{"title":"LFL-0309.1","description":"","products":[{"product_id":"oversized-long-sleeve-tee-2","title":"Mock Two-piece Retro Letter Printed Long Sleeve T-shirt","description":"\u003cp data-end=\"245\" data-start=\"167\"\u003e\u003cstrong data-end=\"177\" data-start=\"167\"\u003e\u003cstrong data-end=\"150\" data-start=\"137\"\u003eMaterial:\u003c\/strong\u003e\u003c\/strong\u003e\u003cbr data-end=\"153\" data-start=\"150\"\u003e\n100% Cotton\u003c\/p\u003e\n\n\u003cp data-end=\"245\" data-start=\"167\"\u003e\u003cstrong data-end=\"177\" data-start=\"167\"\u003eScene:\u003c\/strong\u003e\u003cbr data-end=\"180\" data-start=\"177\"\u003e\nStreetwear, casual wear, couple style, vintage-inspired fashion\u003c\/p\u003e\n\n\u003cp data-end=\"269\" data-start=\"247\"\u003e\u003cstrong data-end=\"267\" data-start=\"247\"\u003eDesign Elements:\u003c\/strong\u003e\u003c\/p\u003e\n\n\u003cul data-end=\"414\" data-start=\"270\"\u003e\n\t\u003cli data-end=\"295\" data-start=\"270\"\u003e\n\t\u003cp data-end=\"295\" data-start=\"272\"\u003eFake two-piece design\u003c\/p\u003e\n\t\u003c\/li\u003e\n\t\u003cli data-end=\"325\" data-start=\"296\"\u003e\n\t\u003cp data-end=\"325\" data-start=\"298\"\u003eRetro letter print detail\u003c\/p\u003e\n\t\u003c\/li\u003e\n\t\u003cli data-end=\"350\" data-start=\"326\"\u003e\n\t\u003cp data-end=\"350\" data-start=\"328\"\u003eColor-blocked design\u003c\/p\u003e\n\t\u003c\/li\u003e\n\t\u003cli data-end=\"372\" data-start=\"351\"\u003e\n\t\u003cp data-end=\"372\" data-start=\"353\"\u003eLong-sleeve style\u003c\/p\u003e\n\t\u003c\/li\u003e\n\t\u003cli data-end=\"414\" data-start=\"373\"\u003e\n\t\u003cp data-end=\"414\" data-start=\"375\"\u003eComfortable, breathable cotton fabric\u003c\/p\u003e\n\t\u003c\/li\u003e\n\u003c\/ul\u003e\n\n\u003ch3\u003e\u003cstrong\u003eSize Chart：\u003c\/strong\u003e\u003c\/h3\u003e\n\n\u003ctable style=\"margin-left: auto; margin-right: auto;\"\u003e\n\t\u003ccolgroup\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"128\"\u003e\n\t\u003c\/colgroup\u003e\n\t\u003ctbody\u003e\n\t\t\u003ctr height=\"27\" style=\"text-align: center;\"\u003e\n\t\t\t\u003ctd colspan=\"9\"\u003eKIIKIO\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\" style=\"text-align: center;\"\u003e\n\t\t\t\u003ctd rowspan=\"2\"\u003eSIZE\u003c\/td\u003e\n\t\t\t\u003ctd colspan=\"3\"\u003einch\u003c\/td\u003e\n\t\t\t\u003ctd colspan=\"3\"\u003ecm\u003c\/td\u003e\n\t\t\t\u003ctd\u003ekg\u003c\/td\u003e\n\t\t\t\u003ctd\u003ecm\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\" style=\"text-align: center;\"\u003e\n\t\t\t\u003ctd\u003eChest\u003c\/td\u003e\n\t\t\t\u003ctd\u003eShoulder\u003c\/td\u003e\n\t\t\t\u003ctd\u003eLength\u003c\/td\u003e\n\t\t\t\u003ctd\u003eChest\u003c\/td\u003e\n\t\t\t\u003ctd\u003eShoulder\u003c\/td\u003e\n\t\t\t\u003ctd\u003eLength\u003c\/td\u003e\n\t\t\t\u003ctd\u003eweight\u003c\/td\u003e\n\t\t\t\u003ctd\u003eheight\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\" style=\"text-align: center;\"\u003e\n\t\t\t\u003ctd\u003eM\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"45.669291338582674\"\u003e45.7\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"20.47244094488189\"\u003e20.5\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"28.346456692913385\"\u003e28.3\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"116\"\u003e116\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"52\"\u003e52\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"72\"\u003e72\u003c\/td\u003e\n\t\t\t\u003ctd\u003e55-70\u003c\/td\u003e\n\t\t\t\u003ctd\u003e160-175\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\" style=\"text-align: center;\"\u003e\n\t\t\t\u003ctd\u003eL\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"47.24409448818898\"\u003e47.2\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"21.25984251968504\"\u003e21.3\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"29.133858267716533\"\u003e29.1\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"120\"\u003e120\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"54\"\u003e54\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"74\"\u003e74\u003c\/td\u003e\n\t\t\t\u003ctd\u003e65-80\u003c\/td\u003e\n\t\t\t\u003ctd\u003e170-175\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\"\u003e\n\t\t\t\u003ctd style=\"text-align: center;\"\u003eXL\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"48.818897637795274\" style=\"text-align: center;\"\u003e48.8\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"22.04724409448819\" style=\"text-align: center;\"\u003e22.0\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":260,\"row\":0,\"col\":3,\"rowCount\":1,\"colCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"29.921259842519685\" style=\"text-align: center;\"\u003e29.9\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"124\" style=\"text-align: center;\"\u003e124\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"56\" style=\"text-align: center;\"\u003e56\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"76\" style=\"text-align: center;\"\u003e76\u003c\/td\u003e\n\t\t\t\u003ctd style=\"text-align: center;\"\u003e75-85\u003c\/td\u003e\n\t\t\t\u003ctd style=\"text-align: center;\"\u003e1175-182\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n","brand":"KIIKIO","offers":[{"title":"Yellow and blue stitching \/ M","offer_id":49622546579731,"sku":"KK24002649-Yellow and blue stitching-M","price":59.9,"currency_code":"USD","in_stock":true},{"title":"Yellow and blue stitching \/ L","offer_id":49622546612499,"sku":"KK24002649-Yellow and blue stitching-L","price":59.9,"currency_code":"USD","in_stock":true},{"title":"Yellow and blue stitching \/ XL","offer_id":49622546645267,"sku":"KK24002649-Yellow and blue stitching-XL","price":59.9,"currency_code":"USD","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0785\/8618\/3955\/files\/602.1.jpg?v=1757898449"},{"product_id":"streetwear-vintage-washed-layered-graphic-hoodie","title":"Streetwear Vintage Washed Layered Graphic Hoodie","description":"\u003cp data-end=\"178\" data-start=\"147\"\u003e\u003cstrong data-end=\"160\" data-start=\"147\"\u003eMaterial:\u003c\/strong\u003e\u003cbr\u003e\n64% cotton, 36% polyester\u003c\/p\u003e\n\n\u003cp data-end=\"264\" data-start=\"180\"\u003e\u003cstrong data-end=\"190\" data-start=\"180\"\u003eScene:\u003c\/strong\u003e\u003cbr data-end=\"193\" data-start=\"190\"\u003e\nStreet fashion, racing-inspired style, casual wear, sporty urban look\u003c\/p\u003e\n\n\u003cp data-end=\"288\" data-start=\"266\"\u003e\u003cstrong data-end=\"286\" data-start=\"266\"\u003eDesign Elements:\u003c\/strong\u003e\u003c\/p\u003e\n\n\u003cul data-end=\"418\" data-start=\"289\"\u003e\n\t\u003cli data-end=\"327\" data-start=\"289\"\u003e\n\t\u003cp data-end=\"327\" data-start=\"291\"\u003eGeometric and racing-themed design\u003c\/p\u003e\n\t\u003c\/li\u003e\n\t\u003cli data-end=\"352\" data-start=\"328\"\u003e\n\t\u003cp data-end=\"352\" data-start=\"330\"\u003eFake two-piece style\u003c\/p\u003e\n\t\u003c\/li\u003e\n\t\u003cli data-end=\"374\" data-start=\"353\"\u003e\n\t\u003cp data-end=\"374\" data-start=\"355\"\u003eCheckered pattern\u003c\/p\u003e\n\t\u003c\/li\u003e\n\t\u003cli data-end=\"391\" data-start=\"375\"\u003e\n\t\u003cp data-end=\"391\" data-start=\"377\"\u003eLong sleeves\u003c\/p\u003e\n\t\u003c\/li\u003e\n\t\u003cli data-end=\"418\" data-start=\"392\"\u003e\n\t\u003cp data-end=\"418\" data-start=\"394\"\u003eModern, edgy aesthetic\u003c\/p\u003e\n\t\u003c\/li\u003e\n\u003c\/ul\u003e\n\n\u003cp\u003e\u003cstrong\u003eSize Chart：\u003c\/strong\u003e\u003c\/p\u003e\n\n\u003ctable\u003e\n\t\u003ccolgroup\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\t\u003ccol width=\"105\"\u003e\n\t\u003c\/colgroup\u003e\n\t\u003ctbody\u003e\n\t\t\u003ctr height=\"27\"\u003e\n\t\t\t\u003ctd colspan=\"7\" style=\"text-align: center;\"\u003eKIIKIO\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\"\u003e\n\t\t\t\u003ctd rowspan=\"2\"\u003eSIZE\u003c\/td\u003e\n\t\t\t\u003ctd colspan=\"3\" style=\"text-align: center;\"\u003einch\u003c\/td\u003e\n\t\t\t\u003ctd colspan=\"3\" style=\"text-align: center;\"\u003ecm\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\"\u003e\n\t\t\t\u003ctd\u003eChest\u003c\/td\u003e\n\t\t\t\u003ctd\u003eSleeve Length\u003c\/td\u003e\n\t\t\t\u003ctd\u003eLength\u003c\/td\u003e\n\t\t\t\u003ctd\u003eChest\u003c\/td\u003e\n\t\t\t\u003ctd\u003eSleeve Length\u003c\/td\u003e\n\t\t\t\u003ctd\u003eLength\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\"\u003e\n\t\t\t\u003ctd\u003eM\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"48.818897637795274\"\u003e49\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"22.834645669291337\"\u003e23\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"27.559055118110237\"\u003e28\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"124\"\u003e124\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"58\"\u003e58\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"70\"\u003e70\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\"\u003e\n\t\t\t\u003ctd\u003eL\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"