{"product_id":"full-count-4890-19-denim-work-shirt-copy","title":"Full Count 4890-19 - Denim Work Shirt","description":"\u003cdiv class=\"ks-unit-toggle-wrapper\"\u003e\n\u003cdiv class=\"ks-unit-toggle\"\u003e\n\u003cdiv class=\"ks-unit-toggle-label kiwi-active\" data-value=\"1\"\u003e\n\u003cmeta charset=\"UTF-8\"\u003e\n\u003cul\u003e\n\u003cli\u003e8oz Selvedge Denim Work Shirt\u003c\/li\u003e\n\u003cli\u003eTwo chest pockets\u003c\/li\u003e\n\u003cli\u003eBlue buttons on chest and sleeve\u003c\/li\u003e\n\u003cli\u003eChainstitch runoff\u003cbr\u003e\n\u003c\/li\u003e\n\u003cli style=\"text-align: left;\"\u003eCotton 100%\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cspan style=\"color: rgb(255, 42, 0);\"\u003eFor the best fit, we recommend measuring a similar jean, jacket, or shirt you own. \u003c\/span\u003e\u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cimg alt=\"\" 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\"\u003eThis chambray shirt offers a classic and versatile fit, not too loose or too tight, making it a popular choice among Japanese body types. It's crafted from an 8oz Zimbabwe cotton fabric with grey weft threads, reminiscent of the horizontal thread seen in 1930s USN items. High-count sewing threads are used, ensuring meticulous stitching and creating exquisite puckering and fading over time. Enjoy the intricate details and fading effects that come with this shirt.\u003c\/p\u003e\n\u003c\/div\u003e\n\u003cdiv class=\"ks-unit-toggle-label kiwi-active\" data-value=\"1\"\u003eCM\u003c\/div\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e\n\u003cdiv class=\"ks-table-wrapper\"\u003e\n\u003ctable class=\"ks-table\"\u003e\n\u003ctbody\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003eSIZE\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003eBODY\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003eSHOULDER\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell ks-table-col-hover\"\u003eLENGTH\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003eSLEEVE\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003e36\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"39.4\",\"1\":\"100\"}' data-unit-type=\"single\"\u003e100\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"15.4\",\"1\":\"39\"}' data-unit-type=\"single\"\u003e39\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-col-hover\" data-unit-values='{\"0\":\"27.2\",\"1\":\"69\"}' data-unit-type=\"single\"\u003e69\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"24\",\"1\":\"61\"}' data-unit-type=\"single\"\u003e61\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003e38\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"40.6\",\"1\":\"103\"}' data-unit-type=\"single\"\u003e103\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"16.1\",\"1\":\"41\"}' data-unit-type=\"single\"\u003e41\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-col-hover\" data-unit-values='{\"0\":\"28\",\"1\":\"71\"}' data-unit-type=\"single\"\u003e71\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"24.4\",\"1\":\"62\"}' data-unit-type=\"single\"\u003e62\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003e40\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"41.7\",\"1\":\"106\"}' data-unit-type=\"single\"\u003e106\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"17.1\",\"1\":\"43.5\"}' data-unit-type=\"single\"\u003e43.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-col-hover\" data-unit-values='{\"0\":\"28.9\",\"1\":\"73.5\"}' data-unit-type=\"single\"\u003e73.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"25\",\"1\":\"63.5\"}' data-unit-type=\"single\"\u003e63.5\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003e42\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"43.3\",\"1\":\"110\"}' data-unit-type=\"single\"\u003e110\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"17.9\",\"1\":\"45.5\"}' data-unit-type=\"single\"\u003e45.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-col-hover\" data-unit-values='{\"0\":\"29.7\",\"1\":\"75.5\"}' data-unit-type=\"single\"\u003e75.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"25.6\",\"1\":\"65\"}' data-unit-type=\"single\"\u003e65\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003e44\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"44.1\",\"1\":\"112\"}' data-unit-type=\"single\"\u003e112\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"18.7\",\"1\":\"47.5\"}' data-unit-type=\"single\"\u003e47.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-col-hover\" data-unit-values='{\"0\":\"31.1\",\"1\":\"79\"}' data-unit-type=\"single\"\u003e79\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"27\",\"1\":\"68.5\"}' data-unit-type=\"single\"\u003e68.5\u003c\/td\u003e\n\u003c\/tr\u003e\n\u003ctr class=\"ks-table-row\"\u003e\n\u003ctd class=\"ks-table-cell ks-table-header-cell\"\u003e46\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"44.9\",\"1\":\"114\"}' data-unit-type=\"single\"\u003e114\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"19.5\",\"1\":\"49.5\"}' data-unit-type=\"single\"\u003e49.5\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell ks-table-col-hover\" data-unit-values='{\"0\":\"31.9\",\"1\":\"81\"}' data-unit-type=\"single\"\u003e81\u003c\/td\u003e\n\u003ctd class=\"ks-table-cell\" data-unit-values='{\"0\":\"27.6\",\"1\":\"70\"}' 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