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Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.1719%; height: 199.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.0518%;\"><col style=\"width: 22.6532%;\"><col style=\"width: 23.7193%;\"><col style=\"width: 28.5164%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">38 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.2891%; height: 197.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.3053%;\"><col style=\"width: 21.9824%;\"><col style=\"width: 23.7717%;\"><col style=\"width: 28.8838%;\"></colgroup>\n<tbody>\n<tr style=\"height: 21.5972px;\">\n<td style=\"height: 21.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-753e6","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7d32dcab5f32fb297edb63ad4253b6a609dc0cc5aa19372fc21a02cce92060fa.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dbd20ec556f9f3a098cfb3a2624da98e257a3945ccb4ee1616b6b195ad3568ba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9c9b2aeb283c4443466131fd6ee352d155176ce2387fe34e22d5b76dd2867d5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/885c6463bae05cdd10a28ec91e551ed9c0a75a900c72d61f921ac9df74953551.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#ffc67b"},"color":"#ffc67b","size":"L"},{"id":"64f78f4414b2763a125753f1","item_group_id":"64f78f4414b2763a125753e6","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Searching for the ultimate high-quality hoodie? Look no further than the Unisex Midweight Hoodie by Independent Trading Co. It's the perfect fusion of comfort and functionality, designed to elevate your wardrobe and keep you cozy in style.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester blend fleece</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd&sup2; (280 g/m&sup2;)</li>\n<li>Unisex fit</li>\n<li>Jersey-lined hood</li>\n<li>Split stitch double-needle sewing on all seams</li>\n<li>Twill neck tape</li>\n<li>1 &times; 1 ribbing for cuffs and waistband</li>\n<li>Metal eyelets</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.1719%; height: 199.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.0518%;\"><col style=\"width: 22.6532%;\"><col style=\"width: 23.7193%;\"><col style=\"width: 28.5164%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">38 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.2891%; height: 197.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.3053%;\"><col style=\"width: 21.9824%;\"><col style=\"width: 23.7717%;\"><col style=\"width: 28.8838%;\"></colgroup>\n<tbody>\n<tr style=\"height: 21.5972px;\">\n<td style=\"height: 21.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-753e6","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7d32dcab5f32fb297edb63ad4253b6a609dc0cc5aa19372fc21a02cce92060fa.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dbd20ec556f9f3a098cfb3a2624da98e257a3945ccb4ee1616b6b195ad3568ba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9c9b2aeb283c4443466131fd6ee352d155176ce2387fe34e22d5b76dd2867d5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/885c6463bae05cdd10a28ec91e551ed9c0a75a900c72d61f921ac9df74953551.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#ffc67b"},"color":"#ffc67b","size":"M"},{"id":"64f78f4414b2763a125753f4","item_group_id":"64f78f4414b2763a125753e6","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Searching for the ultimate high-quality hoodie? Look no further than the Unisex Midweight Hoodie by Independent Trading Co. It's the perfect fusion of comfort and functionality, designed to elevate your wardrobe and keep you cozy in style.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester blend fleece</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd&sup2; (280 g/m&sup2;)</li>\n<li>Unisex fit</li>\n<li>Jersey-lined hood</li>\n<li>Split stitch double-needle sewing on all seams</li>\n<li>Twill neck tape</li>\n<li>1 &times; 1 ribbing for cuffs and waistband</li>\n<li>Metal eyelets</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.1719%; height: 199.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.0518%;\"><col style=\"width: 22.6532%;\"><col style=\"width: 23.7193%;\"><col style=\"width: 28.5164%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">38 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.2891%; height: 197.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.3053%;\"><col style=\"width: 21.9824%;\"><col style=\"width: 23.7717%;\"><col style=\"width: 28.8838%;\"></colgroup>\n<tbody>\n<tr style=\"height: 21.5972px;\">\n<td style=\"height: 21.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-753e6","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7d32dcab5f32fb297edb63ad4253b6a609dc0cc5aa19372fc21a02cce92060fa.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dbd20ec556f9f3a098cfb3a2624da98e257a3945ccb4ee1616b6b195ad3568ba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9c9b2aeb283c4443466131fd6ee352d155176ce2387fe34e22d5b76dd2867d5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/885c6463bae05cdd10a28ec91e551ed9c0a75a900c72d61f921ac9df74953551.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#ffc67b"},"color":"#ffc67b","size":"S"},{"id":"64f78f4414b2763a125753eb","item_group_id":"64f78f4414b2763a125753e6","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Searching for the ultimate high-quality hoodie? Look no further than the Unisex Midweight Hoodie by Independent Trading Co. It's the perfect fusion of comfort and functionality, designed to elevate your wardrobe and keep you cozy in style.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester blend fleece</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd&sup2; (280 g/m&sup2;)</li>\n<li>Unisex fit</li>\n<li>Jersey-lined hood</li>\n<li>Split stitch double-needle sewing on all seams</li>\n<li>Twill neck tape</li>\n<li>1 &times; 1 ribbing for cuffs and waistband</li>\n<li>Metal eyelets</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.1719%; height: 199.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.0518%;\"><col style=\"width: 22.6532%;\"><col style=\"width: 23.7193%;\"><col style=\"width: 28.5164%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">38 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.2891%; height: 197.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.3053%;\"><col style=\"width: 21.9824%;\"><col style=\"width: 23.7717%;\"><col style=\"width: 28.8838%;\"></colgroup>\n<tbody>\n<tr style=\"height: 21.5972px;\">\n<td style=\"height: 21.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-753e6","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7d32dcab5f32fb297edb63ad4253b6a609dc0cc5aa19372fc21a02cce92060fa.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dbd20ec556f9f3a098cfb3a2624da98e257a3945ccb4ee1616b6b195ad3568ba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9c9b2aeb283c4443466131fd6ee352d155176ce2387fe34e22d5b76dd2867d5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/885c6463bae05cdd10a28ec91e551ed9c0a75a900c72d61f921ac9df74953551.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#ffc67b"},"color":"#ffc67b","size":"2XL"},{"id":"64f78f4414b2763a125753f7","item_group_id":"64f78f4414b2763a125753e6","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Searching for the ultimate high-quality hoodie? Look no further than the Unisex Midweight Hoodie by Independent Trading Co. It's the perfect fusion of comfort and functionality, designed to elevate your wardrobe and keep you cozy in style.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester blend fleece</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd&sup2; (280 g/m&sup2;)</li>\n<li>Unisex fit</li>\n<li>Jersey-lined hood</li>\n<li>Split stitch double-needle sewing on all seams</li>\n<li>Twill neck tape</li>\n<li>1 &times; 1 ribbing for cuffs and waistband</li>\n<li>Metal eyelets</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.1719%; height: 199.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.0518%;\"><col style=\"width: 22.6532%;\"><col style=\"width: 23.7193%;\"><col style=\"width: 28.5164%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">38 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.2891%; height: 197.972px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 25.3053%;\"><col style=\"width: 21.9824%;\"><col style=\"width: 23.7717%;\"><col style=\"width: 28.8838%;\"></colgroup>\n<tbody>\n<tr style=\"height: 21.5972px;\">\n<td style=\"height: 21.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-753e6","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7d32dcab5f32fb297edb63ad4253b6a609dc0cc5aa19372fc21a02cce92060fa.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dbd20ec556f9f3a098cfb3a2624da98e257a3945ccb4ee1616b6b195ad3568ba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9c9b2aeb283c4443466131fd6ee352d155176ce2387fe34e22d5b76dd2867d5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/885c6463bae05cdd10a28ec91e551ed9c0a75a900c72d61f921ac9df74953551.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#ffc67b"},"color":"#ffc67b","size":"XL"},{"id":"64f792ce14b2763a1257554b","item_group_id":"64f792ce14b2763a1257553d","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>Discover the ultimate blend of quality and durability with the Unisex Kangaroo Pocket Hoodie by AS Colour 5101. Elevate your style and stay comfortable with this versatile wardrobe staple.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester anti-pill fleece</li>\n<li>Fabric weight: 8.55 oz/yd&sup2; (290 g/m&sup2;)&nbsp;</li>\n<li>Pre-shrunk for extra durability</li>\n<li>Regular fit</li>\n<li>Raglan sleeves with ribbed cuffs</li>\n<li>Pullover lined hood</li>\n<li>Matching drawstrings</li>\n<li>Kangaroo pocket</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n</div>\n<table style=\"border-collapse: collapse; width: 45.9375%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 24.6014%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">20 &frac12;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">21 ⅝</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅞</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">22 ⅞</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">24</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">25 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 ⅝</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.0547%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 22.2322%;\"><col style=\"width: 20.9657%;\"><col style=\"width: 24.7941%;\"><col style=\"width: 31.9511%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">72</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">52</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">74.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">55</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">77</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">58</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">79.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">80</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">82</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">64</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-7553d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c421c805c2d1d706b93fb1c680cfeacb768aa2de4393934478472dac3c7ff706.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/58a96118ac1c9796fdba90b7020d25a9e026b530feef41309039fa6b511cf1ad.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ca6ab483f72c7e8c904dfd78472e0cd940ad39f43a4e9508a80573839eea4304.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce9e29fe7b774c259021a7c16c6cdab7f9c87c9aecece946835d3b1f3df9c901.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#28282a"},"color":"#28282a","size":"S"},{"id":"64f792ce14b2763a12575548","item_group_id":"64f792ce14b2763a1257553d","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>Discover the ultimate blend of quality and durability with the Unisex Kangaroo Pocket Hoodie by AS Colour 5101. Elevate your style and stay comfortable with this versatile wardrobe staple.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester anti-pill fleece</li>\n<li>Fabric weight: 8.55 oz/yd&sup2; (290 g/m&sup2;)&nbsp;</li>\n<li>Pre-shrunk for extra durability</li>\n<li>Regular fit</li>\n<li>Raglan sleeves with ribbed cuffs</li>\n<li>Pullover lined hood</li>\n<li>Matching drawstrings</li>\n<li>Kangaroo pocket</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n</div>\n<table style=\"border-collapse: collapse; width: 45.9375%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 24.6014%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">20 &frac12;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">21 ⅝</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅞</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">22 ⅞</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">24</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">25 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 ⅝</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.0547%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 22.2322%;\"><col style=\"width: 20.9657%;\"><col style=\"width: 24.7941%;\"><col style=\"width: 31.9511%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">72</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">52</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">74.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">55</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">77</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">58</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">79.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">80</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">82</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">64</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-7553d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c421c805c2d1d706b93fb1c680cfeacb768aa2de4393934478472dac3c7ff706.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/58a96118ac1c9796fdba90b7020d25a9e026b530feef41309039fa6b511cf1ad.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ca6ab483f72c7e8c904dfd78472e0cd940ad39f43a4e9508a80573839eea4304.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce9e29fe7b774c259021a7c16c6cdab7f9c87c9aecece946835d3b1f3df9c901.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#28282a"},"color":"#28282a","size":"M"},{"id":"64f792ce14b2763a12575545","item_group_id":"64f792ce14b2763a1257553d","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>Discover the ultimate blend of quality and durability with the Unisex Kangaroo Pocket Hoodie by AS Colour 5101. Elevate your style and stay comfortable with this versatile wardrobe staple.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester anti-pill fleece</li>\n<li>Fabric weight: 8.55 oz/yd&sup2; (290 g/m&sup2;)&nbsp;</li>\n<li>Pre-shrunk for extra durability</li>\n<li>Regular fit</li>\n<li>Raglan sleeves with ribbed cuffs</li>\n<li>Pullover lined hood</li>\n<li>Matching drawstrings</li>\n<li>Kangaroo pocket</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n</div>\n<table style=\"border-collapse: collapse; width: 45.9375%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 24.6014%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">20 &frac12;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">21 ⅝</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅞</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">22 ⅞</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">24</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">25 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 ⅝</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.0547%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 22.2322%;\"><col style=\"width: 20.9657%;\"><col style=\"width: 24.7941%;\"><col style=\"width: 31.9511%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">72</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">52</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">74.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">55</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">77</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">58</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">79.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">80</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">82</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">64</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-7553d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c421c805c2d1d706b93fb1c680cfeacb768aa2de4393934478472dac3c7ff706.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/58a96118ac1c9796fdba90b7020d25a9e026b530feef41309039fa6b511cf1ad.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ca6ab483f72c7e8c904dfd78472e0cd940ad39f43a4e9508a80573839eea4304.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce9e29fe7b774c259021a7c16c6cdab7f9c87c9aecece946835d3b1f3df9c901.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#28282a"},"color":"#28282a","size":"L"},{"id":"64f792ce14b2763a1257554e","item_group_id":"64f792ce14b2763a1257553d","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>Discover the ultimate blend of quality and durability with the Unisex Kangaroo Pocket Hoodie by AS Colour 5101. Elevate your style and stay comfortable with this versatile wardrobe staple.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester anti-pill fleece</li>\n<li>Fabric weight: 8.55 oz/yd&sup2; (290 g/m&sup2;)&nbsp;</li>\n<li>Pre-shrunk for extra durability</li>\n<li>Regular fit</li>\n<li>Raglan sleeves with ribbed cuffs</li>\n<li>Pullover lined hood</li>\n<li>Matching drawstrings</li>\n<li>Kangaroo pocket</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n</div>\n<table style=\"border-collapse: collapse; width: 45.9375%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 24.6014%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">20 &frac12;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">21 ⅝</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅞</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">22 ⅞</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">24</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">25 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 ⅝</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.0547%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 22.2322%;\"><col style=\"width: 20.9657%;\"><col style=\"width: 24.7941%;\"><col style=\"width: 31.9511%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">72</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">52</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">74.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">55</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">77</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">58</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">79.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">80</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">82</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">64</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-7553d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c421c805c2d1d706b93fb1c680cfeacb768aa2de4393934478472dac3c7ff706.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/58a96118ac1c9796fdba90b7020d25a9e026b530feef41309039fa6b511cf1ad.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ca6ab483f72c7e8c904dfd78472e0cd940ad39f43a4e9508a80573839eea4304.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce9e29fe7b774c259021a7c16c6cdab7f9c87c9aecece946835d3b1f3df9c901.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#28282a"},"color":"#28282a","size":"XL"},{"id":"64f792ce14b2763a12575542","item_group_id":"64f792ce14b2763a1257553d","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>Discover the ultimate blend of quality and durability with the Unisex Kangaroo Pocket Hoodie by AS Colour 5101. Elevate your style and stay comfortable with this versatile wardrobe staple.</p>\n<p>&nbsp;</p>\n<ul>\n<li>80% cotton, 20% polyester anti-pill fleece</li>\n<li>Fabric weight: 8.55 oz/yd&sup2; (290 g/m&sup2;)&nbsp;</li>\n<li>Pre-shrunk for extra durability</li>\n<li>Regular fit</li>\n<li>Raglan sleeves with ribbed cuffs</li>\n<li>Pullover lined hood</li>\n<li>Matching drawstrings</li>\n<li>Kangaroo pocket</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n</div>\n<table style=\"border-collapse: collapse; width: 45.9375%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 25.1139%;\"><col style=\"width: 24.6014%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">20 &frac12;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">28 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅜</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">21 ⅝</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">29 ⅞</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">22 ⅞</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">30 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">24</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">31 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">25 &frac14;</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32 ⅝</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 46.0547%; border: 2px solid rgb(0, 0, 0); height: 137.18px;\" border=\"1\"><colgroup><col style=\"width: 22.2322%;\"><col style=\"width: 20.9657%;\"><col style=\"width: 24.7941%;\"><col style=\"width: 31.9511%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Width</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\"><strong>Sleeve</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">72</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">52</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">74.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">55</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">77</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">58</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">79.5</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">80</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">82</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">64</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-7553d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c421c805c2d1d706b93fb1c680cfeacb768aa2de4393934478472dac3c7ff706.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/58a96118ac1c9796fdba90b7020d25a9e026b530feef41309039fa6b511cf1ad.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ca6ab483f72c7e8c904dfd78472e0cd940ad39f43a4e9508a80573839eea4304.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce9e29fe7b774c259021a7c16c6cdab7f9c87c9aecece946835d3b1f3df9c901.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#28282a"},"color":"#28282a","size":"2XL"},{"id":"64f7970814b2763a12575a20","item_group_id":"64f7970814b2763a12575a1b","shopId":"641b9d8dbee226bb0fd6ff24","title":"  CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.9141%;\" border=\"1\"><colgroup><col style=\"width: 33.5106%;\"><col style=\"width: 33.5106%;\"><col style=\"width: 32.9122%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.7969%; height: 195.972px;\" border=\"1\"><colgroup><col style=\"width: 33.3098%;\"><col style=\"width: 33.3098%;\"><col style=\"width: 32.9926%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75a1b","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bfbabcf4aea72c07f0c7b1e5683165a903126d428b8381a103cdb57e297115d.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e5881fd65e01fbe0a08a494d5f1a330736f1afac7f30d19eb904d4b9a62e4e3c.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3122be7bec7ca6fa1521c6b349b4bb37567579a376d48e65276d50b49660c02a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2425cab4d9daafcd7e3e710d9ed75f9ba676569b4394f472a27523772cc00991.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#463e3d"},"color":"#463e3d","size":"2XL"},{"id":"64f7970814b2763a12575a26","item_group_id":"64f7970814b2763a12575a1b","shopId":"641b9d8dbee226bb0fd6ff24","title":"  CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.9141%;\" border=\"1\"><colgroup><col style=\"width: 33.5106%;\"><col style=\"width: 33.5106%;\"><col style=\"width: 32.9122%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.7969%; height: 195.972px;\" border=\"1\"><colgroup><col style=\"width: 33.3098%;\"><col style=\"width: 33.3098%;\"><col style=\"width: 32.9926%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75a1b","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bfbabcf4aea72c07f0c7b1e5683165a903126d428b8381a103cdb57e297115d.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e5881fd65e01fbe0a08a494d5f1a330736f1afac7f30d19eb904d4b9a62e4e3c.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3122be7bec7ca6fa1521c6b349b4bb37567579a376d48e65276d50b49660c02a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2425cab4d9daafcd7e3e710d9ed75f9ba676569b4394f472a27523772cc00991.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#463e3d"},"color":"#463e3d","size":"M"},{"id":"64f7970814b2763a12575a2c","item_group_id":"64f7970814b2763a12575a1b","shopId":"641b9d8dbee226bb0fd6ff24","title":"  CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.9141%;\" border=\"1\"><colgroup><col style=\"width: 33.5106%;\"><col style=\"width: 33.5106%;\"><col style=\"width: 32.9122%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.7969%; height: 195.972px;\" border=\"1\"><colgroup><col style=\"width: 33.3098%;\"><col style=\"width: 33.3098%;\"><col style=\"width: 32.9926%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75a1b","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bfbabcf4aea72c07f0c7b1e5683165a903126d428b8381a103cdb57e297115d.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e5881fd65e01fbe0a08a494d5f1a330736f1afac7f30d19eb904d4b9a62e4e3c.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3122be7bec7ca6fa1521c6b349b4bb37567579a376d48e65276d50b49660c02a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2425cab4d9daafcd7e3e710d9ed75f9ba676569b4394f472a27523772cc00991.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#463e3d"},"color":"#463e3d","size":"XL"},{"id":"64f7970814b2763a12575a23","item_group_id":"64f7970814b2763a12575a1b","shopId":"641b9d8dbee226bb0fd6ff24","title":"  CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.9141%;\" border=\"1\"><colgroup><col style=\"width: 33.5106%;\"><col style=\"width: 33.5106%;\"><col style=\"width: 32.9122%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.7969%; height: 195.972px;\" border=\"1\"><colgroup><col style=\"width: 33.3098%;\"><col style=\"width: 33.3098%;\"><col style=\"width: 32.9926%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75a1b","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bfbabcf4aea72c07f0c7b1e5683165a903126d428b8381a103cdb57e297115d.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e5881fd65e01fbe0a08a494d5f1a330736f1afac7f30d19eb904d4b9a62e4e3c.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3122be7bec7ca6fa1521c6b349b4bb37567579a376d48e65276d50b49660c02a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2425cab4d9daafcd7e3e710d9ed75f9ba676569b4394f472a27523772cc00991.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#463e3d"},"color":"#463e3d","size":"L"},{"id":"64f7970814b2763a12575a29","item_group_id":"64f7970814b2763a12575a1b","shopId":"641b9d8dbee226bb0fd6ff24","title":"  CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.9141%;\" border=\"1\"><colgroup><col style=\"width: 33.5106%;\"><col style=\"width: 33.5106%;\"><col style=\"width: 32.9122%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.7969%; height: 195.972px;\" border=\"1\"><colgroup><col style=\"width: 33.3098%;\"><col style=\"width: 33.3098%;\"><col style=\"width: 32.9926%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75a1b","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bfbabcf4aea72c07f0c7b1e5683165a903126d428b8381a103cdb57e297115d.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e5881fd65e01fbe0a08a494d5f1a330736f1afac7f30d19eb904d4b9a62e4e3c.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3122be7bec7ca6fa1521c6b349b4bb37567579a376d48e65276d50b49660c02a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2425cab4d9daafcd7e3e710d9ed75f9ba676569b4394f472a27523772cc00991.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#463e3d"},"color":"#463e3d","size":"S"},{"id":"64f7970814b2763a12575a2f","item_group_id":"64f7970814b2763a12575a1b","shopId":"641b9d8dbee226bb0fd6ff24","title":"  CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.9141%;\" border=\"1\"><colgroup><col style=\"width: 33.5106%;\"><col style=\"width: 33.5106%;\"><col style=\"width: 32.9122%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 36.7969%; height: 195.972px;\" border=\"1\"><colgroup><col style=\"width: 33.3098%;\"><col style=\"width: 33.3098%;\"><col style=\"width: 32.9926%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75a1b","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bfbabcf4aea72c07f0c7b1e5683165a903126d428b8381a103cdb57e297115d.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e5881fd65e01fbe0a08a494d5f1a330736f1afac7f30d19eb904d4b9a62e4e3c.