');\n      if (!select || !/shaft\\s*brand/i.test(groupLabel(group))) return;\n      var key = 'lg-tiles-' + (select.id || select.name || 'brand');\n      var tiles = options.querySelector('.lg-brand-tiles[data-lg-tiles-for=\"' + key + '\"]');\n      if (!tiles) {\n        tiles = document.createElement('div');\n        tiles.className = 'lg-brand-tiles';\n        tiles.dataset.lgTilesFor = key;\n        tiles.dataset.lgPanel = 'shaft';\n        tiles.innerHTML = '<p class=\"lg-brand-tiles__label\">Shaft brand</p><div class=\"lg-brand-tiles__grid\"></div>';\n        group.parentNode.insertBefore(tiles, group.nextSibling);\n      }\n      group.classList.add('lg-brand-select-hidden');\n      var grid = tiles.querySelector('.lg-brand-tiles__grid');\n      var signature = Array.prototype.map.call(select.options, function (o) { return o.value + '|' + o.text; }).join('~');\n      if (tiles.dataset.lgSig !== signature) {\n        tiles.dataset.lgSig = signature;\n        grid.innerHTML = '';\n        Array.prototype.forEach.call(select.options, function (option) {\n          if (!option.value || /^(select|choose)/i.test(option.text.trim())) return;\n          var button = document.createElement('button');\n          button.type = 'button';\n          button.className = 'lg-brand-tile';\n          button.dataset.value = option.value;\n          button.textContent = option.text.trim();\n          button.addEventListener('click', function () { select.value = option.value; dispatchChange(select); ironUiBrandTiles(options); });\n          grid.appendChild(button);\n        });\n      }\n      Array.prototype.forEach.call(grid.children, function (button) {\n        var on = button.dataset.value === select.value;\n        button.classList.toggle('is-selected', on);\n        button.setAttribute('aria-pressed', on ? 'true' : 'false');\n      });\n    });\n  }\n  var lgGripBrandRules = [\n    ['Golf Pride', /golf\\s*pride/i],\n    ['Iomic', /iomic/i],\n    ['True Temper', /true\\s*temper/i],\n    ['The Grip Master', /grips?\\s*master|roo\\s*(sewn|tour)/i],\n    ['JumboMax', /jumbo\\s*-?\\s*max/i],\n    ['SuperStroke', /super\\s*-?\\s*stroke/i]\n  ];\n  function ironUiGripBrand(label) {\n    var clean = (label || '').trim();\n    for (var i = 0; i < lgGripBrandRules.length; i += 1) if (lgGripBrandRules[i][1].test(clean)) return lgGripBrandRules[i][0];\n    return 'Other grips';\n  }\n  function ironUiActiveGripBrand() {\n    var tiles = document.querySelector('.lg-brand-tiles[data-lg-grip-tiles]');\n    return tiles && tiles.dataset.active || '';\n  }\n  function ironUiGripTiles(options) {\n    Array.prototype.forEach.call(options.children, function (group) {\n      if (group.classList.contains('lg-brand-tiles') || group.dataset.lgPanel !== 'grip') return;\n      var select = group.querySelector('select');\n      if (!select || select.disabled || !/((?:select|choose)\\s*grip|grip\\s*(selection|model))/i.test(groupLabel(group)) || /(size|logo|thickness|brand)/i.test(groupLabel(group))) return;\n      var tiles = options.querySelector('.lg-brand-tiles[data-lg-grip-tiles]');\n      if (!tiles) {\n        tiles = document.createElement('div');\n        tiles.className = 'lg-brand-tiles';\n        tiles.dataset.lgGripTiles = 'true';\n        tiles.dataset.lgPanel = 'grip';\n        tiles.innerHTML = '<p class=\"lg-brand-tiles__label\">Grip brand</p><div class=\"lg-brand-tiles__grid\"></div>';\n        group.parentNode.insertBefore(tiles, group);\n      }\n      group.classList.add('lg-grip-select-hidden');\n      var grid = tiles.querySelector('.lg-brand-tiles__grid');\n      var brands = [];\n      Array.prototype.forEach.call(select.options, function (option) {\n        if (!option.value || /^(select|choose)/i.test(option.text.trim())) return;\n        var brand = ironUiGripBrand(option.text);\n        if (brand && brands.indexOf(brand) === -1) brands.push(brand);\n      });\n      var order = lgGripBrandRules.map(function (r) { return r[0]; }).concat(['Other grips']);\n      brands.sort(function (x, y) { return order.indexOf(x) - order.indexOf(y); });\n      var signature = brands.join('|');\n      if (tiles.dataset.lgSig !