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" 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mICa0WjGCyXBS0lwea+5xUPU2JVYmmIlKz8Om/C+RzPJvL0Ja6unNmjvS4905S2R+v2+BoLs/9On6pNu0ac/dq8IvGUHGZOfRyaC/5Me7YpgnWi3eq7Oxm319Bi8qw/JiUhYsYKi3bK8Fv21AZ13wn9mFMNMbcHJweBlBpaj1uv7FIJ3wssZk9GMLoqOoKJDWg4xUQI+PNyseIKjrblwJphUqfgSZd6cYGEbiDsO4mPuHPfW4B/cQPS0jzF8m72piNenOeUdnfWrK2vQGVU/y/CSzyQcxjznE6V+cgmwUdHKH7pXh3uP4i0fyuT9Giu1dJ25ZKM8uo7E5hTDQz/q1KCGHrGwY+s6OIYOIRWxhwXLgLmFrFQCYhfgkfrQKtvqbOxvICQUvRhzN78SbD3ZhFZj5rQ4oJoazvK8SwPFloDyz8qbYxubZIDaLpsOy6emAtDPlYC9naCACtjM30nYxL7dvjjNKsRgjDJBUZeP2OscHFG0WBzwvl6LmFp5Rs1zkuHhuSnzqzH/45D7nDotY/QUKFixQfOGyhadHEREHdg2Y5fcTCnlok/r84cEFn+jhIc988RfhQlXG2lkbY7oyLMAyhcHUzwEs4tACeSQMjr+V4QTkA0XNugXMXzBRz36Nfv5+OcQ2MTJNR/c/8/X42CqPqptG3NUjv6VUmum6OigEAFcr6a58LFirHElpBQRuKdIn77BmvRwEKgSX8bYUh3UDy3nM/EVGXAT/xzkuWtDM12mBceGwaTrvXyK1b6uF7YmNz67V6IKeTH+y9RGtK3H/kbPthQFKPJ3oz/Qr6UBAAQQ23X8QknvpaxFvun4QctY1rmk8bQRQSO0Q9W4JPYs8fGo8n62aUDSObkRufChuEU1Kz2DG7beuia+3KtJAN6Bm33h1bJYJzmw44bk1O27aT3vzRri9CaZp7t/rbibnivZU82G8w9y2UcaWnuyTEUMjYclG2oLuzcoJIMcb/E3Qk8uRBGA3rTRAtqduGXweDdWHDpUvZYDLZHoONwvTtsnnfmCHNFaunGIqzd7IcH9r+8wQjyXxhcfGDHzEWH3gwgMCvYqtdVHxX8+s+PDlQsIav3rRThZa0Ji3za/X5CUGdkeZDn5SEaCNh9n2ZTjnyMB9pCbj5QDd3WNEP5IUskBOh7IRZRb8NQsaCr492xY2HPyWpdxQQuYdM304nm//kcqLeHoVqkNqvr8mVrXITvAGzNPJGVVdLJBO5ADZ01gZqLh3Xm3nncvs+ROstEgrkqDbeNqmHsNbRd6v3MfTGtl4x5fGfNwyiyTCvHS5eTZG2Rb5YmQZulCRHVTrt/efaw0MopsApfHNfGh/uSH4lGX3GukpA/ZJRnMobKZnudYf/wiina7omGqrN+JVZ2Com1IT5vuuGZTingOM/p/6sKAlY5nNl0Vv+ce2qLx66I5Kfi+Nwh/cQUCrrXummkVYbl8yZiBBi1hPdqtli/1906jdLPaZbSssLTLKEz+pW49Z3NSVLwbGi2ec5dOjBldjUmT9V47qW/t4Rd9lpRtqQWiSdf5zIFswIve/wEsiRB8WP9+eKmEiRB25QP2bkb/SUVrkaSGCUAfE/U0C9+kUMqTWQ6bveuWgJ+4q/72v+T+FNZvDSrf4frP6IDeIZr7vYW8uiPkTRIl34WlyMHM7Dn03Qv03zM7yk2lDR4RlMPXJm2Fd3CxrygdePWqkDrIwPTsedflw6g26XxS7l+w3OMDunnjy8fC4UPEO5WhnELBVrQKUUfB7JdhTcvJJy9r5NOqJE7kNaIjwiLxHzwUXJLbGtvoYJvjDiq/kVbPsaVP2QenjZGmz0sQGdV1OOBD+h5LQKs9mcI3pRvcFxskqtX/O4hOtCfUofXok/xw5U+SUHtMjlTc9UTNagReEbZ/7XGmCc4anCLZCqysJArn0Ctf+xyKp2JAp/lEd61EfPcuE2eU/YR4H/ADyTkE7yClGE+czJWQoskXP/X+aHsBJOnBAV01s8wAN52hFF2M+Y6/gmf5NL1BKGUVGdS2yAAOJxVyD3PKJixwZJ6O9Ju7249