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3122be7bec7ca6fa1521c6b349b4bb37567579a376d48e65276d50b49660c02a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2425cab4d9daafcd7e3e710d9ed75f9ba676569b4394f472a27523772cc00991.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"3XL","Color":"#463e3d"},"color":"#463e3d","size":"3XL"},{"id":"64f7985814b2763a12575c8b","item_group_id":"64f7985814b2763a12575c86","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.4265%;\"><col style=\"width: 33.4265%;\"><col style=\"width: 33.0671%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75c86","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/83eebe0423e33e7d213b448cbba29f4fedac6be6c5e75c29ad0b4b8fa7dcafd5.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bc0b09fe242d7043d113ba8f8f41049eaa4b65968291b73f0cc1eff3e87d4dec.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce10ed17d0711a5a15d3e4df4ec09f9fb2ea2ac3db5c9f128adfdc2ce08d3f1e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8886df7472f1845869663c4d4a4954f36fd06d19031e19a2886d22065826b293.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#080808"},"color":"#080808","size":"2XL"},{"id":"64f7985814b2763a12575c9a","item_group_id":"64f7985814b2763a12575c86","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.4265%;\"><col style=\"width: 33.4265%;\"><col style=\"width: 33.0671%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75c86","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/83eebe0423e33e7d213b448cbba29f4fedac6be6c5e75c29ad0b4b8fa7dcafd5.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bc0b09fe242d7043d113ba8f8f41049eaa4b65968291b73f0cc1eff3e87d4dec.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce10ed17d0711a5a15d3e4df4ec09f9fb2ea2ac3db5c9f128adfdc2ce08d3f1e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8886df7472f1845869663c4d4a4954f36fd06d19031e19a2886d22065826b293.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#080808"},"color":"#080808","size":"XL"},{"id":"64f7985814b2763a12575c94","item_group_id":"64f7985814b2763a12575c86","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.4265%;\"><col style=\"width: 33.4265%;\"><col style=\"width: 33.0671%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75c86","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/83eebe0423e33e7d213b448cbba29f4fedac6be6c5e75c29ad0b4b8fa7dcafd5.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bc0b09fe242d7043d113ba8f8f41049eaa4b65968291b73f0cc1eff3e87d4dec.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce10ed17d0711a5a15d3e4df4ec09f9fb2ea2ac3db5c9f128adfdc2ce08d3f1e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8886df7472f1845869663c4d4a4954f36fd06d19031e19a2886d22065826b293.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#080808"},"color":"#080808","size":"M"},{"id":"64f7985814b2763a12575c97","item_group_id":"64f7985814b2763a12575c86","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.4265%;\"><col style=\"width: 33.4265%;\"><col style=\"width: 33.0671%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75c86","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/83eebe0423e33e7d213b448cbba29f4fedac6be6c5e75c29ad0b4b8fa7dcafd5.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bc0b09fe242d7043d113ba8f8f41049eaa4b65968291b73f0cc1eff3e87d4dec.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce10ed17d0711a5a15d3e4df4ec09f9fb2ea2ac3db5c9f128adfdc2ce08d3f1e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8886df7472f1845869663c4d4a4954f36fd06d19031e19a2886d22065826b293.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#080808"},"color":"#080808","size":"S"},{"id":"64f7985814b2763a12575c8e","item_group_id":"64f7985814b2763a12575c86","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.4265%;\"><col style=\"width: 33.4265%;\"><col style=\"width: 33.0671%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75c86","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/83eebe0423e33e7d213b448cbba29f4fedac6be6c5e75c29ad0b4b8fa7dcafd5.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bc0b09fe242d7043d113ba8f8f41049eaa4b65968291b73f0cc1eff3e87d4dec.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce10ed17d0711a5a15d3e4df4ec09f9fb2ea2ac3db5c9f128adfdc2ce08d3f1e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8886df7472f1845869663c4d4a4954f36fd06d19031e19a2886d22065826b293.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"3XL","Color":"#080808"},"color":"#080808","size":"3XL"},{"id":"64f7985814b2763a12575c91","item_group_id":"64f7985814b2763a12575c86","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX PREMIUM PULLOVER HOODED SWEATSHIRT","description":"<p>Introducing our Classic Unisex Hoodie &ndash; timeless style and unmatched comfort in one. With a front pouch pocket, matching drawstrings, and a soft 100% cotton exterior, it's your essential for cozy, stylish days.</p>\n<p>&nbsp;</p>\n<ul>\n<li>65% ring-spun cotton, 35% polyester&nbsp;</li>\n<li>Charcoal Heather is 60% ring-spun cotton, 40% polyester</li>\n<li>Carbon Grey is 55% ring-spun cotton, 45% polyester</li>\n<li>100% cotton face</li>\n<li>Fabric weight: 8.5 oz./yd.&sup2; (288.2 g/m&sup2;)</li>\n<li>Front pouch pocket</li>\n<li>Self-fabric patch on the back</li>\n<li>Matching flat drawstrings</li>\n<li>3-panel hood</li>\n<li>Tear-away tag</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"><col style=\"width: 33.3101%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">20</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">21</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">23</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">25</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">26 1/2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\">28</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 32.4609%; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.4265%;\"><col style=\"width: 33.4265%;\"><col style=\"width: 33.0671%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">53.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">58.4</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">63.5</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-premium-pullover-hooded-sweatshirt-75c86","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/83eebe0423e33e7d213b448cbba29f4fedac6be6c5e75c29ad0b4b8fa7dcafd5.jpg_or.jpg","availability":"in_stock","price":{"value":73,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bc0b09fe242d7043d113ba8f8f41049eaa4b65968291b73f0cc1eff3e87d4dec.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ce10ed17d0711a5a15d3e4df4ec09f9fb2ea2ac3db5c9f128adfdc2ce08d3f1e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8886df7472f1845869663c4d4a4954f36fd06d19031e19a2886d22065826b293.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#080808"},"color":"#080808","size":"L"},{"id":"64f79ea614b2763a125767fe","item_group_id":"64f79ea614b2763a125767e4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>Quarter-turned body to avoid crease down the middle</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border: 2px solid rgb(0, 0, 0); height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 21.3119%;\"><col style=\"width: 21.067%;\"><col style=\"width: 21.3119%;\"><col style=\"width: 36.2548%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">39 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: left;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.9769%;\"><col style=\"width: 21.7172%;\"><col style=\"width: 20.7301%;\"><col style=\"width: 36.5244%;\"></colgroup>\n<tbody>\n<tr style=\"text-align: center;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">85</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-767e4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/954373d101f8d18243b2bea9468bcdbab7a803203fe55abbec5819ac9c53f586.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/05f1fb5f6edeb4426fd7d182f91a99361c302ca4f9981a592d438ccc9a948151.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dece472b1f7988d0be088f89e1c4a8d83e13b87d1d6f77e6c9e399d57c25d07b.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/90cca89d16f2a26c56fdca840dd36d7285370b768dcafd25619dde178bf77233.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#9b969c"},"color":"#9b969c","size":"XL"},{"id":"64f79ea614b2763a125767f5","item_group_id":"64f79ea614b2763a125767e4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>Quarter-turned body to avoid crease down the middle</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border: 2px solid rgb(0, 0, 0); height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 21.3119%;\"><col style=\"width: 21.067%;\"><col style=\"width: 21.3119%;\"><col style=\"width: 36.2548%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">39 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: left;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.9769%;\"><col style=\"width: 21.7172%;\"><col style=\"width: 20.7301%;\"><col style=\"width: 36.5244%;\"></colgroup>\n<tbody>\n<tr style=\"text-align: center;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">85</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-767e4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/954373d101f8d18243b2bea9468bcdbab7a803203fe55abbec5819ac9c53f586.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/05f1fb5f6edeb4426fd7d182f91a99361c302ca4f9981a592d438ccc9a948151.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dece472b1f7988d0be088f89e1c4a8d83e13b87d1d6f77e6c9e399d57c25d07b.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/90cca89d16f2a26c56fdca840dd36d7285370b768dcafd25619dde178bf77233.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#9b969c"},"color":"#9b969c","size":"L"},{"id":"64f79ea614b2763a125767fb","item_group_id":"64f79ea614b2763a125767e4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>Quarter-turned body to avoid crease down the middle</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border: 2px solid rgb(0, 0, 0); height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 21.3119%;\"><col style=\"width: 21.067%;\"><col style=\"width: 21.3119%;\"><col style=\"width: 36.2548%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">39 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: left;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.9769%;\"><col style=\"width: 21.7172%;\"><col style=\"width: 20.7301%;\"><col style=\"width: 36.5244%;\"></colgroup>\n<tbody>\n<tr style=\"text-align: center;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">85</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-767e4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/954373d101f8d18243b2bea9468bcdbab7a803203fe55abbec5819ac9c53f586.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/05f1fb5f6edeb4426fd7d182f91a99361c302ca4f9981a592d438ccc9a948151.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dece472b1f7988d0be088f89e1c4a8d83e13b87d1d6f77e6c9e399d57c25d07b.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/90cca89d16f2a26c56fdca840dd36d7285370b768dcafd25619dde178bf77233.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#9b969c"},"color":"#9b969c","size":"S"},{"id":"64f79ea614b2763a125767f2","item_group_id":"64f79ea614b2763a125767e4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>Quarter-turned body to avoid crease down the middle</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border: 2px solid rgb(0, 0, 0); height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 21.3119%;\"><col style=\"width: 21.067%;\"><col style=\"width: 21.3119%;\"><col style=\"width: 36.2548%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">39 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: left;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.9769%;\"><col style=\"width: 21.7172%;\"><col style=\"width: 20.7301%;\"><col style=\"width: 36.5244%;\"></colgroup>\n<tbody>\n<tr style=\"text-align: center;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">85</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-767e4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/954373d101f8d18243b2bea9468bcdbab7a803203fe55abbec5819ac9c53f586.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/05f1fb5f6edeb4426fd7d182f91a99361c302ca4f9981a592d438ccc9a948151.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dece472b1f7988d0be088f89e1c4a8d83e13b87d1d6f77e6c9e399d57c25d07b.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/90cca89d16f2a26c56fdca840dd36d7285370b768dcafd25619dde178bf77233.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"5XL","Color":"#9b969c"},"color":"#9b969c","size":"5XL"},{"id":"64f79ea614b2763a125767ef","item_group_id":"64f79ea614b2763a125767e4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>Quarter-turned body to avoid crease down the middle</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border: 2px solid rgb(0, 0, 0); height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 21.3119%;\"><col style=\"width: 21.067%;\"><col style=\"width: 21.3119%;\"><col style=\"width: 36.2548%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">39 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: left;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.9769%;\"><col style=\"width: 21.7172%;\"><col style=\"width: 20.7301%;\"><col style=\"width: 36.5244%;\"></colgroup>\n<tbody>\n<tr style=\"text-align: center;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">85</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-767e4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/954373d101f8d18243b2bea9468bcdbab7a803203fe55abbec5819ac9c53f586.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/05f1fb5f6edeb4426fd7d182f91a99361c302ca4f9981a592d438ccc9a948151.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dece472b1f7988d0be088f89e1c4a8d83e13b87d1d6f77e6c9e399d57c25d07b.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/90cca89d16f2a26c56fdca840dd36d7285370b768dcafd25619dde178bf77233.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"4XL","Color":"#9b969c"},"color":"#9b969c","size":"4XL"},{"id":"64f79ea614b2763a125767ec","item_group_id":"64f79ea614b2763a125767e4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>Quarter-turned body to avoid crease down the middle</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border: 2px solid rgb(0, 0, 0); height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 21.3119%;\"><col style=\"width: 21.067%;\"><col style=\"width: 21.3119%;\"><col style=\"width: 36.2548%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">39 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: left;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.9769%;\"><col style=\"width: 21.7172%;\"><col style=\"width: 20.7301%;\"><col style=\"width: 36.5244%;\"></colgroup>\n<tbody>\n<tr style=\"text-align: center;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">85</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-767e4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/954373d101f8d18243b2bea9468bcdbab7a803203fe55abbec5819ac9c53f586.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/05f1fb5f6edeb4426fd7d182f91a99361c302ca4f9981a592d438ccc9a948151.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dece472b1f7988d0be088f89e1c4a8d83e13b87d1d6f77e6c9e399d57c25d07b.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/90cca89d16f2a26c56fdca840dd36d7285370b768dcafd25619dde178bf77233.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"3XL","Color":"#9b969c"},"color":"#9b969c","size":"3XL"},{"id":"64f79ea614b2763a125767f8","item_group_id":"64f79ea614b2763a125767e4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>Quarter-turned body to avoid crease down the middle</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border: 2px solid rgb(0, 0, 0); height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 21.3119%;\"><col style=\"width: 21.067%;\"><col style=\"width: 21.3119%;\"><col style=\"width: 36.2548%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">39 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: left;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.9769%;\"><col style=\"width: 21.7172%;\"><col style=\"width: 20.7301%;\"><col style=\"width: 36.5244%;\"></colgroup>\n<tbody>\n<tr style=\"text-align: center;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">85</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-767e4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/954373d101f8d18243b2bea9468bcdbab7a803203fe55abbec5819ac9c53f586.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/05f1fb5f6edeb4426fd7d182f91a99361c302ca4f9981a592d438ccc9a948151.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dece472b1f7988d0be088f89e1c4a8d83e13b87d1d6f77e6c9e399d57c25d07b.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/90cca89d16f2a26c56fdca840dd36d7285370b768dcafd25619dde178bf77233.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#9b969c"},"color":"#9b969c","size":"M"},{"id":"64f79ea614b2763a125767e9","item_group_id":"64f79ea614b2763a125767e4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>Quarter-turned body to avoid crease down the middle</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border: 2px solid rgb(0, 0, 0); height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 21.3119%;\"><col style=\"width: 21.067%;\"><col style=\"width: 21.3119%;\"><col style=\"width: 36.2548%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">39 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px; text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: left;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.9769%;\"><col style=\"width: 21.7172%;\"><col style=\"width: 20.7301%;\"><col style=\"width: 36.5244%;\"></colgroup>\n<tbody>\n<tr style=\"text-align: center;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">85</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">87.6</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">90.2</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">92.7</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">95.3</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">97.8</td>\n</tr>\n<tr style=\"text-align: center;\">\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0);\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-767e4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/954373d101f8d18243b2bea9468bcdbab7a803203fe55abbec5819ac9c53f586.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/05f1fb5f6edeb4426fd7d182f91a99361c302ca4f9981a592d438ccc9a948151.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dece472b1f7988d0be088f89e1c4a8d83e13b87d1d6f77e6c9e399d57c25d07b.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/90cca89d16f2a26c56fdca840dd36d7285370b768dcafd25619dde178bf77233.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#9b969c"},"color":"#9b969c","size":"2XL"},{"id":"64f7a09b14b2763a125769a1","item_group_id":"64f7a09b14b2763a12576999","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.4609%; height: 157.361px;\" border=\"1\"><colgroup><col style=\"width: 21.129%;\"><col style=\"width: 18.2801%;\"><col style=\"width: 18.9923%;\"><col style=\"width: 41.5458%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%;\" border=\"1\"><colgroup><col style=\"width: 20.884%;\"><col style=\"width: 18.1546%;\"><col style=\"width: 20.1327%;\"><col style=\"width: 40.7735%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76999","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/6fc3b73a1624d5070d50b9d212156d0603f88294b6b5e3b334fd76d8ac0cb4a8.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7a63281b40621aa97deb4afb8dadaf3b4bbbb7dbbf55c8cd348c19fc1462500e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bf0143cb57865044ccb0ba08575eb66587b8f5b654cf2914c9f666924362a8c1.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f633d7d4c563b404c277f44ad60abc210732f0b84dbb2d1e7cbf541adb58c285.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"3XL","Color":"#bb1035"},"color":"#bb1035","size":"3XL"},{"id":"64f7a09b14b2763a1257699e","item_group_id":"64f7a09b14b2763a12576999","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.4609%; height: 157.361px;\" border=\"1\"><colgroup><col style=\"width: 21.129%;\"><col style=\"width: 18.2801%;\"><col style=\"width: 18.9923%;\"><col style=\"width: 41.5458%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%;\" border=\"1\"><colgroup><col style=\"width: 20.884%;\"><col style=\"width: 18.1546%;\"><col style=\"width: 20.1327%;\"><col style=\"width: 40.7735%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76999","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/6fc3b73a1624d5070d50b9d212156d0603f88294b6b5e3b334fd76d8ac0cb4a8.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7a63281b40621aa97deb4afb8dadaf3b4bbbb7dbbf55c8cd348c19fc1462500e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bf0143cb57865044ccb0ba08575eb66587b8f5b654cf2914c9f666924362a8c1.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f633d7d4c563b404c277f44ad60abc210732f0b84dbb2d1e7cbf541adb58c285.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#bb1035"},"color":"#bb1035","size":"2XL"},{"id":"64f7a09b14b2763a125769a4","item_group_id":"64f7a09b14b2763a12576999","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.4609%; height: 157.361px;\" border=\"1\"><colgroup><col style=\"width: 21.129%;\"><col style=\"width: 18.2801%;\"><col style=\"width: 18.9923%;\"><col style=\"width: 41.5458%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%;\" border=\"1\"><colgroup><col style=\"width: 20.884%;\"><col style=\"width: 18.1546%;\"><col style=\"width: 20.1327%;\"><col style=\"width: 40.7735%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76999","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/6fc3b73a1624d5070d50b9d212156d0603f88294b6b5e3b334fd76d8ac0cb4a8.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7a63281b40621aa97deb4afb8dadaf3b4bbbb7dbbf55c8cd348c19fc1462500e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bf0143cb57865044ccb0ba08575eb66587b8f5b654cf2914c9f666924362a8c1.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f633d7d4c563b404c277f44ad60abc210732f0b84dbb2d1e7cbf541adb58c285.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#bb1035"},"color":"#bb1035","size":"L"},{"id":"64f7a09b14b2763a125769aa","item_group_id":"64f7a09b14b2763a12576999","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.4609%; height: 157.361px;\" border=\"1\"><colgroup><col style=\"width: 21.129%;\"><col style=\"width: 18.2801%;\"><col style=\"width: 18.9923%;\"><col style=\"width: 41.5458%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%;\" border=\"1\"><colgroup><col style=\"width: 20.884%;\"><col style=\"width: 18.1546%;\"><col style=\"width: 20.1327%;\"><col style=\"width: 40.7735%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76999","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/6fc3b73a1624d5070d50b9d212156d0603f88294b6b5e3b334fd76d8ac0cb4a8.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7a63281b40621aa97deb4afb8dadaf3b4bbbb7dbbf55c8cd348c19fc1462500e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bf0143cb57865044ccb0ba08575eb66587b8f5b654cf2914c9f666924362a8c1.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f633d7d4c563b404c277f44ad60abc210732f0b84dbb2d1e7cbf541adb58c285.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#bb1035"},"color":"#bb1035","size":"S"},{"id":"64f7a09b14b2763a125769ad","item_group_id":"64f7a09b14b2763a12576999","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.4609%; height: 157.361px;\" border=\"1\"><colgroup><col style=\"width: 21.129%;\"><col style=\"width: 18.2801%;\"><col style=\"width: 18.9923%;\"><col style=\"width: 41.5458%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%;\" border=\"1\"><colgroup><col style=\"width: 20.884%;\"><col style=\"width: 18.1546%;\"><col style=\"width: 20.1327%;\"><col style=\"width: 40.7735%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76999","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/6fc3b73a1624d5070d50b9d212156d0603f88294b6b5e3b334fd76d8ac0cb4a8.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7a63281b40621aa97deb4afb8dadaf3b4bbbb7dbbf55c8cd348c19fc1462500e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bf0143cb57865044ccb0ba08575eb66587b8f5b654cf2914c9f666924362a8c1.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f633d7d4c563b404c277f44ad60abc210732f0b84dbb2d1e7cbf541adb58c285.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#bb1035"},"color":"#bb1035","size":"XL"},{"id":"64f7a09b14b2763a125769a7","item_group_id":"64f7a09b14b2763a12576999","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.4609%; height: 157.361px;\" border=\"1\"><colgroup><col style=\"width: 21.129%;\"><col style=\"width: 18.2801%;\"><col style=\"width: 18.9923%;\"><col style=\"width: 41.5458%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%;\" border=\"1\"><colgroup><col style=\"width: 20.884%;\"><col style=\"width: 18.1546%;\"><col style=\"width: 20.1327%;\"><col style=\"width: 40.7735%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76999","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/6fc3b73a1624d5070d50b9d212156d0603f88294b6b5e3b334fd76d8ac0cb4a8.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7a63281b40621aa97deb4afb8dadaf3b4bbbb7dbbf55c8cd348c19fc1462500e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/bf0143cb57865044ccb0ba08575eb66587b8f5b654cf2914c9f666924362a8c1.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f633d7d4c563b404c277f44ad60abc210732f0b84dbb2d1e7cbf541adb58c285.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#bb1035"},"color":"#bb1035","size":"M"},{"id":"64f7a21014b2763a12576b1c","item_group_id":"64f7a21014b2763a12576b08","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%;\" border=\"1\"><colgroup><col style=\"width: 22.4377%;\"><col style=\"width: 23.1121%;\"><col style=\"width: 21.0833%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%; height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 22.4477%;\"><col style=\"width: 23.3342%;\"><col style=\"width: 20.6245%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76b08","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/558d33fbed7e43b847bfa524d3ebf101d98cbcb76138b48a78d7325919abe5b1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bf2d0534315079d1a579cb4a39a48034ef46394b061584fdc96ef621e5e8b5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/b22a6d8926a95648f61b69529a30aa625fd78e99ef8c2ab7c68095200e19db07.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/28f36377de8a6e7fb64f398cbe10440980ceaf8ab51db6af9097b628f62a4750.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#5669be"},"color":"#5669be","size":"XL"},{"id":"64f7a21014b2763a12576b0d","item_group_id":"64f7a21014b2763a12576b08","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%;\" border=\"1\"><colgroup><col style=\"width: 22.4377%;\"><col style=\"width: 23.1121%;\"><col style=\"width: 21.0833%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%; height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 22.4477%;\"><col style=\"width: 23.3342%;\"><col style=\"width: 20.6245%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76b08","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/558d33fbed7e43b847bfa524d3ebf101d98cbcb76138b48a78d7325919abe5b1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bf2d0534315079d1a579cb4a39a48034ef46394b061584fdc96ef621e5e8b5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/b22a6d8926a95648f61b69529a30aa625fd78e99ef8c2ab7c68095200e19db07.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/28f36377de8a6e7fb64f398cbe10440980ceaf8ab51db6af9097b628f62a4750.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#5669be"},"color":"#5669be","size":"2XL"},{"id":"64f7a21014b2763a12576b16","item_group_id":"64f7a21014b2763a12576b08","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%;\" border=\"1\"><colgroup><col style=\"width: 22.4377%;\"><col style=\"width: 23.1121%;\"><col style=\"width: 21.0833%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%; height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 22.4477%;\"><col style=\"width: 23.3342%;\"><col style=\"width: 20.6245%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76b08","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/558d33fbed7e43b847bfa524d3ebf101d98cbcb76138b48a78d7325919abe5b1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bf2d0534315079d1a579cb4a39a48034ef46394b061584fdc96ef621e5e8b5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/b22a6d8926a95648f61b69529a30aa625fd78e99ef8c2ab7c68095200e19db07.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/28f36377de8a6e7fb64f398cbe10440980ceaf8ab51db6af9097b628f62a4750.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#5669be"},"color":"#5669be","size":"M"},{"id":"64f7a21014b2763a12576b13","item_group_id":"64f7a21014b2763a12576b08","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%;\" border=\"1\"><colgroup><col style=\"width: 22.4377%;\"><col style=\"width: 23.1121%;\"><col style=\"width: 21.0833%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%; height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 22.4477%;\"><col style=\"width: 23.3342%;\"><col style=\"width: 20.6245%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76b08","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/558d33fbed7e43b847bfa524d3ebf101d98cbcb76138b48a78d7325919abe5b1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bf2d0534315079d1a579cb4a39a48034ef46394b061584fdc96ef621e5e8b5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/b22a6d8926a95648f61b69529a30aa625fd78e99ef8c2ab7c68095200e19db07.