== signature) {\n        tiles.dataset.lgSig = signature;\n        grid.innerHTML = '';\n        brands.forEach(function (brand) {\n          var button = document.createElement('button');\n          button.type = 'button';\n          button.className = 'lg-brand-tile';\n          button.dataset.value = brand;\n          button.textContent = brand;\n          button.addEventListener('click', function () {\n            tiles.dataset.active = brand;\n            Array.prototype.forEach.call(grid.children, function (b) { b.classList.toggle('is-selected', b.dataset.value === brand); b.setAttribute('aria-pressed', b.dataset.value === brand ? 'true' : 'false'); });\n            try { openChoiceDrawer(options, 'grip', 'Choose grip \u00C2\u00B7 ' + brand, brand); } catch (error) { console.error('Laneway grip panel', error); }\n          });\n          grid.appendChild(button);\n        });\n      }\n    });\n  }\n  function ironUiSpecs(options) {\n    Array.prototype.forEach.call(options.children, function (group) {\n      if (group.classList.contains('lg-brand-tiles')) return;\n      var label = groupLabel(group);\n      if (label && /(playing\\s*length|ferrule|lie\\s*angle|swing\\s*weight|swingweight)/i.test(label)) group.classList.add('lg-spec-field');\n    });\n  }\n  function ironUiStrip(name, panel, target) {\n    var key = panel + '|' + name;\n    if (lgUiStrips[key] === undefined) {\n      lgUiStrips[key] = null;\n      drawerArtwork(name, panel).then(function (src) { lgUiStrips[key] = src || false; ironUiBuildCard(); }, function () { lgUiStrips[key] = false; });\n    }\n    var src = lgUiStrips[key];\n    if (src) { var img = document.createElement('img'); img.alt = ''; img.src = src; target.appendChild(img); }\n  }\n  function ironUiBuildCard() {\n    var options = document.getElementById('infiniteoptions-container');\n    if (!options) return;\n    var host = document.querySelector('.product__media-wrapper') || document.querySelector('media-gallery');\n    if (!host) return;\n    var card = document.querySelector('.lg-build-card');\n    if (!card) {\n      card = document.createElement('div');\n      card.className = 'lg-build-card';\n      card.setAttribute('aria-live', 'polite');\n      card.innerHTML = '<p class=\"lg-build-card__eyebrow\">YOUR BUILD</p><p class=\"lg-build-card__title\"></p><div class=\"lg-build-card__bar\"><span></span></div><p class=\"lg-build-card__steps\"></p><div class=\"lg-build-card__rows\"></div>';\n      var heroEl = document.querySelector('.lg-builder-hero');\n      card.querySelector('.lg-build-card__title').textContent = heroEl && heroEl.dataset.summaryTitle || 'Your Custom Build';\n      host.appendChild(card);\n    }\n    var shaftSelect = ironUiVisibleSelect(options, /(shaft\\s*(model|selection)|model\\s*selection|\\biron shaft\\b)/i, /(flex|weight|length|brand)/i);\n    var gripSelect = ironUiVisibleSelect(options, /((?:select|choose)\\s*grip|grip\\s*(selection|model))/i, /(size|logo|thickness|brand)/i);\n    var shaftText = shaftSelect && shaftSelect.value ? selectedValue(shaftSelect) : '';\n    if (/^(select|choose)/i.test(shaftText)) shaftText = '';\n    var gripText = gripSelect && gripSelect.value ? selectedValue(gripSelect) : '';\n    if (/^(select|choose)/i.test(gripText)) gripText = '';\n    var flexText = '';\n    Array.prototype.forEach.call(options.querySelectorAll('input[type=radio]:checked'), function (input) {\n      var group = input.closest('[data-lg-panel]');\n      if (group && group.dataset.lgPanel === 'shaft' && !flexText) flexText = input.value || '';\n    });\n    if (!flexText) {\n      var flexSelect = ironUiVisibleSelect(options, /flex/i, null);\n      if (flexSelect && flexSelect.value) { var fv = selectedValue(flexSelect); if (fv && !/^(select|choose)/i.test(fv)) flexText = fv; }\n    }\n    var shaftName = ironUiName(shaftText), shaftPrice = ironUiPrice(flexText) || ironUiPrice(shaftText);\n    var flexName = ironUiName(flexText);\n    var gripName = ironUiName(gripText), gripPrice = ironUiPrice(gripText);\n    var specsDone = true, specCount = 0;\n    Array.prototype.forEach.call(options.querySelectorAll('.lg-spec-field'), function (group) {\n      var select = group.querySelector('select');\n      if (!select || select.disabled || group.style.display === 'none') return;\n      specCount += 1;\n      if (!select.value) specsDone = false;\n    });\n    var done = (shaftName && flexName ? 