nKOu4UQJHhVwuebvU7T1dVu+aT15Nf6oVVc7P3K35UJ+rhMWFT1Zfa0VuA2cwV3swMKZm9L8WDjqIlK2o496hFWdOhPV/9sirvImqAh5IZrzqBd5Yn9kS23JydCVoOSjCqeRf7kgfqgge3wndnjP6kX/RxqS/6toEVSu4aAp07c3aAwxNzbbb8ZUs7eBbuYMSW+IS0VqFLIVVl+mHWE/hub4ZyHe/dfKtqk4ZYAsxkGIes0yKfTiSECs/+FSG28w99x51VvSrM0/Yr/yubGJjmvgsrvHY8QSi6TogH6Jw7WAzW0TR7CFki3Lp6E42+fqz1k3R1wFGIa5wzY/BYCibBjkoOpUpUOj+7Dfz/ZskmNOLIQnBWb8SHX/OEURrLv0aGCJ/Rpf/1kAF9laQzsS9PSRYhy/H3somDuhn4TfB5VkV0nsZYkHBVOSjJ3C8TLGqpXo3BggF1+XGlzmfGa349USPou8vhgfn7jdHvOLSH2qPXGUihtLsUCu/VeVOaCpAZSJ4uUoe800zNR2aJptWBj8Xs2DNOReE6xUjH7vgkopNyHlWeClF77v8bHCzTY7wy2JjpOEtPSqumsXC3+sVQcXWA5dVJdgkuR8UIQXq7MduvOsrD1cQJiyUtNC3XSGx/Te9ONS6bVPhwn//9OBqMEl0D1zvQ/EGU0/Ox3Gb1EOkOfzZROqiWhsVgFVNfgx2Wmir8FhAOBUs9Z8k72GrbkTi1ESyqBIstM/QYpowBSenKvjrTvqq88bm2GQxa4eqsu2Q+I4vK3PNzjOjEkux1swj4srOhs2JZU6TLoRGFf2zdIKmprDo5y6br5dbBlhWevym3LkkPK5WKYnuJR/JcY5QYgYIHXb+gpNmCtXyz1tjuF9AupHK/BkbEFf6v7hIP/7GighwKiJyv9mgsIV7ipt63pFg2kzJ7kA4XI72m35rpeJhbjL7UiL54M54lHnZX81OWwcJVGXucAJe+pJaysdFvfi0nmKAN//oCwN1izSr5tcMPl8vq84CWvD3ZgwJYjnRyDx3ZxttgPfPVfUGPu5bCWhtBhemAtCqVjw2OpwNniFiq1fKO5iNMbGNrQAqieq531KWdPiDq5tV54Mvi8rnXCoJYAjQai3jXO+Tu6JpipSJZXhQiBl+m0KDUL1yav9R1jpvuCdnyfEEWudn3NXmgxRhKRiUuB52g8w7vxx8zcu/4RLbZgDZWjqKo8t5z/+W3O6UcbJ2UAHGXLNYsq53zlCwQdmMzdx/iCCLxUtVlwSTHhyZLB/92qiEiRMvghTKtQ+vZtrM+8vwtNwFUJty42L8WLKLwv9AR0x3MW0ebYCotTVtNFlA5z/MbmLMNW6ZVTFHWMzJFDvQV402Rz1fH0iJ12DLhbQ00o57Q1PDix4ygWSlxCRcR2Y2oYxuTL3wizGAXC3Olsgg23EcwWpudBfAmcqTrTG36JWKuCzRFVBbXAUK1UBY/CxxfW5mPF4hfT2iAJs6NffS4JfP/4SroO214T35GYMlCZH1UjdiyvywmDvfpuynDCnM7YYqCgSZumlWcWR8jcPfWCi3koTi7L/AQRWjiKrQutY/6cdJCtFy1kkWRJNLNQ2GcKMnBxOGUWdLMSyAYmss3FZC25SL9GY26ZISus1fkDqwaBAogDnyF9vbNcqheZqdd5Ecr3RD9m+xc8qIAK6PIAFarKo0/mmTUfbZZ6Etlfcgoh7Ci/wzZHSbtJDkbCh0LjVummAXcty13uwhdWT+7ouFQ8wVO6vFzozCoDeuTWlTv/GPM/HQszM7lvW0Qd5T0/7798avRR7frCfDNbhT1YUVmdtZnmir2TTIaua0xa211Lk/MU2byRSDpW6Pej/Bnan29fGonI2bGBtMbR937weK6Dl7s7v0vtmZNHMi8xYxlt/92xZm6DKlVshkBway8M9QxwFUr4es8VDLa8WEEUY8rT5yCITa3DlteD/+9O89UUgQ/jVg+Fgvvt+jr59XrYyV4V5iTAZLvx7F6dZKSsCKqpJApHWfmqmDeefwFz5hv5ODK6gG53gleniKVvBNOio6KQtuuTl+jd5N9i+4FsfFVUCuK3eVOJcmO/zOeQiRC0Sfz1/6kfgypv7JTwPGZpQ0IdSmwSF1QQiqtBGZufYJroB69YoxHaPTyxkmePyYkyo7