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/28f36377de8a6e7fb64f398cbe10440980ceaf8ab51db6af9097b628f62a4750.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#5669be"},"color":"#5669be","size":"L"},{"id":"64f7a21014b2763a12576b19","item_group_id":"64f7a21014b2763a12576b08","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%;\" border=\"1\"><colgroup><col style=\"width: 22.4377%;\"><col style=\"width: 23.1121%;\"><col style=\"width: 21.0833%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%; height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 22.4477%;\"><col style=\"width: 23.3342%;\"><col style=\"width: 20.6245%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76b08","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/558d33fbed7e43b847bfa524d3ebf101d98cbcb76138b48a78d7325919abe5b1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bf2d0534315079d1a579cb4a39a48034ef46394b061584fdc96ef621e5e8b5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/b22a6d8926a95648f61b69529a30aa625fd78e99ef8c2ab7c68095200e19db07.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/28f36377de8a6e7fb64f398cbe10440980ceaf8ab51db6af9097b628f62a4750.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#5669be"},"color":"#5669be","size":"S"},{"id":"64f7a21014b2763a12576b10","item_group_id":"64f7a21014b2763a12576b08","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%;\" border=\"1\"><colgroup><col style=\"width: 22.4377%;\"><col style=\"width: 23.1121%;\"><col style=\"width: 21.0833%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 51.9141%; height: 196.555px;\" border=\"1\"><colgroup><col style=\"width: 22.4477%;\"><col style=\"width: 23.3342%;\"><col style=\"width: 20.6245%;\"><col style=\"width: 33.3165%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76b08","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/558d33fbed7e43b847bfa524d3ebf101d98cbcb76138b48a78d7325919abe5b1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8bf2d0534315079d1a579cb4a39a48034ef46394b061584fdc96ef621e5e8b5f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/b22a6d8926a95648f61b69529a30aa625fd78e99ef8c2ab7c68095200e19db07.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/28f36377de8a6e7fb64f398cbe10440980ceaf8ab51db6af9097b628f62a4750.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"3XL","Color":"#5669be"},"color":"#5669be","size":"3XL"},{"id":"64f7a3e814b2763a12576fcb","item_group_id":"64f7a3e814b2763a12576fba","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.2266%; height: 157.361px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.7301%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 38.4987%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: center;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; height: 200.972px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 21.1326%;\"><col style=\"width: 19.8895%;\"><col style=\"width: 20.3867%;\"><col style=\"width: 38.5359%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 24.5972px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76fba","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71087cd9fc7fa81b133ce9798d86ed75577a2349a96c2b4515a1080435ba9577.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82b628f1dc3a5235d41bb1c119dd153c7a24cf76b5a30273190856e1e416d7c9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e4779f8d6ac23147915b422c541b9819a11a7a740519f333ae6ed446d8c28fbf.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f8d5d57c5121b9f8442ea2195cf753b209c5561f7d2a1c160b1b9387c8d1724a.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#92928f"},"color":"#92928f","size":"S"},{"id":"64f7a3e814b2763a12576fc2","item_group_id":"64f7a3e814b2763a12576fba","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.2266%; height: 157.361px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.7301%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 38.4987%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: center;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; height: 200.972px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 21.1326%;\"><col style=\"width: 19.8895%;\"><col style=\"width: 20.3867%;\"><col style=\"width: 38.5359%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 24.5972px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76fba","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71087cd9fc7fa81b133ce9798d86ed75577a2349a96c2b4515a1080435ba9577.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82b628f1dc3a5235d41bb1c119dd153c7a24cf76b5a30273190856e1e416d7c9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e4779f8d6ac23147915b422c541b9819a11a7a740519f333ae6ed446d8c28fbf.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f8d5d57c5121b9f8442ea2195cf753b209c5561f7d2a1c160b1b9387c8d1724a.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"3XL","Color":"#92928f"},"color":"#92928f","size":"3XL"},{"id":"64f7a3e814b2763a12576fbf","item_group_id":"64f7a3e814b2763a12576fba","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.2266%; height: 157.361px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.7301%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 38.4987%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: center;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; height: 200.972px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 21.1326%;\"><col style=\"width: 19.8895%;\"><col style=\"width: 20.3867%;\"><col style=\"width: 38.5359%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 24.5972px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76fba","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71087cd9fc7fa81b133ce9798d86ed75577a2349a96c2b4515a1080435ba9577.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82b628f1dc3a5235d41bb1c119dd153c7a24cf76b5a30273190856e1e416d7c9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e4779f8d6ac23147915b422c541b9819a11a7a740519f333ae6ed446d8c28fbf.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f8d5d57c5121b9f8442ea2195cf753b209c5561f7d2a1c160b1b9387c8d1724a.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#92928f"},"color":"#92928f","size":"2XL"},{"id":"64f7a3e814b2763a12576fc5","item_group_id":"64f7a3e814b2763a12576fba","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.2266%; height: 157.361px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.7301%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 38.4987%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: center;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; height: 200.972px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 21.1326%;\"><col style=\"width: 19.8895%;\"><col style=\"width: 20.3867%;\"><col style=\"width: 38.5359%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 24.5972px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76fba","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71087cd9fc7fa81b133ce9798d86ed75577a2349a96c2b4515a1080435ba9577.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82b628f1dc3a5235d41bb1c119dd153c7a24cf76b5a30273190856e1e416d7c9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e4779f8d6ac23147915b422c541b9819a11a7a740519f333ae6ed446d8c28fbf.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f8d5d57c5121b9f8442ea2195cf753b209c5561f7d2a1c160b1b9387c8d1724a.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#92928f"},"color":"#92928f","size":"L"},{"id":"64f7a3e814b2763a12576fc8","item_group_id":"64f7a3e814b2763a12576fba","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.2266%; height: 157.361px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.7301%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 38.4987%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: center;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; height: 200.972px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 21.1326%;\"><col style=\"width: 19.8895%;\"><col style=\"width: 20.3867%;\"><col style=\"width: 38.5359%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 24.5972px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76fba","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71087cd9fc7fa81b133ce9798d86ed75577a2349a96c2b4515a1080435ba9577.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82b628f1dc3a5235d41bb1c119dd153c7a24cf76b5a30273190856e1e416d7c9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e4779f8d6ac23147915b422c541b9819a11a7a740519f333ae6ed446d8c28fbf.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f8d5d57c5121b9f8442ea2195cf753b209c5561f7d2a1c160b1b9387c8d1724a.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#92928f"},"color":"#92928f","size":"M"},{"id":"64f7a3e814b2763a12576fce","item_group_id":"64f7a3e814b2763a12576fba","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Garment-Dyed Heavyweight T-Shirt | Comfort Colors 1717 is the go-to choice for those who appreciate a structured-fit shirt, made from a thick but breathable material. The 100% cotton fabric is super soft and ensures comfy wear whatever the occasion.</p>\n<p>&nbsp;</p>\n<ul>\n<li>100% ring-spun cotton</li>\n<li>Fabric weight: 6.1 oz/yd&sup2; (206.8 g/m&sup2;)</li>\n<li>Yarn diameter: 20 singles</li>\n<li>Garment-dyed, pre-shrunk fabric</li>\n<li>Relaxed fit</li>\n<li>7/8&Prime; double-needle topstitched collar</li>\n<li>Twill-taped neck and shoulders for extra durability</li>\n<li>Double-needle armhole, sleeve, and bottom hems</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.2266%; height: 157.361px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 20.7301%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 20.4833%;\"><col style=\"width: 38.4987%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 20.1806px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">18 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">16 &frac14;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">28</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac14;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">17 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">29 ⅜</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">22</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">19</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">30 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">24</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">20 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">31 ⅝</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">26</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">21 &frac34;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">32 &frac12;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">27 &frac34;</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">23 &frac14;</td>\n</tr>\n</tbody>\n</table>\n<p style=\"text-align: center;\">&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 47.3438%; height: 200.972px; border: 2px solid rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 21.1326%;\"><col style=\"width: 19.8895%;\"><col style=\"width: 20.3867%;\"><col style=\"width: 38.5359%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 24.5972px;\">\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">S</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">67.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">46.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">41.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">M</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">71</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">51.4</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">45</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">L</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">74.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">56</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">48.3</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">78</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">61</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">52</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">2XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">80.3</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">66</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">55.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">3XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">82.6</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">70.5</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">59</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">4XL</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\">-</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-76fba","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71087cd9fc7fa81b133ce9798d86ed75577a2349a96c2b4515a1080435ba9577.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82b628f1dc3a5235d41bb1c119dd153c7a24cf76b5a30273190856e1e416d7c9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e4779f8d6ac23147915b422c541b9819a11a7a740519f333ae6ed446d8c28fbf.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f8d5d57c5121b9f8442ea2195cf753b209c5561f7d2a1c160b1b9387c8d1724a.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#92928f"},"color":"#92928f","size":"XL"},{"id":"64f7a70b14b2763a12577df4","item_group_id":"64f7a70b14b2763a12577dec","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<p>Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.4049%;\"><col style=\"width: 33.4049%;\"><col style=\"width: 32.8528%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; height: 215.569px; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.681%;\"><col style=\"width: 33.681%;\"><col style=\"width: 32.5767%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77dec","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/64f1bb9b17a6137c67834b332d577a822340f76795a94842a40d1e0c6172422d.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7dde710b2a850636beebd4260bfc7a8d3c6d68dadac7f466bc4813e99f9f53e8.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8d9e8187ee0e084ad5b21b6b9fe8d47aec8e47494489ad57c2b00fc7e3e79645.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3abc6ac653bcca57a008ac32fa6f87972e86889d48927a2af76b8b21870d29de.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#ed8043"},"color":"#ed8043","size":"L"},{"id":"64f7a70b14b2763a12577df1","item_group_id":"64f7a70b14b2763a12577dec","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<p>Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.4049%;\"><col style=\"width: 33.4049%;\"><col style=\"width: 32.8528%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; height: 215.569px; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.681%;\"><col style=\"width: 33.681%;\"><col style=\"width: 32.5767%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77dec","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/64f1bb9b17a6137c67834b332d577a822340f76795a94842a40d1e0c6172422d.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7dde710b2a850636beebd4260bfc7a8d3c6d68dadac7f466bc4813e99f9f53e8.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8d9e8187ee0e084ad5b21b6b9fe8d47aec8e47494489ad57c2b00fc7e3e79645.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3abc6ac653bcca57a008ac32fa6f87972e86889d48927a2af76b8b21870d29de.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#ed8043"},"color":"#ed8043","size":"2XL"},{"id":"64f7a70b14b2763a12577dfd","item_group_id":"64f7a70b14b2763a12577dec","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<p>Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.4049%;\"><col style=\"width: 33.4049%;\"><col style=\"width: 32.8528%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; height: 215.569px; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.681%;\"><col style=\"width: 33.681%;\"><col style=\"width: 32.5767%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77dec","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/64f1bb9b17a6137c67834b332d577a822340f76795a94842a40d1e0c6172422d.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7dde710b2a850636beebd4260bfc7a8d3c6d68dadac7f466bc4813e99f9f53e8.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8d9e8187ee0e084ad5b21b6b9fe8d47aec8e47494489ad57c2b00fc7e3e79645.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3abc6ac653bcca57a008ac32fa6f87972e86889d48927a2af76b8b21870d29de.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#ed8043"},"color":"#ed8043","size":"XL"},{"id":"64f7a70b14b2763a12577df7","item_group_id":"64f7a70b14b2763a12577dec","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<p>Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.4049%;\"><col style=\"width: 33.4049%;\"><col style=\"width: 32.8528%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; height: 215.569px; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.681%;\"><col style=\"width: 33.681%;\"><col style=\"width: 32.5767%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77dec","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/64f1bb9b17a6137c67834b332d577a822340f76795a94842a40d1e0c6172422d.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7dde710b2a850636beebd4260bfc7a8d3c6d68dadac7f466bc4813e99f9f53e8.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8d9e8187ee0e084ad5b21b6b9fe8d47aec8e47494489ad57c2b00fc7e3e79645.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3abc6ac653bcca57a008ac32fa6f87972e86889d48927a2af76b8b21870d29de.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#ed8043"},"color":"#ed8043","size":"M"},{"id":"64f7a70b14b2763a12577dfa","item_group_id":"64f7a70b14b2763a12577dec","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<p>Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.4049%;\"><col style=\"width: 33.4049%;\"><col style=\"width: 32.8528%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; height: 215.569px; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.681%;\"><col style=\"width: 33.681%;\"><col style=\"width: 32.5767%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77dec","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/64f1bb9b17a6137c67834b332d577a822340f76795a94842a40d1e0c6172422d.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7dde710b2a850636beebd4260bfc7a8d3c6d68dadac7f466bc4813e99f9f53e8.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8d9e8187ee0e084ad5b21b6b9fe8d47aec8e47494489ad57c2b00fc7e3e79645.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3abc6ac653bcca57a008ac32fa6f87972e86889d48927a2af76b8b21870d29de.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#ed8043"},"color":"#ed8043","size":"S"},{"id":"64f7a70b14b2763a12577e00","item_group_id":"64f7a70b14b2763a12577dec","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<p>Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.4049%;\"><col style=\"width: 33.4049%;\"><col style=\"width: 32.8528%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 42.6563%; height: 215.569px; border-width: 2px; border-color: #000000;\" border=\"1\"><colgroup><col style=\"width: 33.681%;\"><col style=\"width: 33.681%;\"><col style=\"width: 32.5767%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77dec","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/64f1bb9b17a6137c67834b332d577a822340f76795a94842a40d1e0c6172422d.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/7dde710b2a850636beebd4260bfc7a8d3c6d68dadac7f466bc4813e99f9f53e8.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8d9e8187ee0e084ad5b21b6b9fe8d47aec8e47494489ad57c2b00fc7e3e79645.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3abc6ac653bcca57a008ac32fa6f87972e86889d48927a2af76b8b21870d29de.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XS","Color":"#ed8043"},"color":"#ed8043","size":"XS"},{"id":"64f7a96814b2763a12577fb9","item_group_id":"64f7a96814b2763a12577fb4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label<br><br></li>\n</ul>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 39.7266%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5016%;\"><col style=\"width: 33.5016%;\"><col style=\"width: 33.2177%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 39.7266%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5091%;\"><col style=\"width: 33.5091%;\"><col style=\"width: 33.2125%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77fb4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3efcf43bc55cdeb40064f1e28f43913b7994148cc72b2d6009a6c88c606d47d1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aed06bc31c8b9c4a2e191a01fbee68abc1379d408ec4d02e504d7738c4a83dba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/d920582074841fa644ed908cf910379846561ba5eaf7da5b298412cbca5d380f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/a6a9cfacdfe0d58e2dd3ca57e728470fa66d8c04ad8faa2ea548b77a66e1f86c.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#2c1013"},"color":"#2c1013","size":"2XL"},{"id":"64f7a96814b2763a12577fc8","item_group_id":"64f7a96814b2763a12577fb4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label<br><br></li>\n</ul>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 39.7266%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5016%;\"><col style=\"width: 33.5016%;\"><col style=\"width: 33.2177%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 39.7266%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5091%;\"><col style=\"width: 33.5091%;\"><col style=\"width: 33.2125%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77fb4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3efcf43bc55cdeb40064f1e28f43913b7994148cc72b2d6009a6c88c606d47d1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aed06bc31c8b9c4a2e191a01fbee68abc1379d408ec4d02e504d7738c4a83dba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/d920582074841fa644ed908cf910379846561ba5eaf7da5b298412cbca5d380f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/a6a9cfacdfe0d58e2dd3ca57e728470fa66d8c04ad8faa2ea548b77a66e1f86c.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#2c1013"},"color":"#2c1013","size":"S"},{"id":"64f7a96814b2763a12577fc5","item_group_id":"64f7a96814b2763a12577fb4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label<br><br></li>\n</ul>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 39.7266%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5016%;\"><col style=\"width: 33.5016%;\"><col style=\"width: 33.2177%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 39.7266%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5091%;\"><col style=\"width: 33.5091%;\"><col style=\"width: 33.2125%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77fb4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3efcf43bc55cdeb40064f1e28f43913b7994148cc72b2d6009a6c88c606d47d1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aed06bc31c8b9c4a2e191a01fbee68abc1379d408ec4d02e504d7738c4a83dba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/d920582074841fa644ed908cf910379846561ba5eaf7da5b298412cbca5d380f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/a6a9cfacdfe0d58e2dd3ca57e728470fa66d8c04ad8faa2ea548b77a66e1f86c.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#2c1013"},"color":"#2c1013","size":"M"},{"id":"64f7a96814b2763a12577fbc","item_group_id":"64f7a96814b2763a12577fb4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label<br><br></li>\n</ul>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 39.7266%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5016%;\"><col style=\"width: 33.5016%;\"><col style=\"width: 33.2177%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 39.7266%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5091%;\"><col style=\"width: 33.5091%;\"><col style=\"width: 33.2125%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77fb4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3efcf43bc55cdeb40064f1e28f43913b7994148cc72b2d6009a6c88c606d47d1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aed06bc31c8b9c4a2e191a01fbee68abc1379d408ec4d02e504d7738c4a83dba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/d920582074841fa644ed908cf910379846561ba5eaf7da5b298412cbca5d380f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/a6a9cfacdfe0d58e2dd3ca57e728470fa66d8c04ad8faa2ea548b77a66e1f86c.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"3XL","Color":"#2c1013"},"color":"#2c1013","size":"3XL"},{"id":"64f7a96814b2763a12577fbf","item_group_id":"64f7a96814b2763a12577fb4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label<br><br></li>\n</ul>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 39.7266%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5016%;\"><col style=\"width: 33.5016%;\"><col style=\"width: 33.2177%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 39.7266%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5091%;\"><col style=\"width: 33.5091%;\"><col style=\"width: 33.2125%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77fb4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3efcf43bc55cdeb40064f1e28f43913b7994148cc72b2d6009a6c88c606d47d1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aed06bc31c8b9c4a2e191a01fbee68abc1379d408ec4d02e504d7738c4a83dba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/d920582074841fa644ed908cf910379846561ba5eaf7da5b298412cbca5d380f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/a6a9cfacdfe0d58e2dd3ca57e728470fa66d8c04ad8faa2ea548b77a66e1f86c.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"4XL","Color":"#2c1013"},"color":"#2c1013","size":"4XL"},{"id":"64f7a96814b2763a12577fcb","item_group_id":"64f7a96814b2763a12577fb4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label<br><br></li>\n</ul>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 39.7266%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5016%;\"><col style=\"width: 33.5016%;\"><col style=\"width: 33.2177%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 39.7266%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5091%;\"><col style=\"width: 33.5091%;\"><col style=\"width: 33.2125%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-jersey-short-sleeve-tee-77fb4","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3efcf43bc55cdeb40064f1e28f43913b7994148cc72b2d6009a6c88c606d47d1.jpg_or.jpg","availability":"in_stock","price":{"value":49,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aed06bc31c8b9c4a2e191a01fbee68abc1379d408ec4d02e504d7738c4a83dba.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/d920582074841fa644ed908cf910379846561ba5eaf7da5b298412cbca5d380f.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/a6a9cfacdfe0d58e2dd3ca57e728470fa66d8c04ad8faa2ea548b77a66e1f86c.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#2c1013"},"color":"#2c1013","size":"XL"},{"id":"64f7a96814b2763a12577fc2","item_group_id":"64f7a96814b2763a12577fb4","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX JERSEY SHORT SLEEVE TEE","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<p>&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>30 singles</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label<br><br></li>\n</ul>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 39.7266%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5016%;\"><col style=\"width: 33.5016%;\"><col style=\"width: 33.2177%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">27</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">29</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">31</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">33</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">34</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">35</td>\n<td style=\"text-align: center; border-color: rgb(0, 0, 0); border-width: 2px; height: 19.5972px;\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 39.7266%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.5091%;\"><col style=\"width: 33.5091%;\"><col style=\"width: 33.2125%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XS</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">68.6</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">S</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">M</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">73.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">L</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">78.7</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">2XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">3XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">83.8</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">4XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">89</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p 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It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 23.1027%;\"><col style=\"width: 20.3404%;\"><col style=\"width: 21.596%;\"><col style=\"width: 34.9051%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">39 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 22.593%;\"><col style=\"width: 20.7374%;\"><col style=\"width: 21.7906%;\"><col style=\"width: 34.8198%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">85</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">87.6</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">90.2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">92.7</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">95.3</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">97.8</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-5340c","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/17f04890d8498e37497c586de0ef898bd0cc8ed62c48afb19c9bd68d343b659a.