50.39370078740157\"\u003e50\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"23.228346456692915\"\u003e23\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"28.346456692913385\"\u003e28\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"128\"\u003e128\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"59\"\u003e59\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"72\"\u003e72\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"27\"\u003e\n\t\t\t\u003ctd\u003eXL\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"51.968503937007874\"\u003e52\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"23.62204724409449\"\u003e24\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"29.133858267716533\"\u003e29\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"132\"\u003e132\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"60\"\u003e60\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"74\"\u003e74\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\t\u003ctr height=\"23\"\u003e\n\t\t\t\u003ctd\u003e2XL\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"53.54330708661417\"\u003e54\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"24.015748031496063\"\u003e24.0\u003c\/td\u003e\n\t\t\t\u003ctd data-formatter=\"0.0\" data-sheet-formula-data='{\"v\":1,\"refs\":{\"R1\":{\"type\":256,\"col\":3,\"colCount\":1,\"row\":0,\"rowCount\":1}},\"tree\":[\"R1\",\"D2.54\",\"OB\/\"],\"tokens\":[\"R1\",\"C\/2.54\"]}' data-sheet-value=\"29.921259842519685\"\u003e29.9\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"136\"\u003e136\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"61\"\u003e61\u003c\/td\u003e\n\t\t\t\u003ctd data-sheet-value=\"76\"\u003e76\u003c\/td\u003e\n\t\t\u003c\/tr\u003e\n\t\u003c\/tbody\u003e\n\u003c\/table\u003e\n","brand":"KIIKIO","offers":[{"title":"Black \/ M","offer_id":50284348309779,"sku":"KK25003444-Black-M","price":56.9,"currency_code":"USD","in_stock":true},{"title":"Black \/ L","offer_id":50284348342547,"sku":"KK25003444-Black-L","price":56.9,"currency_code":"USD","in_stock":true},{"title":"Black \/ XL","offer_id":50284348375315,"sku":"KK25003444-Black-XL","price":56.9,"currency_code":"USD","in_stock":true},{"title":"Black \/ 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data-start=\"158\" data-end=\"161\"\u003eCowhide Top Layer with Film Coating (Upper)\u003c\/p\u003e\n\u003cp data-start=\"208\" data-end=\"277\"\u003e\u003cstrong data-start=\"208\" data-end=\"218\"\u003eScene:\u003c\/strong\u003e\u003cbr data-start=\"218\" data-end=\"221\"\u003ePunk rock style, streetwear, casual wear, edgy fashion\u003c\/p\u003e\n\u003cp data-start=\"279\" data-end=\"301\"\u003e\u003cstrong data-start=\"279\" data-end=\"299\"\u003eDesign Elements:\u003c\/strong\u003e\u003c\/p\u003e\n\u003cul data-start=\"302\" data-end=\"440\"\u003e\n\u003cli data-start=\"302\" data-end=\"335\"\u003e\n\u003cp data-start=\"304\" data-end=\"335\"\u003eSpiked detail for a bold look\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"336\" data-end=\"360\"\u003e\n\u003cp data-start=\"338\" data-end=\"360\"\u003eThick, platform sole\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"361\" data-end=\"378\"\u003e\n\u003cp data-start=\"363\" data-end=\"378\"\u003eUnisex design\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"379\" data-end=\"411\"\u003e\n\u003cp data-start=\"381\" data-end=\"411\"\u003eVintage, dark punk aesthetic\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli data-start=\"412\" data-end=\"440\"\u003e\n\u003cp data-start=\"414\" data-end=\"440\"\u003eDurable cowhide material\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003eSize Chart：\u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cimg src=\"https:\/\/cdn.shopify.com\/s\/files\/1\/0785\/8618\/3955\/files\/20250919-095911_11967852-9595-4792-89ad-3518e150d749.png?v=1758260362\" alt=\"\"\u003e\u003c\/strong\u003e\u003c\/p\u003e","brand":"KIIKIO","offers":[{"title":"Black \/ 35","offer_id":50961933992211,"sku":"KK25003798-Black-35","price":148.9,"currency_code":"USD","in_stock":true},{"title":"Black \/ 36","offer_id":50961934024979,"sku":"KK25003798-Black-36","price":148.9,"currency_code":"USD","in_stock":true},{"title":"Black 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data-start=\"539\"\u003eSize Chart:\u003c\/strong\u003e\u003cbr data-end=\"557\" data-start=\"554\"\u003e\n\tEU standard sizes, fits true to size\u003c\/p\u003e\n\n\t\u003cdiv\u003e\n\t\u003cdiv\u003e\u003cdiv\u003e\u003cimg alt=\"\" referrerpolicy=\"no-referrer\" 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