OmXDjTijlPqYcncALgSi1IcZXjRek/48aIpytn79ztDg/4K+p3GO44RbUolRSyR8sOGoR1MhwE9b8NfKAgm7053eahAia3ESEQIQ2r+GJ4cb1KRux5ftS6MHSF3es8f4umrVaJnBY9+AK8JAwmJ0k1L6aPHNgwFFLEy5vnQSH2wotJLwas9qcVoP5vSSjywjVss7seO3ILJnTHt70CTVq//U2CcxYHpOwLPPv4SAURR7jnD4DRlLk2JlAxm9S7/mH4lcPlW3mDAMy1/aBZzKIWLMDwpFkfA3QHAMykjoW21NaOgED9vjgUztjV0QgtD8JbJ5lECAI4u+vvQoDM7SnCaIEz2nTzeEi5ST69TjFWl06hKNJE2MQuzHKrqIucpaVq0aZHgK3D6MUaxzbD31HjO26RSzRM54xPHoQJ3ParqkOX/471MROT0Ba+00vNXiqOBE0PJ7oSqVKIvYF6DA2MMc+jLZBpugBGQLRUIWTCWmdfktEEYasEiNVStLAi24+dIhl7Rft6ItzRkdBr0tXywGvz444M5Wn+8RyVH062Z77cCasjJQukAgmBaIHvPDM/+Isd6LeLZM+Br4jP8UeucA13hnLtbvCtxuRHCnq4xHjNsewjm+BOR09VRjHadesrWuMmd5kDi7qRU1+kUZ2Ur6CDUSov1G9mUeXUpZrsxPlIuUbdLEBysapHD8awkSHzK155bLjgeBMDJAqsrLFYlObfFXAlCImYiL2TPbpu6erggxKOhCL7Zs5E4it0q4xI3tTqMc6Rlkj09ZDGm5wdZ7lJJRCDiBeYAsEx8xrm2Nw8iFvhk4bzXfs7iNU/IFy4J4dIUBbmDd62dgyZjcl6otmiAKBF5I2T4j9LTYeehCnKNti0Asa2yMx71Ch31sdtXHkwOrE0O7x+4NGrIT3BheUcvR4+BzhfsU4RMXSYQswIiHdFmRgq28POXMBsoiwgb7w8Lu9WowaCjJcTl9ZGxN07psDjb4RbSQNtH+Tr2dXcjOIEwWBJKDDhAZ3Pns80nc+2QyspNRSOCc0kHQf2STV4H9ehpdvTArm/cnENs9QtZvfv1bRYtKdqEQSi070k2WFAgop/FWCXF/LnZvkzvs5Mu3U2pj8+2qUd+zukjgnsnut8RVCAuC5/8a363Z9lR+mbVBivxY1lPsbjQwvoUDFKz+TnjVNFs8+zTzelvYCqkolOvMExLnlgufvAC9jfaKY/5w6tubERAcrEpditwbnB1eKQ0gzZkod8fwz9xEUWlJ0jRR1C4GplKsmGFcznqIgcNG53g67sHyCNe7CE7sp50YmR3eHUB/S590EuLjA2FHfdBeWWjGB0F6TkYF9yTwsQsp7rDTMioOqiRqkE1D1kH4VDb8lPMBiLkvra9y1aPyyzwShsZtKvN5AH6nYO5dnuvQfiXMavjLaY1IP/It8T5w6BCeArVNuHVeCXajZ/30soLTUVNL+msgfxznbK38C5SMHtceHj+GvaIgM2mPoxgTLsJ1imIq1dOzP3xVxxMgs+JszVv8qqacKb9xzMxruHUf9hHichHqS+m+o6B9gjRig7SVLijXtaDMFUah0w83598wWZ6od1l+aMoa17S2H27loWx4zqFz7g+EaC+JiZGSQH0idpootWP52zu6KHxBzRlf9i53RyL3UrTbftDc9ZerDi712FuEHMVaS4zSlIIfaQMpo9X0H8lnXZ+q9crVF1a9zTYkUqAABr8Mor13/UF6w64CzkGg/BWeXZC9MA7Ert8eMfxGUaXzpiOZZfnosSPT/lhN24eALDcez6GwZAb3gS7RmT4ff6SewSYCpGJ7UhpJH0qk667m6edOqd3kwEPTSk8ToYGv/1d0C1nKEpWH8+dYYGXmYR6Jv9eLcopb6GUuAUTa7qear/tzIBeKRUKpHSsdaBU7sJ7h2zoW+l3P6jTbwk0KbzNTlrvF1wOs964ztM+otJJfBVI/nnYiEgVAlFXkzAwYVXrQ4SR5BQvAcNWlkcC66X0RU1E+i7yxaOP3JKri3M713erlASD5N2YHbe3cs722UTx9gIlHROoq+siABbv+RgCHFIMPhe8lJELM8jlx9QDlqRs0cnMXWSGA4PjT2q3EtcZN7kj8PpiOgNArNousZi5urzK5JaWH3LCgo7y3j3C6Y6KcTv1