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ffdb1badf5f08584c561b019ecdecfa68e18f92e07c7be68edfee0346090c59a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ef3de8354c18bd60ad6623c7f6160ac398ca57dbd2493d82ff6f071e9f70bb02.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71433339749526e4a1a423bf3c82b175d9965d08992422d59f73f815374bd450.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"3XL","Color":"#47484d"},"color":"#47484d","size":"3XL"},{"id":"64f863e4ad34751ef3253423","item_group_id":"64f863e4ad34751ef325340c","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd-favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 23.1027%;\"><col style=\"width: 20.3404%;\"><col style=\"width: 21.596%;\"><col style=\"width: 34.9051%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">39 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 22.593%;\"><col style=\"width: 20.7374%;\"><col style=\"width: 21.7906%;\"><col style=\"width: 34.8198%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">85</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">87.6</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">90.2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">92.7</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">95.3</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">97.8</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-5340c","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/17f04890d8498e37497c586de0ef898bd0cc8ed62c48afb19c9bd68d343b659a.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ffdb1badf5f08584c561b019ecdecfa68e18f92e07c7be68edfee0346090c59a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ef3de8354c18bd60ad6623c7f6160ac398ca57dbd2493d82ff6f071e9f70bb02.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71433339749526e4a1a423bf3c82b175d9965d08992422d59f73f815374bd450.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"S","Color":"#47484d"},"color":"#47484d","size":"S"},{"id":"64f863e4ad34751ef325341a","item_group_id":"64f863e4ad34751ef325340c","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd-favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 23.1027%;\"><col style=\"width: 20.3404%;\"><col style=\"width: 21.596%;\"><col style=\"width: 34.9051%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">39 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 22.593%;\"><col style=\"width: 20.7374%;\"><col style=\"width: 21.7906%;\"><col style=\"width: 34.8198%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">85</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">87.6</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">90.2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">92.7</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">95.3</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">97.8</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-5340c","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/17f04890d8498e37497c586de0ef898bd0cc8ed62c48afb19c9bd68d343b659a.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ffdb1badf5f08584c561b019ecdecfa68e18f92e07c7be68edfee0346090c59a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ef3de8354c18bd60ad6623c7f6160ac398ca57dbd2493d82ff6f071e9f70bb02.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71433339749526e4a1a423bf3c82b175d9965d08992422d59f73f815374bd450.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"5XL","Color":"#47484d"},"color":"#47484d","size":"5XL"},{"id":"64f863e4ad34751ef3253420","item_group_id":"64f863e4ad34751ef325340c","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd-favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 23.1027%;\"><col style=\"width: 20.3404%;\"><col style=\"width: 21.596%;\"><col style=\"width: 34.9051%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">39 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 22.593%;\"><col style=\"width: 20.7374%;\"><col style=\"width: 21.7906%;\"><col style=\"width: 34.8198%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">85</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">87.6</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">90.2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">92.7</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">95.3</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">97.8</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-5340c","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/17f04890d8498e37497c586de0ef898bd0cc8ed62c48afb19c9bd68d343b659a.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ffdb1badf5f08584c561b019ecdecfa68e18f92e07c7be68edfee0346090c59a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ef3de8354c18bd60ad6623c7f6160ac398ca57dbd2493d82ff6f071e9f70bb02.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71433339749526e4a1a423bf3c82b175d9965d08992422d59f73f815374bd450.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"M","Color":"#47484d"},"color":"#47484d","size":"M"},{"id":"64f863e4ad34751ef3253411","item_group_id":"64f863e4ad34751ef325340c","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd-favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 23.1027%;\"><col style=\"width: 20.3404%;\"><col style=\"width: 21.596%;\"><col style=\"width: 34.9051%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">39 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 22.593%;\"><col style=\"width: 20.7374%;\"><col style=\"width: 21.7906%;\"><col style=\"width: 34.8198%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">85</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">87.6</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">90.2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">92.7</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">95.3</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">97.8</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-5340c","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/17f04890d8498e37497c586de0ef898bd0cc8ed62c48afb19c9bd68d343b659a.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ffdb1badf5f08584c561b019ecdecfa68e18f92e07c7be68edfee0346090c59a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ef3de8354c18bd60ad6623c7f6160ac398ca57dbd2493d82ff6f071e9f70bb02.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71433339749526e4a1a423bf3c82b175d9965d08992422d59f73f815374bd450.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"2XL","Color":"#47484d"},"color":"#47484d","size":"2XL"},{"id":"64f863e4ad34751ef325341d","item_group_id":"64f863e4ad34751ef325340c","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd-favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 23.1027%;\"><col style=\"width: 20.3404%;\"><col style=\"width: 21.596%;\"><col style=\"width: 34.9051%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">39 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 22.593%;\"><col style=\"width: 20.7374%;\"><col style=\"width: 21.7906%;\"><col style=\"width: 34.8198%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">85</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">87.6</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">90.2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">92.7</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">95.3</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">97.8</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-5340c","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/17f04890d8498e37497c586de0ef898bd0cc8ed62c48afb19c9bd68d343b659a.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ffdb1badf5f08584c561b019ecdecfa68e18f92e07c7be68edfee0346090c59a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ef3de8354c18bd60ad6623c7f6160ac398ca57dbd2493d82ff6f071e9f70bb02.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71433339749526e4a1a423bf3c82b175d9965d08992422d59f73f815374bd450.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"L","Color":"#47484d"},"color":"#47484d","size":"L"},{"id":"64f863e4ad34751ef3253417","item_group_id":"64f863e4ad34751ef325340c","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd-favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 23.1027%;\"><col style=\"width: 20.3404%;\"><col style=\"width: 21.596%;\"><col style=\"width: 34.9051%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">39 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 22.593%;\"><col style=\"width: 20.7374%;\"><col style=\"width: 21.7906%;\"><col style=\"width: 34.8198%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">85</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">87.6</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">90.2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">92.7</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">95.3</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">97.8</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-5340c","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/17f04890d8498e37497c586de0ef898bd0cc8ed62c48afb19c9bd68d343b659a.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ffdb1badf5f08584c561b019ecdecfa68e18f92e07c7be68edfee0346090c59a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ef3de8354c18bd60ad6623c7f6160ac398ca57dbd2493d82ff6f071e9f70bb02.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71433339749526e4a1a423bf3c82b175d9965d08992422d59f73f815374bd450.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"4XL","Color":"#47484d"},"color":"#47484d","size":"4XL"},{"id":"64f863e4ad34751ef3253426","item_group_id":"64f863e4ad34751ef325340c","shopId":"641b9d8dbee226bb0fd6ff24","title":"CASPERPUNKS UNISEX SPONGE FLEECE HOODIE","description":"<p>With a large front pouch pocket and drawstrings in a matching color, this Unisex Heavy Blend Hoodie is a sure crowd-favorite. It&rsquo;s soft, stylish, and perfect for cooler evenings.</p>\n<p>&nbsp;</p>\n<ul>\n<li>50% pre-shrunk cotton, 50% polyester</li>\n<li>Fabric weight: 8.0 oz/yd&sup2; (271.25 g/m&sup2;)</li>\n<li>Air-jet spun yarn with a soft feel and reduced pilling</li>\n<li>Double-lined hood with matching drawcord</li>\n<li>1 &times; 1 athletic rib-knit cuffs and waistband with spandex</li>\n<li>Front pouch pocket</li>\n<li>Double-needle stitched collar, shoulders, armholes, cuffs, and hem</li>\n</ul>\n<p>&nbsp;</p>\n<h3 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h3>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\" style=\"text-align: left;\">\n<p>Measurements are provided by suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<p>&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 23.1027%;\"><col style=\"width: 20.3404%;\"><col style=\"width: 21.596%;\"><col style=\"width: 34.9051%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Inches</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Size Label</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Length</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Width</strong></td>\n<td style=\"height: 19.1806px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">27</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">20</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">22</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">29</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">24</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">35 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">26</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">36 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">31</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">28</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">37 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">30</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">38 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">33</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">32</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">39 &frac12;</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">5XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">34</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">40 &frac12;</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n<table style=\"border-collapse: collapse; width: 44.2969%;\" border=\"1\"><colgroup><col style=\"width: 22.593%;\"><col style=\"width: 20.7374%;\"><col style=\"width: 21.7906%;\"><col style=\"width: 34.8198%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"height: 19.5972px; border-width: 2px; border-color: rgb(0, 0, 0); text-align: center;\" colspan=\"4\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Width</strong></td>\n<td style=\"height: 20.1806px; text-align: center; border-width: 2px; border-color: rgb(0, 0, 0);\"><strong>Sleeve Length</strong></td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">S</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">68.6</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">50.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">85</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">M</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">56</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">87.6</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">L</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">73.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">61</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">90.2</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">66</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">92.7</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">2XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">78.7</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">71</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">95.3</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">3XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">76.2</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">97.8</td>\n</tr>\n<tr>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">4XL</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">83.8</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">81.3</td>\n<td style=\"border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px; text-align: center;\">100.3</td>\n</tr>\n<tr>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">5XL</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">86.4</td>\n<td style=\"text-align: center; border-width: 2px; border-color: rgb(0, 0, 0); height: 19.5972px;\">103</td>\n</tr>\n</tbody>\n</table>\n</div>","link":"https://shop.droplinked.com/casper/product/casperpunks-unisex-sponge-fleece-hoodie-5340c","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/17f04890d8498e37497c586de0ef898bd0cc8ed62c48afb19c9bd68d343b659a.jpg_or.jpg","availability":"in_stock","price":{"value":90,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"casper","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/casper","ref":"shop:641b9d8dbee226bb0fd6ff24"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ffdb1badf5f08584c561b019ecdecfa68e18f92e07c7be68edfee0346090c59a.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/ef3de8354c18bd60ad6623c7f6160ac398ca57dbd2493d82ff6f071e9f70bb02.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/71433339749526e4a1a423bf3c82b175d9965d08992422d59f73f815374bd450.jpg_or.jpg"],"brand":"casper","attributes":{"Size":"XL","Color":"#47484d"},"color":"#47484d","size":"XL"},{"id":"64f88c32ad34751ef3254fd3","item_group_id":"64f88c32ad34751ef3254fce","shopId":"64bf872c9e748ff7bc0ccec2","title":"hoodie","description":"<p>rt</p>","link":"https://shop.droplinked.com/kinux/product/hoodie-54fce","image_link":"https://printful-upload.s3-accelerate.amazonaws.com/tmp/64efa9147777654f3b404280b9ca946c/womens-racerback-tank-top-vintage-black-front-64f889901572e.jpg","availability":"in_stock","price":{"value":13,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"kinux","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/kinux","ref":"shop:64bf872c9e748ff7bc0ccec2"}]},"brand":"kinux","attributes":{"Size":"M","Color":"#000000"},"color":"#000000","size":"M"},{"id":"64f88c32ad34751ef3254fd9","item_group_id":"64f88c32ad34751ef3254fce","shopId":"64bf872c9e748ff7bc0ccec2","title":"hoodie","description":"<p>rt</p>","link":"https://shop.droplinked.com/kinux/product/hoodie-54fce","image_link":"https://printful-upload.s3-accelerate.amazonaws.com/tmp/64efa9147777654f3b404280b9ca946c/womens-racerback-tank-top-vintage-black-front-64f889901572e.jpg","availability":"in_stock","price":{"value":16,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"kinux","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/kinux","ref":"shop:64bf872c9e748ff7bc0ccec2"}]},"brand":"kinux","attributes":{"Size":"XL","Color":"#000000"},"color":"#000000","size":"XL"},{"id":"64f88c32ad34751ef3254fd6","item_group_id":"64f88c32ad34751ef3254fce","shopId":"64bf872c9e748ff7bc0ccec2","title":"hoodie","description":"<p>rt</p>","link":"https://shop.droplinked.com/kinux/product/hoodie-54fce","image_link":"https://printful-upload.s3-accelerate.amazonaws.com/tmp/64efa9147777654f3b404280b9ca946c/womens-racerback-tank-top-vintage-black-front-64f889901572e.jpg","availability":"in_stock","price":{"value":16,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"kinux","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/kinux","ref":"shop:64bf872c9e748ff7bc0ccec2"}]},"brand":"kinux","attributes":{"Size":"S","Color":"#000000"},"color":"#000000","size":"S"},{"id":"64f88c32ad34751ef3254fdc","item_group_id":"64f88c32ad34751ef3254fce","shopId":"64bf872c9e748ff7bc0ccec2","title":"hoodie","description":"<p>rt</p>","link":"https://shop.droplinked.com/kinux/product/hoodie-54fce","image_link":"https://printful-upload.s3-accelerate.amazonaws.com/tmp/64efa9147777654f3b404280b9ca946c/womens-racerback-tank-top-vintage-black-front-64f889901572e.jpg","availability":"in_stock","price":{"value":15,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"kinux","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/kinux","ref":"shop:64bf872c9e748ff7bc0ccec2"}]},"brand":"kinux","attributes":{"Size":"XS","Color":"#000000"},"color":"#000000","size":"XS"},{"id":"64f88c32ad34751ef3254fd0","item_group_id":"64f88c32ad34751ef3254fce","shopId":"64bf872c9e748ff7bc0ccec2","title":"hoodie","description":"<p>rt</p>","link":"https://shop.droplinked.com/kinux/product/hoodie-54fce","image_link":"https://printful-upload.s3-accelerate.amazonaws.com/tmp/64efa9147777654f3b404280b9ca946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Frame","description":"<p>Grad Frame A4 test</p>","link":"https://shop.droplinked.com/cash/product/graduation-frame-a844d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/296abc3899044ac0b43f510470fac0d7e3d2a81c960803f4381a3d90ccc763bf.png_or.png","availability":"in_stock","price":{"value":60,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"cash","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/cash","ref":"shop:651127f00ab94281272a8415"}]},"brand":"cash","attributes":{"Color":"#000000"},"color":"#000000","weight":{"value":30,"unit":"g"},"dimensions":{"length":5,"width":20,"height":10,"unit":"cm"}},{"id":"652124b9fc51ae95c32316f4","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":19.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"3XL","Color":"#212642"},"color":"#212642","size":"3XL"},{"id":"652124b9fc51ae95c323171b","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"S","Color":"#ffffff"},"color":"#ffffff","size":"S"},{"id":"652124b9fc51ae95c323170f","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"L","Color":"#ffffff"},"color":"#ffffff","size":"L"},{"id":"652124b9fc51ae95c3231700","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":24.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"5XL","Color":"#212642"},"color":"#212642","size":"5XL"},{"id":"652124b9fc51ae95c3231715","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"M","Color":"#ffffff"},"color":"#ffffff","size":"M"},{"id":"652124b9fc51ae95c32316fd","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":22.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"4XL","Color":"#ffffff"},"color":"#ffffff","size":"4XL"},{"id":"652124b9fc51ae95c32316f7","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":19.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"3XL","Color":"#ffffff"},"color":"#ffffff","size":"3XL"},{"id":"652124b9fc51ae95c3231721","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XL","Color":"#ffffff"},"color":"#ffffff","size":"XL"},{"id":"652124b9fc51ae95c3231712","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"M","Color":"#212642"},"color":"#212642","size":"M"},{"id":"652124b9fc51ae95c32316fa","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":22.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"4XL","Color":"#212642"},"color":"#212642","size":"4XL"},{"id":"652124b9fc51ae95c3231703","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":24.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"5XL","Color":"#ffffff"},"color":"#ffffff","size":"5XL"},{"id":"652124b9fc51ae95c3231718","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"S","Color":"#212642"},"color":"#212642","size":"S"},{"id":"652124b9fc51ae95c3231706","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":17.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"2XL","Color":"#212642"},"color":"#212642","size":"2XL"},{"id":"652124b9fc51ae95c3231727","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XS","Color":"#ffffff"},"color":"#ffffff","size":"XS"},{"id":"652124b9fc51ae95c323170c","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"L","Color":"#212642"},"color":"#212642","size":"L"},{"id":"652124b9fc51ae95c323171e","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XL","Color":"#212642"},"color":"#212642","size":"XL"},{"id":"652124b9fc51ae95c3231709","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":17.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"2XL","Color":"#ffffff"},"color":"#ffffff","size":"2XL"},{"id":"652124b9fc51ae95c3231724","item_group_id":"652124b9fc51ae95c32316ee","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n</div>\n<p><img src=\"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/dc81f5558342cb314499fdec458e276aba7653c3d47f5e8d10197a9d47ecdb4a.png_or.png\"></p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\"><strong>A</strong> Length</p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B </strong>Width</p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.2275%;\"><col style=\"width: 38.7271%;\"><col style=\"width: 29.8326%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.0811%;\"><col style=\"width: 38.5747%;\"><col style=\"width: 30.3646%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n</div>\n<p>&nbsp;</p>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-patch-tee-316ee","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8e91323e1693515e62a7d7ebe47191e922fefacc2cfb8931a10612eb056cdcb5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f22c1d4ebe0d8bde54c934155c86a215037e9a676df11f2fb1397f4e2a00bcd9.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/3123326ab9d2f7c492b67238841a14dfa6b6b4e4572492d143d6f2d781386569.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c614d5b47ce2428a513a08fb9bbd44303ce57f640cc5eb5355e38af32b77e4ce.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/72169812a65adba2bc330b50cafb58f452da381d65649e34c7709518a8d89ebd.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XS","Color":"#212642"},"color":"#212642","size":"XS"},{"id":"6521286ffc51ae95c3231c85","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":24.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"5XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"5XL"},{"id":"6521286ffc51ae95c3231c88","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":24.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"5XL","Color":"#212642"},"color":"#212642","size":"5XL"},{"id":"6521286ffc51ae95c3231c8e","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":17.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"2XL","Color":"#212642"},"color":"#212642","size":"2XL"},{"id":"6521286ffc51ae95c3231cac","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"S","Color":"#212642"},"color":"#212642","size":"S"},{"id":"6521286ffc51ae95c3231cb5","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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vame85sGAJ70FLiTFwIXXQJrDBpH8LSq6ZaL9uZ9VVUoyyLRajkX3AMEMRBibeH8aqmczhC0RbooAQwvARBcG2Oo1JAv51qERQchltdPEEWcNPrYW1+uNuygZYwvozFijgpQmWubJusfk93TNcuK2ORQV0YJMHCV2j4MrCP3qfWy/tkzZ89+/9ps7XU7u7unN9bXz+0FHeVOldGOuJskLAaYzxePqNv235BzX+icu9YRFcRogJ5j5bwk4rXUiRWu9xK1oT5wE+IBpMs4uQffAEUJU1hQXcO1LZbLBcqy9FDvZFgSYWtrCyDCZDpNl8jCa5Y9OPTRBQE0gibJpdeme+AzrD34PcbYpM6mc6aJysW8DYdEGfkfNFwAbVNjMZ+jmkywsbEZ+ySfqLzm2/8uwiBUyTnVvk2FygpWsayDc2GafV0U9hfLsvqO+d78ugsvvGCkDO4hGTXYu1gav2E1lnVzcV3X/7Kul1/TOnetgTHENDvp9OFxrEGTNcYyXI1BTOFK5DO7L2KlFOcCTa8dR3Dp7r/lZmDrLHDp5bBrsz7tLpgf/IoBqrLCYjGPGjDXNpN1BbbXbkO0gAennsroN1+JrdDzrx0nm+IERWea6cpWFAzUOZXA2tJQv96LYGBsr6mGPmmdw1pRMq64p1QCFVNYG9tTTHNYDbLInJUBTHsGJhLN8kEtNfRhawYgqtrWfRlRffXa+trX3XjTze9zzkVn3yh3n4wtfhcKEWFnZxfzxeL5y+XiLcvl8vuWy+XDloulWS6XaLot8ryDJfxzkRuUSzvz4drHvvZmae9BD7+Hz2F/AP67gQnBpiBjYH/rN1C85NtgbrwepihRFDbhG/swew+E5cTzfC5s8ddpnCFd7u2PYVg+eDUuPohxW2AbxlivHZZlgbIsUVYlJpMKVcX+lVW3NNcwoO0dfByKbKh3aLeuDazt9kvoyk7OoakbkCOUVRnbNQJ/oBqi6c40YXDtOXsbxG8m++/h7Uk2k7Jojda1T10sFm84euTIM4wxcQnwKHefjAB7F0rbtjhydHODCF/Vtu4JbdtMAK+91E2NuqnRNE3kIjWTWUYEJAOSSe5Q0SXd29QEr1GfyHzuNdi2AYhQFGUSA+pz6EGlLHwoV9O2fiWYI2icYmIKo8vW+iiDsJF1vw+MSSYCv1FMCp48HM0rbjZxgHGGhG/6wjVya/1GNXGFWbeoY1kvUZRF1LAZbiULGWI+CRUT+kD7K/sunUDTtM4htoslnUViOPcJdV3/1NbW9r8qiqKoR5C9W2UE2LtIiAg33nQL6mX9vKapn9qbmn4jFBs4yCS+Mj3jqdcWOyDpUxd/u/sN1y7ze3rusjeh4ybSAZge+Si4z3oO6OhxUGdWZs/F8vn/TKaThNPkAKzCRDZpyPL08auxTfjiBf6sCVwvEhAuum0Eo0bPGNj4DNMcXUcLuG5iWZutJW0e5yLwvRPyPkDU3Hn0R2it/VVUTuOc+zuXlifsO+GIrlrW9Q9tbe/8JwNT7c0X55z2KIeTkfm+C4SI8LO/9lZ8yec+63l13bx2vlhc7do2/gZ4p1fTNDGUqOjAJG7px2I9dWGxmfGSScrQm7A9n9fDAudf0V8NIO1an4f1y2KDGd6HTfW6FznC7s42rC1QVCXKbmctoI8sCOFUQ/URMfqhhlk5e6dX1hz8prAli/gu2jTEDxOhbf1Whcv5As61OH7C7yTmWH6B+26bBkW3X0PCYycVEhEcHKlDW5Msft9fWd/xhDNw7x1mYbVbSMN3leva354ty/JVG+vrP9i0zdbabHaQ13mU85ARYO9kISJcd8NNuOySC5/btu51TdNcXdd15L96R4MPcg8UAeBNZhs0N5geEAejAZKcoYU75VEGZjAFAKDdHWA+B20eAbploH4yqFGWZfTSJ3SEARbzOepljWpSoey4UfTzhFjKy1z20qwN9yLd+IU7/foJKI0v6DdO6b3+obwxFI0tJw5ct3MOrWuxXCywXC4xm06x2e0/INsxcJmTyUS0PW9rzezXEbgH4bRv9WfUHgMHWN6Gadv5zIy1y6Iofn59be0bnHOn1tfHJbZ3pYwUwZ0oRIStnR1cdsmFT2vq5jVt21zdm9c+HjM4V8JZTmXZLy0FPCC0rYsbj2QrnBTA5Bu9BL6QKL/X/+5STzRHZGtRvPXXUbz4BbA3Xg9bloiB8I4UsOhN/MlkEkHLdfsjgNKswmYsoBTi+7hZzg2nFInX7v1ZX4EuCEVJlgejpwMkH2nZQogYD9ytgHPdSi5rLWZra1mbB4qAyCXp9O0gozqM4FSlGBbpIfuUUwwHFxNCNli78iXK8JPDpGnqL1ssF1/yjx/+MJrWnVMeo5ybjAB7J0nTOuzu7mFSVZ/c1M3/atv2Wtdyp5UfcH5j5+5KtzF1UVgUhY2AEfZCjZ7tgaWUyRDvtF3uHMrBuX+qZwVY3KkxwOnTMDfeAFPX3cosz2Naa+OOUtGZlGCzxWQyiUAVIyBMbh332wwaXp0ufpbxztH/FhZY9EAXPWVJbfiesBQdZzEOVmh1wbHoyJ8gCwKqaoKiKBGOgAntGkxu58hr55nkWuyQQzJ3ZOWLFcJ9PY8r46LZNVAsb08zSMei6d4pByJUTdN+/dUPufoJ29vb5wzkoxxcRoC9E4SIsFwuUVbltU3T/GDbtv/MEfX7hZoeLJrOieLX6vcgG05iDV7tqMEkY1AMxGz5U1omfwvTrKQ6GZ+LKhPoygeBPvHxwOZmfN4YfySMc33+HLiCh76qJj5Qv+1oD2K6HQN70zmPwjEuMZohLj+TlIEV2KOohSyMqq93p81a0znr+nLwyYu6LR9hgNlsin4CS09zCGlba5kmri8UEEr6gPSWgFz+K7smpMujJPhaidDnAZSlY9Jrr623AgA4565t6uZla7PZyflidHrdVTJysOcpRIT5YoGiKB6yXNY/3Lbts/mSV1sU7DjopjNDu7X7LJ0QA9u2DtxF47VHuXkLNy1TpwffkISXsV/tlFMMHKiNc4BzQFEAHV8cQGi59AOxsEUX9G+y9JfLZbcKyseq+k2sI0M8qFEmwHjgFVHsFmlSsyT6/Vtdv5igA9e2bdE2Lcj5nbE8PdBrr3G7hy7qw3RxusTK4LX8viBy0UjKqzKGJAFSfcms4Q/Gtk6X0Pr3x0XLwr97filwmATa1tMgRdnvdFYURT2ZTP7LYrn8yQuOHxtXe90FMmqw5yFEhMViicIWV9d1/bq2bZ/dOs+fhlVH3sD2EkKOnPMxo4FPBAuSD8euJP5+oiy+NI951cE1vT88E8pjwLXXcGNYusvvM8b0e8OGx+IKs95Y9U6uAm3ToA1haLGUqcoVtFypkRMvT1qL9K+kphUHn/HH4gq6hLVpR2cYazGdzZIQrMhihMAKcj42VuQR+kE3tVMkVaLnVGFzafK+hb+Z8RI11zCRma4f/bWmqbvNeRKwrgj0FRvr65ePoVt3jYwAe0ghIiyWNYrCXlk3zWvapn1O5B6JL+EMANoHzFtjO3DpudQY82n970Fr9aZ0HuAuY16HNNdwb68YCu8yMV3MGJi3vQX25d8J3PBRH7LFVi3Zouj4ybCzVupECk6m6WwGGAPXtn7/As50JEDHIgVMAsExPji5P4SHsa/c5E8ZFL4QgW+H2KfrrQZ/rZpM+i0VBZAbY+FalzgjWUZxshs+VUJuE6m/T+n3/Hdhe6jP5wc7+n1rA48e3gG2F+5T5vP5K+t6efL02bMjH3snywiwhxCvuS5gDa5aLusfapvm+S0D1zAYrA3ecEQeFsZrVYFGcJ3GC2Pi2VZcozVDGhATfe9XQPd0JzcgS/imG2D+6v3A7o6/zO41MDFUy8B0gfxpGcLWf9PZrFsK3MSIAlnOnm9m0RIJr9mBOxhwEOclhSbLqtib4x2QdsDadiFZYfUcdavVppNpZ1pT1ABj+xN12msZQVq2u2YhyGYWPr3B+9J3jf1mhh/oHYScXPK5NU2DsihiA/E9IYjIONd+2d58/qpJWZ3Y3tkZQfZOlBFgDyGLxQLWFlcvl/UPN03z+a1zpu3AEkxrlGZj5CA7jbJ1bTTJQxhNWMHkNVg7MIBTLXCVDC29lU/GfI6fAD3oKtBk2qfB0rFFgaqq/Obbth/1gacMcb5lUWAymfg437anTXi5Em0raJdB3ZX+vFBGDq5BaeVzEKVt32//KDb17vKzxmA2m7Lf2OqtbnZsndReZYwpeOZ6aBZnPZTwLf49RmmwhyVrku6HEO9CAqDoj+oJ2mvCcQde2Vjb1M2/3dnd/e5JNTmxuzfHKHeOjKz2OcrefI7C2ocslvXr2rZ9Tjh6JKzUMglIdkeVdGFAwanSC8Uzo4yIrQyOJa9ptZEC6AHapvH6Q6M6Sq7l9hoh04Tmc9ByAWxsAmWp0JpeT/JHxTDnTFScgkbqc6iXNdrOgWSs6VasmaSEEuiTBQFdnrI+/a5byREqwsveaamMc3Xk90sIh0XOZmuoqhJt1z/BhA7hWT4qohULC/q24+VOPG7onVlSs0ypHq6l9hNy75RETDNdogupiaLn4ftIDT/BtZhMp6J9ujbuTqHY3d0BEbVr09nPTGezb3bO3XZkc+O8xsooowZ7TrK7twcDc+1yWb++bZoIrsEpJDdm4WFJ8agRY+LgTjTcoJF0efFd9sNx0smIDnlHP5UeK8vtZhLGaR9mhVheWlsDjh3vVnFRokxynrQKYVssG262B2Dw3KZFXS8h44JjvcHBgpUl8oohfpOFWInqhkkHIcQt7EoWOFvG54b2n0ymHeUh+y848Xx0R1nmca/avgh9mUyirebA2LdTP3GaPAfFaReeT9mfdG8Gjv1t28IUvS8glBmmP3IGACbVBM65om6af7dYLF5jgMtGTvb8ZQTYAwgR4fSZswDMoxZ1/WN103yWQ69lSgAKfx03UcPgtTbGjgaQlIsCenPYdHGyNm5OEkGC+pMPEu00DryUtEs0QlbGuItVl5f5w9+D/aHvg7n5YwDjWKVn31qLsirRkksGNwfQsK/CZDJBYQs0TY02RiiwvQwIXdB/iEroV3P1FALvD3/BsHrxGNTAa6eaHbE296fBTiaTCH6RIg/t1oG033WrSPon5JMCICkTK+tLyPJzTVc61TgVkdISMugj6fLwTUzGtnsoCfli7x91p+N2i0ls27ZfsqzrH7bGPvTW224fQfY8ZATYfYSI8Mfv+3NMJtWT67p+g2vbp6de6X4Q9Y6RXMLLHekDE2JMXRxHMU2WRry/KPz2fsyM9B56pmMGEBVUA//LfujLFvKzFubv/xbm938bOHMmlkPGYoaBWdgChWXndcm26x6zxmIy7UC2Dls0dvQEdygJ8OCAlcSwkusPRIz3cc6113L9MtjOsdWdx1WVFWYzH+8qfUd8K25HDiU71yo7hSBpUr3+pFw1RnuGablyUoj5+2d6jVcPSwjt4RhP3lP4lJUpnONWlmWIsDDOuc9v2/YnNzbWP/Gmj9/aKwqjnJOMALtCwkv1+Md8wrPquvmp1rknhVVLiZPBpJxdEHWbP5N63wM3aI1l5qsItImrvYo4eLjZ3zt9uAMHSd6rJBnIs54ikDEISVhUV5eyLOMdfKlrYsYar/HOZjNUVYWmadA0tTf7Iwyx8KsOHEnskRt2voptGcqPzpKInLUHx7aLNw5xx651qKqJDyNjbRN36Ap8p/GmdVVWqVmdtKnJgE1p2b6ESYhYelcWPhdqaHgastb9d83hGSbiontnDCDAmp8u4XuhLMouvegv+IzFsv6pzc31p9x62yns7u3t+y6Nksro5BqQ1jlYY7A7n39OUzc/1Lbt1WH1UtCiwtlTAKLXFuh4Vh4/am38DnTUQbe7luu42MlkgrZtozZou/Xuhpl0rjPnvKNMDhYbj8geMukGwZZ5VMypO7ojYy4DprM+Tpa4loyej+3q1TQ1TDdJUDgR1yj5E7qdq5Yg44+NKbP40h4g+Cm5cWWVAbjFgC5OOIa8EXMsxonHoJpUmFQThJVaKWfcUyZ103Sb8JQ9NcIpmPhcDmhBkrjV2LypEysmRmBg3TvKEk2el0H0XQxjExN60zTdEmEXJ+d+b93+GWNM5KKXy2V8Z2ObWPOh0hZfe/Tokd+aL5a0NptilIPJCLCKLJc1qqq0u3t7/6Ju2u93bXslBxgKO/wHjze8lklEPbgi3K6E9DBNNWyJN53Oug2f/ff4gkunWYyfbdkAscn92Adgh8ASAExRgKwFmqY/oTZNJBnsPfA51Mulj5wgJG0QeVXmVCNynSbbwha2D4MixP1M5eqrQIFEgGUanIs0gou8eAh/K4oS0+kk7kfQm8mp5mqMP0PNGKAse2ogTKa8H3ONNuWLOdjlFIqMnUDyWwrGlOTd77oWlsYqPHm8J+xB7Pcb7l7URKPlE7oBUNd1zIdPCNbaG8qq/Oajm5u/2DStq6rxOL+DyEgRCKnrBlVVTnb29r6yadrXBnAN3GhCCwAJqHEtNjHTwYZTGHiW77TvVzTFzba1mE1iTp3g+DL59ntD4Moli4Plnvw/fy/sG38W5rZbUy1V1otHPXQgX02m/RHXHUcYHEf9+n/Ax59aTKoJptMJDAyaukFTN2hd6yeabgLhlEm22gmBCnDdngIN2qaJoUmAwWw2w9r6GnNUucizJrx5RwsAKbgCPMwqbb+sXZE6EkO0gBYhsKJ3htMXk1q8lztXkwkdHc8d6B3E/gr3cwtJ1k3QXVc2dfODW9s7X16W49EzB5URYJksFksAWN/Z3fvGpm5e3Tp3Mdf2wt9eY+lFLmWUgNeHiYZBYLw2EfYjIOE9D9yjApiWUwLcEZWISvSxr2nEA6g7zeB974b5hZ8Gbr8N6Ez+lTwun2AQwre6jW6MFY6oviU6uI3bHHoN01sHTdOgaVu/EAMsXpfVK0xAbXd/XS9R1zXapoW1FtPpDOvr66iqCcD3HOArF0I4E6GjZ3z5ZTsGcOL1UJ16ipmuz3cDIXUizE/uMqZRPzHUijtXO83T9iZ+TC97n3nZY57xYvK7c+6iuq5ftbW985VlUZSL5RKjrJZRz+9kZ3cPDnRssVh8u2vbr3bOzYLWSomm1h+PnECG0F65tqH9DnDvPDvqIzqxAgSl0vNiFnCAZaFM6VHQ6RgagkgDdMfEdFIUQAcyhLy+xMuhOdWsRTWZoKlrEOAXUkSPPw81Mn2d4U3dsJmMd7C4PhwthFAF7b3L0pFDy06EmEwmKKsqOnaIvGbb0519XrF9Ii1gMJlUCogZ+CPB+7CxJCSOuJPMJNqhZzV4LAEPuerbI1r10rkZgnGRAnoClBqCR9O/j9LIb6G+P0N6HfVlSOfDAcA5d0Fd199z5uzWdG02+5Gd3b3lxngqwqCMHCyA3b05isJetlgsX9a27b8hogpANtsnTorwsODY4osbBgujFOIjQM8RAkDnFCqrKm5tGJxfRVF4MGXPRtM9LM9FB66JswSxzD1IIgUCBprx7w0fhbnl46BHPAq0sZlMIrzeiUaegEoPEm1TwzmXbGDdU4RZzuCaHccNvjCDh6pFt1THRXKveF8WikAVmoc74Pweqb7tMyrEDNVekUHum1hyvfMq7aYUnBMLSU7mkYoK76FJ8g/PuLbt3htpgaSOLrB0w7X9QrK6d2q7KIofnE2n3+ucOzsePaPLAx5gd3Z2URTFQ5d1/f1t2z6fAJPM7vwF10xlbkYp17WhGRxinGv12wGW4pwu6hYZFDGt3nPOBpOPafJxsQK8vJYmNCEJinzJbFl6LXa57J15Sj3kpCLBOrRV2zRo27Y7BaBf7hl0dKlx9559I4rXO5D4ngQJLHM6JnO8s/S6MjeN3x+1jJu4DMkqpxRLPlU/EU4/kw6vkGYPuqxvWPvyZwZ3SguTLyt/mJA87+wQS6LSD8w51pWbDgCw3d+6KIqfnkyqb3fO3bKxvr6aTnoAygOWgyUivPNd74Wx9rGL5fLHm7b9XEdksoHGwDVxCg3cl3GbGADX8Azb1DqeGMBosH6DaCSAHIZ8PAWh42SVkc5AaQVRELSav/87mN//HeDs2XS/WlaPyNXFqufaeWifoiyjdug6Z1ikS7r/CD9L1PRiU3OAM8Fhw03v4M0xXVV6x5XoIgAGbet526oqe3BdxaGI/szqHKMb5EY6DByN5FAH9oYQvde/cmzpMPpJRr5frFljeBq/IUlDVDFx5spmUN4fIqratv0Pi8XypwB80of/8SOYL8d9Zbk8IAG2e8nM4x/3mOfUdf2/nXNPB1boKNKc6hOSaWbAa4BMO+JaqORr5br0oHyq4M5NfWuBGFWQu72k6cx+6CcGa4F3vB3mB78XuOnGfj9YZJCdrVKSGj6fEEKcpd+HoY3OLT+55LSLL6ZNckg1UQ6+EPcY5hfqPO0Iq8S8dUAgTKazGFmAJHf1BUj6Sb4bvI0VlgbEC7oqG0KqTSrvTrLEGmzy5+VwzmuioV/BJhuTLi6IdWATQ1ZE01NfiiZtnXPPWy7rN1548YX/alpNqmUX6jXKAxBgu7XwZndv/gXLun5969wnZADGJDi3EldF4j1K+ayoU2nAZG3i4IoaIiA001TrQDilVaSdDJIAztmJp0K4KZgv8O+8R+JEg64mNJRWaIehyIlOiqL0fKwjNG3DJhTLWYy+jkyZSrslgEZv7hqZABhuGB8l0LbdHgRVujOW1u/99b7PE0BSnuuXSevtn5dxYOIFe8eiRo4MSHm7B2dVbLskDQabYULmDctAPXuWFZNkfwfN3P/28KZpfuTs1vbXNHWzfnZrG6M8wKIIlssaxphie3fvS9um+d7WuctAFLcVBNhAMgapDgXhPOnu5yaVMYPB+RroBY2Lojk7EEIDwARvteLI0Qa85DMTLdmGE2xtomXCOdCTnwq67HLg4ktguKOOL8sMQNJNGJnDy6Qww2kDYy0q6090CPGuloFs4l0P1YmWbjcpBA89zwT9PeEzgeIOXmFnMp8uRaeXLpwD7hc8GGN8IEKo46Bji/V77JY8JiTvulxL7ts9ljyWK/xAyXupAaTgc0VNeVkH967IX1yWQCzX8aZpXurIXb02nX3X9s7urZsb63ggywOGka7rBkVhZ3vz+VfVdfMdbdueCMMoHGIXlmWGl1WLd+Wjgpu2kpcMZpoa1N1JNLWJ4NoGBgZFt2QxLoel8Gx4AjnfG/IM5Ytl6x0pEmAzTT2kVRT+X9P0mqxCFYR2SvZkABKtVQ5R7gTjA7ht27iUOEx2Qyuf+J6tiBNOn5vksgvmJOy7cJVDa1ikEyoP/N/fHbZv3ko0gZZncn9/Qxe61vYr4+Q7yNIJ7wGnSeLmQz2SK5RBRprL99wV1v7fqiy//YMf+se/ffwnPuYB6/x6QNR6sVjCWHukrpcvaJr269q2XY/B8JY5XVY0Djf9Ey8+8oEQPPuclwyB33KJbUjbtS38Nnr+tACK50UlXtu+bPt5gzE8mBPTkWmkxlrQx2+GOX0K9OCrgNlaPqiTAZmaztK9xttQ96SndXIdFeLadJCHMCwp/eqwNMIgbHbOPfCrNbL+WZm+2m7QAXZwVzGtvYYsHfZO7EPXJu9XAM6wwU1hizip0xDAhnfRKfQTa5tIbcjok1V96tP/f1VRfNvmxvrb6qZp5ablDwS5X3OwRISd3V0AuGy5XL66qZtvcs6tJyEuAiCS55U0NS20yyy/byiSAOH97F/Q3jmFDsQS38Pg4I+DVY1sQJJ+xh2nBfZOsre9Geal3xYPPYwcNOOIM2eWqLfuKEm1/nCN7xzmd9cvUVUVqrJCWZadWW8ikPJ9B9AtuS2LElVZYTKpUFZlcrxLALSsDVQ7OW9fmY705st7htKRWakaHWtnOZFp96rvQwiDs+nQNgIQk3czat/5xGcCyarkqfZpaCO/J8Tj6qZ5w9ntnf/Rtm5tZ2cXDzS533KwRIS9+RxVWT68rpsfaNv22S2RTU4fQGq2aml0N/s/SAOD4m8rIgjCvZH3BNN+uNscqWbZm77gqfRpC56TFM0C+yltQtslcrCLBbCzAzRtwrsmg5Iogm8SUaFoilxbInZfLDenYZgDJtQ2aKRxtZRsd05frAq34vUA43PlPSxfLRY1o4ISeiA45swKDdTXQwfPgadWcL2ac9VKwI9+haQxctO+y16eYLyiQVeWs5ssLiLg5UR0xWRSvXx7Z+fU5sYD5yia+yXAMtP6Cctl/QNt235a6xw001QOKA48mWkstVeNo4UAVsFfatxpSCvunuQv9DSC4ssCy0OGXXUJqgPcMMdUHBDcSfIJj/Xrby+4INYscagM5J0BPvtN7vKkDV5ONai/Q5jgimbIVzhp/SHNeLlRTjKRKM6epHzKzBxAW4NJo7w7OVUwEH3A8w53mf572v9IJjpPrXTbR8rQvZC2jPog/R1lhU8/DygYMR/n1lrga5Z1c/F0MnnBzu7eTetrswcEL3u/q2Htjygu5vPFF7TOfXfbNNe2wWRBOtgS/lDOvqKRsldHak9Kg0pth+fdJ9PvFBW0j2iOs70FVA/zvoOAucoHQov4/TEywFqgbVO+rXtuyImVWdxRm8z5aU0jy5aHinKFNsqiFQY0ZrU9lHqv4ln5c5JnlflwsMq03xW/ZW021C+r+pk9t6yX3f66NmtTlSIaAkVRRsn5DrW/bA8u1lqyRfGWqiy++eO33fHBq6+8PInguT/K/ap2ddPAGrO5tzf/hqZpftS17bXhbKboxRdcZJzXhXYmuVU+/0stNNFMJVAQxWe5BqRrab0kweniplXAmm5xiHRAUBosnlAS3V9snQVuvglYLhN+OrlPK69aGpO3X2bS9xPIkFFKrOy8T1bzkFkiw+2uvBf8uXAPyWdEW0gLia/51zRnXtYkNXbffhqQfO+08nELjVM6nF5KuGVlAkjanpdZ5s3qLMURmbZtn7+sm1+4+OQFzzHGFMvl/XtRwv0CYIkIWzu7aFt3yd7e/Hubtn1J69zJNm5RJ7THAZIfUIAiODfCV5Ev17DUNLQIBSW8R/fEapUVDi7uvDEmWXrbfZCPJ3U2vPzGwLzl/8J+5zcBN3w0A+eEWpBtojjAFD4u004zDUh691aY6v331Fm4agIajGIYciop9eHvg5Z+fI5Fm8jrPN5aOjsH/QEKmHGqp3NvIb44EsjFu7qqDmZIs5RpcqtC9qdyb7ft4ePquv6Zre2db2+du2hrewf3V7nPA2zTOpw9exaTsvyEuq7fsGya/9y27TQMAk4FDGqgipbKv3MNNOHChAZIYnYPjq0kTTGAHNMkJCeoObWy79y7rwEHn1BWRBHEiWdrC/i412BJy1d5nkR5ojnKeVkV9FJ6JaarRESo2lT8LrlFGrgzT4s7K4c49ayNtIgN2VYD90i+nL+L/baTuYYfKKzMTA9/+TuYvnBZeyfaKKu3tjhBtpGocKJASAtlqP7dLnAXNW37wsVi8dPWmsfzet+f5D4NsMu6QWFNMZlOP29Z17/QNM1zyLmgwvm40+5eLVaVg+ZBupaDY+4yiDclA5GnL83IkE4Ax+C95SarBN1EQxt6IaWGPpCfbA8QAQ++GvTEpwCbR3KwFPnyyYe3MTeNwSe3DKxXm+RJfVaIDP3qY2bl9TwdI/7Kz9r93GI4l/aP75mITugn+P059iGu1vcrO5pHbc/cmuJRNRpNk3CpctJI6CgaLJumwXeceuGce27dND+/tb3zOQDs/W0T7/usk2vpz386ulzWX9W07Te2bXvSdaunpIYaRHPQHLQB5FlbEOkkbv4BT77Mkz9L8C+7NSZuspIugfT3aauwZF5D2mwEefY3lic4bsIg4ibiADcpHRlaQD/PI1vLPmBOaiETgxPDnSCqA0cr5wqnzoHzSCoj+E7BTx/EWcef8ysAGxRl5d8jpb34vsCZo27AcZfXhfaPNBgqNx8TzMKx1t5cFMXLZ7Ppj7vWzafT+8eihPscwBIRTp05g421tWuXdfMi59wXO+cm/DhnGUdJRMPgygGM3cO128SMW8EFylAkPmhX8mrMyRBDjfYZx0n9Qt5BWJ4JwIX72RJYfh1EQFMDTQtMp732qfDMSR1ZntJZyL3XKkAKYI0gLb3VvP9Wae5DPOo+Xu+Ux5Q/GWZl9HXIlqIOySGA+UAAK+mmbol1WZaDEwOJdtCW+4a+MqvyXtXGrD/l75nmn1pmu2VZfl9ZFK9umubM5ubGuYH4vVDuUxRB2zoAsGuz2dOXdf3zTdN8Wdu2Ew4CRgGX8B1ArkUKL67k4YYGdfKcDGcCYrA3L4sKzoojKJ46sEpEeFjMa0CT1TzsmelXFDBvfTPsS/xKLthCDWRXPd/cTASjDqSprFA1/bPioEfWH1HLV7TbJK0hHlXTmLWBLp8JgC8mcPncgfqKAyM3mZG/X5ozNvaEdABqddJMeVl24ehNwHaor7R2le03MIlmO72Jd98RrTdN84JlXb++KMtrdnZ2sbiPRxncZwB2sVzCkVubLxZf0TTtz9V18yQXjlzpRHrGpVkqg+H5Z40jNSLNg2pOiVbI0k4iCsTLFT9DDOQBMJFOJbD099MUk8HEfyMAt9wE/O1fw+ztpYNnwBEo04YyOAMwkiirHOzaxDI4gQxxtCvAH0PXNFAe4rkZ8Gnvw6prRqub1CRXlDEupxaTTMIjK9EQeZkotiPnXUlro/2ERzeYPJQtOnqV+vFrrAxV69wXN3X9czDmMyZVaZqm3b8c91K51wMsEeH0mS2A8ODlYvn9Td38QNM0V9CqGRNQZ3+XAJm4Xbm+6vXS4gxlejKtBJyYIysFCKXsq7TZhOSldFByc5C1F/Gs0IM/DICTFwHXXAvMZjAQDi5N+5V1HKIKFI1ssH2l55vEclvW5tJy4c/Lpc77SQbK2rMKWCc11Rxpsq+jpdI/Ex2cA+2RUTRDXLfyTqkTGb9fpG32C/6Xba0oJWpsLv895MktLvbOtM49pWman93Z3f0KALP7qvPrXk1wOH8mlJ0vlk9rm+YVzrlPaZ0zbdsCxvRm+JBmatKVN5poXFPCR/EXlYOGeLFW0RFY9RtL07V+pg6zvqZV5wnqvJgMjJftE57NBu5iDtQNzPo6KDjU5H3C+TYIthgAOYVjjelrGqPgZofyG3pWK5e8Z6geq2TlLlor+OCkb3mbaDLgYNTSC5us8NVR2R4OrOz+cYVW4Jwtf16hWSTPr7aBwvWr/gtWXzZx7lprXzepqlfVTXPL5sZ969yve21Jl3UNa+1Gvay/vGma72idu7QLUo4dZeUMafIg8lXAGhog2YcAAy+M4r2VYS0ZX6t4TpPYRvQDA0C3nLc7t0qUs3t4cMAlgDrgZT6oDC2xlCCWtZOMflDKojnk+rp2sKM4S7Qlpqs0utTJgzzd/ZxeMi2WhxYNcc6Dnpno++U3XK+Ub/f7CrfJnrr7LgU+xzJDSW/QIcZlIDJj5X4e3W/WmNZa+47C2hevr6/9ceOIquJeb3z39bg3CRHh9lNncGRj/aqmbb6jadr/zzm3FoGImYu+BvtrKVoEwMoyrGgYrhmHe4PwExAybQ8DANzdEyYPbWFEprlxLYCDqwbsiTaS1iGLnrAW5vd+G+b974P7kn8LXH6l33SbpaPxdTIuN5ZFaGt9GXoglWv1s7ZS+oLEc1mbagAvJzne/vw+VqfByXnIaXQuchDNWYLwijqFcrUdwGb8v8xbqbPafrx9TN5nyS3IqbGhe3gZsmXILA3TgywA3FgUxSun08lPOed2Z9Pp4dr+bpR71TTQeBO52Fxfe0bdNG+s6+Yr2taDa3CeSE+kYOtAQL+x9YAEDVhbVsn5IXV4KeAanQviuSGTlgNS9ptSr4y35PwzB1fJvbF7eZ0lAPf/LPCPfw+88x3A2bNJepq2bngeXLvj3nzqWySWk6APVMYXEytz0g5Kn0VHnWH3Ke0TJ2kNYEQ+Kn/cfT7Iktx9hU+Aq27TnmOf5ZaTUnjbriyzeC9kfkPPkfJXvnfxnxbZIJSDIa7Z+dVfVzRN8+q9vflrnHNXnTp95sBK0z0l9xqA3dubw7XuxN7e/Ovruv7fTdM8uXXOECgBDysHHHJTdciTG2dDdk2GTsX9Sw9QZk7ac+CV4HMwZ464przk/CVO8mIAwMuUbGYd0tE86jFdAjY2gAtOAmWZ5J39Xel464ESJrZE5oySgzMAIo8C0cKNKJSVaYAhh6TtY3FSgOSgIScItY4DIU9Dsu+eBlo+Q44pPnGuimiQ9ZX5EqWT5NDkwttjgPpI99VFokT0c1yqRMj7iOWzep+JfnLvxuvMOfcVdd28YTKpngDAOHFI571J7nGKoGlbFNaa+WLx+KZuvr117nMAVP74kJ4OyDquk6EZjJPqpL2YA+bZoEl1kIHF8wUGgVU6BvhuRklYGKtjpuXJfIVjgtdC8rnSREucFWdOAzvbPppAM8EUDVC2GR/EcuWZ1CC5k0hSHmlbes1XS2/VO5HQJ1xDG3LWKI6eQVEcnUN0xr4ypFVr5VF4XwLCGn/PwQowC22YOKxku7A2y/pKtg3rqyHhdIC61SRPV6N2lLQ5sBtjPlwUxQtn08n/aVu3nM3ufZTBPQqwu3tzlEVxdFnXX9627dcT0VUhlIrvjzq40QkYHzcQLRA1HPYMD9dSAbYbbZILCjOpZS9gzi/26a76nlxnMzSfGLpMeMX3d3wg5+wkoCfXOcAS+QMPjQVcmx56OFAWDor99V7D1LjAzOIY+m2IP1baOytf97zKYWqiPMs3YM84fzMQ+aBMHuckBwGeeGtaHzcAsPvmNzDp8Pz6KI6uFxQnleyzfds8VrM/504DWA7S8XtI3tqzZVG8tirL73FEZ9Zm0/Ojbu5kuUcoAiLCb/z+H8EY84j5YvEjy7p+VdM0V0nNQ66GCtdZSuy/Io9QQeHg2u+FN/xhBu68c7m2OQSu/G+SJLDixWdGs2Y+ylmdm388f0EZxHwDhxmeYWZ/5DHf/ScwP/vjwK0f90AbtCVWFq4RyskL3SCMNIVSO55nQnvIthETodT2V5nM0SnHwVGhOzgNkcWPdv8ZCsHKwDV8p+H3MpNV1IFSZi18EMjfa95fg/lyMFylrRq+fNlk70LWbzzfIVpK9oWWb7gk6pfwus4dbdv2m+q6fr0xePjZs1to3b1nYcLdDrCdI8s+88lPeM5yufylpmm+1LXtJHbWALeYOTziXRg0VdRt2NiTGhWgOTD49wQ0FU1YgqpRrmnaWPKMyTUQVTtArkVjRdoZ58XaxwA+iuAv/xzmV94Ic8ftQNHHwSYTxKqBO1AOIz4nwM2uS3ol1paXVZZb1C8+J7jxrB0FWEknTLYzlcgjqec+TiQOjGrsKcR7SmKRB9eYM+1UB92hCShpNzGhZI7QgfTk+87prJR/h56GRtPJ94qDsJhg+HtIRGXr3Bcvl/XPF2X5LGusbZoG9wa5WwG2bhpYayd78/l/quv6DU3bPrZt26RThhxMiVmuaaPaDB5/8h3JN4SRkjhW5LMDJLwcZmEAkPIbv0fmo0UVSOAY3KxatJcG4Bxs+PPR9OLlKCtgOo07eg2aW6s0SKFRZ5qq9CCD9P5jZczqLoFhVX8OAQ8f4JJX5E5CY5IM4konxUE65ODKrAVZLpPHCMsJeqhNPZ8V2l231OT7nfDkpj/eOzHDQ7szR5s6drT+4u8n7y9JPYSyrHAMSssr6Uc2tlvnntA0zc9s7+z+RyJam88XuKflbiEriAjLZQ1r7cWL5fJb2rb9j23bbjp2EGHUANjpq307pxDSj88edPkuVBlPygZ0NF0P4CEduqa9vKu26Qt588GVgSIRyLWwtoDruGdpUmeOjnBd5qfldQCN0xgDfOwG4LZbgYc+HLS+rppsPF9eN6l9SCohaZuBehhlIPJ6ZBpP0LC52a/1q9aObABLLZfkvWlDrTapB+qWPb9/h/TlkbwvLx/Lo23bwbGkUmkK/5kpGfz9YMrNULSC2gZaeYfaT7uf9U2i/Yr0uvG9V1j7s2VVvnJ3Z+8jF1xw/B7jZe/yXOP2guvrD2vb9rubpv2CpmlsCK0gFsgeZiq+UTbOAQTj/QMOn9XAPZy+xreuWiFmTRory58benn5Msd4ysHQSyt/G2r7cCu7X5ZFgheKwu+qVTcgcqtNvQEHCV/WSmyPXplnYgYTqdez9fnaoFxR/wSclIlQLQ9vv1XgqHHwQ0Ch1WFV+WV/rZpg2XW/JzJgA3/O+2NowpDlFe/J0OSh9ssBJhc+gcn9JZK2ZP2j0Xl98+YbDBmACmvfV5TlS6bT6Vvbtm2nkwp3t9ylANu2DtYaLOv6GXVdv9o598nOEVrn0DKOJM62gl/h3yWoSS1UjX3dp7Kx84QmnKUjPMJD3uEMQA7YyOFlc871YUiattJXXtXEZJlj3oJPlmZobAtjYD70QeCG64HHPwl07LjOEQow5INlSLtYOYjEwOWgmmkpvP68PUI+GkjyNlRAQgNHDWC08DEo92X9sgLYVkYaaFaDBlwSYAHYouh/5uUb4j5lOcXYy0x5ZXJZpRQl5WD10RabDL67Ii9tbPD3pVN0bjfW/PBsOn391tb29RdccALF3XiS7V2WU9O2sNZU88Xyy+u6eUPbuk9uWx9GQt2SUH8sddpImjnr2Ase/g6CIftsBj7HtBKthhHq2r08jwNojef0G4Ug8NyJkN9KOujJMmtpCCdQFvZiDPDOd8C87vv9ybISmIF4/Dn7IU6QnIOTfJkEIzmJcl4107h5mcN36SgSvG9SNpaf1icJV6uBc9Cm+XdeHlFXzvEafk3UVat7xlmK53NNDoLXTd+RDBj5WBrSOnnSA32mgvM+kikerE1DWybWomJ1yXLJ9uN93LYtmqY56Vr3bfP54pdna7PPtsbYu3P7w7sEYJd1AwBr88XyG9u2+cG2bR/cti0cEZq2ibOsMTZxWPHBK50GQavRIgOIhoFplfaYLjPsXx6Z75DzQjodpJMqAbkBBwGJv9wklC9UnJ0VJ89KpxP/zvOS39EDo4Sr2Abc8bGiPknDhvpLR0nX54PpCTNb7p6WAIP4TQU+QAXvZJNvopUTc5ImN3E5zSXaLauW1lYcEAVY8/c+15TTevXnkYnMZPlkuYSCI9/jpN1Nvu/w0KYtOET9eXqyDYf6JuFmu3+BjwZgnXNPquvmZ7Z3dv+9LWx5d21/WN7ZCS4WSxC5i+vavbBt269omnYWwTK2KsHaIjYCOZeYNKHBic+WzKzh6WmaqfzNaL+vAoiuo6KziVEEMV1j/PlVLA8yPF5QgCb1ixQCxzo4ow/M3HlhuZd79Y5d2C8tAEQO9GlPAx58Ncwll6XaMk+Pg+xAPivNW1HnQZOff1Y01ISa0ICU9aWsw9D7wE3WLF1JLXS/B1Akw5yo7P4sHlhaX8J0j+lLKkdqwbKO3EKh/u1T+VT5rMgzoc6QvsN8EpKUiRkqJ6/j0Hsg0uOWi7TIYlnFxMPpNmttxBXnWhgylzRt++rtnd2N2bT60d35fLE+m+GulDudg92bz2FgPrtpml9tndtoO0ogNJIjB3KU7FkZdgCK19iLyhufNzaAQZDkvJZKkIt7u8RS8/CgJg+R/nIMNLLk3MKnuBesBMu+QLFteLpqKQdMPq08rGD+ubL0+8A2DQyzKDQeL6mL2edV0rzG+3GrsmwK56wtJIjgsI+DSk7afNBqfCHvQ943vG3Ohf+NaZEecUHi2awPRLqhL5xrYYxVN0Ya7C85edCKED3ZtaINVzrjFDFKGhpXO8ht83oxus3aIrkGAMZaWGt2yqL8X7Pp5Lvb1p25K5fY3ukUQVmUmEyqd8GYX4rgymdVSkHGWouiLHMTNGlfxVxexYOuoAwG71fMu/2EayuSq+L3cO5uFWz7d2hA41B4OVqd0LAZLwA+4RZv+CjwF+8DtrcR9BRuVkszUePgTJpZd/tAHONA2SUPKflPaZry34ySdtRwOJixsnLwSXhThb7g3xKTVnCKQ+a1EeVM6sbBQLb9QBuAlwHoaALKyk+yL0QeMaxLcs5KGTRrwsj7FSBM2hbp+EgmOWnRKBMC8Xulk88WcfLim8H4bUFpo2mbb5gvlv/TGHPJ1vbOgRSqw8idDrBVVWKxrLeqqnxZUdj3UmxF3mDclKeoynvt1sXG5p0XgDoh8A8IiKtWZsVwIt4RCgDt1/y8JIkZJThHmTbPr5t/dJDhg18BqZVaKdIXW04KEdCNAd72FtiXvxDmYzfAFDbVmkQ+CQAMmfJMQ0sAmX+WgMFAMNkERwKe4EtlulodpQOF9y8HyQzQ2fPyM+/vngsdfjc5oMS2zfmirJ2zd1A4d6IPQbwiSduadMWkRrX1URw0mKcRnzPHnEIv8c8S5PnfQR9D+I2VOSpc8FagNQZF4cHVtS0IlB+B40G2cq79D86579zcWJ/cNfB6Fzm5ZtMJ9uaLD0+qybeWRXFj3tl9Q7vWwQAdRVCAH2ToOFeqaH8H3kCbay5dAwdReTaFsNeGCx8gfCBrPByXzGxD9yqnb7nKS2ZlkjwZf3bALE8AISmLgWkaYL4XN3rhYBAAT2oqQ1qk0QacAMikzRWKJh6aJ98BrmVpmicUYFK0qjB4B+GQl80oiz9YPblGlSkEUisV6WcKmrIFn9Ge5+3YiV0xKSR1Qgp0UqvkJ2vggGMtrZNRf+MWmqYlJ5Oh7DOWdjpRdJvVW9srZCE1Tn8Y461ma1EU5T8UZfFLAO4yj9ed7uQKDdPxqr9L5L7dEf2Aa9vjaTv3vEogpAvrowrIOb8uHkyzEOkfFFyT+NWQd9dZg2FeA46T8LuccTXSnv8e04Vuivq8erA3xvQOM1YHI8ogwZZYeqSUITPZpNlHDnjsJ8FMZ35PWAE8wYmTtQoH86BdaH3ETWDTOzDJpIMgcSAyCyOxBsJv7LOqdVIa2ZEsl1YcZ30Sep+S+AvAl5WXjTuMpBMwfA/AsIK/5+8aCTCXnKcsl7qcXFgM2vska63yqryOsr01cB/ylYi0wPJJqJsV7eHxowUIsGXKuVoxhvi/sizvmEyqF3781tv+8MrLLs0mpTtL7ppUO2maFkVhi53dva+t6/rlrXNTiiFaPU8ozRvXtnDOoSh7/M86QHbqAQBXc04kA3jgGSeBhj/PnRTIX1op2X1dvq04SymWSRsgGAZYbtKrDhc+UDmF0NUT1jtH0LbDYEnpSqu8kqk5Fz5HbZ0cgNSR6cTRNKpDZMDRleQp2kl6oofaJgAij03N9jAdkKSvxb0JKPC+Eu2iprXivcl+43kSOzqGO7oGHG1qewzVWbEA+MQ+2FfKe5D1mcLValYnv+ZpPUJRVrFdw9FLsa8Zt2w9uC7LsvyO6aT6PiJq7V248OAuXdJQlgWatm3X19d+uKqq1xXWNsl5QcGM6rge5zxdYLoXI/GsozfBEtMAuTm6aglsjKftrjmRluRcE81REutdB2qiRUBk5RF5JdeHOCx2j+QsJc8KLX1u7nJutCurOXPaO7qWi1QTY+0sKQ7+N6nzoOYijmomFly+oi2TOoT0ZTspeUurQ4ZN8Ukm4UVD+yl+gYSyEdSLbNNwP9eatWgRqb1m11naCUALzt6bymyCEBQFRN78nciuy9+Rjje1h/kEKNIYBFf2V30PlDHQdv1SFF4RC3ub8EUvcYLpwLUoClhrfr4sih+pm+YuBVfgbthNqypLNHW9O5tOXlJV5U8WRdFmZgT6BnbOxYYAgLZtkvXsQcJLlpkM4nMmgufjJLkvC9R8ks1E+G9D+Qx4eAEBSgpAaNpynOHF/ZKH5ZRK+Cy5WQk2sWzWwrzl/8J85zcB138UMDb1hivaj9SiE7NRgFCyHl7rl+y9WEEHCW5U01ple8sy87YNZU7qyvNhdUs5PqbtKTwr5/5jHgMmOrfiIMsj68R39BJ96sHEpn4HwSEnmidvI6448L7ik7lQVLLJkVFB2XgSfpUhOkdGDsVbuvvaxu+VURSF/l4KGq7oMeXd1tiX1HW9Nanu+r0J7pZFuZPJBK1zp6eT6beVZfmz1hgXtZaOdw0d6lV8r7naooCBQevaJJY29ZYOg+kQyS4XGvAXOIKUTyAkFNNLtAUgm20zbXQ/09J0u4CxsBo5wAYdVqysyaDmdeD8oNEdUkm5t7f9blpNPch5cg0km4x4eXkdQlvI/BVgTfpPDlJSojNkGbU0xQSXhSqxQUosHwkemhYf66loQ0nduUY5VHbuaOJ9zPOU7wlrew768Tw72SeyfALUBzoj+877OzPlE0oo5255m6hpsklL5tF2mmpZVomVlYUCMoWlW3DwkaIovmlvvvjI3XW8zN2268F0MgFAt6+tTb9pMpn8YjjWgjdEaFgiz8MWXYysgddspVm+CmTl5iz7hnQNcX7K75L/JFEuTbRwmPhyEzNbOXATMXU3N9f2BXdRjwRk2YSWBGlf81Dg054GHDkKkHKYnBzooj1WtbIWLhP/SsAmilEksY+lBrofR6iBLf8+oPVqewGolEKs+wBNIagIucw5szjEOxLaVZr1aoywMuEV3WrJTKRzb6gdhywN3r7i/ZFtHyN4BpZE01D+SN/fqLm2LZxrO1xgExHDkBApEAC3C9s6XRT2hWuz6TuPHtnYHw/uJLl7contRFgsa1hrrp7PFz/XNM2nBXPLWJtRAdyREvhYyziV0PiD2oxaY6N2KOfShrhPCaysYlmHEdIBIsGVO7EcO/sq4beUcnDHiyyPBriG58XSls69QQpg4Dled0Bvl4xvW8GNyzppba22/wqHWMa1rirLwHVOI8l2Jvl5wDyN6bI8knA3jbMOZrZse5FXvCadTmGCcg62sAhEnNwRLCnnkCUBMT5WiPartFyG+jixGkW+BKBt/D4mVVVFyzdsHCUxIChV3QrRxlr74rXZ9Ludo7Yo7ge7aWlijMF0UmG5WH5kOpl8bVkWH0g4rm6rvtDoYeetwMkSeo1LxrZqA3yQgF91PaSpUADZrM9nallX9OZlprmaAScPpz7Yb9yUstrLxMoXrQB+jZvZCt2QmML1EtjdgWHRHnE5J9MkYtm1fpbtpfB4GW+otLEZSo9fX+HwGrYn+rKoIMf+ceBP+NnOaZJYE9xi4ulKjZlE3K3UtjmHnlQ4pacgfst52DCJI3vvDwSucqwM0GJS4+ZURcJtG3PgcChOLxC8RUtEqDreNFIuUpPnzrj+7y9NJ9Vrm7a9W8EVuAfO5DLGYGNjHTt7e++rqslXl2X54Xj6QKfBspsTAAomj2PmhgQqOegpzTxeG7wHPRBxcBw0x5nWkiyMwDD/yp0EJK4l2kn+YHo/cu2Ylz1813bgyrzKgN+D4C1vgnnRC0DXX5fwYLxtOM+nAoXII7aTpIQ4X7fCJE94XYWWkP2bgW1oO+n0EW2ncsJD9ALPX9ZZ+y7AfzAf6RtgaWQTjuDh5aQZ2jUE4WfNJftO6zNFMuAX34c+c+VFfW/RAyenrtqmgaNec7VCEZOWnwGzdEHvnVTVC9u2PV3KDaXuBrlHTpU1xuDEsaNYm03fMZlMvrooiuu4iSpNEtdxgaFxk30LlBkseTHZb9x0s/yZtHApJwwGyIJzktqWxt1lThKmqXKzkfi9wixPAEDjK0O9xYDl2pdWv4wSAWBuvxX4hw/51VwCEHlsodYGkiMF+gHDLiRtofUPv8bbQ3LPfOJLlsAq1E4ofzwGnpUrAYwBh0zSTkOgKdtXiArI/Fn+WTHHE61QK3uWIXXhWn1fSAVAvv9DnKh8j6PiofDZchlu7F/edqJf+DuWvBfdCQ1VWcUyRDwYUkRiOrh+Op1+02K5/Meqqu423pXLPQKwoXEcEdZm09+cTKpvLIriVm4iJwsROieXgY9xK9i+BXKruayhob+ESYd39x6Ey6UDXE9MJPaSZYDJgcq5ZHlknGQYZcDrFbV7KCAUvnNOUNPqpDOGCLjoUuARj4KZrSVakTQ/tdCkvlr5IEryHOBtVf6O1XeovbW4Vkm5SEBNnEZD/SoBCfvIgNNMlYyq0fvIDIB1rB8rmwaYMVxLlodPrpy6WDExcFA1Mh3ehwroxt94fzKFKi0a9aFw5FAWpddIge5I7pQG4GXxkyjQtu1OVVUvnVTVH2ysr90j4JrU+Z6SxkcL2L35/D/UdfOqtm2Ph5UYXQsm5nTQQpxzfkNda3tecsDxJZ0R0QGimOQGOSkPBmTS8TSUB9cewwGGfG/ZEGrS+JN2Y7ohuiJGQSiDRvJm2qqbhGOT5qcGBOFlb2pQ0wDTGdCZYoaVR9sGMuOmje6Ao4E8Oeie60A4UD0H2lCWO3kXlIlRa7NktdeAZHWXwKbcq76H/HmtLeQE2pWrqesu5LEH7IQaGuKjh8qmPBevKxOLSnux/s60aKIIrkVRxvcvHpKqgCu3AOu6xmw2/YnNjY3/7ojmd+cRMVqb3ePSLesr9/bm/2lZ169onTvGN7kG+s4josivtN2SWlsU+SmsUAadAsDZ6yDvi5fzc4wklSF/S7mgLh0QyHm+tm3D0RUGMP56rCtzCETzWdNslAGndqp8+UN7otdKCIibvCTOglh2Vg4xSDMQ08AcSNsMyECNR46oAC7qp5rIAgAyQB/ov6zs4hkaKB8G8pflzSwm2V7inRwE7wEqJWh96No0hMU1dQ2gfxdjiKTg8VWtewhsxeSYKRhi0szqrigq/P1yrvVxrp3wY6PktotBeXHOYbFYYDqd/tXm5sYXudZ96O6Kdx2Sew7amRRFgbZtm7W12eurqnxhYe12EdYPi07nM1mkC1zbv/xMorbqH+wuMtN5RZm40ykBVwZsCdgwLdoag7IoUJYlbGFhrEnevuAMC+FZcbOKbpu1cJprFsc7YC5yc1xdVqppFgIkI3/9u2+D+d6XAh+7MWqwg9xhuMa1PZG3Zv5xj7nkjblTM0lTaFn8N8nzaZvpJEAqTVql3Mlflo72Wbtf0kCqia6I1Pol764/pLyL6DlqYwyapsnKYOS9Q++XKFPsDw2ked1lekN0B/sbTvwoijLWxfH9SyiNiAmbuhgDLJdLzGazW9bW1r7j9lOnPzSdTnBPy70CYAGgLEu0rWvW1+K+BcT3LEgGhzH9vgXGLwts29bHygoeK3OeiJfP39SvsMnulxwcAwBuqlhjUFiDsuTA6uMPvcnTnabrHFwHrnyrtfgSWYtwVpnjAwfINDepBWicsiZDq7mMtcB1Hwb+9I+A7a20zuEe5fmoBaeZJM9ly2SHAENqnxBarhkOv9K47eR5DfB5mpQu/4xp8slthWNFgs6gw0y0u/pdXBuc5Pjky/qKa9qBgnKd2a06KLW0BiSZyIzRJ6lY3IHjmXh5u3fdW3VNH/4WrDxOmbG6wfQLCjwtMNtaW1t70Ww6efPFJ0/eY7wrl3sNwAJ+c5i6bupJVX1/UZa/F46RCXs8JgOHcai2KPzmMM4lQfuaM4UDAddK1eWzimkWXt7IB1uLwppuf8mi30kdPU/cNC2ajs4I4OxY6IyB11opAVmmJTNwCYN/yHyWDjEt4iJZucVBnAjYPAJcfAlQlXk7SM0/TjBp/rGd2V6uiXdYM8e7/BMNSdRLA85hiiCflFYNN67JZ5OsJtKJqL0vAdStTbU6mQ77bOR1jZseojO0ekZLAWiaOgHFrG+CH4BPJgPcPu8zEnlxCy/hWKXiEiaBrg392O2sQKQAzv0R4XOICKnrGlU1aafTyWumk+onnHPu7o53HZJ7HuKFEBG2dnZQleUTm6b9Oefcw5uOqwxgEPlW4YCJK1fClntIeSzDACoJIZFkPbuegLMwp3xsrqcAAqgCXuNuO3Bt20BfAMYW/n5jsFguk6Drtm262djGASln7KRcnBLROL8h7rNrt/ic5B+3toC9XeDEBUAX1C15wVCmUEZpGkpt1w2AlTQr6QD3YMUzsv8gvsfJMYA5BwMlfY23V51MKzTzfXed6m/MwFQCd+zzAasq9kt4T9kYqJdL7O3uYm19HWVZxl3/g/CDOA27pnLNggpJ6DNWN87FRiuH0058DIajXooirY82jtFbjYvlEmVZYjqdvnkyqf49Obqtqu6Sba4PJfcOmGfiV3tNcerUHe8F8BIitxW8gJzU7i4g7H2JAHbdgI7L6Lr7AOgUAJOEy+OdzPIOoBo11sKDYqAC2rbFsq4xn8+xt7eH5XLZ7U/pn+GHO/bcajdmCJ0m223TyPZrWPWSc80n45vjLZQNaH5v1BqPHgUuuwKYTBKqhaevxttq5UI/+KRmasSzmiNLmp6k5JdRE+y+8LvkchNtVTovRV9nst81QSdIi2JwlRe3zHhd2e/JhCreC27ayzwBT8E557BcLvoJGunpBxIorUlXXg2Z+hmtIKgDaSnK/g8TR4h0cORjX3nkCg9L85ajwXwxBwBUVXldWRQvrevmtrK8+xcTrJJ7HcACwHRS4eTJC7G5sf5LRPhhY4yzsbH9BruJGMTdtvyWZP3eBVz4gNJMznif1MpC53bAaguLoiw6oPSvUdu2WC6X2Nvbw9bWFnZ3d1DXSxSFxWQywWQyQVX5eL6mafqjyg0rnc+soxa6bRrB9gCFDjIZSPB6cfDltIm4hwDv1PrTP4L5idfB3HKz375QaCtmYLLi2jVEWWLby7ILx2QCxKLOSfqSbtAmi/wtya6Zgd/4O2JE2srLMphebHPeDgqgq/yuxpMO+AaSdu9AMU5m7Ho1mWBvdzc5BDAeEij6JTyT7CDHt0gMddDKxPuG9EiI8JQL1gSz2gyMV1pM7zQOQB/Ks7c3R7d0dl6W5av/9Rf/6/dMJvfMYoJVcq8EWMDvvjWfL+r1tdmriqL49WjSGOOxiJlN1tgu/Ml1mqzftyA6koSZw3nJjB9kDi/+glljUDKeNdIB5GNZ5/M5tra2cPr0Kezu7qCwBTY3j2B9fQOTyQTWWrStQ13XWC6X8Xgcvvl0Xw7T88n9qE8biA9Ixnlp5nSoa/yLHABjOn/1fuBNvwy643YQ8j0NMk1zwCmSaFErfuf0gZxIJG+rTSCkxEbGNlhRNih5SK06to/iyNGGsbar1EHiZGW6RvlNrvzL+XAkmnE8m4q1xWxtDQSgrpcgAMu6xpmzZ7BcLrO2C/WRCxoyx5vkaTWKRFIHgU/tnNecBshoHKUsu7s7aJoGZVmhLMtfnk4mb3jjL/8C7sl41yG595WIyWw2RevotrIsv9Na89fRiWT7ha69w8lfcx1dUBZl7zmFYiIjHRByNVjQWG1GB6Qm03Kx8MB66hTOnD4FEHDBBSdx4oILsDabxfi8pmkiJ9u2jT+qPOyUT6H8adoBZJNNVsS/zPySGqOsK6tj7oEGTDUB1tc77XWApJecoxxU4m/4vEqz1CiBJG3JO6IHyPB7BozK9aw+PLphwKmj7h3RN2Ye4qQ4BTXg1NqI91GY6NXtAFn5Bx2I4t6yKLC+vo7d3V24tsV8voets2extXU2vme2SyOpd3SUmWySlRsAqZqqNokGf0pYKKTkxcsRHHU7O9tomgbT6RSTyeTPp5PJdy2X9XZxD+wzcBC5d+nTihARbrvjFDY31r9ksVi+3hEd6X7wy+aoB0N0oBScXG3bom0ab9Jb1gHMWRHBSZwJRQA7YoIDqx8uRA7z+QLb21vY2tqCax1OnDiBExecQFGUcSewAPCuC89qau/Jnc1maLudwjyQ+iWAxiCJhrC2gLUmTiDJnqpMM00Cv0UHD61aU1+Ij98MnLoDdNXVMOsbqZc47ZjEQRTyykBqlRNpHzmQ06qrk1McQPwZnl5SfuSDQHNsJiB3EL4xvFeSMpF14Q4spf24M1ejC0J+EYS6/ZNDr/QmtwHIwTUNzpw+jcl0grZtcccdd2Axn+OKK6/E5uaR6B/gq6Y4DxscyUMLXYbew6QNgbhFadxfoPuuPIQQrbO7swNHDtPpDLPp9GPVpPryxWL5O5ubG3fZoYXnK/fOUgnpVnpNt7Z3fmCxmP8XH4QMtE2/R2wy2Bm317YtHDkUtogvjwTYzAsaZlbr6QauHYZ9KD3XehZbZ7dQlgUuuuhibGxuAiAQIYZooUs/bLe2mM8xnU1hwxJA+B3a+/PHAOfYqQ7hJeyoA36A29CLnDl2FE849/ByZwPKErCFP9GAHx0t81M0ygjmPC+kA0sDH4j7wcvGvnNtKKEBpIiJR2qfWVlk/eQE0aUZwUy0MU9LAqxsB7MqfQWsk7bmHLrym9ndhnnXHwG7u6wtfIHMxhroEY8CrnwI6s4JW9dL7O7uom0aGGNw6WWXYzKdxnchHERpO4Aj5JRM9u6JOmu+guhgYxs3JSvk2LMRXHd30bYtprMZqrLcm04n3zydTF4LgPZTGu5JuffEM6yQoigwXywWs9n0B9q2feruzs5j1tbXE3OeO0M8t+dgTeexd2GTCG+Ke6xKg5eDGKCnBooQHeBAru/4xWIRwXVzcwMnL7wQgMF87on3xWIOYwym01mSto+JbTDDDG3bYFJN4svWazK9E48IIEcgE5YHQwdVDgymj9GNWqt44Ye0LBgDfOD/Add9BHjyp/lQLbYvRKI9KpppyDumFcqGHMwyzY6F70TTmPWJjH9WRZj6Q1RFMqEy55NsE60c4X3DQBmS9JUJP9P8KV20wtuIa6bSBDeZZWGArTMwv/TTwE23+FI4ChUFyhLmysuB//zVKB/7REyJUNdLrK2twTmHM6dP45aP34zLLr8innMVVlE5a2HCZMXGXGg37R2U7RH52s5xGyyyeJ21eXg6APvefI6mbTCdTFEWBaqqfMN0MvkJ5xzdW6mBIPcJgAW80+vjt972d8eOHnnZcrn8sb293SMbG5sxzhSAf2kDh0O92WGtBbV+Ri7LPkRKBddIC/hudm0L12m0posA2N7ewtbZLayvr+PkhRd1HGsNIucWi0Vzy8c/PiEAD3rwgzGpJjFsbHd3B0VRoG5qEAHTyVQQ+53GyBUWEAwZNp4HTE5Fa8g0VD4RsUEbNU9rgT95J8xvvgn0kIcCF5zkxemySQeS0bg3oaFJLcYo4LRq7wGpVXIah5vWcjKJ7wRykE3SRg9Y4XkzMEEk96yqu9TgOIDzNBVKJwNl2QZ8soxt0aVvC6AoQI/9JODSy/wz812Yv/wL4LrrgTf9CvDwT0A1XcP6xgbme3sADNrW4aabboYtClx22eVR0TAdJUDcGSgsDXVFV1cux95Nfx9QGA+K2hJYiDrPF3Msl0tUVRX8IH9cVdUr67rZuzfFuw7Jvb+EnRhjws5bv9asNU/d3nH/vdvYIe5MFU0xdswytS2MMTEOMGwOA/Qvc1i4EMDVGOM3ZHEOTdv6pa+RGtjF2TNnYYzByQsvTDZtsbZ4q7X2D44eO/bCyWSyWS+XmFQTGACL5RL1ssbs6Ay7OzvY2NiMZewHjgXIAYYAkkZoBxP8ZUXvXJEAFbQf7oWVml2SPx88nXcrgjIHsQCQQ2bZAEfJTeDQ9rGsTFvLyqZcV7ViBcB4W6jfeVk1jTy8e6wskp7RtmYMwJtFEOzTZtLJlXxWuPBMkzc9xNHzPh/06c8A2gbGtcBPvRbmV38VuO02YL4HM1vHdDqDgcFyucSFF12ItbUZts6excbGJo4dP874exfpgmTJKn/XtLZV6ll0dF7r2uzdlXWu6xrzxQKTaoKyLFGV5Y1VVb1wsVhev7mxjvuC3GcAFvBe0Pl8sZzOpt9DoMfs7u49va5rlFUVTznQlrt6gC3Qtn7TC9d2h6axDg2xdsEYblu/vLUoig50geWyxvbWNup6icsuvxxlWWK5XIaZ+Xcm08lXlWU5ryaTf2tgHjOf72E+n6OqKuzu7mA6nWKxWGBZ1zhWVaoG7QevAeC61TUGBAdLtv8JBBFMlISWxWscELvfJXeX3E8EPO0zQdc+HLj08tSMZ/dFLU5cz8xEhaJghevzVAAm4TmZVklanuz+zIHJsxwAJKPlp6SpaZyyreN95wKuou1kbLCMcElM7thH4bP/Z269CfjIh/yEvbcHc+ONPsFrrwU2j0ZQm0ynKMsSk0mFyXSKjcUCOzvbmM1mmM5mXb18riF2O+FgOYUiJgLOrbrg0O36gQh+BSTri6DsWGPQtA0Wi7mnBcoSZVnullX1sulk8nv3gj1cDiz3KYAFgOl0gu2d3Rsm1eTb3Ix+bj6fX2OMQVGWbFlqamYYeMeRtRZVVUWQDZEHwZvJY2fD8tyg0bZti8Vijp2dbWxuHsHm5hHUTe0XDYD+bDabfZ1r3UePHNmc3HHHqb8F8JiiKOPKmbKsUJQFtre2MJ3OUFVVH2SdeIhT/hWRUgyaUhhkLDibtU801/iLjn5w8utci7RdpvTwRwOPegxQd04u7i2WwpyEaggRUnDm5iQHjUxDZmUL+SSatqA9Qr0gykEDoMY50oQ3Fm0S8pZ8Lgf5zBmn5SH6QGrOvA0HJySep+Rxkzbqvv7iz8H86i/6L3UN7OwAj/tnwBf+ax+Kxw4YLcoStihQlhUmlV8Us7Oz7ZfUdopIcEY54ewLccyWT6xdXWJbdOBqu/1CWnJdLHkoev8+kPERIV4xmYRlvc2kqn5wOp38VNtZlPcVuVfHwWpijMHmxjpuuPnmd00mk5dUVbXjnIMh6vdPDQOQbRYTeFBr/JI8x3YV6uPwgKb1tAABMfaVLyZo2xbHjx/veNcWzrX/sDad/ddbPn7rXx8/dhQ33vixpTH4Ler2INzd3UVd1yjLEnt7e3BE2DziI800s890iBr4VxJAyfSXVGOPpn26eCKAlQY1kevjqV73YZj3vMvvpiXNVEUrDDwo16rCtb7Maf+BgaicEHlZVC6WlZtk/ZV7s2umj7EM+YW2lN7oUD4SeSeb4ww8v59nW8YsZ+8Cpx64w2uQFgiTVPe1LIFJ5f+tzYCiBG6/A/joPyVlje9HB4BVVWFtbR1t02J3d+cOIqp5nK2ka/iEkky04RrjWfu9RGz2HoUl5NYY7O3twdoiUnNlUfx2Nale3bTt4r4ErsB9UIMFOj62aVEU9o1t03xybcz/aJzrlrEWiUnJn+FxfWR67bVlO3CFo2g6s8Q7Y7uQq729PUynU0xns7g94nQ6/d/Hjh197/rGBtq2xY033ohLL7nk0rIqi35xQYPlYo66aXDkyJHIGwNQvcm9WdYVK619diXXgoUGBiQaINeAknuMgfmdtwJvezPwklcBj3w00HHYWboxa2XASROec5sSxAacY4m5z/MV3v7E7BeOqSxdYdbyd0JGQBhRFh5VkJVZgo9GC1C6cYoGwNk16SwU/cbbVOrQ7l/9G9ATnuQ11baF/c1fg/n1Xwd+6edhHvkJwImLeq6Y52H8TlbrG+sgorcW1pYt0b/K3hf+WYbzsXuIKPo8QqxyXBzE+qBfArsHH/TgNefC2o9VVfXy5XJ5x2x6z26efRi5z2mwQcqywGK5XEyn0++tquq3AylujYncDjfrDABr+52dwj4ATXfWelgY4O/zIVrBsdW2LZq6Rr2ssbl5BAChrmsYa947m639+PbODiZVidNnzuLaa689QUTP393tnGHwR1jAGKytreHo0WO9diccVeEFNx3PGmb81KWgiHBydYkPalrSU5vwsW0LLJeA2DdUaie5Uyxd/RPzGuJxOViIMg4CsQKU/O+gzii1b8OC53m6ob7MSRr+8mez/BjVk5SNpcvX9EcrQ5ZT006HaAVGLaRPdaW94ELgiquAyx4MetBDQA99uNdq77gNOHs6b1/+zxhMZ2uYzdZOra3NvrEoil8DESUatHRW8nclWhf94gE5ORn0+x8E7bWul2jbBmVRwO8qZ6gsyx+tqvJd08lkX6vg3ij3SQ02yHQywd58ceNkUr2AiK5um/rhy+UCEzbT5RoDIZz5ZYwFwS9jDVyTATpqwZP51GmvdVPDGGBtYx1N04KItqeTyf+85dZbrr/i8ssBALt7ewDR5t7e3sWLxQKT6QTVZILlYonjJ05gY8PH7rZhDTbzoqZaVdgEA0CYLDr7L3nHBFDmdAN68NVMackfEgGf/ES/o9aFF+Wasab9xlZNzf8IQh3PDXYNWAGY8rPMS2iH0jGWlFlEBRBLW52qeJoKHSKFO3do8Cbdm048feF85JpdLBenCQR/G7l5The88x0w1/2Tj9+uFzB/9qdA0wDrG8DaRpyQE/65m3haIlhfpp1/uu6jN1z1oAd9tTHGNU3zLwgwmRVhbXJgJ8CpAcTFNBFsWfkDbVfXNRaLhT+DyxYw1qAsiveWVfkTdd3QZFLhvij3aYANgdA33XzL+09ecOLFzrkf3dnZOWLMEpPp1L9c3b1SGwtOrqIo0JLffSvws0UX1B9IfUeuW/88Q1VWqOuayrL44ePHjv3a2to6JlXofD9rN22DsiyxtraGxWKBzc1NHDlypNvwpU1CfDgYhYHXb0YD2P5NjuBrwJwcA7yof6Jvp5C+BmKJJvaEJ4Oe9KldeI+LcZbcDE76AEjoh6x/uEktgDJzSIp0jMxvhQYjNezgADMsj8GwJhHJENpUnbCU6xq4JlovLxvTSrUVUWoe7H3hvHniNEQ3QbYt0DQw73h7SqdYC2xuAM96LnDhJapjLmydaeOLZ3enftvKG9dm069eLO120zRf4oimvI7WGLSm59NDWFdQWkKIl8wPrA6LpQfXsiz93h9leXtVVS/f3d278eiRTdxX5T4NsIA3L7o1/b/SuvYpk8nkq5fLBcqy6pfGdpKYr/6CpwEK61dMBVOuO0s+cK/U+r/r6+tB+33H+vr69+3s7i43NzZi2h+57jpYa68oi+J4WVWoqglc63DkyBEUXTnlxh3cxAuaZqAs4k5ebC+EqMlqmiEDy+iYGdA4WWJpiNLtt3oH1yWXApNpcp/xDZ6Hb4VBzk+T6MrFvfWyL8SF9Fl+j+IE46AT75GedVHHTDuWXCZLW41AEJNNxn/yCUPTymV9JT0z0D9a//L2pXDrxhHQs57vN00Hb0cHmlYwj3gU8Emf4jdMimDYr/W3Jpy0AYAsyqo8e+zoUcxmU9R1c9P62tp/ny8Wf1vX9bc6546GMvDoBXSWF48+QKxGb12E2PPCWiyWC5RFvwm4sZbKonj9pKreUoqNwe9rcp8HWMB30nyxWFZl+erJZPJ4IvepbRfDytejA70ntj+nqPVLaisbD4YLm2UkG15Yi2pSwTm3ba35gVOnTt18+WWXxTK0bYurr7rK3HTzzf9y88iRC8Iu8seOH8d0OvVgzTcA1wAPyMDVL+01HX4IoAkDjpu+HGTD4BVhPVb8HsHHGOA33wTz9t8CfftLgYc/MjowEm97LITg4YbMaqW+GV+sXE+0QKap+SSZg2qFZi6jAHi5NZohpi3rIIBb0zTVKIQhcNDKw8qefJe/ac4mIuDIcdCX/DtExAtar2vRtv6dKm3RTywsmiMqIw7eh2HtsiiKGyaT3lncNO32+trsf+4Cdyzr+hXUtiddV+8Y5tiFYIXtODVqIPC0fTSPd2pF0PXUwGvrpml76/C+KfdZJ5eUSVVhvlh+dDqdfFtVTT7qtdD0Rcq0xr5DfWOEHbicE+81oaqqcN7Wm9bX13/nxPETyYCqncPesr68mk6fM+s03c0jm1hfX0dLBLn9d1jS22UQyxPjDI0/zNGE428MOwUhnFHG0/AVSJ0ogeNlDpawnpznHx0wtoDZ2wNOn4Lptn2UHnZjbZ9PaFNjkrxDmrC2B5jwG7uPWLljLDI310NemXnNJpruvnj+Fytz8k9rL3aNO1/6ZaGibcP9sg85cLDrUdNWolpCWnxHqWAhxPaJ9bZ924lyJ5uiR3W2y7dtuwmy4+6pO/QwvPvsPQh0jrdQAGPM7UVRfJBzn2VZoHWuXl+b/cSkql5grT2VUlzw72xX9rCzXSwy/2v8op/FYomqKr1jy28NulsU9ge2t3durO5jIVma3Pdr0EnQSM2Ry/9g55YPv6Cu69c55040TY3JZOJ3xWIcFhCApUDbhSJNqgpN24Tdu5JTXatqAmvt+8qyfNnu7t7eBSeOx7yJCFsf+hAsuccaY65uF0tsHD+OjY1NuPkc7sxpbz6vb4A2Nryz4cxp//JPp6CNTcC1oNOnQMslTFHCHj3qIxm2zsDUtY9jPH4cMIU34ed7MLYAjh0DysoD4862H3RHjoKmU5jFAmbrrC/kxgawtu53yTpzxi84mM38IYfOxfLQxZfAPP2zQEePAqdOAcsFTFEAx44DRQFsnY1509FjoKKA2d2F2d3x+Rw9CppMgcUc2Nry2vPmEWBtzed9+jQAAtbWYTY2PQicPQO0DVBNYY76VUb27BmgrkFlCXPsmA+rO3MGZrnwQHPsOFAWvs67u77eR4+BqgqYz2G2t3xfb27CrK0DyyXo7Bnf92trQMj7zGmYrh/MkaNeQz99yvOYZQk6dswD3JnTXVuUPm9rfR57ex5Qjh6DmUyAvT1QdyKvOXIENJ0By6XvByK/1+76BkzbgsJ7MZ0CR472/dA2fjHAkaO+Xl3eKEvg6DHfD9vbwHzP/37sOExZ+rPUdnb8IpQjx/y7tbcHc/YMLBHc2hpo84hfeLB1FnAtMFvzaToHuv02GOfgyhL2+Ikby6K8KezqFgGjKNA0bbu+NnsDgGN1Xb+8dW4W9tHgm3PHSZ1TMWGiIcLtt98G17aYra1hfX0d08l0WRTFT06q6k2VWGl5X5X7DcACiB56a8z/2TPm5HK5/C4inNzd3fVr/7vOlqYsN12sLeLG2I6FmlRl+deTqvrqumn+9oITx5POb9oW737EI/Ap3/r1Ty/+7oPrM+dQ/devgfuMZ6L94AdgXvMqmOUS9M+/GPjCLwXdcD3s93wXcOY06NOeBnzlfwO2t1F+33cDN3wU7uGPRP013wxjDIqf/BHYv3o/6JLL4F7wItDJC1H86i/C/N5vAxubcN/0HcDDHgH84e/CvPFn/UYf//VrYZ7y6cCfvxfmtd8HtC3oi/8/0Od+IfCRD8O+6qWep3vGs4D/8F88wH33i2Fu+hjonz0O9HXfCpCDefUrgA9+ALjiQcC3vhg4fgJ448/C/OHv+UH5LS+Cufoa4M2/BvzyL8BUFeirvxF4wqcAf/rHMK//Xx40vuzfg577eTD/+PfAq14G7O4Az/4cuH/zFcBtt8K+8kXArbcAn/wE0P/4JphlDbzmVcDf/x3MVQ8BvuXFwMYGzM//JPCuP/K7fH3rd8Fc+WDgrb8B/PqveJD62m+Bedwng975+8BP/ohX5L78P4E+67kwH/xrmO97JbCYgz7nC4Av/bf+WJxXvAi443bgUz4V+G9f70Hq+78b+Kd/BB76MJgXvBCYzoCf+lHgz97joyu+7SWgSy6F+fVfgfmtN3vA/oZvBz36MTB/8ocwP/PjfhL4j/8N+Ixn+lMiXvMqH/72z78Y+KIvBX3sBphXvti/A099GvCf/wewsw3zqpcBN3wUeOSjYb7xOzyY/tgPAX/5F8All4G+7btgTl4E/Oobgbf/FrC5CXzzC4GHPQL0W78H88af8ZPfV30t8JRPh/2z98C87vuBpkHzhV8C+rwvBF1/HcyrXgqztQXzmZ8N85VfBTp7BvTKF8F97EbgsZ+E4hu+7QZjsKXt0VqWBZqmadfXZj+8Q/Qot1x+JRGyM+TCAh8e9+rHG7C1vc1jZB2Avy3K4oemk+nPOed27wsbuRxE7h+1YFL4o1natdn0RwC6o23bV9X18or5fI61tbWULmCmW/B2hpegaRtv8liLorR/M51M/vMtt9z+p1dfdaXi+QaeQXRy902/+jS3WKAsCuDIUb8H7No6cPU1ME0DnLjAm2hVBbrqamB7G3TRxd50sxbuiis9SF12RReqYv2eADs7fmerjqfCRReDrrnWa6TTmZ8