1 : 0) + (gripName ? 1 : 0) + (specCount && specsDone ? 1 : 0);\n    card.querySelector('.lg-build-card__bar span').style.width = Math.round(done / 3 * 100) + '%';\n    card.querySelector('.lg-build-card__steps').textContent = done + ' of 3 steps done';\n    var rows = card.querySelector('.lg-build-card__rows');\n    var signature = [shaftName, flexName, shaftPrice, gripName, gripPrice, lgUiStrips['shaft|' + shaftName] ? 1 : 0, lgUiStrips['grip|' + gripName] ? 1 : 0].join('|');\n    if (rows.dataset.lgSig === signature) return;\n    rows.dataset.lgSig = signature;\n    rows.innerHTML = '';\n    function addRow(kind, name, extra, price, panel) {\n      var row = document.createElement('div'); row.className = 'lg-build-card__row';\n      var strip = document.createElement('div'); strip.className = 'lg-build-card__strip'; row.appendChild(strip);\n      ironUiStrip(name, panel, strip);\n      var copy = document.createElement('div'); copy.className = 'lg-build-card__copy';\n      var n = document.createElement('p'); n.className = 'lg-build-card__name'; n.textContent = extra ? name + ' \u00C2\u00B7 ' + extra : name;\n      var k = document.createElement('p'); k.className = 'lg-build-card__kind'; k.textContent = kind;\n      copy.appendChild(n); copy.appendChild(k); row.appendChild(copy);\n      if (price) { var p = document.createElement('div'); p.className = 'lg-build-card__price'; p.textContent = price; row.appendChild(p); }\n      rows.appendChild(row);\n    }\n    if (shaftName) addRow('Shaft', shaftName, flexName && flexName !== shaftName ? flexName : '', shaftPrice, 'shaft');\n    if (gripName) addRow('Grip', gripName, '', gripPrice, 'grip');\n    if (!shaftName && !gripName) { var empty = document.createElement('p'); empty.className = 'lg-build-card__empty'; empty.textContent = 'Choose a shaft to start your build.'; rows.appendChild(empty); }\n  }\n  var lgUiTimer = null;\n  function ironUiEnabled() { return isIronBuilder() || !!document.querySelector('[data-lg-new-layout]'); }\n  function ironUiPass(options) {\n    if (!ironUiEnabled()) return;\n    try {\n      document.body.classList.add('lg-iron-ui');\n      ironUiStyles();\n      ironUiBrandTiles(options);\n      ironUiGripTiles(options);\n      ironUiSpecs(options);\n      var activeTab = options.querySelector('.lg-config-tabs .is-active');\n      if (activeTab) Array.prototype.forEach.call(options.querySelectorAll('.lg-brand-tiles'), function (t) { t.hidden = t.dataset.lgPanel !== activeTab.dataset.lgTab; });\n      ironUiBuildCard();\n    } catch (error) { try { console.error('Laneway iron layout', error); } catch (ignore) {} }\n  }\n  function ironUiSchedule(options) {\n    clearTimeout(lgUiTimer);\n    lgUiTimer = setTimeout(function () { ironUiPass(options); }, 80);\n  }\n  function init() {\n    var section = document.querySelector('.section-laneway-builder-header');\n    if (!section) { initDefaultProductVisuals(); return; }\n    document.body.classList.add('lg-builder-page');\n    var header = section.querySelector('.lg-builder-hero');\n    var stepOne = header && header.dataset.stepOne || 'Choose your options';\n    var stepTwo = header && header.dataset.stepTwo || 'Choose your build specifications';\n    var summaryTitle = header && header.dataset.summaryTitle || 'Your Custom Build';\n    var visualEnabled = header && header.dataset.visualSelector === 'true';\n    var info = document.querySelector('.product__info-container');\n    var variant = document.querySelector('variant-selects,variant-radios,.product-form__input');\n    var options = document.getElementById('infiniteoptions-container');\n    var buy = document.querySelector('.product-form__buttons');\n    if (!info || !buy) return;\n    addHeading(variant, 1, stepOne);\n    function enhanceOptions() {\n      options = document.getElementById('infiniteoptions-container');\n      if (!options || !options.children.length) return false;\n      addHeading(options, 2, stepTwo);\n      if (visualEnabled || automaticCatalogConfig()) setupVisualConfigurator(options, header);\n      if (!document.querySelector('.lg-build-summary')) {\n        var box = document.createElement('div');\n        box.className = 'lg-build-summary';\n        box.setAttribute('aria-live', 'polite');\n        box.innerHTML = '<p class=\"lg-build-summary__eyebrow\">YOUR BUILD</p><h3></h3><div class=\"lg-build-summary__rows\"></div>';\n        box.querySelector('h3').textContent = summaryTitle;\n        buy.parentNode.insertBefore(box, buy);\n      }\n      update();\n      if (ironUiEnabled()) {\n        ironUiSchedule(options);\n        if (!options.dataset.lgUiWatch) {\n          options.dataset.lgUiWatch = 'true';\n          new MutationObserver(function () { ironUiSchedule(options); }).observe(options, { childList: true, subtree: true, attributes: true, attributeFilter: ['hidden', 'style', 'disabled'] });\n          options.addEventListener('change', function () { ironUiSchedule(options); });\n        }\n      }\n      return true;\n    }\n    function update() {\n      var rows = [];\n      document.querySelectorAll('variant-selects select,variant-radios input:checked').forEach(function (field) {\n        var label = field.closest('fieldset,.product-form__input');\n        var name = text(label && label.querySelector('legend,.form__label,label')) || 'Club specification';\n        var value = field.matches('select') ? selectedValue(field) : field.value || '';\n        if (value) rows.push([name, value]);\n      });\n      if (options) options.querySelectorAll('select,textarea,input[type=text],input[type=number],input[type=radio]:checked,input[type=checkbox]:checked').forEach(function (field) {\n        if (field.disabled || field.closest('[style*=\"display: none\"]')) return;\n        var parent = field.closest('[data-infinite-options],div,fieldset');\n        var label = text(parent && parent.querySelector(':scope > label,:scope > .spb-label-tooltip,legend')) || field.name.replace(/^properties\\[|\\]$/g, '');\n        var value = field.matches('input[type=radio],input[type=checkbox]') ? field.value || 'Selected' : selectedValue(field);\n        if (label && value && value.toLowerCase().indexOf('select') !== 0) rows.push([label, value]);\n      });\n      if (options) options.querySelectorAll('.lg-auto-variants').forEach(function (fieldset) {\n        var selected = fieldset.querySelector('.lg-auto-variant.is-selected');\n        var label = text(fieldset.querySelector('legend'));\n        if (label && selected) rows.push([label, text(selected)]);\n      });\n      var out = document.querySelector('.lg-build-summary__rows');\n      if (!out) return;\n      var seen = {};\n      var filtered = rows.filter(function (row) { var key = row[0] + '|' + row[1]; if (seen[key]) return false; seen[key] = true; return true; });\n      out.innerHTML = '';\n      if (!filtered.length) { var empty = document.createElement('p'); empty.textContent = 'Start making your selections.'; out.appendChild(empty); return; }\n      filtered.forEach(function (row) {\n        var item = document.createElement('div'); item.className = 'lg-build-summary__row';\n        var label = document.createElement('span'); var value = document.createElement('strong');\n        label.textContent = row[0]; value.textContent = row[1]; item.appendChild(label); item.appendChild(value); out.appendChild(item);\n      });\n    }\n    if (!enhanceOptions()) {\n      var attempts = 0; var timer = setInterval(function () { attempts++; if (enhanceOptions() || attempts > 60) clearInterval(timer); }, 250);\n    }\n    document.addEventListener('change', function (event) { if (event.target.closest('.product__info-container')) setTimeout(update, 30); });\n    document.addEventListener('input', function (event) { if (event.target.closest('.product__info-container')) setTimeout(update, 30); });\n  }\n  if (document.readyState === 'loading') document.addEventListener('DOMContentLoaded', init); else init();\n})();\n\n"],
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