dB6I70lWY7modyofu4X86jrpVogHKdHWBlhlh1xX1JHsi7+u6c81fVCZF0CKpZ8PNBoZXRsrHE71+xVyCQ2SuzlaDkoobpovpF3J1K6E/0whsdFV9U51cKoedm3Ir4sgH0MJAJR2LyK7jGDE9WFWZUgzJ9kkuWayM5acijUY9w8HgnIPiwUoFUVv2NElkEJZVinlRNj2ftpS8jO7EttlEkQ3RjpRGmY3YWNSOE0oILKP1HKCZBmFC1vcq5KWyZjf7wiZXzRBG0ggp9yyOJXHOIYemuzEVkGeCfiVijA6LU+0Qx3o/6ohnIx2wWGcy/9szTV8s8cWywibaqqpf8oAEfh8Hztv+Qr3fflcbQ1PfmeuKX8GzKYvLGNrsH5zDMd2WIsp0Yz/YoH+j4rzWNNSHIN2UKI+yWOTjxIG0wpCCE1z9RR+jgPyxGaGbST6Nhx+/pwJ632wr1V5bsiEKFvH0AfkK4nSHkaVdidjh7PTFmuOPtJfe3dTuj7h5VF+DOiqWju3M1HxSGeu1IgkABK0FaPa30DtYenMIokc9wCIxMlH7tfQQyc5HFJvHjkWVF+oV7hwhLmGGxXXhChNMiUw20IXKsYbdtXc0UWFw6bdufvrr6jzuO99rBENPWsKV9YXoezvS+8gwlNPsqHaqRJvqPMyWv9CuqbrnrmDWmpp+BLQZaliQgBS+4PXcTxB9Heab3LmA+FnzSA35RJvnycTcTRe7BK3sanACKk5ei0kxp8yz5iudseRoCXGPWwEJ7nLHOU/awZMNLp/jld0UK9cboq9C7bRvf3D+ObVDH5bI4ahxkO38JRVz0KGmK1BD78as51W4SKFdhRi9Tem9q06GRZxF7a8/NBfKcYvaAWQE8kF+N6k/oKO66s+8njoFvZPJQBvZnKppK6SXRsMOBpNlHvefd0DedgZyPOo6si2zZ3vIrg+xq0CZ9zlK91I9y34HuI8IH3fGBcOY4GvH8F9BIjMySiJXv5KlWPFaJLw/4xjadJX22n7xZFQgz4+Udc4pDCd5oqDSPGflKvlIl92Sgh7u5UkgtRl/oW5vAgKuYOh7wSAQDfjT3L7YoOamRYce4E/ZrQRB10QvEysACl5ozEoVm3eqMJpZwzptbscduIg1AcIrvtTCZ1ph2ARZXJiNG7DnDhJKyQsPNBCIavyrkx4zqfM0ERLp4FvVNEcELy2TD2C5ldQp0I5HZo5pp1yxVdbwvHaoaPJ9Y9VFqljXV3zMuDswYLyvdZc7McDsRx5Lo+PU+f1DrYblRqfJrWffzfr1OkmvXUVvq0avYYUcUv15HlAAA9ySjiI/lVqPuhMvNyPqlMAAAAAHf/VUNGubQV4ZtWRWE3ckoESvrqnNRXmW6xv1pOeR8nzx5F3z2lhMgc9jX/fFHb1q/AHey6DR5dFiUU92iL+5YRykDtwvhfi3O+X++bFfFsMNffGAlF1hsqnFi9sIW337Sl69gAXvAECrTw2gx5N13W+b/smyMB/q3EolAACUG9vDiIAAAAAAAAAAAAA=" 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enrichAlgoliaProducts(window.dwProducts, window.searchJSON.productSearch.products) const safariVersion = browserNavigatorHelper.getSafariVersion() const isSupportingWebP = !browserNavigatorHelper.isIE() && !(safariVersion && parseInt(safariVersion.split('.')