Zjp0ArrnWD+yNDc8ir2+AHnKt3+zj2Alf0OkMuOoaDyQXXdw1WgE86CofwnP8Aq/drK+DLr8CZjEHLr4EFBZwXHQxzDXXeq07HIx4/ATw0If5e9Y3eq31mmu9ZnT0mF/2O53CPOQaYD4HTl7ky12WwIOv9traJZcjhE7Q5Vd6muKyy4FwksTFl/p8jhwFqgqGHOjEBTDXXOvL0vUvjhz1eQN+IiDnQfAhD/Va6Em/SxiqCXDVQzxgX3ypf9ZamCse5LXW7i+BgEsvg3now4Bjx0HdAhScvMjnM53BzGbeUXrkqC+PMV5bJAesrYOufihM08CcuMC/g9UEuPohXhO9qPPq2wJ40IO9c/HyK/tlwJddDmxvgU5e6DVVkAf6hz7Mpz2Zes37+HH2Dmx65WBj0++M1rYwx33emEyAq6/xmn/3DpC1MA++2r8Dl18JGNwAoB7ayLosSywWy73pZPIyED2mbponh6XfBAauYOF7nS9jPt+Li3Ym0+nNG+sbP7E2m/5EURT/5F/H+w8s3fd18AHpHEVmbz5/9t7u3ivni/knrq2td5u+uLjgIJg0ZUe4dzGuIHTLam3x3smk+pqP3HDDux79sIepZsvu3h4KW3zazs72m13bHvenFRCabvECnIMNe8sGxwQ/CsZ0O8izEC5bljBhtVmY/wMf2z3L+VjT7f8ZXm6wfOIaykCjdE40AiKvZ8h5M/yX/zfMO98B+rpv8YOwO2lBDZ2KnnsX8w4bMyfOl8AfsnhczoH7ayKWkzsjg1nJozD4AXwhTW6SimvZgouwcTmLfIiWDfVnoVHY78G5tIwsn8yJFrz7Sd6BC2V15AsaWPsQ6+94H+elZb1jH4ZDQRnX7pyfwF1fTmMMCsZLh8M8Q3qOCGVV/vemaV979MjmoKlORNjZ3UNVVc9tmuYNddNc3LKVf5wqIKK4v7Lf56DamU6nv9ntMfCnANr7AyUg5f4zVQjpOFk6e3brt44fO/ZPtrCvaJr2c8uyqGwXGJ0cYUHEThLw2xZWZfnOsiy/qm7qDwyBq38YINBDW0dHJtMpyFg4auJJt6YoPLiFHb98AdmZXF2IWFF0zl95aipzZLCBlm40YkC257fidbEhsTEmvwZ4jc1az7te90/AYpE4VYL/JPBorOrds/luUxHsGSBLMIoRDqYHDr6xc9zvlChNK+QhHVToASvpLeb8S8rO7uujIyxg0oUE3MmVHAcvgVVc60O5bD+hhNv5KieljPHecChg0uZpqF5fniK517dlAWMotmNoN36iAAFxpyxDblkU5c3GWKwCvWj1GfM2Y/BiAN8Los1kLQT6JbL+ROW2XV/feN90OvmB6WTyG865ndjG90O530QRaGKMwSUXXwRH7u82Nza+Yjabvrht3S1WDErA86hN0wAwsEWxKMrix6az6b9ryX3gyObqWbxuGjRNe9wYU1hb9GdxcS0jaKzUbWDMTgoA0hNsY9QAu9ZVKB2EYnBpGyKry2WRhhclMamXXQ58wmO9M6YLYTTK/Tz2M0waMrQp8TCzfJNt/TSvPnsu2eyG5aOFdSVtwb7zf1pwXBKLPNA+aqyrLAOLjEhCzNBbSkY8x8FU1g0M/CDSzfpfPKeWT9abx+CGPvHREw2ItnAA6eLQXVkUP1GWxauqqpoXbKl6jIjxR9zfVFXlS9fX1/7Fsm7eCGCnuI/Hue4n91sNNkjoPOfc6c2Nje/Z3dv7i7ppXlFY+4nETCLXenAty/JMVVU/OJtNX9U6t725vv/Gvn/11x/EYx/z6MvCgoCmO+CQA2EEFr2UHa6YOBoy7atLh4cEpSn0v0ctMQwYESPKVzYl6TgHPOdzQc96HlBVINf2IV9KnlwbzYbIwKDJNMgkwdTbjIF7ZcoZmA20sgRPLZY1fudtrS2UUPIKfCNfhirNZK1MyUTE+0ua2gPPkshbK2uijSvP+msECwNrLRFQ69NRLmVRoHVuOamqVwFmDcDXt20zobDowNq6qqrfgcF3TyeTP3aO3NHNjQOlfV+X+7UGm1TUk+7tbbfd/taqLL+kLItfKaytPbh6WqCqqr+ZzaZfsbG+9nIQbU8PGOT8aU9+ojHABUXhzX4XtUamtfKliUmcYz9UjdBYjdS0uYcWAoS0lVE8Hjb5qddcpDZvrPXhT6Es4RmewCBVQqnWzrTnbFUWT0O7hlRjjW0AZWIAVA1aaoVcYxzS+uI9SvmGQF6zBtQ+UiROXNwyYVRCBqqsLeOzjO+WmjsH32TJME8j9htCv5fG4Mi5uGgKa+Ec7VVV+fKyLF9TFOXSbzlYnC6r8hXT6eTLqrJ8JwDnudgHhjxwagr/Ejz4QVeiqiZ/N51Ov3JSVd89qcqdqqownU7+YDab/eu3vf2dvwJgedB9J4PLxRFt+s1j+MASOyip5nC/SsvIewQnZ+RAJ0EtKGZoTEqkmaQTkrMW+O3fhHnFi4Abr09MXsPzFN/jX41/7PLUNndJ0uCrsQLAKGlJCoADUWaSC85VpqVNGhpQZ/Vh34fu5bQG/zuUrgqm6s2C9+2uqRMRdIAPDs7EBwGATVulgTmGc5ROwdiuyuK7yrL8nsmk+oPpdPofppPJy51zp+7vdIAm93uKQEq/7K85XU2qlxdtcTMMHmaMeY1r3T99/ud81jm9BN357sYYM7PGJHteAswE4yY7UvDpVs6kZZRAy7VAsTLIMbOQD3ppAgL6IE5g7PrrfLznF3+ZTzMceBfyRW8yS4BJtDHtHm7+EqWrvAbKnJi+K+qjcrKMIomAImOg2bO8LlbkqbfX/joeafckzsn8Xq3f1HbGMMgnPG64j7UFb3/DH/K/F47cZjhK/lykW56+PanKlwKYAdgGQNY+oHS5KA84gI0VL0sQ0aKw9kfg37HWHGJpniOC9ZbALAASgB7wBjQXvvFFFGUBRIwwCNdC2lK7ZN5hbmZCgG+SXZeHY+nj2DHg8iuAqlJBgINDEhGwiq4QdcruD49BgB1RBq787xDQJsAkveys7YcmiGg2IwU8rQ33rafQEoH8neC8raxP1qaiLzX6RN0gXXLyIU3OxxsTQ8Sco0tvO3U6S+8c6l53/x7Q8oAFWCC+CO680gDQOjc11hwBerMsHgNtlI1DODcqPfLchF8BVBmISeBLlgPnDpYsCsAYGNf6VU7PfA5w7Fhc9Zbcz8qfALimkQotKQziA5nC7LchJ4983iDVPA3r3NyhE4qYRjNIjVkry4GcV8o1SfWE+zRNOZswePjdUBRDd182sSo8vpy4Y59SjAp7+FVXXl4SUYNRDi0PTL39ThZyVFhjq8SJopiiWZxjeMnDdbnUkAMx00wBwRUOaYUK15aURwkDwuYRmIsvAcoquU/WKQEmrhHFRiEMarvhloH2lA6iVbwovz9JW2ig4PdIXltMIqRpnbLtBuqxn9899Ee2daZSD953/D3QtO6sjTioyoUhMoyP50vU4Tg9yBGtO3de+scDXkaAPU/pthKcGWP8rsBBDUDuYMi0I+nBhwDmFVqq6szSNF4GcOog5GFYxgB/9A7gh38A5uM3JxqpNJuToHnmxEucafyvMIGzdmH1oYF7eKjRoDZ7AHpCmvwJuIg8seJ7yE9qm6s40VVaOI92kPVO2l5JN6vLPm0pJxYlMuMScu6Cg5Mio2gyAuydIxMAEz8A+kPdMs1GcVxB3qN8Tu7jWojiDMs0aKnJiDCf+Jzp9p794AeAt/4G6PSpXNNR6ALi6YpGMSIPWdfMXBfPr3QorYj1DPXPyrqfJ38gumJVPtrv8l7V0TXQVprVw8sG5Z4hZ1hsBx6PHfqfWyPdisNwgkcnJ9rWXdC6c3d0jdLLCLDnK33cYJV5+sMt6DlIaToPptmnnTuQBp5NPOLcROZcnOYAoW5zcZDfXm/zCEwXUpPRELwMPOZVKc9+mmi4ZwhEV2mpkt9OaAXBw4Z8VoGjCkxKGTQtMVt7j1zLHppEtDJkESi87fjKNhwQwCWocutCOLrY23GUiK5pmhFgz0ce0E6uO0Oiaa05s+LLS4ymFOFGBzR346BTzFzN8ZE5ovj9rKzWGDj0ziF67ueBPvUzgCuuhGnFaQahTJqpLR0wfFWZ0mYHEWlWJ/SKmEDkUUDy/gRopUUg8pNtn5U/tBV60Itb8om4V5VWEOUx4q8aecDyXtWWGqjz7QKTkDsliiU8SYSKiC53bXuoSIJRvIwAeycIN+8oOHsBBjbdfygNEVoFrjAmO7c+5iHy5hpNYurK5ZdgA1uEQHUXgUsuhbn8Cr8ps+BN93PgAP3GHjwsSAMUWX5Nc02uDXjrZTpcs+XhZ4nDSwDLEF2x38QnSQp/1FBe5lXcrBn4C3ST30D8b9KXym/8ncmoFxmu5S/6P8bEBxzRQzcfIEta7yoZKYI7R8IecwDymMaIr9qqHu5I0rQE5jyS2ltM2+QruFSNLkk2BYO4WOH9fwb88huBO27vNHM9RCspKXfaie80QCEMmeuDJrzQ5rNQJ1aWeEy5oGk0h9AQb5x58wfyjm1JyCYAuaRVcqlJnlpcsMLRH5R2kb/L+mmcucgcRHQNgKmjg0yto2gyAux5ij/WG+sE+F1hhgBFMfcNsFIr4+klMhCkz9OOt7LrHFRVrccYmHf/CfCGHwXd8vFuOzxdu0rSZ9wu53m5lm5ZGTUNUHOWcUDJnIZKe8p6Sg55lZFLK/KT9ILsM6cAofzOIxU0bfmgIDYUaZFw7av6irWTHWiTUB7n3HEAVduOoVqHlRFgz1P8toTu4QCdAKCgFvXHWXORzit2v/TuA72mmgx6ti9AEs6jaT7aijCkIGIAH2VerD4PicQ/DTSSJZlgICOiEZLnlZjU2BRZ85mcCuH1zJaBDjsGpTa+0rwWZUi88cr9WltDpJ9RJCsiBrRyJhPXimdVhyWzoOJ70m0uTkQXO+cuGOnXw8vIwZ6HEBEWyyWMtVcSYQoDGMpX0nCRg1LdwzX8puSZDFZNW1UiFMJxyBrIJDweEegZzwIe/RjPw4qJga8800Aj4VONScpIA3lq5VGvc05XxBlrzi7NmbhyCW+f0a7OgygAAGTRSURBVEoNNAlXE86oobKvkuyZfbhmfp82WRpZ74G2lpx0vB7rZwDgGAHHzrFKozAZAfY8ZTqZmMWyfiR1kQKOaWNys2j/3tr0pZZe+QGzbZVDA/y3gWWbknPV1viDCObaRwCPeLQ/AVYArLZNIFhdpEdcKUg+6ayINtDqB6mtDrUDS5+Yw1BNU7Sx5uHn7bbfs4QDtMVAOcyKSVDmOVhnRYbSSNqUOwf9fLTetu2RkYI9vIwUwXlI6wO0JzC4CoR4ikHU3ILGR/2QMyuogVVOn/3e8ex3GYh/gFFCxoA+/Pd+NdfZsymXGpKF0ECFI2llfix0TDp9hvII+fQTV1rfjB5R2mPIhCclr4O0tZa/dj3+lavcZB8N7HugXcvaHzq4co2c110rn9zaMewNa4AZEV3aHmJXrVG8jAB7PkJA27ZHQXS5D9NJTcmUDzUqmGjfhwZONpAEv5mClB67yHlLvuNTHGi/99vAq18G3HSDPzcMYnBKHphNItrihrRiwzxo+CsBMuWYKUS7xXtUwEAKMEN75WocJYm0ZLkg8pFtKwEw8tArljGrkRlKHQF94hjib3keWr1XRTT4fKkwMCcPRFmMosoIsOchXhk1RwAc999TjcTk9w4lkgyyjJ+FMqDFirE8akFmk5/ZlZ0yAONPkW0awFEE3sTpI0LMON0htwDUAIAw0A7QwTVth7w9VDpF0d5XhYvxRpMRA1L7XMWP77dJzFD5Yn5KmYZAd+gv7WMJmYPc2ysFlkCbNG74cmgZOdjzkC60ZgPARtCshgYKYNLBKvnIIX5SEQ5SKwd8+G2fiIB++a4DnvgU4ORFMBdf0p9rP/Cs9EwPOVZ4OXjUgFw8wDnLqE0y8F616XaS1z7B+Tz9hAPmddBilmXZVrX5fu2tpCk1ZZXCEJw9kGpJmiOS37tq8svLRCCiDSciM0Y5uIwAex7S+uObjxBh1o1KAPt7k5NwmvD5gFEE0nmy0gESNFCmiWYnJ1DYaLmLIvjEJ8A8/lNATQNDLkuXa5Xcmz+036wWMSCjEFY59SJYcO1bhFLJPGXbWJsuBJBee95nCbUw1K7sfmv0ZbqyPw8GaMNtxvtskG8XoXj8GQ10Y3pKNERfHbrs6JFNjHI4GSmC85DuxVwHUAa1JgPPThKzXMQhqnxeyAOHMwmHwJeby45RGXGA3/px4EMfBOZ7KQ8qNy/hYMU0Xc0El4fscaeUVm/C8AQlDxUMbajVuX9G4VBXPKPxrdr3MHlpgD3UZ6IQWcyrFWWLbcg+Sy08i31etdJNlmsgnDC0GwgnARzs9M9RMhkB9jzFGHMMQCWXayokaO78YSC1H++meaG5kyl8X2W2amkneVsL/OavAy96AXDDdXFr+1DWVZqczIf/fs5Hjoh6q20hYzdZXTRgyuqt8a0r2iZ1tg2nzTlp/luioQqNM8tzIFRLtovk6/kqNnkir+wLlc8XUR7dtSMAinPqwFGijAB7HtLt/boOkOVe9OQeGaKzzy5L8l8SOqM8Z42yNl6kKf9qzrM4+Bd7wNZZoGkTnncIuGS+kb9ktISMPoBIC0p6st6ybVcdyaJqcIxDVLVsDEsWSTHQf8BwuyT3iIUSq2Q/TV5tk6EJd79FDMGpl17cAFC0bowkOIyMHOx5SLcXyhoAyzUPqYVEjcuIjWD46iLFLESXjjxXy4jfY3JINI9BMOdglYArAXjkJwB1Axw/kVIcolyDmjIbpPt50hNuGDmIy2eHTPnsHs3JwyMeFCfTqr0KsiiIfdpEOtH4hJbskCVAMm4Zuap9V5QtpLlq57GD7EqG+L45ENGxpnVrRG4Ho5yzjAB7XuJ1BP++poNm6EXm2qwBvIOJ9ONUuLk5dIQ0v5cf8Jc5bVj+cru6Hngc8OnPAD7jmSDXwjiXmrMYALmwWqqrjwo04llSwDs65JTNYuR+A3K7PR6hkJWPlV/2jdZPq/RKDWy5mQ5tEmT3ON6OYfkv0kl5yIm5qmyyfUSnq7RLVm8xMfqfzVFjsGlgbsMo5ywjRXCnCCWOFC3ONHEGScfGPhuGaANV0+yiyW9Wa40etAc4x51t0O23+lhYAf7RqSPAUU4aSbkpX4CxUpRQtSGTWq6KG5qk5HWngNFQ+w/1h0Zt7DehZhPNQGzuqrpApDXooOJl4m04cB8/Tl3ws1N4K22UQ8gIsOch3pyjGRGZRIPolsyKm7NwLCkaaCagatLfhjz3QB/PqW0m459LUZiIYKyFecubYL7jG2Guv64/slt4qAEdFGJavA5xVVB4PA1fUk9WHdpGT2qnges96AYpA+XYTxJLYp+0szA4mY74bUhT3U8i984WQ/B0jcgntJcTWj9/R/hEFg0X0BoRbYyLuQ4nI8Cej3BLFojOnWQQy+iBfdadrxxopGtTQ173hBeWO1ARBSddmuaZU8CN1wPLZaohitAyK8rA/2qTQ5I3v28foONtaURZJDcNJS95bWgP1CHRnJPyX1Je7r1fgUr8ZAseASAKnLUDf56XJ0iinasVUqIvNI0+WDmEiXM0GzfdPpyMAHs+0pFUgBgczGsdwfUAYUVBVjl29vuunprAfpMe9fQGAFc8GPikJwAbG35fUOaZ1oCRa8ryNF0OTnECYllJLTteF2FDvPxyoQFE3lC0bo2e0I5OD/cO0Sv8ryZmnzRkfyWRDQoNklExaoKpxmwHKJNVzjOZF8/REU0AOunG02UPJaOT65AS9oIl8kHYwTzMNBe2Ssqs0EjUPNjnIa/yQUxpbRDLAe0B0AHP/hzgWc+FKcteaxMRDActv8yfL8BQHV6mi2Rgdc7M7tCmSuxmFs85EMqU0Coy/Ivnq5RRa1u+YENGDmh9pvbbwMYr8tmDtveQo8sRRRAe3LAcYNsmUgnCReOpBoeTUYM9D3E+NnAN0L31XHT9YPh+fs+qMCv+/PB5UZRpS9rgjZweOTUPUYgkX+0kBZ42sXwTTS/R/FmZ+wqkbc7ijUOaDgL4GDerpaE6qFiZeP1W1Ye3pep8HABZrvHzMvPjyCUPrVIIwGCb73f6LL+m8sb9TGphsDnuqHU4GQH2PCTs/JoMVW0FjTDduGQgozwrr/NwIAKy/AbLO7ScMgCutTBvezPwkm8HbvgobFEkprE2iXBNUUZDDBRiOOBfxvRqK+K0diNKaIu+XVKtmwOKdPCobTxQ3yGJbcVXwJ2j1RLD/fizwuLQKI8hqkjvAhqkvuPk1flku1zHKIJDygiw5yMh/pXSSwaAtTYxVfWNRnotTI0LNUa9HrUcfl1Z8ZTEVgrHUCIcBD52A/BX7wd2d9OqDnCEQyuq+AozGV6UbEquNauyYcqQJGCdecjz8DcZuXDQGFge4mZNHpurpQVWpgScjRm0EOJdgsfn6R80EmJQ6+3+s2qiEfTICLCHlBFgz0dC/IAxCOd2Zy+r0OrSGEMkg078pK4G42loPGHimRa/SZEHIRIRcPwC4MFXA9PpSgDVBm82GTBAkM6+8HsCGkoMLC+nVv6gEQ+GRymxvDE/2ZXKb3wFnqynGVYD036T5eKOw31MfJ6X1dISZTYHuJdbWVLzz2gJf/+xj91084FD4UbpZXRynYdYa2EMWv8CG89dgoEJ5z4VDTZoQXJVUviNyyonkxqAL77vNzhieZ//BTCf/TxgYzNdVSV5VgGevExRu1PqBe06W9E0WDbZDiZdVqqFr63iUZMlvQOxuEk/8VVanWMrgBMHb+lQS/pTWeUl801jUUWbr3BOJZPuwFLhJB3qCa440ScTk/9PB8QnH37tNQWAMZTgHGXUYM9DrLEAzJ7cjk9qBKscRkNcn0gmD0uC4Dy5Nig0I22jFM28dUSgtXXQ8RMgHkWwotxD0Q1SAw83qjzmCnDlFMqQac812dg3om2TwP6+0bKQtaEwKQnW/KTelRuvpI3WWyEiHxkxMRQJMiQyKkLjabm42O7GLzAR2jUFHgEEY7CJURk7lIwAe0gxHS0AULPSJOSA0g0ky5xe3LzNnT79Zys1SSD52z+Th1atin+UdTJ/8LvAa14Fc/PH/JlcA3mtWhaqe7t1oJTPy3YYolDifbz9ZJztoClvkvS09lPX6Zt8RzBSntvfwWSydLXVWMln0jfSziIOxAS2cmGFNkkmWn38pcKIFYeSsdHOQ7olsfM4pAaC0aVTQtU2pUYjwq7kLklamFUW79k9bwfAJAM0a4EP/S3wu28DnTmNEMObLZoYbJCePhhysADCAcYGebI6SYKMApacx43lU+opv0eNFwKkBkAOomy8XEM8t1ylxa+r+zkofSf7Sev3mK8MbWN9KyeF8C9aLZzntUZMZgYgTDBixaFkbLTzkF5BNP2g7U5i7X7Y3yHCEpODTK4d11bbcIDKclA0QmmGJsBEBMzWgGPHAVtkZrHKcw5WJ135xUGTx62q0RXi+ipTPdFgtfvVdlv9W6L9MwDPaArxjPZZy4uDeQQ51n/q8wNWDgAd5AeiUmQ9eQeZLgPlXSqBAxlBowgZeZXzkP59FSDKBox0hHDJTHclJCcAk9SO/PcuBcWZxJ0dEuiS+zjAOQd63ufBfMYzYC69rA+iF9ohWHq83hKIBmMz6eAbtGQha9yE5c6apBmNOrHJMtGKe2W9eLrSMSk/R+pASc/AL5bQ6s+9+n2eypwi7g1tao2JG/TE90nh4vk7ZowBObbncOgfa4DWvz0Er8GO+xGcu4wAex7SYVz3nvdabPwduRnJB1Yw3R3pa+z7fNKrwYO9ylNuhj7LkCNxj7noYuCSS/2hh/6BjMKASI+X8aAxrKtWfQ2ZwUl9NeRZUa5kYYUsr4j44BNBBGEMUBf9l5SuWDGBrLRmMgdp+lsSsUAUATQ63JL2SyM2smiVEMJm87YK1lF3rWJZjXIOMlIE5ysGlaKqrH6EDf79jsZO7mfXuAaj8bG8HKucJ0ne1gJ/9h7gF34GuP22fjNw5liTdeMcHsn8gaxiWl20DUo0rTThNCXfuc8EkKSRtclAiBzrJzlQ+FSYTWDQQ7/iszzqRNQ94Ujls+E5PkEzJ1eczGMbYXAS4pOVpiGn76Tv/TEO9txlBNjzFULpQ1nSpaeDt7MBonG1QfzYESZq+A1IBpQWwgWWQ6KtrYgCgDHA+94N/O83wNx2q+rk0uJ1pSc7AUk1G5OYt/vxirL9NLpkiKdNtFFJmUTAFfs4KF7+GPeaNu1wDO7AtciBD4SQ8f0IYrlFOvw+mUai2bN8JJ2T1oWySVmkPiPv6BrlHGUE2POQbmB790AHXpLzHBog8XfogxQk40glbArPu6blkrhfeJfV54oCqKp49IsVIM9FrnLSvN0yllddrCAB87AdwkKehlZ58b7LC7g6BE0C2vBy15zv1vpYOrlkORKOlX2Wkx3fAAdKOqHtk37T+jA4ugzkIuM1EM1w+J55wMrIwZ6HdC+nDVpcH7zdAYkyuAcdRRDea+U+5tZS7+H3gd0j005WlvHB7BzwWc8FHvfJwOVX9nVZ1QgDUQ59HqYnE0OUxT6mZuQXhaanZt9n6PMQ2rFe5J5Tlnw0d0xyrpxr8rycWXsHSkWplOnaI7QN3+ZQoyWyNFfw7ckyakWbHXpn5H4HoUJkEki2AFZ3xCiqjAB7/lJGE19onFHL2C9ECzoQ9kmljpeQnuu4QQJyE1bxIPPPiQbGveIPuQbm2ocBde3jfFeUM7nONCgr6pDQAZSvWpLpgP/G6pvwkoEfDmmz/BMNn6WpLS2V+WqxuEkb8XIoUQJcQ7fJ8/5J/k5wCyRcoy4awHXpWbDDLJUIjQT0w6TO6983dp8Pb78EjMFnGNbboxxWRorgPMSbn2j44JY8pByECe/K0wIGNUUZP8mfGQRvDlQqfUCZxmOMX2hAv/vbMGfPdHstKHnmDREBIwENpQ5JEDxR/k9p44RTHO6MNB9A1TpjmkLi4oeBaAMwcNOsC62fMicV+n7P2iihgEKZwxZCPd3EufmsP0S5Sdwha80nwjihJIEEXRmICozK2KFkBNjzEH9uvFcwpFZ3ELZKmm37LbMEUpBN1tfzcrF7u4RjfisdMtYA73g78IPfA7rJL5VVy8zzDQA44NVPVq3xsijcIm+TII5pllrcKAerpG34PQJk1QkgXBdargzRylZvYbiveXvLyU2Wg2umPcfqU0kjCpi2bvp8+nKxsDTk76X2jmY8MKX3GoOpMVg7t9PMRgHGWem8xMfBUrH/TYimW+L9V6ID+scoA1IgBZN4X/it+xs0E83Ak/dyazACIDuLSwM1zessTU75OW2SnErhlAFpIKek0Wt1ebQFMaDl7RjLrznmTLqCS4bAcR6ct4f00Pftqi/f5W2lOvhEeFVGfRjWi1nbpDRG378EglHBPbZT1tExPUvw0TKjnJuMAHv+UqAz25zzbNnwgMi1TWnmyzCdIZDSrpn+h/7vQNB7WgbmiHrKp4MuuwK4+BJ/6OGKMnhAoGSy0EBEsnna5MAqpdYz0YiBwf0VgH1AT7Y3UqcaN+1lX2gOIi09rvfzPpGORm1fiGgRKO2W8LadOW8M0tVbWtt1/4t1HeiDFYxrBWByEF/CKKmMAHse4nkquKHXMgPP8FfhCa0Zdm5pqWve7+DsiU4R5V5+v3QCgQh47CfCfOLjgYY5ubS8Yh6GcYZCKxdUAgczrR6QgKZprcGhpdACUuvkWqK2AIBbEhKIoxNLUByDm7Cwe6OjidLFGdRxqF1ElB5tIByPBszJ1aWdvQcRk5XN3a0HVxfyDjenL1rad6abcB11deqaZVRgz1lGDvaQQv2LV4VrCV/nL2TPZd5rlt5+9/B8+GergBsHmaFxkZ0TagzoYzeCPvD/QLu7PVhxujRthAhq0qETwEwuchh02AmwWbVJjgzMl3Vfpe3LXbPS/qTBftgXWzoeU2q7XCPtbutjT7VklD6OZeEOPwbeYaFEdj8QwZWIQB1gBvwkUd7Q15GmCDcCJREqGhH2nGUE2POQjhLIuSmhLRmkoJfcOnB9lQyBmHqvYSdTCQeQyW+G+a3fAF7yrcAN10UnFx/AqiNPhqghNbn3rc8K01kCKK+vgVhmK8rI/2bxq4ITp4E0wmc7AGBJ2ykRIypgs/ZK6oV8ckioUA0QxQTKJ1T5DkoCXi6WIAgnWn+vJaKSRnw9ZxkB9jxkd28OIsyCgyh6obnJrZj9+wLPCt4VSB1U2qCWzrIY7COdS7IMxgDLJbCz4x1dyDU3jSPWQoXMfnWQGmoEjvx+DfSyttgPAEX5+bJZ7r1fJSFsTbMKBqmcUEYRyaFp61k5qd+ngtg7ltxtRJpMyw2gGkK7jDEwVul3rhXzmOgeeguApuNeBOcuIwd7HnLxhReYxXJ5EhCaUAimN8KxwD6v2tEKAy+y5B8h0ok8ruTiVoBcMtiIQI95rB+Rxy8AnMujEFgZEm1KAOoqwJFgxldWSe0qyXegDuF37gCiFfcOPc/Lx/uBf5c8bPK7+OzY97CfwWC/9l/6fMPewuwa5+xTblekYRg/3v3lleM8r14o/5+uxCWA9ZEiOHcZAfb8xACoYqD9CtDMnBq9OzcDwOAlV3lIEduaPqiH4GSFDgPT5CuuzKc9DXjq00FtmztcGMVAZp/wq66skhPl4CodXEOxqjKkKTqhRFr7La2Vk0m2qADItfHosU8XZhCbZAgKyKGfUGV9+CQ7pJVrm7LwOvOJU+O/2X/8ai52adDBxgrYg3M0xEYn1yFkpAjOTwoAmwAb9MyE0wZ85BCJfReJBm5NPhPBagV1kHjVZbosDIlvhpLcd/YM6OabgLqOZdHiQy13rEhaICnTPqOSAWR0xog2yXhZ3r5AAnQHFdV5pnzn4Xchb433jpyushBB7Qvl3qQvSQT/GxNfJUGlJu9LZg3lTd3nP9Q41Pdb97cwwLFxw+1zlxFgz0+8BgsxEAA27fc3ciGRiH/UJCAIdj17ZpDHTZ1AyS8D1+N3a0Fv/jXgO74BuL53cklwzQBQC1oPoJjQvgMOMpM70VaxofvGBguawpdndUdqzjT+1ylauAb8WdsgBb0YDTAUWyuvcM2Z+nw0gORcL/FGFJbCYP0TDR+dtttxBQYzjAB7zjIC7PmJBTCVr3rkzQSgHDQEaN+oAMU51YPO6gJz0zZoUJaD+tZZ4OabvLNL86gj1/6GTc0VpwgI7pQDxpBTS1sllrUZa/d0ouo1QG2VG9dAeb3k8tjsLw+dktXnbcbaBCusELAwLla5nltXwsCS+3n6HJCNSb5r1o3Wn6FVAdiRgz13GQH2kMKCr8skxpNHECgyqHkaxfRkg3ulh/sAziD+29BgMkTAgx8CPOkpoM3NRDPlJ8HyOmogyEFTM6XD37ikNwTnD5jMIXZUOs5kGJb8XXK8co39EFyoTrhQH6QAFSdTrdzK/eATgdKH8Xh2dl8EUAHMBPQ0AtPWZd1iiJnJ+XyjlGEg9G9txNdzl9HJdUhxRCiMMQRMuBkIoHcKYcC7LjRC/9enolEH3HyLXmENwIccJlihFfJ7nQOe9Vzgs57jASuEaknzUfG4DwFp+EyUhor1Pr5+c+yUb+R17HMaMr/VukltT+lHVRsWfRnKxNNZlaaWR1Ye1g6O0iXF2T3hN6YscyBNl/n6tmI+1Kx/EgqHTXI8r7iaq5dy1GDPXUYN9rDinRAlQOpRGjKcJ9lwZIg7VO6PafEvTBIA15wvosyZlieTbFtPD9DAcNovcgBMsxr4LfyuPS+pFMnPJnsSDISsaSuyOKDLyI5VQge4Z0gkt66Z5hFQk4B/SjTesBzWMEeXfFd6BygS8AbYJjwaXcPLy35XHFrjQoNDyAiw5yNEG0Q4xg+ES0JplAE/xK8ObcgiPeTaSqfB9fG8qMjpiQxgrAXe+uvAd30LcMP1MGElFwe1gTpI01+WBd31zDkTQtyYcysLp9LaCyk4DbWhfEbGtgbQGqIW1BVcilUi438z7VpJm7ddCvziwJZQbAq/InF+pf1MfViZ4vCDUh8etkX83pRwWBsXGpy7jAB7HtI5WZM2lNpRCLfZNy1uoimAmZlxzKkhATfj/dBzenLgEx+IxgAfvwn44F8De7uJqa7F5KoxnFxL5uAvtUoeLSA1VnaPFjHAJxxZF61snHoI37mGGHaaCpOQ1Z5l34f2ScisFvBwJy+cyx4K6eKSxB6za9barC9923EewajpaLxG7CbHd6gghOSIUJJz+8ZYj5LKCLCHFf9CTkE0SbyzCtgNcYXSaw4IbUw8w8Gu9wyvWI0j8zTpd5KfiYCTFwHXXAuaTntKYQWQ8u8S1Aj6xKBNGnwxAX8u4y81CmSAe03Ky/pDq0tMa4WWPvQaxDoxKyY6v0jBMzYBaeXN3iFKKYOQR/w9aYu+PfrIhf6Lt7YEH2wMw2TuzOy0ae+A3dja2T1Qm4zSy+jkOj9ZB8waOEABMGzNeiZBaxEe+cy0Z+CmpqNwtgRFIwy3x/+sEOeA530+8KznwaytxaWynL/U0pWrzsKgtyJLuYw3bRamqa0AVS2KIAlh2ocikCFIRvyVaYdf+QQSNFx5GmxcRszaIQ+pEwq7bJ8ByXhU5b2RE3rom1CNkL48Kiak4yRYp3LhFZdeXAJoMMqBZdRgDymdZjED+uOMs/CdIMKxIrnDOLBYULu8J01O393KKPeEQRm5tr4CesWmU+DIEaAokgGtLtdFOkClJ1rTLId07SSONW3jVOtVnpNAG58VxdWokTAxau3N9UDpAHIiJC+zLFjbpPlmnan2q2y3kB7ncjVN27B0tTA5rT8jPSILGdsSMMARjArZOcsIsIcU5whEtE6EKnoheLgNN6EHPOoZSAoNKfymAaocaDJdde27yDc+H4DeGOD3fwf4n6+AUc7kIgYsq0x9zaE3tM8Au0H9bYiPXvV7bJ/Y/sGXNkAlsDa1bBIYioTgIBb+8n7iWn9GpSCdaKQjit83FHHQ59Vrzfz3xEpg4X15BfqvYULkhz8yzxpgMIFfGj7KOcgIsIcURw4ALgEwjSDHXtDIzXX3D20Eoh59MuDc4d+TwSZ+10JwIO6n/AcfNfAPHwLe+fvA1pmYnsu0Oh04eB4Y+D4YTTHg5JN5hnusoukleUmtl9K0ZLvxNnHoNWMr75P8JuvLIE5MAJqVkVk4SthV1qe87bhDq+Ndzao0wSIVuGo/VLbYv7ENC2DQABllQEaAPaSQIwC4GESZ2ZSZb8qgBISjQsZz7sPHyc8Dq2+icGDVYk+j42VjA7jgJFBWybOxHiscaqtojawt9nFMHSQ+VdZbWg5DcbhmIL2Exxb58HpIk5q3qbrxDOM+Y3QFryt7TvZX+H1o0YS/ziMHGCQC+mTK0xh4F3gmXXztDEAxxhCcm4ycyiHFD2QcAWAIbDWOMRlAxoFo+piuVRqf5PKkHGQ5rFxQEJ1iwrmRAIVzwOd8AcwzngVceLF3cikxqdyBo20gk4GUZgJzbZ195xMBB5UhR5s1/e5g+61W0yYWqbVl5r/oq4TzZeWCGbYYpMffKGnyeiTPcpppQJuOK7L6inTl40Cpb3/Zr/7i1KvpgNoAFMO2puRPNsAoB5dRgz2EEBHqugERHY2DG74xk41TFK2DtO9KuJK2Yinh7kR5IK6vWlBAohxJCNCJk8CDrwZNpkn6mul+roMtW5HFNLrsXpGHxl0mn83wdoUalxnaRG4JyO/fz8HI00r+O6DBu9AGA7wyn6ySyWLAcvCATUlfsgR6bpg76ox8HvFlSNhaYun4e9eco4lzI8Cei4wAe0g5dnTTAnQZwiouBqyODRTtdQyDSS5A4KuA4n1IATksLNA0GWBAWxPPSM6Q34f3/Anop38M5raPx+ey9IaeH/htiE+O3nfZNivSSrRVk6YfPmsceNY+Xf78epa3EiKnhYIlExTXqFkeyXLWpCyUgCGvI2+n5Jmk3qljredYdecZsi6Q9BSSqAqG7UdAdHSYcBhFkxFgDy8lEY5JzRJSm0ycN4ifgZRHs8Fxo4RDhetamFH4HNKRnxPA7tLUPNT+IQu8/8+A//MLwO23ZdyxNF8PQlUk37Wwre6fdFrRQDqxPdhNfOLgP/AJLou04GVAOont63ACxASXa50aWMbogsQJGYnOwYmP5GcZELAfX88iCXo+HTBWRA2gf9cCULOkpzBYH71c5yYjwB5eCoDWyZFqQqsOBKk9QDfvuUYUHSBApl1l5uoK586wiSnyLEtgNgUZtg/BAHBoMqitQgfqSJEAUDVxUV41fdEGYelrSEdOMtESADJwje0yEI0hy2W6fqVYDEo080yTHtCq47swMHElGrH4WdPgezWX1VEitQBqY/sJNV3U4N8MAFOMck4yOrkOId3AsfDEP4D+hRzkDJEOYL5Gv0sAIBfBIYAAl9Rz3KcFQHWSWAX0wzlLIU8O3oYc8OzPAT3+ScAVD/JOL0q30tO83ZnzipnDgxoopy00Tdj4s8qI5ZGEYMU2YyYu+54Ap8bV8LyJEk2PUzGrFjLEqINAGwRvV0Bd8c4AiHVS3qf4nPw97psb8+IvQ1o3udQ68q+hrqvCCli68ZDEeDtVAGarokhGyWUE2EMI86AboA+/ydbds2eGPqdi+gHP8grp8e9ZmXgqHIBMr/R09BrCT+QYuIaHH3Q1cNU1QL1MIg443ZF47MGBTKmZAKXkOmuPcAJrH6s5vG+A3IxF4zeTdu7USxM4UgmaSsQHr49Rnok6IuuvWAbGA2v9NBipkCunasRBBuysvKlmr2jfDDTjxMMoBE8J8wk0fixBmI57wp6bjBTBIcQ5giMUIMxM8nKu2HhlRQgQ15QOGs+afDf6fgVdKJkvMxGI+t2QtCwIAD74AeBtb4Y5czpuV8gyy9tCTgDIJ4X4OK9z/JxzmjwCQ/KfB3aghTQE2PX30WoNml/WHF3G5ODa/aaF4smGSC2YNMQs0hqcD5VWC4VWFFSRYUCbFIAv56UItokybEykCfoGCO2LypE71ia7bY2yn4wAewjxL6qzACoQxc1dtLhQHpKkyVCcafhOSZ7ClFVMdX4tWXLb/Zdr2v0Q7e6x1q/ieu33+W0LWWSEujhhRR2Stf79jVk78tMZJNUgNWfJ/wagCea1DLcCazPHgLCnSoXTLjwbNeK0rrIHNQ7bGGR1zp1wuuYa3x/xvkgttH8/0jr2Pcxujto2X8prOF+V1En+RhHIURDh6BimdW4yAuzhxXprymQDVg2oB9IBzn436iAE0166DBWnlgZ+/lHuDR6O9Uy0JTDujZT0kGpYmtNJRgX0z4V/esA7bwfeRoO0A2tTxzT18HuqJSP5FCcWAWTx2HDncs1OAKdGRyjUa+bkMn0X9L8J7pfXMXOS8TKI/umjYkO7rYj0iJRx2u9B8xXNGZI87kYN9pxk5GAPKUTBpLLR9OZaEkHZDV9oemFARe0FKVBELY7671A0VQjw6zXPbmRYA7hhMI5ldg7mqc8ArroG5tLLEm08cXANaNDg6UtveOL01we9tkpKQyxS0hqiVTjHLPfp5/fEMgN+0xteZC02dyisTLZpbA/0/CZJ0DeZNi0dUlntmOPR8HtTb2oWnSH58/DBkEn6TrDFQU409bhb4bnICLCHEGstrDWuaQwhgGKqTqgxjZLz497joWWUgecDe04uVU2cL9YyDcnAgSK4xnKgH2gZ7/vox4Ae8zhQUydLZQ1TpYc4Vi1GNLlPcZLxe7jJzYEqzQNpGqsmDPa8LBdfDCIlpMu1/oTDDQ4z2e3ys0l/SbTg2AYmA0FeEelc7LnprkaMLuCTatKm0fE2UGPq7+8rahKuuOPzN+u6HowOGSWXkSI4PwmBOblWAGFpr4wfHeZoh5xX+br7AJg+PU4faHmqO1IZ48/iev/7YHZ2hOajg1EoT7L7lDRpg1Nmn7CzTCsfyNCARW5098rVWxy0OJ9L4jetPFmbhfKzWFQJ0Hxi7Jffmu4xYoBNCd8af1uhgfM+C+WRzrrA5XZX9IiKIcfmcI7y7s0LT57AKAeXEWAPI0Rwzq0BWAf6FzqLbQV7RQdClLi3XANpIOXp+iRy54YNXt+BBQeklYvlbawF3vZm0Mu+A3TDR/P9YJXyaIsskiB7nhlRAoJg92TDmnnBVw152Z7BS57VX+MxlQmGBm6RRoq2ui7mI4A9cuesTsnEIJ4ZmhB5PyRHJMaJtbsuKJRscxrWRnl7Bg423euh+3sCgHqK8ii6jAB7GDGAgVkDaC3QA0ObM6tam6QQhKNLG2CDGg4fPHGU5aCtrUqSm8gYGKCpgb09GHIZqKuOOO33jMPUHE7imlkdqRDSTdJWQsM8mPWr0ALAxTZi6VnxXU5A0Xkp+lOLoCCRxqABLSZRrlXz37M2UibHJGxtwCnJtdmkf0jvi35SC3QDD40zF2JczXVOMnKwhxQCWSJY7kjIlr1yp1B4ya3higxMDBzPtU3VzcC4Vy48xCcxh4NpOxBCFsoaPz3u8TDTGczJC+NKLiggEurcrxjK24BPJtnCgY7H7E3l1EmXlTWkYTg0iXO4TJqvXNiwcoIQFAYhL38CjoL/zdxCgacVYW4rNZqo5erbVfJFBv5z3ylDnGgSdiXel/Q+Xaj3NgKg8VSDc5QRYA8j/qU+AmA990rJeylGFMTAfxGCIwdrEGmi+Ys6d8i1VYTPAdSEAylGOAjwNM4Bn/KpwFOeCtc0sAHQJJgo4AWTru0f4qI15xTfmCY8a83AIXw83pP/boLWlbaLpqVxEEyWNnflSzTeAGpGLO1loB6XowpnZNDKDSuL48AoKSGWfmzfAYdSEjGS/5jUaegdzSIXRN+xE2VDddfgNzka5YAyUgSHkO7Qu2MArXOeUK6Vl46PcF+QPrym5ww1x5SmycjriQdYpJEMVvSArJqjp0/B3HA9zHKZ8Im87Dzel1MM2sY12sjmixz4UtWUIxRaVdDcZHnZF15PiPaWPC+/xp1mvB25hs7LwfOPEyanYKJTjGEtB0IWCYEhtArlYLx+vq8EEu9j9LgO8qt5Y6zcFc30INvNKVNHKNyIsAeWEWAPIa1rAdAlRGKzFybRiRF+R6r59dqavkOV5GO1gH65sis4JzQ3CecsA4hwMAPgnVpv/r9w3/4NwPXX9eZ4FouaO7UcBxiWJ1EKvCH/QQ4SuTYVviXkgAIKEbAFGPOJjsfxkpgGEmu4q/fQ4pG0bEJLl4Vi5YkTm3BuBQkn1voFD0LDFJNG3N6SMyQ9yoqJgRWJFVbjeNPiJ76FgoiK1SbbKFxGiuAQ0plMBUAB9TLNM7zPUXO1tjf//EMxrTjgxGIFno5mzqUxqogaR/ASc65XPttbs6kW7Ha2gdtuAZrGJ9ytagolzjjSA8RDZgDHJFABQ86mvj39jEBdbK5TQI63VxbLGtIi7h3Pn+MNyrcIjJRFZ+IHzpinm6UT+4SBuenfl9guCa+cc+RpWiJPMVn05xf0E6gkEVJrozP/Oz+A6Qsc02MLYDaIaBOjBntgGTXYQwuVgOnHwEAoFfuSaDGR3wq/MSBDTNLsC2Bxbbn/xkM2Y77JX+SgFMpKzsFccy3w1KcDR472nCJ7jntWsrINhIHJ9uCAy9uIc66RuzSp6iX3V+g1wj5ddR8E/kyY0HjZuh81KyL+Lsrs2MQq68WbJLVU2KQo6Rfqy2eY1ttrzMzhllEgBkZrdUkjsc/GsuNk0E/OuioOACgNMMHqV3IUJqMGexjxfNg62DDNlpUihAwhMTm5AyRwdCENl4Fs6l3PHEVItZ1Vca8xukDxUCfc5TOfDfvMZ/u8nEuX2YZ7eH1FwH9SJtYWQLqXQhY2pkQfZGUL9ZCRG8JBxtNNuUqT1CH5vbucHKKYpMmfMWn+vMwJhYPodouWSvK3zzilMBDBFkB/2GHiXBviTYX2DdZWzHYKgK7t75um17+n8ArZiBnnIKMGe3ixQK6JSYogmF98tVE09Zj22a/G4VxfnxkZ4ShBqu3ECwwAs41EuvutTIensVyAdndAbduVB4nTTtZVaopyP9LEqYZUS+XlgjGJ915K8MAnwMTagOdtrM3SyhZDiHySummaONMu2bSaKnOU7qVAHTJxcJSb5uj1TctpWPp8e8ik39k92raOvvzsXeDausRUxlMHq6h7GSoYv7hmlIPJCLCHkt7MM/1XcQvbbAUQgzYFvbhIIdFw+2WncYcjaUKbHsG4M0J6+YcAC6JcsBb0ljeBvvObYG74aL8fLKM3fNHSpamSH+5NW73lkr0PFIcWN/3lRJCky+rpWHsQucjrJoCXhFYhyTdrl/A5AFn3L7US0n7MeHjhmJKTXdAsOXCHX+REHVVINpn0S215mSWto0ziPG2N10hagniqowZ7jjIC7CGke8ddGKk8EoBrG4MkYPdXalSJKMDIB641/ebIUekiAV5gwBWAQqYrTcLbbgH+4UPAfJ6A/ZAjyQAouv1wQ34SpBwD6F6hN7GeAVBJlmnAcaRtSs4XLERWAcI5yAqlef0l6GpcdbJ/A6cdxP2JE9Dk+SWaspHxuyZpI96HWV14xtzK4YDNNX5RST4h8hv6BQomlgcwJYDJSMEeXEaAPZQwDwXlgKIBAvOGJZ7fDCxkOJDgOvvcmY0XPNvotSJe0pBWAAQNOOL9F18KPOJRwNpaEh0RYx8VSiDdEwHRTA1iRdkReGUBPBKcVsW+ZvGprI0MeFxr3paybaSWmGik6AGRnIvtGDlnSsPHZF/xHzinm4fm8XSYxRIXH6T1lBNjrHkATiB9joXysQpH/ZYrBhT4EP21HPH1HGRU9w8hHexkSsSQRsTjT1PtUgx6NsDlxtQZx5vwE0ElS09CleY1+C8sLCz+5hzwvM+D+eznwUxnIOd6k5QN1MSkls4yzvsagyGKIhRFs1ANkIRu8Xu4Ayy22YBzjwAYSp/pJydKnzVspRbvS6Zh84h7SfuwKqVgxfJKYpZjxdL8rbWpM6qbSIyw7VXLnqnuxB+IZHp/23776MbowdjoPmeN3h1lWEYN9hDCdIFeCwWirc5DjEIkQeLcSBYGCA6W2OYrbDAGoLPGwAaTnA2cZHWUKGuqUQnzW2pSZQXMZiC2k5YxBoWxSXm4JEM00RTzwStDm+SEEZ1I7J/qFBvul6j5clAc0jIlVRGeT6gelg5vE0mLJKBlkJ5pJugOyZ2mHK2JINq3MVtAQiyPLvQrap0J9dRTPLwOQ/RH2qF5qxORBVE1hsEeXEaAPZQYCJ0CABto2g/dY3zQqTtwsSD6hC7o/vbe8V7940tsEx6QPZdpx6KsBr5s9PbfAr7nJcCNN8TtCvm9hqcreOQ+q54bBntOThrh3p5WQKx3cIat7AHRNhkXysBziBeObSP5Zul8in3FIwVSB1ZCTaDXdCMYK3xnthsXwgRtkj5jMwNrNz5t9nxLfF6EkDFmoFcKoprKGi/mZyTYlgTapBFhDywjwB5CHDkANCEiZUNQBmCU+3SjxplFvCLjR6WnPw3LYZ9NyvNykAJLg2tPWR7h80c+DHrXH4G2zsJrRv0zfBGuHJOB71R3aTL50tWMp07y6duRhzYl5TXsd9FmETgggFbUX93wWgBvQicg9V3GEDz2nGxPbuFoWMb3cuhXnrAURENlk1SMQxbqsOikeA+xaVWEpMVCh86M9Y77zRbAeC7XucgIsIcR/06uAczUVbTNxDSPmlrnNHKKc0vEOCaaDwdZQhzp5CgbI0akwcskaYRM/9w8Alx8Kcxk0t81wDVSX1EekAaALbJgbbOfeZ9wt6zd1C6gFJw08DbatRACQpTkIzXeSPeIciVM9hDHnDjLOAWhx+JmlAp3SLEG4ifw8oaITjGIZKBouVp7rlBI+0k5/q3GzV4OLqOT6zDiR+MEQKqpskHJAYbzadybnZj1jHtUs2ShWb221Q3yTqPoA/HTM6QkCIH9Fp07ndMLz//nMM98NujEBfFMrqivSCUppKtoxMFJRWklslVYFugdQQLQ5dE4yeoq7jBkzqoImDGEipK1Cfx5iLYxAJzIK9Yhen1Sx5iRoKzE9cowLF5mY3rOtfdekXcqRs021VCltRL7IlS0fz3goxP6F3A/6oUAWEEAJ1q3wfqowR5cRg32HCVonwCt8esSTKLOFrXQ/re4aQh/XoCVFv6k7djFtQkjfpPLIKXITWOICOb4ceDyKzoNFnGysIlWJuq5Io+kbDzKoAOXpO1EVEF8hrWX5jlPTmXIwr/0I6+T51kcldyrlre95Ha5YzK5F/mJwuF+3r8y9CTlqXvDn5h6aix7n5LXiqUnALnvKFmpvEONyI/TRJ2st+0IsAeVEWAPIZvrayDCiYwb7YQP9OjwgH9xPX+L7nv/l9MKqqNMaredja7tHRudLQpFwE1lDhrRyfUnfwj3Y68Fbrk57gCWbIuYlIPRIyktmOWpa3D+40FMTtlGkmPu24F6w5hrtYyrDH0TueGg8bkVk5VsQ5NXWN3fYeiZ7qp8hvO1iamfcMAdJUASSPuG7+NbTU/+EtiEzTopfkxU3yFZX9TLfftrFC8jwB5OKiI6Hl5MHoQfJAVWf2VolZHcMSqCLAuWt2yQxFvBH1NGRdTuGGCw8ZYM92D+/uX7gTf9MuiOO/oYVx7qlGhs3CmXgr9MXzrc+Coo6aSSdEM00WVdRbuFmxOtmtEN3CGecJMcIAfMf9lWfBKTK7ryCqeXhibQ5D5iVg1zL/L3Kn7mzcE7mxOoDIz787YC5RG0cfn+QJOC9kHgUXoZAfZwUgDY5BekBzmI3xKOmZP8Mzf/eTpZTCbb6o45O7IdqWTehj9nkgEptUbXrVKiyQRYXwfC/rW+wIl3nWu/IkOfFucrWduoHLDmfWftIrXz8DvnvjmgxhZhYUhDTr9oyjMaIqY1sAAktkd3XXOuETrnI38+zlUsYiBtDPYuyWPD9yU6WAMzMBWTcXB6id1o+7ZNHHDKhOZlslwsMMrBZHRyHU4KADPqXuhkSz0xkHsRmhQUaoE7V4zwGBuWFx840rkDoSEJbS+5T4ImEfCc5wOf8qkwVz7Yr+xiiRogarVJHlLT4+FVzInGl+tyLdSAWDF70HLdyia+2iw6jcQ17rwyfQVToAwrq9hn3l5p+FPfvkNb+PH6BrM+AKu0SgD4HdGQZaG/Aya9Fk384LSS5YnACWi8e2pB9BeS8oeymhzQe58ASspDwEcZkBFgDymmUwVJgJ2xNnVsBUuM2MmxQcNTzHquSXC+lGscUsORZrXUpgDEzbMjYCihU0QEXH4lzIOu9sd3k0MKX2nZSQzkQXOfabuJBhkde6IM4t5sskAKIomviEgFzKDgGTYJJtZCF3GQTF6Mp+X14NaDZTuO9X2NlOpR6s1XYUStkvK68QoQm7TkO5T6ywTP2s8+SCrIfjPsOdmRYlvEyYMvvXxfB+ooXkaK4HBiiFAQIXFapQ4m3awLJmh2nhaQaMLJun5dGY4fuSZpGXgkq3fCd6GlJU4wY4AP/D/Qr/8K6I7bQTAx9CvbXEVysjzcrK9Q4qEP9eb0xCB1EOolTXXGH8tJBOw6B1Cwa1AmhcDxyjhVrfdkvHPvmOpBLXr6lTSk80zyn/k5YSxtwSvzBLVtCnlCYZEBxXqm/K12bHzeugCBNjEqZgeWEWDPUbrXzQI0S4/XkOYZ4yClc3bAa85jMrnmk5yaEDGYrUJi6Sb8rRKUzj3rROmSUWMs8CfvBL3+f8Hc8vEeRLt6+DhcKwvdpwcxHIOCJWiNCHYkBy+vs2izWGeWL9eMgaSsHB765ae6882w9Pu0+z7hBeR1tMkEaHLE19II+UitnoVeBEgNIKhTAuKL6ABp5QxO9gjg2uXDG5RC2anvQ0IBbe4ZRZURYM9R2rZF69yUiNblxtbGWthuN/0YCuTvSGNfuXdehvMwp0yqbVE2wIeE2PPcvE3SB3JtLXqhbX8vK49jAB1KwY1OCXIxVEjR5hLNEtABlbeLuJ7smGWE463jHXo6hGm0WtqhrU3CNWbRC7z9YjlEw3PnW99fqQNLwlPY40C221BHU6AiRPk03j9xBIqy9vOCthCFKwfsXTQ4CqDCKAeSUdU/R+le/SMgHAF6T7j/jY8dAgWvBvW/Of9Q1DyHTVKK2mvk5yRhCeQ0QHw8XTHVr2xSNDZ0yTsH87RnAtc+HLjs8u5EWerN2MRrLpaZogcxzQMv8+NOJu7cC2Xh6UZAFUBNROkZWsbksM/LzSkZ0T6xrAy4DC+z8hxPnxMo2UbZwlyP/ci0RGKlTmif5I2gXqsksC0J+apBxs9GFGV8KYm3zOWAn/gP0i4ECFN4J+8oB5ARYA8nawTMJIdqOwdXr0b1khz3ghyw+PUwKOO2ddQDBBHn/ZCCBgRgMy5YghYX7uE3j3g08OjHwDRNF0WQHn3DgUyuRpN729LAdV6O/oyptCE4iBnmUEtWvHVaNV80EPhivtYo0c74gokAohxMwkdm3nPQSznvrm25yc+dT2wS4ZEVSTxq4j/q2yvcl+8lIDuP149imqllYZL6SS+k73+wVChO7DY6WKNMMeLGgWWkCM5ZCABmAFV80EruEGCgwUAx+VEsTOC/yb1FQTS4vSFC3jxgPnj6HXUDJk0jNW27AW8t6LoPA+/+E2DrbH8Pd47xSsmKcm+zXHxh2O9KvaMhkJKuaR27fEl9trcKhBM8N48lxyvpAM71Kun0/Z72j+zfwDPnBymm9E/cqYzk3gim51KHvGXMB2DYZCgjIjLymVhZ4k8mmV2M8oAxowZ7LjIC7OGkJELhAcz1IUcdiBgTmtX0GicUTk8JX0p4zIBHLnVZrDolIBuHkWbo89PjdAEyBvTbvwn3yheBbrzBA64oM6OVk/IguU/shhV4UPYox1LOJcp6yQMS+aAniE11RFr9Ygd9WS3XeBPO26RmPu8X2T8ihCm2Q7gn2zDcmli0tKLSodY7TVfxsf4nStLhjRG1XuYczWageC/6yTE426QjkjABUOznBxjFywiw5yjOa4Uz59wkmrfw9EB/OFxqdnOJgDUAKBxYAwpE603RPpVxmn7nVEIo16oKti2wXPZcI3LnyZCjLQNuEdVA4rtW5swgTSvT/xXKlXRipdoyR2A2kTEATMOWmfUwUP/+c5e+0iDRicQjLVzvAOMpcO1YnnqRNUxi/5uQSfpbp4mG3cTSQg1/T3feYpn2aVREKPm+DaMMy8ilnKM0TYuisJcT0Yyb1iGEqbf8O/8xESQ9oGlFXDhQB80vcIrR7GTPSS+9XGrL41hJPoveEw8i4PFPhDlyFLjwwrg4gZdZxsQmTrPuv1lYGitHdr1LM67uMmYQS2L8MPyWetRxnL4MAwNehm0RJTtdRS7cUXavPLmg7x/mpxLP9O3VlYoAawSxQdTxpCb2dWLhCLAk/P/tfc2vbdlx16/Wuffd9+X3+rU/utvtNiQkODbYkhPjABGEhNgJdhBkwoQ/g48ByAwiMWCAxAiJUcQAZYQCyAGCIsggSGBkBSJkFIOT2N12sN3ttt39Xr/37jmrGKxdtX5Va5370TGTeFWr3z1nn73X1977t6p+VasW2uIFBmsxh1fnTPkic1R1X5p6ff282PJwzjY7mFVGD+ktVb2z8hFcTRbAXlP2hwN2u/IehToPZXlanbliO5pAYRYBMNqK/VJXHhJIT7XHeAkdnNc9KjUbEH/szwIf//PAfo9Kmx5m8569725q23HoeL71d9YHirO9uI1wAA6/0Qolr4JMf08RKJSPdjImyfdDE88Rz37gJgSjqjiJRJg4QPut0nx5jBfezPbwmx2Xfg68rOQg4welexLjaAcv3xYJo3ZHFQq9q9B3QfFFLLlUFkVwTdmfn0NV7ylrr7YJYXZcmOMlhScdjX1Ft/iY/+KogUwxxKiB5IhRDOcAE1+H0Mqy116F/u6XoI8f9wxe6fxs6vc40phLITuT8q6zfjy1hdsZHIe0WIDHOazCUjb/MU5qdP3gGKTx9f7peK7XO4wM34jJNLhxmzOrZZbgxY5Pb5zQ78xNSywkOL4StzPms5Vthww+lv42Dvbu0mCvJgtgryvtJbnDL14Jji0+NzqAHGSAcUVUKwxFSgirsReoVz9ysF0piks0ZxDA5i8DFwDIbgf91X8F/czfBl75SttZVhG05ylHSmY3L3CIY6YRvFLYFWgyqXkymbTf65qI3ROu3/ejEglgNlgFVF9Y5ZbGLl4714TdNpg5FPPdSbRy5yFoYoItppBQdoikigTxVtTMIUeTJ2m1Ti1kT5hrtdgBuIElV5IFsNcQVcUX//eXUGu9ayn5dqVsCV6QXOx6MVgk5w9gik9709rWMO2SvEUHa8sK2yGBON38Qk/oAU7552a3KvTRI+Dbr7c42NCb3jY+bqa/g6cd0w5oprVm0AthTIjvu/+VBKxUR6g/WQbDsloKR2ImkukNOzdv33PMYRmANFE6HoPMoMaMgjnS+kzdA/y9Yf1++/0BWUbGd5NTK1xTJM/Aoey8VY3QXzECF4NTcgfFTX5ulxyXBbDXlB//+I+dKPAsVLErBbtd6VoFOblnXtZB++KwqRJzDmid0wvTVHTuDdejuwMcexUY5FQV8sMfAP7SJ4D79x3EbCtqpu6OFDY/PllowMdLMr+PURoMptmA9VVqaRUVUypZAw73YcKHc8LrWdtCaB0BaZ9QmSo6fhOYCnLQE3Y2TcDMPWPUNiAkmsn1dodVtm/opg7EtznL/ISTqvrc/nDAkstlObmuLzuF3i4OroU0HfJHkPYK9JfdchZkEznGK7oXI5jOoLL42sGJNUTJC3RLPTiDQOM+RRXyU5+A/NQn29Eat7fJ1zoAczno2vHMkRS0XHKUsROMQTMAyGD2U+uOgFd3Vsmgqdr3OgFfa3uPmKCctnb9UFd38DEw+3VuobDjsDtF+ypWczAhUAVxptH0few4T/peHt/M0AcezR6VIPb8+CgAgN4/Pz/g5iIKLpWlwV5fdgK5udvtUMpuUMhU6xQU67YoYbYTgJvfrnbZ9TVyrqydJWcQgKFs6YWDmbtjCZlFBHj8FvQ7rwP7PSk1lKQm+VIGXYi5VmpXT8/Y67oodM3rYDMdtFsCnWsro8YcsR0M87LmDNyZugy0CPG0s5C44Wamz2rcJjnqMw1qv+hQiFec7+yodW6NZgcnD+gY18rqLVz7pgcujYj9kQdvPnqEJZfLAtjry76U8mi326Enwu5iK7eAaH7PNDkT3s7EtCDjVdupXZsVTHYsZccEB7UjvBoj55s6piKon/0V6Gf+DvTlL/eX2l/ayXXZy2/fU6SAt2trTE38nnGMLLwNebg4aZFGY3hdvXFXuqGRPu8jNkxGxntyPcnhZc4kA2O/p4kf9sZKbIcNdnBo+UyJyQXRhA9FDnxI6nA3OfgpoD5vbeHwlPbT7d/98ldXHMEVZAHs9eVQijzMQeh5MUFVnW6GCKA7fkAvg2OZ8WYTasBfWHi5HfjE4z+7BSjDtdm0tS25vZZvfQv4/d+DPHnSwZO4Ym9eGpTshQ8LkSbaYtQD59Lf81GD9CPb95oALGzznbnrpADShQhTyMZrG2gG7TU75sLii3G1GgNv1KTzaTZZok+a4dwYPgZ3cJJJzw8WaaM9LMsahI7I5PgKxBaNFeUjvvkTH/vI+FwvGWQB7DXljYcPDyLlVaA7JXL2d38Y0+e8HYw5dyxjkUI9DpGTsmQ9mU3v7YOXSV8HXpaVEE7zxyIvvBfypz/SNj4EAlg7V4sIOLNzZuBpYBecWhOnVFCsJiFfmY3WpIEFuoB+K5KQNTsRafJyEJ0YHkKgPoawTRJkU1tnvPSUZmDnGD0BHUi3Yz4JIgCl/Yb8LORxIe20P28SAXqgnfUZAKdry5jLZTm5riEigjcfPYTYytXJ86VacTjU4157xGe3GOjO4j1N40gxs2FPLXZ0jR9CXbOcsP4bgHqoKH/lr0J+9tPAySl0c3KF/ZeIrhg1ym7qc2Yo45Ul1VdK14ih27LX1C96+0d+2dpm3wXsKQoTFPPCc63TLhdvC5vaxqMKIbAQbc51jrkLSGfP1InOlrV2sFZR75vTT4II473z84cuN3L40YqxfA4KMd3LB1fp1usDtLSF51hyoSwN9priCwoECJoKaRyj04cAJ8WFKl0bNErT1LJnPbeH6u/2nM7PMx538rK19gAqBVp2A5XAnOMsCYrQ7yLSNwME8YmDNhq1X/F2sCYZd3jIK6+Y72WFkznQvDrMQETp+kBP5kkL5JQjjt0nGOJA8xJi3wOL722qa3AcpjArdjzNqI4QrtVnEx+QqPGzOkoVh488SdHRPrvcxtrV4EqyAPYaoqr4/a99FYoWaB1+Q3sYQxwqObd4OamV5efY74l35ReOOdUQB5qAeNpuRCXGNCHJ9UoB/sOvQv/hZ6CvvNzCyawNdP2xOjjqnZ1x3FZrwBCexX0lYOSJJ1CGHpUwrkjjUbAWDJNB51mm18WOXXA80QgGusPCByBprzypwrVkX3EWO9CfERAAHiXC+7U9F7C3olNKMqkEpnF3Ln1Ct6yk21eUBbDXlA/94J84UdVnZ07dWuvUW5w13aC5JMANCbEZbKi68DqEEKjOa86uCQ4WAzBrFtBW/rz8FejnPwd9+GY4l8OvsgMtcsLiE43FlzL1yZquHctJYzi5TdcS5/UFTTOFb9EgRc4x2vSBkpnhaQ4pYydlfgYC/cztHiZPczLFnA75ubDiTevOEo5I+qv8nE2voEiXfk7geUlzpif7TIGT5eK6XBbAvg0RaWrBsPoqa5bsWEoJYcq2zp8f+KCN2nXovF6IluFIBHqHZunzZAY8trqJNERVBe7dB977IuTGjQ4+xLtiVr4Vuf21yAQHjEGziuDKZnrmRGft5uOdq96uIsD0HSD4XmznslUQ6I3UF7svNhl1TT06+tzzbwpownFebNDHLefP5b+da+XzPbKAAZMGiKLMJiZH9FwpAWvk5DWWnZ5RNHpg7WpwBVlq/vVFATkELk815gtgaoAuzBwbm/xhO5hjpn70JHWtgjzbpBhZZQEgYsgTIpLUCvz8L0B+5ueA+89AD4eZ1en7Y3k51EBPD0h9y2v685h0Z09vj30eAG8SHdBDv8SBbqZlRxCJmikPhac/3DTxUmQES/T1TqPXXZs1YPY/Wxb5pqYO9vEyZxs/dn1qsXSEOb+rcNpCLlvywdQIsedC57/HsT6ttS4O9gqyNNjriwLYu26hUVs9xlNmJ4oFrYeCJ7GvQOQl+3sSN/kLrVPErcPdDOSXtHutg9y9C3nPc8Dpaa87dSJYwaDXlgLsmU7gPolVnDRXb7uX23nYsF04TUTT4HpEsMzjH85heiBgZOcqSzKTydEzToTaAZIjKYY2ihxtWdCht5udx8c170x3xIcm3rD00zTCSq1amxyP0MGKu6r6oK5dDS6VBbBvT3ZAN3FzMuzIi+X9nnLQfloYYI6biQkbXiz6PJizoFR7SmW3EyJPjPTi/+ZvQP/pPwG+/gdAKYHmAC7ZbgYMbpFOyI46