[0]) < 14) // algoliaEnrich action in FE reuses the below variable window.shouldSetBase64ImageSources = !isDesktop && isSupportingWebP; for (var productIndex = 0; productIndex < preloadImagesCount; productIndex++) { const product = window.searchJSON.productSearch.products[productIndex] if (typeof product === 'undefined') break let { media: {images: [{image= {}} = {}] = []} = {}, productType } = product let { url: productImgUrl = '' } = image const base64Image = window.searchJSON.productSearch?.productsBase64Images[product.id]?.base64Image ?? '' const shouldSetBase64Image = shouldSetBase64ImageSources && base64Image if (!productImgUrl || shouldSetBase64Image) { if (shouldSetBase64Image) { product.media.images[0].image.base64Image = base64Image } // skip prealoding logic because we have a base64 image continue } if ((isDesktop && base64Image) || !isSupportingWebP) { /* We don't want to show the base64 image on desktop because its size is different than the one provided from getImageDimensions. */ product.media.images[0].image.base64Image = '' } const { width: imageWidth, height: imageHeight } = getImageDimensions(image) if (isSupportingWebP) { productImgUrl = productImgUrl.replace('fmt=pjpg', 'fmt=webp'); } const link = document.createElement('link'); link.rel = 'preload'; link.as = 'image'; link.href = productImgUrl.replace(/\?hei=[0-9]+&wid=[0-9]+&/, '?hei=' + imageHeight + '&wid=' + imageWidth +'&'); document.head.append(link) } })(); /* Since we disable the Algolia enritch call on direct hit, we need to enritch the products during SSR so that they show accurate information in the product Minis. If Algolia is disabled dwProducts won't be fetched in searchshow_dw_products_json.isml and no modifications will be applied. */ function enrichAlgoliaProducts (dwProducts, products) { if (typeof dwProducts === 'undefined' || typeof dwProducts.products === 'undefined') return dwProducts = dwProducts.products for (let productIndex = 0; productIndex < products.length; productIndex++) { const product = products[productIndex] if (typeof product === 'undefined') break const dwProduct = dwProducts[product.id] if (dwProduct) { products[productIndex] = { ...product, ...dwProduct, id: product.id } } const hasSwatches = dwProduct?.variantSwatches?.length const preselectedProduct = hasSwatches ? { preselected_id: product.id, preselected_color: dwProduct?.variantSwatches?.[0]?.swatchId } : null window.preselectedProducts.push(preselectedProduct) } } //-->