Oz6ETk3GlYF4ZtIPHCYigA4NnEkwq6WjSzC/J7kl0McZEvsXAXDc38pNDX8A8s9jTO0Q8xuK5NjZ3CnXtTuN4ed0niA/T2Ig70q1AtCbAnmwwmAvlwWw1xcBdFe1WvBNfOiTR3oWJmQvnvOTqjhkMJiE9HSNK8aUIn0eQYC874ggECsR6Bf+J/Tf/Rvo669HADsyiTDtADBg93R90afkiB+N21nIF+LkwMlThqiJ4GiiCSiVHcxdzHAtAeTGOQzhc2BgH2/GsK8XWOPU4Xy+Bznf7Dgq+drE0/I5GYC303tMb+IRoi7gI9QXNgAAdoDeunS2XbIA9m2IqGIXXiAGR3vxyRy3F71s8aF5yemwmihHD2QvdvJAZ37QzfB+dmvrpDODlnd2Btx9B2S3G5xm2b0VKArpYNUdfbGenqhldCbRu9zH8SjYzPqBKXWggO/8OzRqVnayiwftmCcGnyBnT4mNSddifRn0UTW6T6QcfqHkuYo7FxBgs7fKjqWJiBdKhHy5vebZyAYgDtPi0mAvleXkehuiqps1H020Y8sunYvjOFbyag8v/ySg3ou1f7KaihFoA3hzYD6OYIIq8Km/BvzET0JffAmiNZyraJsN+jFynrlvhetLkwzoGh8X+s0nreQzGqgB63YC/+DRpzGpmGgS0n8DXefAlpxorR7egkWOTEB+M30StQ0LUa2OyQ3zSwwYObUigXl4pqjRrBnnQvNgptuj2sd/ZLV7/5xfBk4UeuuSOW8JFsC+LRHBAShQPYScrwD4qW3nor0cRWR8nyZAO10dtf2W19K7M4XqldwWEBiCwFL7yjLmPeX5F4AXXoTuzwcnGJvmbHprKs+rTxEFGRTd+QbGgJ6LVEk7ZjOdjwHjpKF1XFgwAKCBGUzZbL826qePkfeXnEZxEe/W7ww2G1D7zryaOFnl1iGAbtYlw12VfCRZNmGSBqAS5gyeZkWiFttppAiu4VlShUBOADybHXlLRlkUwTXla9/45h6Q10TgiVnGZB1RYwUSV6pz3jZ/ZoqgTB7ikNA7xZFm4M8bFXodIJpCBPjvn4f+y1+GfOu1QE30CWJUW4Iml/smERw6TCkBF58ySUJzzIufW5O0daZtmI8e7ke1RRHal/iSUptzwIZ+bxxtpwFCg4axMi99SAmIODnN41EkFpIAOqwci7NiMiZ4JIwnJzbhWLtTH1T1ucdPn2LJxbIA9hoiInj2/j0UkSe2WglIjp6ZAwbdtGetlTPpM1D6Fi320qTFAIE3nTnD6HvI9pQ83MaLugleCvS//mfoL/0z1G983RdHREZiPmn494u0Gfbt6JGffU6Zu55s3Gb8s51xETQxG5AVw5ypapg0JLYxOvpi+faDhAqNuulRtPZfcIbluzgqksTnJseft73z0jE6T4lm3oDcO9UdX1dQSk8Pa9uYS2UB7DVltzuBlLIHjmuvbPYGhxWdaiBxbCuY4MplU5ocLQJ4voBhRVZa/BDoBDrGMatVteUj2J04yPf2J9BjH4fYC9/B2vvvw6LDRJI1Q6cRiW4Ik8V2TuGxyULOIZ/UrD5veKJaUrYyp2w4VpmoTq2RssmmP7fZJ1HHMtpifIb8oR1jmFl4Ro5KNP1jtAB1HBH87csVTf47v/fVr13lvO9rWRzsNURV8daTp7hRRGZB1u5YqjW8MA4WFKO6/eCgZNrfjK80vrO/XHDtyL3zW73B6TIJD2MONrddVIGf/iTkQx+GvPg+T1fYzm+lCoOTg043bavqdHeBIYUfrUQLGvLGh+YVVgbWnK4v5GGV7qCJ+l//Ns2f0DsXHHTsJHTgl36fHMQcJ6WtuppZLuE7tYFiYLu2bH3IqrYOGKlQiMpYySRKg7qJrqHmafB4y5lv3WD/1o9+8ANYcrEsgL2m3Dq7cbbfH35oFjY02xBPSPsM50wiDrKO0WmF7TQrO2u+Mi5PHdqWvjPgc9rE8kMfAH7kQ8D5eXfQ5DAx0ojaUuEavO9MX2Sg5z5z2zo/LAH88vjZBSrxHAbedFOQ54Tcf/9O0QF2RZ6YHPwoREtTYtikEPZoAr8P6hOTCsIJwdIhsz7PRIrMX0ceQScTmvXTJod4yoz3nd4uG6E7gKfEXXJEFkVwfbml0BeHfbY4DAnRzM9pBmeOFj6PtTXtyBz510z2+WkUHcBmPkZwN77XNWcR6Je+CPzmbwBvfDdOFEjVBR40Jy3py3I5eiI75Pj83BOmFgx4XJP3fvHgdQcZjyXQtd1OGegwYZg2ucFPdzRNQLPzn7F+jnQIFxk9SmjLW7Pw0lQwLRFNgF6QX5M9a7MJvv8dwXWm5+LIMYqhbb89wMoJe6ksgL2G1KpQxd1a9dngPErnMai1AxFoXQikg2YFAuG8kMEohcC5YqgLdA5APCQBlLfJwLIU6H/8NRz+0S8CX3tl4AXZu6+pDbyJ4Sz8KzvevE048nrnKIJZ0KXOzh158bAAgb34DtzbJFOYDaZELl6dabgSwJPbwukBA52CDox9YcY8+YtMnqig7/cZOCmekosah01nXy6nCCbH7gM4uxJb+30sC2CvIZs5/ELLB0tAgxgd4Oa2SNsWxa6nl98f7VLiWzCJn7XvIPB1bcTbhn6efZ554imEjEHW/68K7PeBl+waVUpvOA7Q+F7S+Q64PKJbe3IY2rBQgsdH4nkQgiqRAHJZ0TtG7TglGS8JXbN/gpa8dSiEkBl1wCuo+CYwsUzHspasR775Ramh3WhiTilfdoRWCDPF3OqPuY6xw8KPS2VxsNeQ2gLY3wfoPfdOTxYaRA/5xLm1nRfsN5PJggSWTh1cLcCbwcuA38oZKIxagY//OZR3vQvy7ucoIoE54eRcQnPG2TjI5nzhsrnN5n23SSJr6INGOwFebOZ1ioCiGE7iMQO3OdkvK2nT+TgjYw656nlZycHm0Ro9meExGXhQcmgNOQVmxC56OFa/tXR/ByqAx1BnBdM6GR2unRo0WHKRLIC9hpzv9zg9OflBVZya1lOB/IR3bbB0YMsrtgYFZgKsDojHeMzk3ArecAJClbkpOkEVyI/+GeDHfryt5OIwr1bp8EqFDf2sSHc6kZa8aepCdfm32SIFio6vNK5Am9S6bygC4WwVmE40OjP2g55IXnJ2bBke2feC7CDrvKyKOQ4Lhjud6QTwz7w7A1coF2C0QjXna+jPXM/OFns9DAbfQ58YcVxa+5/CNv9cclSWin8Nefr0CQB9nrU65krZsVOkB5D7VjJsLh95gpkKaB8jl+kRB/kvRvDt8bd9FZeDDml4HEhf/+8foP7OF6BvveVtspc+8LboKkxI45faBY/3nEc++CSSfuO/Np4BoCcjF5eUTs5ks52vHKgU42dBQJ7wUfK1pLGXngA8hFsxYg8aKQiQXe2OjSetNWjUGHnnkae/iIy9giWEYW59HcDjFUNwsSyAvaKoKp65d69U1ff4q8C8InOJDmKTFH/s2GLQagei0wn0I4MRkv5BAOrlSty6JThd0LnLwCFLAf7tv4b+g78LffnLkF3cXZb7EJxZHI1A4wLvL5ynDBCSNOtEmfZjHOnQOxAplsmijR41gagZu8If8yTwxOEfmB+VDoVZ3EufcGvgTtmw9s5Ozpke6xxvxt48NBovzAXhKqA6dDDKHkDVhbAXygLY68kpFA/4mXLN0gC2FNdegbgvlGuSpHXyiqXsdHLgq5E3DSFg2z/BS+//xIMOKNtLnverUlXg8WPgje9CD/sA3Dn5NYelDdxl0HDjqx5AlMx4cN+237hMzyNrp9J4hdA4khzr2gcC48Rn9RC32z360kOzouo7hHx1/Oz3LTQ6NWX6RSbHSaufQyanuJRRSY5Den2RwUG4wwx2lwRZHOz15CaAB4Mmaaa7m8VNc6n5xQMGgPQy7PccwkRcKeeRhSX8FrTVPIic5yDMyW71DC+qal9k8MyDDp7kxLLzgs95Yt5zisbLdKYecE/HKLoisLxZ43MQJO3a0GXgmJMjiAGYEYknUOnGfhys7RZa/+we+RgJep5CKpP9S8MtkgEE7R7PQq4bkOapNY/yhFP1yerq8BhC01ohzwK4CZGHVy7k+1AWwF5RDrVCIPdV9XmAttem1VCcTNu2rQYSNUDa6mw9vjt3fDUOJd6wl1gBIgRg3utWTdJ4rNwj/G8oWhX4iz8N/ORfbm2otZNvG8iCtO9wPWvBuVwQvpBmntMf6tbnImnBgAGCu7h7BdHb3p18PfMAOdwknscyW4UXyvX7Qoe3fxyruF0T0yIsbVX6vl3Qm9BOUBq87l+8CFDzLMVH5Ohpb0/kNoAbAiyAvUAWRXBF2czHHwD0uZDVyhxbRg0cWyiQIgxMAlgJQVGiAHpDpspPL4816a3eaerC7fOQz/bhQ+hrr0LPn8LiS2cOtVxOdqpxe/Lih2POqqORFNiA0vo0+d2XjhLX7LSlYZrqhYrbUH8AzdmoK5xlTU5DKDpFkBxivDqNfzcVmxO5+8eh+mBDTE6YMdp51FLDL5CJU/a+ArcXA3uxLIC9omyRAD+gqnfqtgWJx3WWgt2uhBdomlqQACo6oDpf66cCQXOdvT7d+TKSk9lHnB1Age+176UAn/0V4O//LcjLX2mbHh4Zj2FJKDu4ijglcRGgMiUSxpocgbOICwZJCYUljXY7nsOxxsG8JIMUOfaDr2nicAxt8OcB4e+IiTyx2in9BFfaAz3NjPZlMo7J6Oy6vBwbw03ZuKdV7+raWfZCWQB7RXnj0SOo6gdr1cJ5CIoIdhaSBcWh1gbGW2gWn8vhRzMwNpuwe+vpJQ5eYvPYJxpgu8a1H/s/O6Iw6jDGNOI73wa++jLk6VPMGF2bMNgZpeY087aYWR9TJOa/01daIvgHuoDOycnOo7PMG0sgyNrjCKjzFV6pkUr9Yw10IgyIs34dVzAjKPd73tspoZaLWnBE5KrAnEqsYZJ6h0Kfr7pCYS+SxcFeQbaX7+zJ0/MfCeZvKdgV8aByfulDYhUKYQrAhK5BOmhRRALo/FZMB9S+Wiqa5LzNiR+z9pKHnzNo2TkKBd73EvDRjwF37kC1Bm4yeO2JDnG+mJcmURxs5mC5fxqAGV0xC077hHRM7Eo6HjrcOdhMzUyVunTYWdzNaUm8D50w8p4OxNpLVzVHEXXOL9deT2CI5se8jAu1z+8J0ZqKC1r2DQHurziCi2UB7BVkw417qvrHqibHlpT2wFdF1chLRu2qUwHBoUXnZSDIcZrWGDXtdVNzbaW615d4SvaWS2qbt8806J/9eeATnwJOdi2/rF2frhnMewZXayeAzDfPVtgHAAaZ9KoeReETCmukQhNKrKRr5Lm/G+hmSoH5UFsRJdSPqXO+eQaHuvJ58bdIBcTnLINmW6mVL40zSR69/z8S1hK2Nu0UuLPCYC+WBbBXkEM9AJB7qvrAju1K8f2bVCsOqq7xDbSASMh+n+Mz+bUKuhqFG5mX37390mMzp+CXy2RzmzXI/IaotvJnuDU4gVKYU2pHycdCmFnX8AMQc5xnUN8632zb3PQmb2NdpIMxK4nU1wy6cXGBg8coigCWDXRpg8ZAlE+2XJnQDXM8zOx5O2ZOvlGjDXcoXfe9lx7IoTsANy0O+Iq7IHzfyeJgryCbU+E5QO8B8AUF7pCo2jjXeEHQWlkqhTux9pq1wmyV8TtZU8iQtesyrtXOUyrDtUApwK99FvqLfw/6SnNyWdusO71hRwdq0I7b8tH+qAUznMbI+8fado5AsLFIDsSopZPzMA3IbOWRj/tmEchc5/SxGrRwu9YBeLY0dbgJ0WPGxDlZJ/DJYiNxyEHVF7CEVtKdz0/AJSKX/RwRXau+9PjJ2vjwIlka7NXlHYCcFQOLzdFi8a6ZFgDIj2FarJ3TToyPvsx3jrXfRADRHmkQgnTSy9xjR4n/VFrWu50XNFpsytvXXoH+9m+hPHoEkeLJS1qdPQM/O4titvxedqYMxm4Ft3jgnXmFlKbJxA1jpaQsW+gTZ7KywP2wq4rTDYnT9nhcGeoZ7spGDcwUxn6ItHXWnP3eEEfvjUCcVUNnUw3bIoZOQ38PNMjLsDhNdgr94bu3bxVdSV+OygLYK4kCKrcAnNiLWeu4yWD2ajctt71aBq6zWE9ge5GLDO9Wu8bOyAlbdHvPWt7ZBjiFL/Kymf/NmfRDsP+DZ4H3/3HIzZvd2RxevA28KM9tNg8LaY7BfDTvPwHOkCzbQbf9qXy9RnPUwDWkY3QHfTynf1Z3fDHwSmt4cK4NmjYY1JVOSDy5NSLxvL1g2SZYmryGpWx0vt+/kVdoE00fsBBLrXwd8IcF4VJizltVfR+A21B98w9V8B9hWQB7iagqnp7vAcENAMWzQGnPkmUAW23Twa66Bq008quudHUA1JEnBLY8tPQyVtO0NpO1LStthQYm9sgLJiJN+yZniUBaesJP/wLKJz4Fece9tpLL2obe8Ii3zK+q9wsDqFAJKYKg50ggZx/XKG0MrNTs/HONFcS/Zv7YV4MRTZAcZL7jQQ7hon9BdYR+0xmGd8n4R1/J1Yl1B3zTXGsab7UIBCXc1mAQBDqDgVjjJBCX1c4BOwsrDDxc204az6vqfQALYI/IAtgryKEecLLbPQdgpwoPx7JtsW3TP84DW6TEpbCCnsLQtY1WvlbSTP2Z39b/q05A2kz6pEX6G7AhTLGXqMASKLcXppCmFyk8uXMbcvdua6UqGrFhG/2BcMaArPdPzbljGrfq1gZqGzMH0kajbcIrnn9AvcCeGKeU1D/MQBDb6Fi+2LgHGjsPh8xb9InjAtixFCwH51sozCyUS230P4VqEsozIeHe991px1V/xuWUkqsZLQo96rBLSW3S09VP66Buvyc66A6AW1hyVBbAXkFunZ3h6fn+g6atHuoBh0N1/nFXdsEMzTlYDcCaSarpnRBfubQjxxkAX+ZawLyk/+r2YVVtDik1ONmAohpAbRRG8Ep355ZAULVCpUD/069Dfvu3UP7G3wReeJFAqroZ61pXb2jXu00rI/XN/Tk2HtWWtSZnmLWeY2k9kqKrT4KS8RWkOrdoB2kAk724pkCalm33oW9IGCezTu2gAyVzJ9u1DMbtAzn1QltLiJEWsW2F+gTmZn6oD52rJnoGRzGUATTTD8eCyhL9wDdxI7qidq93q+ozWHJUFsBeTR6o6kdtBldF1LYwmrUGKMb+qwDmDRD0v6YJi4cfmRbUzWXnIYmeAJJG5tq01+5AwkDoH7eoB6H2qyjwO/8L+uv/HvjkpxrANvXSe2UhUpomAvb8W1+8ea75EJfamxnGwPtuGnUpzZ9EVITDeQj4twmtjxONBEBaaXbmaJqYbKjsPhUPieNo0HaNbFmzFNIsma18VipVWfuunabYuqkVEdscgBNQskapqRs0FqxEdydYolaOOFSH6AcPo4Pfox6eiJuqeOfRiIklC2Avk1oVELwb0Je0rSTYnFyHYCLy6iagm4z8QI/LPtu33W4HS5IdTEcghDc5nVnK3FE2WaDQrlMHDHaauGZsbS8FuH0b9f4zkJPTjdcoZJpSXB9rnFTOuLCg/+5jijg58O++59aGIoMSRQ6czoWSq8odSDxqNia6gW8f/2hFR24zcrbO8FJ7mDahXLtlu9jpg7SMmOJn/TnpPQvcrbg2Hp8F0+r9Ont20AGV6ffLIw1oApr4DRpNU/webcB/Ii3py5IjsgD2EqlaISrvU9X7xs65pknvV0iCTWATFZMeVuRbuICwA5EP3Qqzi+ldNm7TXioOeG+FGfiIsAFrV1DFVG+pFfj0X0f5Cz8Fff69KLU6NGjiG4+9qp23IwDhdiMCclz0EKBy0757yFUoEOip/9Lxzi+nFIDWrrEoGi8al+ADSyFc7DCSWI6PtwicOg5aMt/brmn3CAAeO+NiL39WmS9miYsTjhXEqMzXxv3VTEvfyjmB4B2yEPaoLIC9QFQV5/sDIPpOADfdZAM8btIevmBgmmNqwnXVBDKxws5XBs84OXfc2bK9TQZoeSmovbZ6FMAEKpFuUFXIu94NvPs5SN1vpm564UCQQOpSoASUXUXHx3b4TJw0g7By4uqq47gRLjFo++aFDPqu+fVENJLaMezo6h8jZ9wtA9ZkkwUxzJjphqfnpg2pTWpG9QxTMBh+g/YZxjgOUXDQXUGb7X2lEdDQP1HVe3VbwbhWc42yVnJdIvvDHqp4PyBxMiIuFMCgrTpfml4u1/6yd9iKDSZwrM+5PXKStOtHQGAT3MzX7kgivpLbXwr085+D/vI/h37zmwO/HPbGonrCFjhUr3DZRI+4SZsWI6imukCTCfG8PC55K5fGahRvXNiXiz34FF4X70/Ku3BEXdfhBlGfnDOOqSqdUvK6+ZZ5RomgbY6Y1YFWpI8t3RJ+BLtDTo50JD9j02kxmgmcuUwVL3z9tdexZC4LYC+R//Plr0MELwITbUcjcPFf3lnWIwvshSgEbQkbXUMFkhMHQznB2iR+LHqfyeS0dw3bzqd5gigF+t/+C/Rf/BLw6jeHMse9xOJYcdJtBlf7Yvlvec8y11TBCwZi8prWv23cpFMcra74CIetTSaKoy10COOJfl9s3MP4Mt86qIlZSbU2pnvonUWnPDJXM3W+8UOSv0souO/HZfdmBFQZgHZGdejwm9C98363n5956fn3LNX1iCyK4BL58J98/+l+f3jJFxWgm+wlvaAAOS2ac0i1VhER3WI+zQth+lSwJC2Zi1oZW4HONTq3aSbpBny2AokKm5lrfeUW4l/0NmC3A05voOzKVm4CclKVEqs7ONaYOw3FmKm69UNVUcCUyvaXeGbfr0qS5g2LaOiAn3ngrLEbPRIStfjx0Rpp59KAtVkBIIolcsDUFnN+MeN+TCsNs+7MlKfzlLTWwK9qrGt2o2d193GvCpwDqNIGWyFSBdhDpKjIDQigVW8A2AF6iqaoHbBkkAWwF8jmzHpP1fqn6hZBsK2cqjuRN0op3xSR1wR4VUr5ogDfRXs4n0iRcxF5S6sWiOylgeotVT2IyFMABYoHENwFcKaKO6r6TkDvAjgDcFsVZ2gPcWkhMXoGwZm4n1p3Cpy0UFndASgQ7GrVU6g2YO/RDRuqa9wmjzWswwH4mZ8DPvJR1BdehOwPm1NjnEhCnoBOPhKP2DU4LqNrd7RZIFqPTHsf+GkxcxfAFqxPC7McnDsXGbxTzdFUtW70bluO19ZxbIEdsgf0sBVQATkA2KMFUNXWBGHjYr8BujRGQy0w9yDAAYJ2L1o5T7aGbsdwara4Aju0ueWEoFGgKFvARmn3P3i+qs9PLahWpEjdphmbievWxqcieALIIxF5UwSPATwB8BiQgwgeAvItQN8A8AiK70DwDYF8A4JzGw8BDgo8FWCnO9xC416fg+JGKfI5LHA9Kku1v0D2hwMAvGu/P/zjw37/YYV+G5Av7Er5H7td+ULZ7V7ZlfId+EMLfTtEv/a1pTu0SW+HDTibA7pKrfWs1nomIrdkmxhV9VSBGwBO23VSaq23AH23AjegeIyGtADkFECF6mnVatfcVN30RMFOVU9xciIou53s92KRC2gu9CqQfYvukhNVPa2qZwDKpq2qK1zqjrqdQB6o6tmmwx4APBGRb6MnCBERqaA0AQI8LlKqbkuONk1uYxakoTWHHbe5o6iqCOS8YbkcADwC8KaInEPxhgJvbQB4AsgtVb0tbTJ8VYCn2tp0APB0+3+PDrDVYge2CdKZj6p6gqZTHkRwrooTQHcQORfI462VO4XuVPWsKZ5StWl/JwDOAoQqTiAoqjhR1VOQO1GBQ6P3VaA40TYwh+0+bAaU7AE8geIRBA8F8kYp5aGI9+dAf8/f7nO75HJZo3qBkHZ3E21Z4BO0XTTXA3mJ0NidIHL9m3Y1pzGWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLPkjL/8PDY6URagUltgAAAAASUVORK5CYII=\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XS","Color":"#0c0c0c"},"color":"#0c0c0c","size":"XS"},{"id":"6521286ffc51ae95c3231c97","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":22.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"4XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"4XL"},{"id":"6521286ffc51ae95c3231caf","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"XL"},{"id":"6521286ffc51ae95c3231c91","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":19.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"3XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"3XL"},{"id":"6521286ffc51ae95c3231c94","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":19.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"3XL","Color":"#212642"},"color":"#212642","size":"3XL"},{"id":"6521286ffc51ae95c3231c9a","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":22.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"4XL","Color":"#212642"},"color":"#212642","size":"4XL"},{"id":"6521286ffc51ae95c3231ca3","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"M","Color":"#0c0c0c"},"color":"#0c0c0c","size":"M"},{"id":"6521286ffc51ae95c3231cb8","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XS","Color":"#212642"},"color":"#212642","size":"XS"},{"id":"6521286ffc51ae95c3231ca0","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"L","Color":"#212642"},"color":"#212642","size":"L"},{"id":"6521286ffc51ae95c3231ca6","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"M","Color":"#212642"},"color":"#212642","size":"M"},{"id":"6521286ffc51ae95c3231cb2","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XL","Color":"#212642"},"color":"#212642","size":"XL"},{"id":"6521286ffc51ae95c3231ca9","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"S","Color":"#0c0c0c"},"color":"#0c0c0c","size":"S"},{"id":"6521286ffc51ae95c3231c8b","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":17.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"2XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"2XL"},{"id":"6521286ffc51ae95c3231c9d","item_group_id":"6521286ffc51ae95c3231c7d","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"White U\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 30.7579%;\"><col style=\"width: 37.8186%;\"><col style=\"width: 31.2107%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 37.1755%;\"><col style=\"width: 31.5301%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-white-u-tee-31c7d","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aa20ba37f4a08186751b9d0a72cd780bd312b70e72bbee429e62b63589a7c4a5.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/c0b28f50cf84fa16c5971e7e752558c63afc25e77ea20cb3b186b63a6bdcb745.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/1ac3b13b71f36febcd207d14caddaa1f5477133fed47023ec595b3076d7c54c7.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/576ea5307a25caa92742e5d338dec92cd632375b9ac37c72b3ec8cfb1f6d1c0e.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/0b6c6a913f79affe4821868b4f482d13ea82c3e1464c85b505f03664944c0b48.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/14fef462c469231fb26bcbe91dc12388a31ea8dce718f2f1b57e4b8673217764.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/5e94dc3b008bc6b5ed93e8b281066399dbc679cd445c22143852d3d3ee6ebc3a.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"L","Color":"#0c0c0c"},"color":"#0c0c0c","size":"L"},{"id":"652130b5fc51ae95c3232612","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":19.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"3XL","Color":"#ffffff"},"color":"#ffffff","size":"3XL"},{"id":"652130b5fc51ae95c323261b","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"M","Color":"#ffffff"},"color":"#ffffff","size":"M"},{"id":"652130b5fc51ae95c3232615","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":22.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"4XL","Color":"#ffffff"},"color":"#ffffff","size":"4XL"},{"id":"652130b5fc51ae95c323261e","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"S","Color":"#ffffff"},"color":"#ffffff","size":"S"},{"id":"652130b5fc51ae95c3232621","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XL","Color":"#ffffff"},"color":"#ffffff","size":"XL"},{"id":"652130b5fc51ae95c323260f","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":17.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"2XL","Color":"#ffffff"},"color":"#ffffff","size":"2XL"},{"id":"652130b5fc51ae95c323260c","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":24.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"5XL","Color":"#ffffff"},"color":"#ffffff","size":"5XL"},{"id":"652130b5fc51ae95c3232618","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"L","Color":"#ffffff"},"color":"#ffffff","size":"L"},{"id":"652130b5fc51ae95c3232624","item_group_id":"652130b5fc51ae95c3232607","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Blue U\" Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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vame85sGAJ70FLiTFwIXXQJrDBpH8LSq6ZaL9uZ9VVUoyyLRajkX3AMEMRBibeH8aqmczhC0RbooAQwvARBcG2Oo1JAv51qERQchltdPEEWcNPrYW1+uNuygZYwvozFijgpQmWubJusfk93TNcuK2ORQV0YJMHCV2j4MrCP3qfWy/tkzZ89+/9ps7XU7u7unN9bXz+0FHeVOldGOuJskLAaYzxePqNv235BzX+icu9YRFcRogJ5j5bwk4rXUiRWu9xK1oT5wE+IBpMs4uQffAEUJU1hQXcO1LZbLBcqy9FDvZFgSYWtrCyDCZDpNl8jCa5Y9OPTRBQE0gibJpdeme+AzrD34PcbYpM6mc6aJysW8DYdEGfkfNFwAbVNjMZ+jmkywsbEZ+ySfqLzm2/8uwiBUyTnVvk2FygpWsayDc2GafV0U9hfLsvqO+d78ugsvvGCkDO4hGTXYu1gav2E1lnVzcV3X/7Kul1/TOnetgTHENDvp9OFxrEGTNcYyXI1BTOFK5DO7L2KlFOcCTa8dR3Dp7r/lZmDrLHDp5bBrsz7tLpgf/IoBqrLCYjGPGjDXNpN1BbbXbkO0gAennsroN1+JrdDzrx0nm+IERWea6cpWFAzUOZXA2tJQv96LYGBsr6mGPmmdw1pRMq64p1QCFVNYG9tTTHNYDbLInJUBTHsGJhLN8kEtNfRhawYgqtrWfRlRffXa+trX3XjTze9zzkVn3yh3n4wtfhcKEWFnZxfzxeL5y+XiLcvl8vuWy+XDloulWS6XaLot8ryDJfxzkRuUSzvz4drHvvZmae9BD7+Hz2F/AP67gQnBpiBjYH/rN1C85NtgbrwepihRFDbhG/swew+E5cTzfC5s8ddpnCFd7u2PYVg+eDUuPohxW2AbxlivHZZlgbIsUVYlJpMKVcX+lVW3NNcwoO0dfByKbKh3aLeuDazt9kvoyk7OoakbkCOUVRnbNQJ/oBqi6c40YXDtOXsbxG8m++/h7Uk2k7Jojda1T10sFm84euTIM4wxcQnwKHefjAB7F0rbtjhydHODCF/Vtu4JbdtMAK+91E2NuqnRNE3kIjWTWUYEJAOSSe5Q0SXd29QEr1GfyHzuNdi2AYhQFGUSA+pz6EGlLHwoV9O2fiWYI2icYmIKo8vW+iiDsJF1vw+MSSYCv1FMCp48HM0rbjZxgHGGhG/6wjVya/1GNXGFWbeoY1kvUZRF1LAZbiULGWI+CRUT+kD7K/sunUDTtM4htoslnUViOPcJdV3/1NbW9r8qiqKoR5C9W2UE2LtIiAg33nQL6mX9vKapn9qbmn4jFBs4yCS+Mj3jqdcWOyDpUxd/u/sN1y7ze3rusjeh4ybSAZge+Si4z3oO6OhxUGdWZs/F8vn/TKaThNPkAKzCRDZpyPL08auxTfjiBf6sCVwvEhAuum0Eo0bPGNj4DNMcXUcLuG5iWZutJW0e5yLwvRPyPkDU3Hn0R2it/VVUTuOc+zuXlifsO+GIrlrW9Q9tbe/8JwNT7c0X55z2KIeTkfm+C4SI8LO/9lZ8yec+63l13bx2vlhc7do2/gZ4p1fTNDGUqOjAJG7px2I9dWGxmfGSScrQm7A9n9fDAudf0V8NIO1an4f1y2KDGd6HTfW6FznC7s42rC1QVCXKbmctoI8sCOFUQ/URMfqhhlk5e6dX1hz8prAli/gu2jTEDxOhbf1Whcv5As61OH7C7yTmWH6B+26bBkW3X0PCYycVEhEcHKlDW5Msft9fWd/xhDNw7x1mYbVbSMN3leva354ty/JVG+vrP9i0zdbabHaQ13mU85ARYO9kISJcd8NNuOySC5/btu51TdNcXdd15L96R4MPcg8UAeBNZhs0N5geEAejAZKcoYU75VEGZjAFAKDdHWA+B20eAbploH4yqFGWZfTSJ3SEARbzOepljWpSoey4UfTzhFjKy1z20qwN9yLd+IU7/foJKI0v6DdO6b3+obwxFI0tJw5ct3MOrWuxXCywXC4xm06x2e0/INsxcJmTyUS0PW9rzezXEbgH4bRv9WfUHgMHWN6Gadv5zIy1y6Iofn59be0bnHOn1tfHJbZ3pYwUwZ0oRIStnR1cdsmFT2vq5jVt21zdm9c+HjM4V8JZTmXZLy0FPCC0rYsbj2QrnBTA5Bu9BL6QKL/X/+5STzRHZGtRvPXXUbz4BbA3Xg9bloiB8I4UsOhN/MlkEkHLdfsjgNKswmYsoBTi+7hZzg2nFInX7v1ZX4EuCEVJlgejpwMkH2nZQogYD9ytgHPdSi5rLWZra1mbB4qAyCXp9O0gozqM4FSlGBbpIfuUUwwHFxNCNli78iXK8JPDpGnqL1ssF1/yjx/+MJrWnVMeo5ybjAB7J0nTOuzu7mFSVZ/c1M3/atv2Wtdyp5UfcH5j5+5KtzF1UVgUhY2AEfZCjZ7tgaWUyRDvtF3uHMrBuX+qZwVY3KkxwOnTMDfeAFPX3cosz2Naa+OOUtGZlGCzxWQyiUAVIyBMbh332wwaXp0ufpbxztH/FhZY9EAXPWVJbfiesBQdZzEOVmh1wbHoyJ8gCwKqaoKiKBGOgAntGkxu58hr55nkWuyQQzJ3ZOWLFcJ9PY8r46LZNVAsb08zSMei6d4pByJUTdN+/dUPufoJ29vb5wzkoxxcRoC9E4SIsFwuUVbltU3T/GDbtv/MEfX7hZoeLJrOieLX6vcgG05iDV7tqMEkY1AMxGz5U1omfwvTrKQ6GZ+LKhPoygeBPvHxwOZmfN4YfySMc33+HLiCh76qJj5Qv+1oD2K6HQN70zmPwjEuMZohLj+TlIEV2KOohSyMqq93p81a0znr+nLwyYu6LR9hgNlsin4CS09zCGlba5kmri8UEEr6gPSWgFz+K7smpMujJPhaidDnAZSlY9Jrr623AgA4565t6uZla7PZyflidHrdVTJysOcpRIT5YoGiKB6yXNY/3Lbts/mSV1sU7DjopjNDu7X7LJ0QA9u2DtxF47VHuXkLNy1TpwffkISXsV/tlFMMHKiNc4BzQFEAHV8cQGi59AOxsEUX9G+y9JfLZbcKyseq+k2sI0M8qFEmwHjgFVHsFmlSsyT6/Vtdv5igA9e2bdE2Lcj5nbE8PdBrr3G7hy7qw3RxusTK4LX8viBy0UjKqzKGJAFSfcms4Q/Gtk6X0Pr3x0XLwr97filwmATa1tMgRdnvdFYURT2ZTP7LYrn8yQuOHxtXe90FMmqw5yFEhMViicIWV9d1/bq2bZ/dOs+fhlVH3sD2EkKOnPMxo4FPBAuSD8euJP5+oiy+NI951cE1vT88E8pjwLXXcGNYusvvM8b0e8OGx+IKs95Y9U6uAm3ToA1haLGUqcoVtFypkRMvT1qL9K+kphUHn/HH4gq6hLVpR2cYazGdzZIQrMhihMAKcj42VuQR+kE3tVMkVaLnVGFzafK+hb+Z8RI11zCRma4f/bWmqbvNeRKwrgj0FRvr65ePoVt3jYwAe0ghIiyWNYrCXlk3zWvapn1O5B6JL+EMANoHzFtjO3DpudQY82n970Fr9aZ0HuAuY16HNNdwb68YCu8yMV3MGJi3vQX25d8J3PBRH7LFVi3Zouj4ybCzVupECk6m6WwGGAPXtn7/As50JEDHIgVMAsExPji5P4SHsa/c5E8ZFL4QgW+H2KfrrQZ/rZpM+i0VBZAbY+FalzgjWUZxshs+VUJuE6m/T+n3/Hdhe6jP5wc7+n1rA48e3gG2F+5T5vP5K+t6efL02bMjH3snywiwhxCvuS5gDa5aLusfapvm+S0D1zAYrA3ecEQeFsZrVYFGcJ3GC2Pi2VZcozVDGhATfe9XQPd0JzcgS/imG2D+6v3A7o6/zO41MDFUy8B0gfxpGcLWf9PZrFsK3MSIAlnOnm9m0RIJr9mBOxhwEOclhSbLqtib4x2QdsDadiFZYfUcdavVppNpZ1pT1ABj+xN12msZQVq2u2YhyGYWPr3B+9J3jf1mhh/oHYScXPK5NU2DsihiA/E9IYjIONd+2d58/qpJWZ3Y3tkZQfZOlBFgDyGLxQLWFlcvl/UPN03z+a1zpu3AEkxrlGZj5CA7jbJ1bTTJQxhNWMHkNVg7MIBTLXCVDC29lU/GfI6fAD3oKtBk2qfB0rFFgaqq/Obbth/1gacMcb5lUWAymfg437anTXi5Em0raJdB3ZX+vFBGDq5BaeVzEKVt32//KDb17vKzxmA2m7Lf2OqtbnZsndReZYwpeOZ6aBZnPZTwLf49RmmwhyVrku6HEO9CAqDoj+oJ2mvCcQde2Vjb1M2/3dnd/e5JNTmxuzfHKHeOjKz2OcrefI7C2ocslvXr2rZ9Tjh6JKzUMglIdkeVdGFAwanSC8Uzo4yIrQyOJa9ptZEC6AHapvH6Q6M6Sq7l9hoh04Tmc9ByAWxsAmWp0JpeT/JHxTDnTFScgkbqc6iXNdrOgWSs6VasmaSEEuiTBQFdnrI+/a5byREqwsveaamMc3Xk90sIh0XOZmuoqhJt1z/BhA7hWT4qohULC/q24+VOPG7onVlSs0ypHq6l9hNy75RETDNdogupiaLn4ftIDT/BtZhMp6J9ujbuTqHY3d0BEbVr09nPTGezb3bO3XZkc+O8xsooowZ7TrK7twcDc+1yWb++bZoIrsEpJDdm4WFJ8agRY+LgTjTcoJF0efFd9sNx0smIDnlHP5UeK8vtZhLGaR9mhVheWlsDjh3vVnFRokxynrQKYVssG262B2Dw3KZFXS8h44JjvcHBgpUl8oohfpOFWInqhkkHIcQt7EoWOFvG54b2n0ymHeUh+y848Xx0R1nmca/avgh9mUyirebA2LdTP3GaPAfFaReeT9mfdG8Gjv1t28IUvS8glBmmP3IGACbVBM65om6af7dYLF5jgMtGTvb8ZQTYAwgR4fSZswDMoxZ1/WN103yWQ69lSgAKfx03UcPgtTbGjgaQlIsCenPYdHGyNm5OEkGC+pMPEu00DryUtEs0QlbGuItVl5f5w9+D/aHvg7n5YwDjWKVn31qLsirRkksGNwfQsK/CZDJBYQs0TY02RiiwvQwIXdB/iEroV3P1FALvD3/BsHrxGNTAa6eaHbE296fBTiaTCH6RIg/t1oG033WrSPon5JMCICkTK+tLyPJzTVc61TgVkdISMugj6fLwTUzGtnsoCfli7x91p+N2i0ls27ZfsqzrH7bGPvTW224fQfY8ZATYfYSI8Mfv+3NMJtWT67p+g2vbp6de6X4Q9Y6RXMLLHekDE2JMXRxHMU2WRry/KPz2fsyM9B56pmMGEBVUA//LfujLFvKzFubv/xbm938bOHMmlkPGYoaBWdgChWXndcm26x6zxmIy7UC2Dls0dvQEdygJ8OCAlcSwkusPRIz3cc6113L9MtjOsdWdx1WVFWYzH+8qfUd8K25HDiU71yo7hSBpUr3+pFw1RnuGablyUoj5+2d6jVcPSwjt4RhP3lP4lJUpnONWlmWIsDDOuc9v2/YnNzbWP/Gmj9/aKwqjnJOMALtCwkv1+Md8wrPquvmp1rknhVVLiZPBpJxdEHWbP5N63wM3aI1l5qsItImrvYo4eLjZ3zt9uAMHSd6rJBnIs54ikDEISVhUV5eyLOMdfKlrYsYar/HOZjNUVYWmadA0tTf7Iwyx8KsOHEnskRt2voptGcqPzpKInLUHx7aLNw5xx651qKqJDyNjbRN36Ap8p/GmdVVWqVmdtKnJgE1p2b6ESYhYelcWPhdqaHgastb9d83hGSbiontnDCDAmp8u4XuhLMouvegv+IzFsv6pzc31p9x62yns7u3t+y6Nksro5BqQ1jlYY7A7n39OUzc/1Lbt1WH1UtCiwtlTAKLXFuh4Vh4/am38DnTUQbe7luu42MlkgrZtozZou/Xuhpl0rjPnvKNMDhYbj8geMukGwZZ5VMypO7ojYy4DprM+Tpa4loyej+3q1TQ1TDdJUDgR1yj5E7qdq5Yg44+NKbP40h4g+Cm5cWWVAbjFgC5OOIa8EXMsxonHoJpUmFQThJVaKWfcUyZ103Sb8JQ9NcIpmPhcDmhBkrjV2LypEysmRmBg3TvKEk2el0H0XQxjExN60zTdEmEXJ+d+b93+GWNM5KKXy2V8Z2ObWPOh0hZfe/Tokd+aL5a0NptilIPJCLCKLJc1qqq0u3t7/6Ju2u93bXslBxgKO/wHjze8lklEPbgi3K6E9DBNNWyJN53Oug2f/ff4gkunWYyfbdkAscn92Adgh8ASAExRgKwFmqY/oTZNJBnsPfA51Mulj5wgJG0QeVXmVCNynSbbwha2D4MixP1M5eqrQIFEgGUanIs0gou8eAh/K4oS0+kk7kfQm8mp5mqMP0PNGKAse2ogTKa8H3ONNuWLOdjlFIqMnUDyWwrGlOTd77oWlsYqPHm8J+xB7Pcb7l7URKPlE7oBUNd1zIdPCNbaG8qq/Oajm5u/2DStq6rxOL+DyEgRCKnrBlVVTnb29r6yadrXBnAN3GhCCwAJqHEtNjHTwYZTGHiW77TvVzTFzba1mE1iTp3g+DL59ntD4Moli4Plnvw/fy/sG38W5rZbUy1V1otHPXQgX02m/RHXHUcYHEf9+n/Ax59aTKoJptMJDAyaukFTN2hd6yeabgLhlEm22gmBCnDdngIN2qaJoUmAwWw2w9r6GnNUucizJrx5RwsAKbgCPMwqbb+sXZE6EkO0gBYhsKJ3htMXk1q8lztXkwkdHc8d6B3E/gr3cwtJ1k3QXVc2dfODW9s7X16W49EzB5URYJksFksAWN/Z3fvGpm5e3Tp3Mdf2wt9eY+lFLmWUgNeHiYZBYLw2EfYjIOE9D9yjApiWUwLcEZWISvSxr2nEA6g7zeB974b5hZ8Gbr8N6Ez+lTwun2AQwre6jW6MFY6oviU6uI3bHHoN01sHTdOgaVu/EAMsXpfVK0xAbXd/XS9R1zXapoW1FtPpDOvr66iqCcD3HOArF0I4E6GjZ3z5ZTsGcOL1UJ16ipmuz3cDIXUizE/uMqZRPzHUijtXO83T9iZ+TC97n3nZY57xYvK7c+6iuq5ftbW985VlUZSL5RKjrJZRz+9kZ3cPDnRssVh8u2vbr3bOzYLWSomm1h+PnECG0F65tqH9DnDvPDvqIzqxAgSl0vNiFnCAZaFM6VHQ6RgagkgDdMfEdFIUQAcyhLy+xMuhOdWsRTWZoKlrEOAXUkSPPw81Mn2d4U3dsJmMd7C4PhwthFAF7b3L0pFDy06EmEwmKKsqOnaIvGbb0519XrF9Ii1gMJlUCogZ+CPB+7CxJCSOuJPMJNqhZzV4LAEPuerbI1r10rkZgnGRAnoClBqCR9O/j9LIb6G+P0N6HfVlSOfDAcA5d0Fd199z5uzWdG02+5Gd3b3lxngqwqCMHCyA3b05isJetlgsX9a27b8hogpANtsnTorwsODY4osbBgujFOIjQM8RAkDnFCqrKm5tGJxfRVF4MGXPRtM9LM9FB66JswSxzD1IIgUCBprx7w0fhbnl46BHPAq0sZlMIrzeiUaegEoPEm1TwzmXbGDdU4RZzuCaHccNvjCDh6pFt1THRXKveF8WikAVmoc74Pweqb7tMyrEDNVekUHum1hyvfMq7aYUnBMLSU7mkYoK76FJ8g/PuLbt3htpgaSOLrB0w7X9QrK6d2q7KIofnE2n3+ucOzsePaPLAx5gd3Z2URTFQ5d1/f1t2z6fAJPM7vwF10xlbkYp17WhGRxinGv12wGW4pwu6hYZFDGt3nPOBpOPafJxsQK8vJYmNCEJinzJbFl6LXa57J15Sj3kpCLBOrRV2zRo27Y7BaBf7hl0dKlx9559I4rXO5D4ngQJLHM6JnO8s/S6MjeN3x+1jJu4DMkqpxRLPlU/EU4/kw6vkGYPuqxvWPvyZwZ3SguTLyt/mJA87+wQS6LSD8w51pWbDgCw3d+6KIqfnkyqb3fO3bKxvr6aTnoAygOWgyUivPNd74Wx9rGL5fLHm7b9XEdksoHGwDVxCg3cl3GbGADX8Azb1DqeGMBosH6DaCSAHIZ8PAWh42SVkc5AaQVRELSav/87mN//HeDs2XS/WlaPyNXFqufaeWifoiyjdug6Z1ikS7r/CD9L1PRiU3OAM8Fhw03v4M0xXVV6x5XoIgAGbet526oqe3BdxaGI/szqHKMb5EY6DByN5FAH9oYQvde/cmzpMPpJRr5frFljeBq/IUlDVDFx5spmUN4fIqratv0Pi8XypwB80of/8SOYL8d9Zbk8IAG2e8nM4x/3mOfUdf2/nXNPB1boKNKc6hOSaWbAa4BMO+JaqORr5br0oHyq4M5NfWuBGFWQu72k6cx+6CcGa4F3vB3mB78XuOnGfj9YZJCdrVKSGj6fEEKcpd+HoY3OLT+55LSLL6ZNckg1UQ6+EPcY5hfqPO0Iq8S8dUAgTKazGFmAJHf1BUj6Sb4bvI0VlgbEC7oqG0KqTSrvTrLEGmzy5+VwzmuioV/BJhuTLi6IdWATQ1ZE01NfiiZtnXPPWy7rN1548YX/alpNqmUX6jXKAxBgu7XwZndv/gXLun5969wnZADGJDi3EldF4j1K+ayoU2nAZG3i4IoaIiA001TrQDilVaSdDJIAztmJp0K4KZgv8O+8R+JEg64mNJRWaIehyIlOiqL0fKwjNG3DJhTLWYy+jkyZSrslgEZv7hqZABhuGB8l0LbdHgRVujOW1u/99b7PE0BSnuuXSevtn5dxYOIFe8eiRo4MSHm7B2dVbLskDQabYULmDctAPXuWFZNkfwfN3P/28KZpfuTs1vbXNHWzfnZrG6M8wKIIlssaxphie3fvS9um+d7WuctAFLcVBNhAMgapDgXhPOnu5yaVMYPB+RroBY2Lojk7EEIDwARvteLI0Qa85DMTLdmGE2xtomXCOdCTnwq67HLg4ktguKOOL8sMQNJNGJnDy6Qww2kDYy0q6090CPGuloFs4l0P1YmWbjcpBA89zwT9PeEzgeIOXmFnMp8uRaeXLpwD7hc8GGN8IEKo46Bji/V77JY8JiTvulxL7ts9ljyWK/xAyXupAaTgc0VNeVkH967IX1yWQCzX8aZpXurIXb02nX3X9s7urZsb63ggywOGka7rBkVhZ3vz+VfVdfMdbdueCMMoHGIXlmWGl1WLd+Wjgpu2kpcMZpoa1N1JNLWJ4NoGBgZFt2QxLoel8Gx4AjnfG/IM5Ytl6x0pEmAzTT2kVRT+X9P0mqxCFYR2SvZkABKtVQ5R7gTjA7ht27iUOEx2Qyuf+J6tiBNOn5vksgvmJOy7cJVDa1ikEyoP/N/fHbZv3ko0gZZncn9/Qxe61vYr4+Q7yNIJ7wGnSeLmQz2SK5RBRprL99wV1v7fqiy//YMf+se/ffwnPuYB6/x6QNR6sVjCWHukrpcvaJr269q2XY/B8JY5XVY0Djf9Ey8+8oEQPPuclwyB33KJbUjbtS38Nnr+tACK50UlXtu+bPt5gzE8mBPTkWmkxlrQx2+GOX0K9OCrgNlaPqiTAZmaztK9xttQ96SndXIdFeLadJCHMCwp/eqwNMIgbHbOPfCrNbL+WZm+2m7QAXZwVzGtvYYsHfZO7EPXJu9XAM6wwU1hizip0xDAhnfRKfQTa5tIbcjok1V96tP/f1VRfNvmxvrb6qZp5ablDwS5X3OwRISd3V0AuGy5XL66qZtvcs6tJyEuAiCS55U0NS20yyy/byiSAOH97F/Q3jmFDsQS38Pg4I+DVY1sQJJ+xh2nBfZOsre9Geal3xYPPYwcNOOIM2eWqLfuKEm1/nCN7xzmd9cvUVUVqrJCWZadWW8ikPJ9B9AtuS2LElVZYTKpUFZlcrxLALSsDVQ7OW9fmY705st7htKRWakaHWtnOZFp96rvQwiDs+nQNgIQk3czat/5xGcCyarkqfZpaCO/J8Tj6qZ5w9ntnf/Rtm5tZ2cXDzS533KwRIS9+RxVWT68rpsfaNv22S2RTU4fQGq2aml0N/s/SAOD4m8rIgjCvZH3BNN+uNscqWbZm77gqfRpC56TFM0C+yltQtslcrCLBbCzAzRtwrsmg5Iogm8SUaFoilxbInZfLDenYZgDJtQ2aKRxtZRsd05frAq34vUA43PlPSxfLRY1o4ISeiA45swKDdTXQwfPgadWcL2ac9VKwI9+haQxctO+y16eYLyiQVeWs5ssLiLg5UR0xWRSvXx7Z+fU5sYD5yia+yXAMtP6Cctl/QNt235a6xw001QOKA48mWkstVeNo4UAVsFfatxpSCvunuQv9DSC4ssCy0OGXXUJqgPcMMdUHBDcSfIJj/Xrby+4INYscagM5J0BPvtN7vKkDV5ONai/Q5jgimbIVzhp/SHNeLlRTjKRKM6epHzKzBxAW4NJo7w7OVUwEH3A8w53mf572v9IJjpPrXTbR8rQvZC2jPog/R1lhU8/DygYMR/n1lrga5Z1c/F0MnnBzu7eTetrswcEL3u/q2Htjygu5vPFF7TOfXfbNNe2wWRBOtgS/lDOvqKRsldHak9Kg0pth+fdJ9PvFBW0j2iOs70FVA/zvoOAucoHQov4/TEywFqgbVO+rXtuyImVWdxRm8z5aU0jy5aHinKFNsqiFQY0ZrU9lHqv4ln5c5JnlflwsMq03xW/ZW021C+r+pk9t6yX3f66NmtTlSIaAkVRRsn5DrW/bA8u1lqyRfGWqiy++eO33fHBq6+8PInguT/K/ap2ddPAGrO5tzf/hqZpftS17bXhbKboxRdcZJzXhXYmuVU+/0stNNFMJVAQxWe5BqRrab0kweniplXAmm5xiHRAUBosnlAS3V9snQVuvglYLhN+OrlPK69aGpO3X2bS9xPIkFFKrOy8T1bzkFkiw+2uvBf8uXAPyWdEW0gLia/51zRnXtYkNXbffhqQfO+08nELjVM6nF5KuGVlAkjanpdZ5s3qLMURmbZtn7+sm1+4+OQFzzHGFMvl/XtRwv0CYIkIWzu7aFt3yd7e/Hubtn1J69zJNm5RJ7THAZIfUIAiODfCV5Ev17DUNLQIBSW8R/fEapUVDi7uvDEmWXrbfZCPJ3U2vPzGwLzl/8J+5zcBN3w0A+eEWpBtojjAFD4u004zDUh691aY6v331Fm4agIajGIYciop9eHvg5Z+fI5Fm8jrPN5aOjsH/QEKmHGqp3NvIb44EsjFu7qqDmZIs5RpcqtC9qdyb7ft4ePquv6Zre2db2+du2hrewf3V7nPA2zTOpw9exaTsvyEuq7fsGya/9y27TQMAk4FDGqgipbKv3MNNOHChAZIYnYPjq0kTTGAHNMkJCeoObWy79y7rwEHn1BWRBHEiWdrC/i412BJy1d5nkR5ojnKeVkV9FJ6JaarRESo2lT8LrlFGrgzT4s7K4c49ayNtIgN2VYD90i+nL+L/baTuYYfKKzMTA9/+TuYvnBZeyfaKKu3tjhBtpGocKJASAtlqP7dLnAXNW37wsVi8dPWmsfzet+f5D4NsMu6QWFNMZlOP29Z17/QNM1zyLmgwvm40+5eLVaVg+ZBupaDY+4yiDclA5GnL83IkE4Ax+C95SarBN1EQxt6IaWGPpCfbA8QAQ++GvTEpwCbR3KwFPnyyYe3MTeNwSe3DKxXm+RJfVaIDP3qY2bl9TwdI/7Kz9r93GI4l/aP75mITugn+P059iGu1vcrO5pHbc/cmuJRNRpNk3CpctJI6CgaLJumwXeceuGce27dND+/tb3zOQDs/W0T7/usk2vpz386ulzWX9W07Te2bXvSdaunpIYaRHPQHLQB5FlbEOkkbv4BT77Mkz9L8C+7NSZuspIugfT3aauwZF5D2mwEefY3lic4bsIg4ibiADcpHRlaQD/PI1vLPmBOaiETgxPDnSCqA0cr5wqnzoHzSCoj+E7BTx/EWcef8ysAGxRl5d8jpb34vsCZo27AcZfXhfaPNBgqNx8TzMKx1t5cFMXLZ7Ppj7vWzafT+8eihPscwBIRTp05g421tWuXdfMi59wXO+cm/DhnGUdJRMPgygGM3cO128SMW8EFylAkPmhX8mrMyRBDjfYZx0n9Qt5BWJ4JwIX72RJYfh1EQFMDTQtMp732qfDMSR1ZntJZyL3XKkAKYI0gLb3VvP9Wae5DPOo+Xu+Ux5Q/GWZl9HXIlqIOySGA+UAAK+mmbol1WZaDEwOJdtCW+4a+MqvyXtXGrD/l75nmn1pmu2VZfl9ZFK9umubM5ubGuYH4vVDuUxRB2zoAsGuz2dOXdf3zTdN8Wdu2Ew4CRgGX8B1ArkUKL67k4YYGdfKcDGcCYrA3L4sKzoojKJ46sEpEeFjMa0CT1TzsmelXFDBvfTPsS/xKLthCDWRXPd/cTASjDqSprFA1/bPioEfWH1HLV7TbJK0hHlXTmLWBLp8JgC8mcPncgfqKAyM3mZG/X5ozNvaEdABqddJMeVl24ehNwHaor7R2le03MIlmO72Jd98RrTdN84JlXb++KMtrdnZ2sbiPRxncZwB2sVzCkVubLxZf0TTtz9V18yQXjlzpRHrGpVkqg+H5Z40jNSLNg2pOiVbI0k4iCsTLFT9DDOQBMJFOJbD099MUk8HEfyMAt9wE/O1fw+ztpYNnwBEo04YyOAMwkiirHOzaxDI4gQxxtCvAH0PXNFAe4rkZ8Gnvw6prRqub1CRXlDEupxaTTMIjK9EQeZkotiPnXUlro/2ERzeYPJQtOnqV+vFrrAxV69wXN3X9czDmMyZVaZqm3b8c91K51wMsEeH0mS2A8ODlYvn9Td38QNM0V9CqGRNQZ3+XAJm4Xbm+6vXS4gxlejKtBJyYIysFCKXsq7TZhOSldFByc5C1F/Gs0IM/DICTFwHXXAvMZjAQDi5N+5V1HKIKFI1ssH2l55vEclvW5tJy4c/Lpc77SQbK2rMKWCc11Rxpsq+jpdI/Ex2cA+2RUTRDXLfyTqkTGb9fpG32C/6Xba0oJWpsLv895MktLvbOtM49pWman93Z3f0KALP7qvPrXk1wOH8mlJ0vlk9rm+YVzrlPaZ0zbdsCxvRm+JBmatKVN5poXFPCR/EXlYOGeLFW0RFY9RtL07V+pg6zvqZV5wnqvJgMjJftE57NBu5iDtQNzPo6KDjU5H3C+TYIthgAOYVjjelrGqPgZofyG3pWK5e8Z6geq2TlLlor+OCkb3mbaDLgYNTSC5us8NVR2R4OrOz+cYVW4Jwtf16hWSTPr7aBwvWr/gtWXzZx7lprXzepqlfVTXPL5sZ969yve21Jl3UNa+1Gvay/vGma72idu7QLUo4dZeUMafIg8lXAGhog2YcAAy+M4r2VYS0ZX6t4TpPYRvQDA0C3nLc7t0qUs3t4cMAlgDrgZT6oDC2xlCCWtZOMflDKojnk+rp2sKM4S7Qlpqs0utTJgzzd/ZxeMi2WhxYNcc6Dnpno++U3XK+Ub/f7CrfJnrr7LgU+xzJDSW/QIcZlIDJj5X4e3W/WmNZa+47C2hevr6/9ceOIquJeb3z39bg3CRHh9lNncGRj/aqmbb6jadr/zzm3FoGImYu+BvtrKVoEwMoyrGgYrhmHe4PwExAybQ8DANzdEyYPbWFEprlxLYCDqwbsiTaS1iGLnrAW5vd+G+b974P7kn8LXH6l33SbpaPxdTIuN5ZFaGt9GXoglWv1s7ZS+oLEc1mbagAvJzne/vw+VqfByXnIaXQuchDNWYLwijqFcrUdwGb8v8xbqbPafrx9TN5nyS3IqbGhe3gZsmXILA3TgywA3FgUxSun08lPOed2Z9Pp4dr+bpR71TTQeBO52Fxfe0bdNG+s6+Yr2taDa3CeSE+kYOtAQL+x9YAEDVhbVsn5IXV4KeAanQviuSGTlgNS9ptSr4y35PwzB1fJvbF7eZ0lAPf/LPCPfw+88x3A2bNJepq2bngeXLvj3nzqWySWk6APVMYXEytz0g5Kn0VHnWH3Ke0TJ2kNYEQ+Kn/cfT7Iktx9hU+Aq27TnmOf5ZaTUnjbriyzeC9kfkPPkfJXvnfxnxbZIJSDIa7Z+dVfVzRN8+q9vflrnHNXnTp95sBK0z0l9xqA3dubw7XuxN7e/Ovruv7fTdM8uXXOECgBDysHHHJTdciTG2dDdk2GTsX9Sw9QZk7ac+CV4HMwZ464przk/CVO8mIAwMuUbGYd0tE86jFdAjY2gAtOAmWZ5J39Xel464ESJrZE5oySgzMAIo8C0cKNKJSVaYAhh6TtY3FSgOSgIScItY4DIU9Dsu+eBlo+Q44pPnGuimiQ9ZX5EqWT5NDkwttjgPpI99VFokT0c1yqRMj7iOWzep+JfnLvxuvMOfcVdd28YTKpngDAOHFI571J7nGKoGlbFNaa+WLx+KZuvr117nMAVP74kJ4OyDquk6EZjJPqpL2YA+bZoEl1kIHF8wUGgVU6BvhuRklYGKtjpuXJfIVjgtdC8rnSREucFWdOAzvbPppAM8EUDVC2GR/EcuWZ1CC5k0hSHmlbes1XS2/VO5HQJ1xDG3LWKI6eQVEcnUN0xr4ypFVr5VF4XwLCGn/PwQowC22YOKxku7A2y/pKtg3rqyHhdIC61SRPV6N2lLQ5sBtjPlwUxQtn08n/aVu3nM3ufZTBPQqwu3tzlEVxdFnXX9627dcT0VUhlIrvjzq40QkYHzcQLRA1HPYMD9dSAbYbbZILCjOpZS9gzi/26a76nlxnMzSfGLpMeMX3d3wg5+wkoCfXOcAS+QMPjQVcmx56OFAWDor99V7D1LjAzOIY+m2IP1baOytf97zKYWqiPMs3YM84fzMQ+aBMHuckBwGeeGtaHzcAsPvmNzDp8Pz6KI6uFxQnleyzfds8VrM/504DWA7S8XtI3tqzZVG8tirL73FEZ9Zm0/Ojbu5kuUcoAiLCb/z+H8EY84j5YvEjy7p+VdM0V0nNQ66GCtdZSuy/Io9QQeHg2u+FN/xhBu68c7m2OQSu/G+SJLDixWdGs2Y+ylmdm388f0EZxHwDhxmeYWZ/5DHf/ScwP/vjwK0f90AbtCVWFq4RyskL3SCMNIVSO55nQnvIthETodT2V5nM0SnHwVGhOzgNkcWPdv8ZCsHKwDV8p+H3MpNV1IFSZi18EMjfa95fg/lyMFylrRq+fNlk70LWbzzfIVpK9oWWb7gk6pfwus4dbdv2m+q6fr0xePjZs1to3b1nYcLdDrCdI8s+88lPeM5yufylpmm+1LXtJHbWALeYOTziXRg0VdRt2NiTGhWgOTD49wQ0FU1YgqpRrmnaWPKMyTUQVTtArkVjRdoZ58XaxwA+iuAv/xzmV94Ic8ftQNHHwSYTxKqBO1AOIz4nwM2uS3ol1paXVZZb1C8+J7jxrB0FWEknTLYzlcgjqec+TiQOjGrsKcR7SmKRB9eYM+1UB92hCShpNzGhZI7QgfTk+87prJR/h56GRtPJ94qDsJhg+HtIRGXr3Bcvl/XPF2X5LGusbZoG9wa5WwG2bhpYayd78/l/quv6DU3bPrZt26RThhxMiVmuaaPaDB5/8h3JN4SRkjhW5LMDJLwcZmEAkPIbv0fmo0UVSOAY3KxatJcG4Bxs+PPR9OLlKCtgOo07eg2aW6s0SKFRZ5qq9CCD9P5jZczqLoFhVX8OAQ8f4JJX5E5CY5IM4konxUE65ODKrAVZLpPHCMsJeqhNPZ8V2l231OT7nfDkpj/eOzHDQ7szR5s6drT+4u8n7y9JPYSyrHAMSssr6Uc2tlvnntA0zc9s7+z+RyJam88XuKflbiEriAjLZQ1r7cWL5fJb2rb9j23bbjp2EGHUANjpq307pxDSj88edPkuVBlPygZ0NF0P4CEduqa9vKu26Qt588GVgSIRyLWwtoDruGdpUmeOjnBd5qfldQCN0xgDfOwG4LZbgYc+HLS+rppsPF9eN6l9SCohaZuBehhlIPJ6ZBpP0LC52a/1q9aObABLLZfkvWlDrTapB+qWPb9/h/TlkbwvLx/Lo23bwbGkUmkK/5kpGfz9YMrNULSC2gZaeYfaT7uf9U2i/Yr0uvG9V1j7s2VVvnJ3Z+8jF1xw/B7jZe/yXOP2guvrD2vb9rubpv2CpmlsCK0gFsgeZiq+UTbOAQTj/QMOn9XAPZy+xreuWiFmTRory58benn5Msd4ysHQSyt/G2r7cCu7X5ZFgheKwu+qVTcgcqtNvQEHCV/WSmyPXplnYgYTqdez9fnaoFxR/wSclIlQLQ9vv1XgqHHwQ0Ch1WFV+WV/rZpg2XW/JzJgA3/O+2NowpDlFe/J0OSh9ssBJhc+gcn9JZK2ZP2j0Xl98+YbDBmACmvfV5TlS6bT6Vvbtm2nkwp3t9ylANu2DtYaLOv6GXVdv9o598nOEVrn0DKOJM62gl/h3yWoSS1UjX3dp7Kx84QmnKUjPMJD3uEMQA7YyOFlc871YUiattJXXtXEZJlj3oJPlmZobAtjYD70QeCG64HHPwl07LjOEQow5INlSLtYOYjEwOWgmmkpvP68PUI+GkjyNlRAQgNHDWC08DEo92X9sgLYVkYaaFaDBlwSYAHYouh/5uUb4j5lOcXYy0x5ZXJZpRQl5WD10RabDL67Ii9tbPD3pVN0bjfW/PBsOn391tb29RdccALF3XiS7V2WU9O2sNZU88Xyy+u6eUPbuk9uWx9GQt2SUH8sddpImjnr2Ase/g6CIftsBj7HtBKthhHq2r08jwNojef0G4Ug8NyJkN9KOujJMmtpCCdQFvZiDPDOd8C87vv9ybISmIF4/Dn7IU6QnIOTfJkEIzmJcl4107h5mcN36SgSvG9SNpaf1icJV6uBc9Cm+XdeHlFXzvEafk3UVat7xlmK53NNDoLXTd+RDBj5WBrSOnnSA32mgvM+kikerE1DWybWomJ1yXLJ9uN93LYtmqY56Vr3bfP54pdna7PPtsbYu3P7w7sEYJd1AwBr88XyG9u2+cG2bR/cti0cEZq2ibOsMTZxWPHBK50GQavRIgOIhoFplfaYLjPsXx6Z75DzQjodpJMqAbkBBwGJv9wklC9UnJ0VJ89KpxP/zvOS39EDo4Sr2Abc8bGiPknDhvpLR0nX54PpCTNb7p6WAIP4TQU+QAXvZJNvopUTc5ImN3E5zSXaLauW1lYcEAVY8/c+15TTevXnkYnMZPlkuYSCI9/jpN1Nvu/w0KYtOET9eXqyDYf6JuFmu3+BjwZgnXNPquvmZ7Z3dv+9LWx5d21/WN7ZCS4WSxC5i+vavbBt269omnYWwTK2KsHaIjYCOZeYNKHBic+WzKzh6WmaqfzNaL+vAoiuo6KziVEEMV1j/PlVLA8yPF5QgCb1ixQCxzo4ow/M3HlhuZd79Y5d2C8tAEQO9GlPAx58Ncwll6XaMk+Pg+xAPivNW1HnQZOff1Y01ISa0ICU9aWsw9D7wE3WLF1JLXS/B1Akw5yo7P4sHlhaX8J0j+lLKkdqwbKO3EKh/u1T+VT5rMgzoc6QvsN8EpKUiRkqJ6/j0Hsg0uOWi7TIYlnFxMPpNmttxBXnWhgylzRt++rtnd2N2bT60d35fLE+m+GulDudg92bz2FgPrtpml9tndtoO0ogNJIjB3KU7FkZdgCK19iLyhufNzaAQZDkvJZKkIt7u8RS8/CgJg+R/nIMNLLk3MKnuBesBMu+QLFteLpqKQdMPq08rGD+ubL0+8A2DQyzKDQeL6mL2edV0rzG+3GrsmwK56wtJIjgsI+DSk7afNBqfCHvQ943vG3Ohf+NaZEecUHi2awPRLqhL5xrYYxVN0Ya7C85edCKED3ZtaINVzrjFDFKGhpXO8ht83oxus3aIrkGAMZaWGt2yqL8X7Pp5Lvb1p25K5fY3ukUQVmUmEyqd8GYX4rgymdVSkHGWouiLHMTNGlfxVxexYOuoAwG71fMu/2EayuSq+L3cO5uFWz7d2hA41B4OVqd0LAZLwA+4RZv+CjwF+8DtrcR9BRuVkszUePgTJpZd/tAHONA2SUPKflPaZry34ySdtRwOJixsnLwSXhThb7g3xKTVnCKQ+a1EeVM6sbBQLb9QBuAlwHoaALKyk+yL0QeMaxLcs5KGTRrwsj7FSBM2hbp+EgmOWnRKBMC8Xulk88WcfLim8H4bUFpo2mbb5gvlv/TGHPJ1vbOgRSqw8idDrBVVWKxrLeqqnxZUdj3UmxF3mDclKeoynvt1sXG5p0XgDoh8A8IiKtWZsVwIt4RCgDt1/y8JIkZJThHmTbPr5t/dJDhg18BqZVaKdIXW04KEdCNAd72FtiXvxDmYzfAFDbVmkQ+CQAMmfJMQ0sAmX+WgMFAMNkERwKe4EtlulodpQOF9y8HyQzQ2fPyM+/vngsdfjc5oMS2zfmirJ2zd1A4d6IPQbwiSduadMWkRrX1URw0mKcRnzPHnEIv8c8S5PnfQR9D+I2VOSpc8FagNQZF4cHVtS0IlB+B40G2cq79D86579zcWJ/cNfB6Fzm5ZtMJ9uaLD0+qybeWRXFj3tl9Q7vWwQAdRVCAH2ToOFeqaH8H3kCbay5dAwdReTaFsNeGCx8gfCBrPByXzGxD9yqnb7nKS2ZlkjwZf3bALE8AISmLgWkaYL4XN3rhYBAAT2oqQ1qk0QacAMikzRWKJh6aJ98BrmVpmicUYFK0qjB4B+GQl80oiz9YPblGlSkEUisV6WcKmrIFn9Ge5+3YiV0xKSR1Qgp0UqvkJ2vggGMtrZNRf+MWmqYlJ5Oh7DOWdjpRdJvVW9srZCE1Tn8Y461ma1EU5T8UZfFLAO4yj9ed7uQKDdPxqr9L5L7dEf2Aa9vjaTv3vEogpAvrowrIOb8uHkyzEOkfFFyT+NWQd9dZg2FeA46T8LuccTXSnv8e04Vuivq8erA3xvQOM1YHI8ogwZZYeqSUITPZpNlHDnjsJ8FMZ35PWAE8wYmTtQoH86BdaH3ETWDTOzDJpIMgcSAyCyOxBsJv7LOqdVIa2ZEsl1YcZ30Sep+S+AvAl5WXjTuMpBMwfA/AsIK/5+8aCTCXnKcsl7qcXFgM2vska63yqryOsr01cB/ylYi0wPJJqJsV7eHxowUIsGXKuVoxhvi/sizvmEyqF3781tv+8MrLLs0mpTtL7ppUO2maFkVhi53dva+t6/rlrXNTiiFaPU8ozRvXtnDOoSh7/M86QHbqAQBXc04kA3jgGSeBhj/PnRTIX1op2X1dvq04SymWSRsgGAZYbtKrDhc+UDmF0NUT1jtH0LbDYEnpSqu8kqk5Fz5HbZ0cgNSR6cTRNKpDZMDRleQp2kl6oofaJgAij03N9jAdkKSvxb0JKPC+Eu2iprXivcl+43kSOzqGO7oGHG1qewzVWbEA+MQ+2FfKe5D1mcLValYnv+ZpPUJRVrFdw9FLsa8Zt2w9uC7LsvyO6aT6PiJq7V248OAuXdJQlgWatm3X19d+uKqq1xXWNsl5QcGM6rge5zxdYLoXI/GsozfBEtMAuTm6aglsjKftrjmRluRcE81REutdB2qiRUBk5RF5JdeHOCx2j+QsJc8KLX1u7nJutCurOXPaO7qWi1QTY+0sKQ7+N6nzoOYijmomFly+oi2TOoT0ZTspeUurQ4ZN8Ukm4UVD+yl+gYSyEdSLbNNwP9eatWgRqb1m11naCUALzt6bymyCEBQFRN78nciuy9+Rjje1h/kEKNIYBFf2V30PlDHQdv1SFF4RC3ub8EUvcYLpwLUoClhrfr4sih+pm+YuBVfgbthNqypLNHW9O5tOXlJV5U8WRdFmZgT6BnbOxYYAgLZtkvXsQcJLlpkM4nMmgufjJLkvC9R8ks1E+G9D+Qx4eAEBSgpAaNpynOHF/ZKH5ZRK+Cy5WQk2sWzWwrzl/8J85zcB138UMDb1hivaj9SiE7NRgFCyHl7rl+y9WEEHCW5U01ple8sy87YNZU7qyvNhdUs5PqbtKTwr5/5jHgMmOrfiIMsj68R39BJ96sHEpn4HwSEnmidvI6448L7ik7lQVLLJkVFB2XgSfpUhOkdGDsVbuvvaxu+VURSF/l4KGq7oMeXd1tiX1HW9Nanu+r0J7pZFuZPJBK1zp6eT6beVZfmz1hgXtZaOdw0d6lV8r7naooCBQevaJJY29ZYOg+kQyS4XGvAXOIKUTyAkFNNLtAUgm20zbXQ/09J0u4CxsBo5wAYdVqysyaDmdeD8oNEdUkm5t7f9blpNPch5cg0km4x4eXkdQlvI/BVgTfpPDlJSojNkGbU0xQSXhSqxQUosHwkemhYf66loQ0nduUY5VHbuaOJ9zPOU7wlrew768Tw72SeyfALUBzoj+877OzPlE0oo5255m6hpsklL5tF2mmpZVomVlYUCMoWlW3DwkaIovmlvvvjI3XW8zN2268F0MgFAt6+tTb9pMpn8YjjWgjdEaFgiz8MWXYysgddspVm+CmTl5iz7hnQNcX7K75L/JFEuTbRwmPhyEzNbOXATMXU3N9f2BXdRjwRk2YSWBGlf81Dg054GHDkKkHKYnBzooj1WtbIWLhP/SsAmilEksY+lBrofR6iBLf8+oPVqewGolEKs+wBNIagIucw5szjEOxLaVZr1aoywMuEV3WrJTKRzb6gdhywN3r7i/ZFtHyN4BpZE01D+SN/fqLm2LZxrO1xgExHDkBApEAC3C9s6XRT2hWuz6TuPHtnYHw/uJLl7contRFgsa1hrrp7PFz/XNM2nBXPLWJtRAdyREvhYyziV0PiD2oxaY6N2KOfShrhPCaysYlmHEdIBIsGVO7EcO/sq4beUcnDHiyyPBriG58XSls69QQpg4Dled0Bvl4xvW8GNyzppba22/wqHWMa1rirLwHVOI8l2Jvl5wDyN6bI8knA3jbMOZrZse5FXvCadTmGCcg62sAhEnNwRLCnnkCUBMT5WiPartFyG+jixGkW+BKBt/D4mVVVFyzdsHCUxIChV3QrRxlr74rXZ9Ludo7Yo7ge7aWlijMF0UmG5WH5kOpl8bVkWH0g4rm6rvtDoYeetwMkSeo1LxrZqA3yQgF91PaSpUADZrM9nallX9OZlprmaAScPpz7Yb9yUstrLxMoXrQB+jZvZCt2QmML1EtjdgWHRHnE5J9MkYtm1fpbtpfB4GW+otLEZSo9fX+HwGrYn+rKoIMf+ceBP+NnOaZJYE9xi4ulKjZlE3K3UtjmHnlQ4pacgfst52DCJI3vvDwSucqwM0GJS4+ZURcJtG3PgcChOLxC8RUtEqDreNFIuUpPnzrj+7y9NJ9Vrm7a9W8EVuAfO5DLGYGNjHTt7e++rqslXl2X54Xj6QKfBspsTAAomj2PmhgQqOegpzTxeG7wHPRBxcBw0x5nWkiyMwDD/yp0EJK4l2kn+YHo/cu2Ylz1813bgyrzKgN+D4C1vgnnRC0DXX5fwYLxtOM+nAoXII7aTpIQ4X7fCJE94XYWWkP2bgW1oO+n0EW2ncsJD9ALPX9ZZ+y7AfzAf6RtgaWQTjuDh5aQZ2jUE4WfNJftO6zNFMuAX34c+c+VFfW/RAyenrtqmgaNec7VCEZOWnwGzdEHvnVTVC9u2PV3KDaXuBrlHTpU1xuDEsaNYm03fMZlMvrooiuu4iSpNEtdxgaFxk30LlBkseTHZb9x0s/yZtHApJwwGyIJzktqWxt1lThKmqXKzkfi9wixPAEDjK0O9xYDl2pdWv4wSAWBuvxX4hw/51VwCEHlsodYGkiMF+gHDLiRtofUPv8bbQ3LPfOJLlsAq1E4ofzwGnpUrAYwBh0zSTkOgKdtXiArI/Fn+WTHHE61QK3uWIXXhWn1fSAVAvv9DnKh8j6PiofDZchlu7F/edqJf+DuWvBfdCQ1VWcUyRDwYUkRiOrh+Op1+02K5/Meqqu423pXLPQKwoXEcEdZm09+cTKpvLIriVm4iJwsROieXgY9xK9i+BXKruayhob+ESYd39x6Ey6UDXE9MJPaSZYDJgcq5ZHlknGQYZcDrFbV7KCAUvnNOUNPqpDOGCLjoUuARj4KZrSVakTQ/tdCkvlr5IEryHOBtVf6O1XeovbW4Vkm5SEBNnEZD/SoBCfvIgNNMlYyq0fvIDIB1rB8rmwaYMVxLlodPrpy6WDExcFA1Mh3ehwroxt94fzKFKi0a9aFw5FAWpddIge5I7pQG4GXxkyjQtu1OVVUvnVTVH2ysr90j4JrU+Z6SxkcL2L35/D/UdfOqtm2Ph5UYXQsm5nTQQpxzfkNda3tecsDxJZ0R0QGimOQGOSkPBmTS8TSUB9cewwGGfG/ZEGrS+JN2Y7ohuiJGQSiDRvJm2qqbhGOT5qcGBOFlb2pQ0wDTGdCZYoaVR9sGMuOmje6Ao4E8Oeie60A4UD0H2lCWO3kXlIlRa7NktdeAZHWXwKbcq76H/HmtLeQE2pWrqesu5LEH7IQaGuKjh8qmPBevKxOLSnux/s60aKIIrkVRxvcvHpKqgCu3AOu6xmw2/YnNjY3/7ojmd+cRMVqb3ePSLesr9/bm/2lZ169onTvGN7kG+s4josivtN2SWlsU+SmsUAadAsDZ6yDvi5fzc4wklSF/S7mgLh0QyHm+tm3D0RUGMP56rCtzCETzWdNslAGndqp8+UN7otdKCIibvCTOglh2Vg4xSDMQ08AcSNsMyECNR46oAC7qp5rIAgAyQB/ov6zs4hkaKB8G8pflzSwm2V7inRwE7wEqJWh96No0hMU1dQ2gfxdjiKTg8VWtewhsxeSYKRhi0szqrigq/P1yrvVxrp3wY6PktotBeXHOYbFYYDqd/tXm5sYXudZ96O6Kdx2Sew7amRRFgbZtm7W12eurqnxhYe12EdYPi07nM1mkC1zbv/xMorbqH+wuMtN5RZm40ykBVwZsCdgwLdoag7IoUJYlbGFhrEnevuAMC+FZcbOKbpu1cJprFsc7YC5yc1xdVqppFgIkI3/9u2+D+d6XAh+7MWqwg9xhuMa1PZG3Zv5xj7nkjblTM0lTaFn8N8nzaZvpJEAqTVql3Mlflo72Wbtf0kCqia6I1Pol764/pLyL6DlqYwyapsnKYOS9Q++XKFPsDw2ked1lekN0B/sbTvwoijLWxfH9SyiNiAmbuhgDLJdLzGazW9bW1r7j9lOnPzSdTnBPy70CYAGgLEu0rWvW1+K+BcT3LEgGhzH9vgXGLwts29bHygoeK3OeiJfP39SvsMnulxwcAwBuqlhjUFiDsuTA6uMPvcnTnabrHFwHrnyrtfgSWYtwVpnjAwfINDepBWicsiZDq7mMtcB1Hwb+9I+A7a20zuEe5fmoBaeZJM9ly2SHAENqnxBarhkOv9K47eR5DfB5mpQu/4xp8slthWNFgs6gw0y0u/pdXBuc5Pjky/qKa9qBgnKd2a06KLW0BiSZyIzRJ6lY3IHjmXh5u3fdW3VNH/4WrDxOmbG6wfQLCjwtMNtaW1t70Ww6efPFJ0/eY7wrl3sNwAJ+c5i6bupJVX1/UZa/F46RCXs8JgOHcai2KPzmMM4lQfuaM4UDAddK1eWzimkWXt7IB1uLwppuf8mi30kdPU/cNC2ajs4I4OxY6IyB11opAVmmJTNwCYN/yHyWDjEt4iJZucVBnAjYPAJcfAlQlXk7SM0/TjBp/rGd2V6uiXdYM8e7/BMNSdRLA85hiiCflFYNN67JZ5OsJtKJqL0vAdStTbU6mQ77bOR1jZseojO0ekZLAWiaOgHFrG+CH4BPJgPcPu8zEnlxCy/hWKXiEiaBrg392O2sQKQAzv0R4XOICKnrGlU1aafTyWumk+onnHPu7o53HZJ7HuKFEBG2dnZQleUTm6b9Oefcw5uOqwxgEPlW4YCJK1fClntIeSzDACoJIZFkPbuegLMwp3xsrqcAAqgCXuNuO3Bt20BfAMYW/n5jsFguk6Drtm262djGASln7KRcnBLROL8h7rNrt/ic5B+3toC9XeDEBUAX1C15wVCmUEZpGkpt1w2AlTQr6QD3YMUzsv8gvsfJMYA5BwMlfY23V51MKzTzfXed6m/MwFQCd+zzAasq9kt4T9kYqJdL7O3uYm19HWVZxl3/g/CDOA27pnLNggpJ6DNWN87FRiuH0058DIajXooirY82jtFbjYvlEmVZYjqdvnkyqf49Obqtqu6Sba4PJfcOmGfiV3tNcerUHe8F8BIitxW8gJzU7i4g7H2JAHbdgI7L6Lr7AOgUAJOEy+OdzPIOoBo11sKDYqAC2rbFsq4xn8+xt7eH5XLZ7U/pn+GHO/bcajdmCJ0m223TyPZrWPWSc80n45vjLZQNaH5v1BqPHgUuuwKYTBKqhaevxttq5UI/+KRmasSzmiNLmp6k5JdRE+y+8LvkchNtVTovRV9nst81QSdIi2JwlRe3zHhd2e/JhCreC27ayzwBT8E557BcLvoJGunpBxIorUlXXg2Z+hmtIKgDaSnK/g8TR4h0cORjX3nkCg9L85ajwXwxBwBUVXldWRQvrevmtrK8+xcTrJJ7HcACwHRS4eTJC7G5sf5LRPhhY4yzsbH9BruJGMTdtvyWZP3eBVz4gNJMznif1MpC53bAaguLoiw6oPSvUdu2WC6X2Nvbw9bWFnZ3d1DXSxSFxWQywWQyQVX5eL6mafqjyg0rnc+soxa6bRrB9gCFDjIZSPB6cfDltIm4hwDv1PrTP4L5idfB3HKz375QaCtmYLLi2jVEWWLby7ILx2QCxKLOSfqSbtAmi/wtya6Zgd/4O2JE2srLMphebHPeDgqgq/yuxpMO+AaSdu9AMU5m7Ho1mWBvdzc5BDAeEij6JTyT7CDHt0gMddDKxPuG9EiI8JQL1gSz2gyMV1pM7zQOQB/Ks7c3R7d0dl6W5av/9Rf/6/dMJvfMYoJVcq8EWMDvvjWfL+r1tdmriqL49WjSGOOxiJlN1tgu/Ml1mqzftyA6koSZw3nJjB9kDi/+glljUDKeNdIB5GNZ5/M5tra2cPr0Kezu7qCwBTY3j2B9fQOTyQTWWrStQ13XWC6X8Xgcvvl0Xw7T88n9qE8biA9Ixnlp5nSoa/yLHABjOn/1fuBNvwy643YQ8j0NMk1zwCmSaFErfuf0gZxIJG+rTSCkxEbGNlhRNih5SK06to/iyNGGsbar1EHiZGW6RvlNrvzL+XAkmnE8m4q1xWxtDQSgrpcgAMu6xpmzZ7BcLrO2C/WRCxoyx5vkaTWKRFIHgU/tnNecBshoHKUsu7s7aJoGZVmhLMtfnk4mb3jjL/8C7sl41yG595WIyWw2RevotrIsv9Na89fRiWT7ha69w8lfcx1dUBZl7zmFYiIjHRByNVjQWG1GB6Qm03Kx8MB66hTOnD4FEHDBBSdx4oILsDabxfi8pmkiJ9u2jT+qPOyUT6H8adoBZJNNVsS/zPySGqOsK6tj7oEGTDUB1tc77XWApJecoxxU4m/4vEqz1CiBJG3JO6IHyPB7BozK9aw+PLphwKmj7h3RN2Ye4qQ4BTXg1NqI91GY6NXtAFn5Bx2I4t6yKLC+vo7d3V24tsV8voets2extXU2vme2SyOpd3SUmWySlRsAqZqqNokGf0pYKKTkxcsRHHU7O9tomgbT6RSTyeTPp5PJdy2X9XZxD+wzcBC5d+nTihARbrvjFDY31r9ksVi+3hEd6X7wy+aoB0N0oBScXG3bom0ab9Jb1gHMWRHBSZwJRQA7YoIDqx8uRA7z+QLb21vY2tqCax1OnDiBExecQFGUcSewAPCuC89qau/Jnc1maLudwjyQ+iWAxiCJhrC2gLUmTiDJnqpMM00Cv0UHD61aU1+Ij98MnLoDdNXVMOsbqZc47ZjEQRTyykBqlRNpHzmQ06qrk1McQPwZnl5SfuSDQHNsJiB3EL4xvFeSMpF14Q4spf24M1ejC0J+EYS6/ZNDr/QmtwHIwTUNzpw+jcl0grZtcccdd2Axn+OKK6/E5uaR6B/gq6Y4DxscyUMLXYbew6QNgbhFadxfoPuuPIQQrbO7swNHDtPpDLPp9GPVpPryxWL5O5ubG3fZoYXnK/fOUgnpVnpNt7Z3fmCxmP8XH4QMtE2/R2wy2Bm317YtHDkUtogvjwTYzAsaZlbr6QauHYZ9KD3XehZbZ7dQlgUuuuhibGxuAiAQIYZooUs/bLe2mM8xnU1hwxJA+B3a+/PHAOfYqQ7hJeyoA36A29CLnDl2FE849/ByZwPKErCFP9GAHx0t81M0ygjmPC+kA0sDH4j7wcvGvnNtKKEBpIiJR2qfWVlk/eQE0aUZwUy0MU9LAqxsB7MqfQWsk7bmHLrym9ndhnnXHwG7u6wtfIHMxhroEY8CrnwI6s4JW9dL7O7uom0aGGNw6WWXYzKdxnchHERpO4Aj5JRM9u6JOmu+guhgYxs3JSvk2LMRXHd30bYtprMZqrLcm04n3zydTF4LgPZTGu5JuffEM6yQoigwXywWs9n0B9q2feruzs5j1tbXE3OeO0M8t+dgTeexd2GTCG+Ke6xKg5eDGKCnBooQHeBAru/4xWIRwXVzcwMnL7wQgMF87on3xWIOYwym01mSto+JbTDDDG3bYFJN4svWazK9E48IIEcgE5YHQwdVDgymj9GNWqt44Ye0LBgDfOD/Add9BHjyp/lQLbYvRKI9KpppyDumFcqGHMwyzY6F70TTmPWJjH9WRZj6Q1RFMqEy55NsE60c4X3DQBmS9JUJP9P8KV20wtuIa6bSBDeZZWGArTMwv/TTwE23+FI4ChUFyhLmysuB//zVKB/7REyJUNdLrK2twTmHM6dP45aP34zLLr8innMVVlE5a2HCZMXGXGg37R2U7RH52s5xGyyyeJ21eXg6APvefI6mbTCdTFEWBaqqfMN0MvkJ5xzdW6mBIPcJgAW80+vjt972d8eOHnnZcrn8sb293SMbG5sxzhSAf2kDh0O92WGtBbV+Ri7LPkRKBddIC/hudm0L12m0posA2N7ewtbZLayvr+PkhRd1HGsNIucWi0Vzy8c/PiEAD3rwgzGpJjFsbHd3B0VRoG5qEAHTyVQQ+53GyBUWEAwZNp4HTE5Fa8g0VD4RsUEbNU9rgT95J8xvvgn0kIcCF5zkxemySQeS0bg3oaFJLcYo4LRq7wGpVXIah5vWcjKJ7wRykE3SRg9Y4XkzMEEk96yqu9TgOIDzNBVKJwNl2QZ8soxt0aVvC6AoQI/9JODSy/wz812Yv/wL4LrrgTf9CvDwT0A1XcP6xgbme3sADNrW4aabboYtClx22eVR0TAdJUDcGSgsDXVFV1cux95Nfx9QGA+K2hJYiDrPF3Msl0tUVRX8IH9cVdUr67rZuzfFuw7Jvb+EnRhjws5bv9asNU/d3nH/vdvYIe5MFU0xdswytS2MMTEOMGwOA/Qvc1i4EMDVGOM3ZHEOTdv6pa+RGtjF2TNnYYzByQsvTDZtsbZ4q7X2D44eO/bCyWSyWS+XmFQTGACL5RL1ssbs6Ay7OzvY2NiMZewHjgXIAYYAkkZoBxP8ZUXvXJEAFbQf7oWVml2SPx88nXcrgjIHsQCQQ2bZAEfJTeDQ9rGsTFvLyqZcV7ViBcB4W6jfeVk1jTy8e6wskp7RtmYMwJtFEOzTZtLJlXxWuPBMkzc9xNHzPh/06c8A2gbGtcBPvRbmV38VuO02YL4HM1vHdDqDgcFyucSFF12ItbUZts6excbGJo4dP874exfpgmTJKn/XtLZV6ll0dF7r2uzdlXWu6xrzxQKTaoKyLFGV5Y1VVb1wsVhev7mxjvuC3GcAFvBe0Pl8sZzOpt9DoMfs7u49va5rlFUVTznQlrt6gC3Qtn7TC9d2h6axDg2xdsEYblu/vLUoig50geWyxvbWNup6icsuvxxlWWK5XIaZ+Xcm08lXlWU5ryaTf2tgHjOf72E+n6OqKuzu7mA6nWKxWGBZ1zhWVaoG7QevAeC61TUGBAdLtv8JBBFMlISWxWscELvfJXeX3E8EPO0zQdc+HLj08tSMZ/dFLU5cz8xEhaJghevzVAAm4TmZVklanuz+zIHJsxwAJKPlp6SpaZyyreN95wKuou1kbLCMcElM7thH4bP/Z269CfjIh/yEvbcHc+ONPsFrrwU2j0ZQm0ynKMsSk0mFyXSKjcUCOzvbmM1mmM5mXb18riF2O+FgOYUiJgLOrbrg0O36gQh+BSTri6DsWGPQtA0Wi7mnBcoSZVnullX1sulk8nv3gj1cDiz3KYAFgOl0gu2d3Rsm1eTb3Ix+bj6fX2OMQVGWbFlqamYYeMeRtRZVVUWQDZEHwZvJY2fD8tyg0bZti8Vijp2dbWxuHsHm5hHUTe0XDYD+bDabfZ1r3UePHNmc3HHHqb8F8JiiKOPKmbKsUJQFtre2MJ3OUFVVH2SdeIhT/hWRUgyaUhhkLDibtU801/iLjn5w8utci7RdpvTwRwOPegxQd04u7i2WwpyEaggRUnDm5iQHjUxDZmUL+SSatqA9Qr0gykEDoMY50oQ3Fm0S8pZ8Lgf5zBmn5SH6QGrOvA0HJySep+Rxkzbqvv7iz8H86i/6L3UN7OwAj/tnwBf+ax+Kxw4YLcoStihQlhUmlV8Us7Oz7ZfUdopIcEY54ewLccyWT6xdXWJbdOBqu/1CWnJdLHkoev8+kPERIV4xmYRlvc2kqn5wOp38VNtZlPcVuVfHwWpijMHmxjpuuPnmd00mk5dUVbXjnIMh6vdPDQOQbRYTeFBr/JI8x3YV6uPwgKb1tAABMfaVLyZo2xbHjx/veNcWzrX/sDad/ddbPn7rXx8/dhQ33vixpTH4Ler2INzd3UVd1yjLEnt7e3BE2DziI800s890iBr4VxJAyfSXVGOPpn26eCKAlQY1kevjqV73YZj3vMvvpiXNVEUrDDwo16rCtb7Maf+BgaicEHlZVC6WlZtk/ZV7s2umj7EM+YW2lN7oUD4SeSeb4ww8v59nW8YsZ+8Cpx64w2uQFgiTVPe1LIFJ5f+tzYCiBG6/A/joPyVlje9HB4BVVWFtbR1t02J3d+cOIqp5nK2ka/iEkky04RrjWfu9RGz2HoUl5NYY7O3twdoiUnNlUfx2Nale3bTt4r4ErsB9UIMFOj62aVEU9o1t03xybcz/aJzrlrEWiUnJn+FxfWR67bVlO3CFo2g6s8Q7Y7uQq729PUynU0xns7g94nQ6/d/Hjh197/rGBtq2xY033ohLL7nk0rIqi35xQYPlYo66aXDkyJHIGwNQvcm9WdYVK619diXXgoUGBiQaINeAknuMgfmdtwJvezPwklcBj3w00HHYWboxa2XASROec5sSxAacY4m5z/MV3v7E7BeOqSxdYdbyd0JGQBhRFh5VkJVZgo9GC1C6cYoGwNk16SwU/cbbVOrQ7l/9G9ATnuQ11baF/c1fg/n1Xwd+6edhHvkJwImLeq6Y52H8TlbrG+sgorcW1pYt0b/K3hf+WYbzsXuIKPo8QqxyXBzE+qBfArsHH/TgNefC2o9VVfXy5XJ5x2x6z26efRi5z2mwQcqywGK5XEyn0++tquq3AylujYncDjfrDABr+52dwj4ATXfWelgY4O/zIVrBsdW2LZq6Rr2ssbl5BAChrmsYa947m639+PbODiZVidNnzuLaa689QUTP393tnGHwR1jAGKytreHo0WO9diccVeEFNx3PGmb81KWgiHBydYkPalrSU5vwsW0LLJeA2DdUaie5Uyxd/RPzGuJxOViIMg4CsQKU/O+gzii1b8OC53m6ob7MSRr+8mez/BjVk5SNpcvX9EcrQ5ZT006HaAVGLaRPdaW94ELgiquAyx4MetBDQA99uNdq77gNOHs6b1/+zxhMZ2uYzdZOra3NvrEoil8DESUatHRW8nclWhf94gE5ORn0+x8E7bWul2jbBmVRwO8qZ6gsyx+tqvJd08lkX6vg3ij3SQ02yHQywd58ceNkUr2AiK5um/rhy+UCEzbT5RoDIZz5ZYwFwS9jDVyTATpqwZP51GmvdVPDGGBtYx1N04KItqeTyf+85dZbrr/i8ssBALt7ewDR5t7e3sWLxQKT6QTVZILlYonjJ05gY8PH7rZhDTbzoqZaVdgEA0CYLDr7L3nHBFDmdAN68NVMackfEgGf/ES/o9aFF+Wasab9xlZNzf8IQh3PDXYNWAGY8rPMS2iH0jGWlFlEBRBLW52qeJoKHSKFO3do8Cbdm048feF85JpdLBenCQR/G7l5The88x0w1/2Tj9+uFzB/9qdA0wDrG8DaRpyQE/65m3haIlhfpp1/uu6jN1z1oAd9tTHGNU3zLwgwmRVhbXJgJ8CpAcTFNBFsWfkDbVfXNRaLhT+DyxYw1qAsiveWVfkTdd3QZFLhvij3aYANgdA33XzL+09ecOLFzrkf3dnZOWLMEpPp1L9c3b1SGwtOrqIo0JLffSvws0UX1B9IfUeuW/88Q1VWqOuayrL44ePHjv3a2to6JlXofD9rN22DsiyxtraGxWKBzc1NHDlypNvwpU1CfDgYhYHXb0YD2P5NjuBrwJwcA7yof6Jvp5C+BmKJJvaEJ4Oe9KldeI+LcZbcDE76AEjoh6x/uEktgDJzSIp0jMxvhQYjNezgADMsj8GwJhHJENpUnbCU6xq4JlovLxvTSrUVUWoe7H3hvHniNEQ3QbYt0DQw73h7SqdYC2xuAM96LnDhJapjLmydaeOLZ3enftvKG9dm069eLO120zRf4oimvI7WGLSm59NDWFdQWkKIl8wPrA6LpQfXsiz93h9leXtVVS/f3d278eiRTdxX5T4NsIA3L7o1/b/SuvYpk8nkq5fLBcqy6pfGdpKYr/6CpwEK61dMBVOuO0s+cK/U+r/r6+tB+33H+vr69+3s7i43NzZi2h+57jpYa68oi+J4WVWoqglc63DkyBEUXTnlxh3cxAuaZqAs4k5ebC+EqMlqmiEDy+iYGdA4WWJpiNLtt3oH1yWXApNpcp/xDZ6Hb4VBzk+T6MrFvfWyL8SF9Fl+j+IE46AT75GedVHHTDuWXCZLW41AEJNNxn/yCUPTymV9JT0z0D9a//L2pXDrxhHQs57vN00Hb0cHmlYwj3gU8Emf4jdMimDYr/W3Jpy0AYAsyqo8e+zoUcxmU9R1c9P62tp/ny8Wf1vX9bc6546GMvDoBXSWF48+QKxGb12E2PPCWiyWC5RFvwm4sZbKonj9pKreUoqNwe9rcp8HWMB30nyxWFZl+erJZPJ4IvepbRfDytejA70ntj+nqPVLaisbD4YLm2UkG15Yi2pSwTm3ba35gVOnTt18+WWXxTK0bYurr7rK3HTzzf9y88iRC8Iu8seOH8d0OvVgzTcA1wAPyMDVL+01HX4IoAkDjpu+HGTD4BVhPVb8HsHHGOA33wTz9t8CfftLgYc/MjowEm97LITg4YbMaqW+GV+sXE+0QKap+SSZg2qFZi6jAHi5NZohpi3rIIBb0zTVKIQhcNDKw8qefJe/ac4mIuDIcdCX/DtExAtar2vRtv6dKm3RTywsmiMqIw7eh2HtsiiKGyaT3lncNO32+trsf+4Cdyzr+hXUtiddV+8Y5tiFYIXtODVqIPC0fTSPd2pF0PXUwGvrpml76/C+KfdZJ5eUSVVhvlh+dDqdfFtVTT7qtdD0Rcq0xr5DfWOEHbicE+81oaqqcN7Wm9bX13/nxPETyYCqncPesr68mk6fM+s03c0jm1hfX0dLBLn9d1jS22UQyxPjDI0/zNGE428MOwUhnFHG0/AVSJ0ogeNlDpawnpznHx0wtoDZ2wNOn4Lptn2UHnZjbZ9PaFNjkrxDmrC2B5jwG7uPWLljLDI310NemXnNJpruvnj+Fytz8k9rL3aNO1/6ZaGibcP9sg85cLDrUdNWolpCWnxHqWAhxPaJ9bZ924lyJ5uiR3W2y7dtuwmy4+6pO/QwvPvsPQh0jrdQAGPM7UVRfJBzn2VZoHWuXl+b/cSkql5grT2VUlzw72xX9rCzXSwy/2v8op/FYomqKr1jy28NulsU9ge2t3durO5jIVma3Pdr0EnQSM2Ry/9g55YPv6Cu69c55040TY3JZOJ3xWIcFhCApUDbhSJNqgpN24Tdu5JTXatqAmvt+8qyfNnu7t7eBSeOx7yJCFsf+hAsuccaY65uF0tsHD+OjY1NuPkc7sxpbz6vb4A2Nryz4cxp//JPp6CNTcC1oNOnQMslTFHCHj3qIxm2zsDUtY9jPH4cMIU34ed7MLYAjh0DysoD4862H3RHjoKmU5jFAmbrrC/kxgawtu53yTpzxi84mM38IYfOxfLQxZfAPP2zQEePAqdOAcsFTFEAx44DRQFsnY1509FjoKKA2d2F2d3x+Rw9CppMgcUc2Nry2vPmEWBtzed9+jQAAtbWYTY2PQicPQO0DVBNYY76VUb27BmgrkFlCXPsmA+rO3MGZrnwQHPsOFAWvs67u77eR4+BqgqYz2G2t3xfb27CrK0DyyXo7Bnf92trQMj7zGmYrh/MkaNeQz99yvOYZQk6dswD3JnTXVuUPm9rfR57ex5Qjh6DmUyAvT1QdyKvOXIENJ0By6XvByK/1+76BkzbgsJ7MZ0CR472/dA2fjHAkaO+Xl3eKEvg6DHfD9vbwHzP/37sOExZ+rPUdnb8IpQjx/y7tbcHc/YMLBHc2hpo84hfeLB1FnAtMFvzaToHuv02GOfgyhL2+Ikby6K8KezqFgGjKNA0bbu+NnsDgGN1Xb+8dW4W9tHgm3PHSZ1TMWGiIcLtt98G17aYra1hfX0d08l0WRTFT06q6k2VWGl5X5X7DcACiB56a8z/2TPm5HK5/C4inNzd3fVr/7vOlqYsN12sLeLG2I6FmlRl+deTqvrqumn+9oITx5POb9oW737EI/Ap3/r1Ty/+7oPrM+dQ/devgfuMZ6L94AdgXvMqmOUS9M+/GPjCLwXdcD3s93wXcOY06NOeBnzlfwO2t1F+33cDN3wU7uGPRP013wxjDIqf/BHYv3o/6JLL4F7wItDJC1H86i/C/N5vAxubcN/0HcDDHgH84e/CvPFn/UYf//VrYZ7y6cCfvxfmtd8HtC3oi/8/0Od+IfCRD8O+6qWep3vGs4D/8F88wH33i2Fu+hjonz0O9HXfCpCDefUrgA9+ALjiQcC3vhg4fgJ448/C/OHv+UH5LS+Cufoa4M2/BvzyL8BUFeirvxF4wqcAf/rHMK//Xx40vuzfg577eTD/+PfAq14G7O4Az/4cuH/zFcBtt8K+8kXArbcAn/wE0P/4JphlDbzmVcDf/x3MVQ8BvuXFwMYGzM//JPCuP/K7fH3rd8Fc+WDgrb8B/PqveJD62m+Bedwng975+8BP/ohX5L78P4E+67kwH/xrmO97JbCYgz7nC4Av/bf+WJxXvAi443bgUz4V+G9f70Hq+78b+Kd/BB76MJgXvBCYzoCf+lHgz97joyu+7SWgSy6F+fVfgfmtN3vA/oZvBz36MTB/8ocwP/PjfhL4j/8N+Ixn+lMiXvMqH/72z78Y+KIvBX3sBphXvti/A099GvCf/wewsw3zqpcBN3wUeOSjYb7xOzyY/tgPAX/5F8All4G+7btgTl4E/Oobgbf/FrC5CXzzC4GHPQL0W78H88af8ZPfV30t8JRPh/2z98C87vuBpkHzhV8C+rwvBF1/HcyrXgqztQXzmZ8N85VfBTp7BvTKF8F97EbgsZ+E4hu+7QZjsKXt0VqWBZqmadfXZj+8Q/Qot1x+JRGyM+TCAh8e9+rHG7C1vc1jZB2Avy3K4oemk+nPOed27wsbuRxE7h+1YFL4o1natdn0RwC6o23bV9X18or5fI61tbWULmCmW/B2hpegaRtv8liLorR/M51M/vMtt9z+p1dfdaXi+QaeQXRy902/+jS3WKAsCuDIUb8H7No6cPU1ME0DnLjAm2hVBbrqamB7G3TRxd50sxbuiis9SF12RReqYv2eADs7fmerjqfCRReDrrnWa6TTmZ8Zjp0ArrnWD+yNDc8ir2+AHnKt3+zj2Alf0OkMuOoaDyQXXdw1WgE86CofwnP8Aq/drK+DLr8CZjEHLr4EFBZwXHQxzDXXeq07HIx4/ATw0If5e9Y3eq31mmu9ZnT0mF/2O53CPOQaYD4HTl7ky12WwIOv9traJZcjhE7Q5Vd6muKyy4FwksTFl/p8jhwFqgqGHOjEBTDXXOvL0vUvjhz1eQN+IiDnQfAhD/Va6Em/SxiqCXDVQzxgX3ypf9ZamCse5LXW7i+BgEsvg3now4Bjx0HdAhScvMjnM53BzGbeUXrkqC+PMV5bJAesrYOufihM08CcuMC/g9UEuPohXhO9qPPq2wJ40IO9c/HyK/tlwJddDmxvgU5e6DVVkAf6hz7Mpz2Zes37+HH2Dmx65WBj0++M1rYwx33emEyAq6/xmn/3DpC1MA++2r8Dl18JGNwAoB7ayLosSywWy73pZPIyED2mbponh6XfBAauYOF7nS9jPt+Li3Ym0+nNG+sbP7E2m/5EURT/5F/H+w8s3fd18AHpHEVmbz5/9t7u3ivni/knrq2td5u+uLjgIJg0ZUe4dzGuIHTLam3x3smk+pqP3HDDux79sIepZsvu3h4KW3zazs72m13bHvenFRCabvECnIMNe8sGxwQ/CsZ0O8izEC5bljBhtVmY/wMf2z3L+VjT7f8ZXm6wfOIaykCjdE40AiKvZ8h5M/yX/zfMO98B+rpv8YOwO2lBDZ2KnnsX8w4bMyfOl8AfsnhczoH7ayKWkzsjg1nJozD4AXwhTW6SimvZgouwcTmLfIiWDfVnoVHY78G5tIwsn8yJFrz7Sd6BC2V15AsaWPsQ6+94H+elZb1jH4ZDQRnX7pyfwF1fTmMMCsZLh8M8Q3qOCGVV/vemaV979MjmoKlORNjZ3UNVVc9tmuYNddNc3LKVf5wqIKK4v7Lf56DamU6nv9ntMfCnANr7AyUg5f4zVQjpOFk6e3brt44fO/ZPtrCvaJr2c8uyqGwXGJ0cYUHEThLw2xZWZfnOsiy/qm7qDwyBq38YINBDW0dHJtMpyFg4auJJt6YoPLiFHb98AdmZXF2IWFF0zl95aipzZLCBlm40YkC257fidbEhsTEmvwZ4jc1az7te90/AYpE4VYL/JPBorOrds/luUxHsGSBLMIoRDqYHDr6xc9zvlChNK+QhHVToASvpLeb8S8rO7uujIyxg0oUE3MmVHAcvgVVc60O5bD+hhNv5KieljPHecChg0uZpqF5fniK517dlAWMotmNoN36iAAFxpyxDblkU5c3GWKwCvWj1GfM2Y/BiAN8Los1kLQT6JbL+ROW2XV/feN90OvmB6WTyG865ndjG90O530QRaGKMwSUXXwRH7u82Nza+Yjabvrht3S1WDErA86hN0wAwsEWxKMrix6az6b9ryX3gyObqWbxuGjRNe9wYU1hb9GdxcS0jaKzUbWDMTgoA0hNsY9QAu9ZVKB2EYnBpGyKry2WRhhclMamXXQ58wmO9M6YLYTTK/Tz2M0waMrQp8TCzfJNt/TSvPnsu2eyG5aOFdSVtwb7zf1pwXBKLPNA+aqyrLAOLjEhCzNBbSkY8x8FU1g0M/CDSzfpfPKeWT9abx+CGPvHREw2ItnAA6eLQXVkUP1GWxauqqpoXbKl6jIjxR9zfVFXlS9fX1/7Fsm7eCGCnuI/Hue4n91sNNkjoPOfc6c2Nje/Z3dv7i7ppXlFY+4nETCLXenAty/JMVVU/OJtNX9U6t725vv/Gvn/11x/EYx/z6MvCgoCmO+CQA2EEFr2UHa6YOBoy7atLh4cEpSn0v0ctMQwYESPKVzYl6TgHPOdzQc96HlBVINf2IV9KnlwbzYbIwKDJNMgkwdTbjIF7ZcoZmA20sgRPLZY1fudtrS2UUPIKfCNfhirNZK1MyUTE+0ua2gPPkshbK2uijSvP+msECwNrLRFQ69NRLmVRoHVuOamqVwFmDcDXt20zobDowNq6qqrfgcF3TyeTP3aO3NHNjQOlfV+X+7UGm1TUk+7tbbfd/taqLL+kLItfKaytPbh6WqCqqr+ZzaZfsbG+9nIQbU8PGOT8aU9+ojHABUXhzX4XtUamtfKliUmcYz9UjdBYjdS0uYcWAoS0lVE8Hjb5qddcpDZvrPXhT6Es4RmewCBVQqnWzrTnbFUWT0O7hlRjjW0AZWIAVA1aaoVcYxzS+uI9SvmGQF6zBtQ+UiROXNwyYVRCBqqsLeOzjO+WmjsH32TJME8j9htCv5fG4Mi5uGgKa+Ec7VVV+fKyLF9TFOXSbzlYnC6r8hXT6eTLqrJ8JwDnudgHhjxwagr/Ejz4QVeiqiZ/N51Ov3JSVd89qcqdqqownU7+YDab/eu3vf2dvwJgedB9J4PLxRFt+s1j+MASOyip5nC/SsvIewQnZ+RAJ0EtKGZoTEqkmaQTkrMW+O3fhHnFi4Abr09MXsPzFN/jX41/7PLUNndJ0uCrsQLAKGlJCoADUWaSC85VpqVNGhpQZ/Vh34fu5bQG/zuUrgqm6s2C9+2uqRMRdIAPDs7EBwGATVulgTmGc5ROwdiuyuK7yrL8nsmk+oPpdPofppPJy51zp+7vdIAm93uKQEq/7K85XU2qlxdtcTMMHmaMeY1r3T99/ud81jm9BN357sYYM7PGJHteAswE4yY7UvDpVs6kZZRAy7VAsTLIMbOQD3ppAgL6IE5g7PrrfLznF3+ZTzMceBfyRW8yS4BJtDHtHm7+EqWrvAbKnJi+K+qjcrKMIomAImOg2bO8LlbkqbfX/joeafckzsn8Xq3f1HbGMMgnPG64j7UFb3/DH/K/F47cZjhK/lykW56+PanKlwKYAdgGQNY+oHS5KA84gI0VL0sQ0aKw9kfg37HWHGJpniOC9ZbALAASgB7wBjQXvvFFFGUBRIwwCNdC2lK7ZN5hbmZCgG+SXZeHY+nj2DHg8iuAqlJBgINDEhGwiq4QdcruD49BgB1RBq787xDQJsAkveys7YcmiGg2IwU8rQ33rafQEoH8neC8raxP1qaiLzX6RN0gXXLyIU3OxxsTQ8Sco0tvO3U6S+8c6l53/x7Q8oAFWCC+CO680gDQOjc11hwBerMsHgNtlI1DODcqPfLchF8BVBmISeBLlgPnDpYsCsAYGNf6VU7PfA5w7Fhc9Zbcz8qfALimkQotKQziA5nC7LchJ4983iDVPA3r3NyhE4qYRjNIjVkry4GcV8o1SfWE+zRNOZswePjdUBRDd182sSo8vpy4Y59SjAp7+FVXXl4SUYNRDi0PTL39ThZyVFhjq8SJopiiWZxjeMnDdbnUkAMx00wBwRUOaYUK15aURwkDwuYRmIsvAcoquU/WKQEmrhHFRiEMarvhloH2lA6iVbwovz9JW2ig4PdIXltMIqRpnbLtBuqxn9899Ee2daZSD953/D3QtO6sjTioyoUhMoyP50vU4Tg9yBGtO3de+scDXkaAPU/pthKcGWP8rsBBDUDuYMi0I+nBhwDmFVqq6szSNF4GcOog5GFYxgB/9A7gh38A5uM3JxqpNJuToHnmxEucafyvMIGzdmH1oYF7eKjRoDZ7AHpCmvwJuIg8seJ7yE9qm6s40VVaOI92kPVO2l5JN6vLPm0pJxYlMuMScu6Cg5Mio2gyAuydIxMAEz8A+kPdMs1GcVxB3qN8Tu7jWojiDMs0aKnJiDCf+Jzp9p794AeAt/4G6PSpXNNR6ALi6YpGMSIPWdfMXBfPr3QorYj1DPXPyrqfJ38gumJVPtrv8l7V0TXQVprVw8sG5Z4hZ1hsBx6PHfqfWyPdisNwgkcnJ9rWXdC6c3d0jdLLCLDnK33cYJV5+sMt6DlIaToPptmnnTuQBp5NPOLcROZcnOYAoW5zcZDfXm/zCEwXUpPRELwMPOZVKc9+mmi4ZwhEV2mpkt9OaAXBw4Z8VoGjCkxKGTQtMVt7j1zLHppEtDJkESi87fjKNhwQwCWocutCOLrY23GUiK5pmhFgz0ce0E6uO0Oiaa05s+LLS4ymFOFGBzR346BTzFzN8ZE5ovj9rKzWGDj0ziF67ueBPvUzgCuuhGnFaQahTJqpLR0wfFWZ0mYHEWlWJ/SKmEDkUUDy/gRopUUg8pNtn5U/tBV60Itb8om4V5VWEOUx4q8aecDyXtWWGqjz7QKTkDsliiU8SYSKiC53bXuoSIJRvIwAeycIN+8oOHsBBjbdfygNEVoFrjAmO7c+5iHy5hpNYurK5ZdgA1uEQHUXgUsuhbn8Cr8ps+BN93PgAP3GHjwsSAMUWX5Nc02uDXjrZTpcs+XhZ4nDSwDLEF2x38QnSQp/1FBe5lXcrBn4C3ST30D8b9KXym/8ncmoFxmu5S/6P8bEBxzRQzcfIEta7yoZKYI7R8IecwDymMaIr9qqHu5I0rQE5jyS2ltM2+QruFSNLkk2BYO4WOH9fwb88huBO27vNHM9RCspKXfaie80QCEMmeuDJrzQ5rNQJ1aWeEy5oGk0h9AQb5x58wfyjm1JyCYAuaRVcqlJnlpcsMLRH5R2kb/L+mmcucgcRHQNgKmjg0yto2gyAux5ij/WG+sE+F1hhgBFMfcNsFIr4+klMhCkz9OOt7LrHFRVrccYmHf/CfCGHwXd8vFuOzxdu0rSZ9wu53m5lm5ZGTUNUHOWcUDJnIZKe8p6Sg55lZFLK/KT9ILsM6cAofzOIxU0bfmgIDYUaZFw7av6irWTHWiTUB7n3HEAVduOoVqHlRFgz1P8toTu4QCdAKCgFvXHWXORzit2v/TuA72mmgx6ti9AEs6jaT7aijCkIGIAH2VerD4PicQ/DTSSJZlgICOiEZLnlZjU2BRZ85mcCuH1zJaBDjsGpTa+0rwWZUi88cr9WltDpJ9RJCsiBrRyJhPXimdVhyWzoOJ70m0uTkQXO+cuGOnXw8vIwZ6HEBEWyyWMtVcSYQoDGMpX0nCRg1LdwzX8puSZDFZNW1UiFMJxyBrIJDweEegZzwIe/RjPw4qJga8800Aj4VONScpIA3lq5VGvc05XxBlrzi7NmbhyCW+f0a7OgygAAGTRSURBVEoNNAlXE86oobKvkuyZfbhmfp82WRpZ74G2lpx0vB7rZwDgGAHHzrFKozAZAfY8ZTqZmMWyfiR1kQKOaWNys2j/3tr0pZZe+QGzbZVDA/y3gWWbknPV1viDCObaRwCPeLQ/AVYArLZNIFhdpEdcKUg+6ayINtDqB6mtDrUDS5+Yw1BNU7Sx5uHn7bbfs4QDtMVAOcyKSVDmOVhnRYbSSNqUOwf9fLTetu2RkYI9vIwUwXlI6wO0JzC4CoR4ikHU3ILGR/2QMyuogVVOn/3e8ex3GYh/gFFCxoA+/Pd+NdfZsymXGpKF0ECFI2llfix0TDp9hvII+fQTV1rfjB5R2mPIhCclr4O0tZa/dj3+lavcZB8N7HugXcvaHzq4co2c110rn9zaMewNa4AZEV3aHmJXrVG8jAB7PkJA27ZHQXS5D9NJTcmUDzUqmGjfhwZONpAEv5mClB67yHlLvuNTHGi/99vAq18G3HSDPzcMYnBKHphNItrihrRiwzxo+CsBMuWYKUS7xXtUwEAKMEN75WocJYm0ZLkg8pFtKwEw8tArljGrkRlKHQF94hjib3keWr1XRTT4fKkwMCcPRFmMosoIsOchXhk1RwAc999TjcTk9w4lkgyyjJ+FMqDFirE8akFmk5/ZlZ0yAONPkW0awFEE3sTpI0LMON0htwDUAIAw0A7QwTVth7w9VDpF0d5XhYvxRpMRA1L7XMWP77dJzFD5Yn5KmYZAd+gv7WMJmYPc2ysFlkCbNG74cmgZOdjzkC60ZgPARtCshgYKYNLBKvnIIX5SEQ5SKwd8+G2fiIB++a4DnvgU4ORFMBdf0p9rP/Cs9EwPOVZ4OXjUgFw8wDnLqE0y8F616XaS1z7B+Tz9hAPmddBilmXZVrX5fu2tpCk1ZZXCEJw9kGpJmiOS37tq8svLRCCiDSciM0Y5uIwAex7S+uObjxBh1o1KAPt7k5NwmvD5gFEE0nmy0gESNFCmiWYnJ1DYaLmLIvjEJ8A8/lNATQNDLkuXa5Xcmz+036wWMSCjEFY59SJYcO1bhFLJPGXbWJsuBJBee95nCbUw1K7sfmv0ZbqyPw8GaMNtxvtskG8XoXj8GQ10Y3pKNERfHbrs6JFNjHI4GSmC85DuxVwHUAa1JgPPThKzXMQhqnxeyAOHMwmHwJeby45RGXGA3/px4EMfBOZ7KQ8qNy/hYMU0Xc0El4fscaeUVm/C8AQlDxUMbajVuX9G4VBXPKPxrdr3MHlpgD3UZ6IQWcyrFWWLbcg+Sy08i31etdJNlmsgnDC0GwgnARzs9M9RMhkB9jzFGHMMQCWXayokaO78YSC1H++meaG5kyl8X2W2amkneVsL/OavAy96AXDDdXFr+1DWVZqczIf/fs5Hjoh6q20hYzdZXTRgyuqt8a0r2iZ1tg2nzTlp/luioQqNM8tzIFRLtovk6/kqNnkir+wLlc8XUR7dtSMAinPqwFGijAB7HtLt/boOkOVe9OQeGaKzzy5L8l8SOqM8Z42yNl6kKf9qzrM4+Bd7wNZZoGkTnncIuGS+kb9ktISMPoBIC0p6st6ybVcdyaJqcIxDVLVsDEsWSTHQf8BwuyT3iIUSq2Q/TV5tk6EJd79FDMGpl17cAFC0bowkOIyMHOx5SLcXyhoAyzUPqYVEjcuIjWD46iLFLESXjjxXy4jfY3JINI9BMOdglYArAXjkJwB1Axw/kVIcolyDmjIbpPt50hNuGDmIy2eHTPnsHs3JwyMeFCfTqr0KsiiIfdpEOtH4hJbskCVAMm4Zuap9V5QtpLlq57GD7EqG+L45ENGxpnVrRG4Ho5yzjAB7XuJ1BP++poNm6EXm2qwBvIOJ9ONUuLk5dIQ0v5cf8Jc5bVj+cru6Hngc8OnPAD7jmSDXwjiXmrMYALmwWqqrjwo04llSwDs65JTNYuR+A3K7PR6hkJWPlV/2jdZPq/RKDWy5mQ5tEmT3ON6OYfkv0kl5yIm5qmyyfUSnq7RLVm8xMfqfzVFjsGlgbsMo5ywjRXCnCCWOFC3ONHEGScfGPhuGaANV0+yiyW9Wa40etAc4x51t0O23+lhYAf7RqSPAUU4aSbkpX4CxUpRQtSGTWq6KG5qk5HWngNFQ+w/1h0Zt7DehZhPNQGzuqrpApDXooOJl4m04cB8/Tl3ws1N4K22UQ8gIsOch3pyjGRGZRIPolsyKm7NwLCkaaCagatLfhjz3QB/PqW0m459LUZiIYKyFecubYL7jG2Guv64/slt4qAEdFGJavA5xVVB4PA1fUk9WHdpGT2qnges96AYpA+XYTxJLYp+0szA4mY74bUhT3U8i984WQ/B0jcgntJcTWj9/R/hEFg0X0BoRbYyLuQ4nI8Cej3BLFojOnWQQy+iBfdadrxxopGtTQ173hBeWO1ARBSddmuaZU8CN1wPLZaohitAyK8rA/2qTQ5I3v28foONtaURZJDcNJS95bWgP1CHRnJPyX1Je7r1fgUr8ZAseASAKnLUDf56XJ0iinasVUqIvNI0+WDmEiXM0GzfdPpyMAHs+0pFUgBgczGsdwfUAYUVBVjl29vuunprAfpMe9fQGAFc8GPikJwAbG35fUOaZ1oCRa8ryNF0OTnECYllJLTteF2FDvPxyoQFE3lC0bo2e0I5OD/cO0Sv8ryZmnzRkfyWRDQoNklExaoKpxmwHKJNVzjOZF8/REU0AOunG02UPJaOT65AS9oIl8kHYwTzMNBe2Ssqs0EjUPNjnIa/yQUxpbRDLAe0B0AHP/hzgWc+FKcteaxMRDActv8yfL8BQHV6mi2Rgdc7M7tCmSuxmFs85EMqU0Coy/Ivnq5RRa1u+YENGDmh9pvbbwMYr8tmDtveQo8sRRRAe3LAcYNsmUgnCReOpBoeTUYM9D3E+NnAN0L31XHT9YPh+fs+qMCv+/PB5UZRpS9rgjZweOTUPUYgkX+0kBZ42sXwTTS/R/FmZ+wqkbc7ijUOaDgL4GDerpaE6qFiZeP1W1Ye3pep8HABZrvHzMvPjyCUPrVIIwGCb73f6LL+m8sb9TGphsDnuqHU4GQH2PCTs/JoMVW0FjTDduGQgozwrr/NwIAKy/AbLO7ScMgCutTBvezPwkm8HbvgobFEkprE2iXBNUUZDDBRiOOBfxvRqK+K0diNKaIu+XVKtmwOKdPCobTxQ3yGJbcVXwJ2j1RLD/fizwuLQKI8hqkjvAhqkvuPk1flku1zHKIJDygiw5yMh/pXSSwaAtTYxVfWNRnotTI0LNUa9HrUcfl1Z8ZTEVgrHUCIcBD52A/BX7wd2d9OqDnCEQyuq+AozGV6UbEquNauyYcqQJGCdecjz8DcZuXDQGFge4mZNHpurpQVWpgScjRm0EOJdgsfn6R80EmJQ6+3+s2qiEfTICLCHlBFgz0dC/IAxCOd2Zy+r0OrSGEMkg078pK4G42loPGHimRa/SZEHIRIRcPwC4MFXA9PpSgDVBm82GTBAkM6+8HsCGkoMLC+nVv6gEQ+GRymxvDE/2ZXKb3wFnqynGVYD036T5eKOw31MfJ6X1dISZTYHuJdbWVLzz2gJf/+xj91084FD4UbpZXRynYdYa2EMWv8CG89dgoEJ5z4VDTZoQXJVUviNyyonkxqAL77vNzhieZ//BTCf/TxgYzNdVSV5VgGevExRu1PqBe06W9E0WDbZDiZdVqqFr63iUZMlvQOxuEk/8VVanWMrgBMHb+lQS/pTWeUl801jUUWbr3BOJZPuwFLhJB3qCa440ScTk/9PB8QnH37tNQWAMZTgHGXUYM9DrLEAzJ7cjk9qBKscRkNcn0gmD0uC4Dy5Nig0I22jFM28dUSgtXXQ8RMgHkWwotxD0Q1SAw83qjzmCnDlFMqQac812dg3om2TwP6+0bKQtaEwKQnW/KTelRuvpI3WWyEiHxkxMRQJMiQyKkLjabm42O7GLzAR2jUFHgEEY7CJURk7lIwAe0gxHS0AULPSJOSA0g0ky5xe3LzNnT79Zys1SSD52z+Th1atin+UdTJ/8LvAa14Fc/PH/JlcA3mtWhaqe7t1oJTPy3YYolDifbz9ZJztoClvkvS09lPX6Zt8RzBSntvfwWSydLXVWMln0jfSziIOxAS2cmGFNkkmWn38pcKIFYeSsdHOQ7olsfM4pAaC0aVTQtU2pUYjwq7kLklamFUW79k9bwfAJAM0a4EP/S3wu28DnTmNEMObLZoYbJCePhhysADCAcYGebI6SYKMApacx43lU+opv0eNFwKkBkAOomy8XEM8t1ylxa+r+zkofSf7Sev3mK8MbWN9KyeF8C9aLZzntUZMZgYgTDBixaFkbLTzkF5BNP2g7U5i7X7Y3yHCEpODTK4d11bbcIDKclA0QmmGJsBEBMzWgGPHAVtkZrHKcw5WJ135xUGTx62q0RXi+ipTPdFgtfvVdlv9W6L9MwDPaArxjPZZy4uDeQQ51n/q8wNWDgAd5AeiUmQ9eQeZLgPlXSqBAxlBowgZeZXzkP59FSDKBox0hHDJTHclJCcAk9SO/PcuBcWZxJ0dEuiS+zjAOQd63ufBfMYzYC69rA+iF9ohWHq83hKIBmMz6eAbtGQha9yE5c6apBmNOrHJMtGKe2W9eLrSMSk/R+pASc/AL5bQ6s+9+n2eypwi7g1tao2JG/TE90nh4vk7ZowBObbncOgfa4DWvz0Er8GO+xGcu4wAex7SYVz3nvdabPwduRnJB1Yw3R3pa+z7fNKrwYO9ylNuhj7LkCNxj7noYuCSS/2hh/6BjMKASI+X8aAxrKtWfQ2ZwUl9NeRZUa5kYYUsr4j44BNBBGEMUBf9l5SuWDGBrLRmMgdp+lsSsUAUATQ63JL2SyM2smiVEMJm87YK1lF3rWJZjXIOMlIE5ysGlaKqrH6EDf79jsZO7mfXuAaj8bG8HKucJ0ne1gJ/9h7gF34GuP22fjNw5liTdeMcHsn8gaxiWl20DUo0rTThNCXfuc8EkKSRtclAiBzrJzlQ+FSYTWDQQ7/iszzqRNQ94Ujls+E5PkEzJ1eczGMbYXAS4pOVpiGn76Tv/TEO9txlBNjzFULpQ1nSpaeDt7MBonG1QfzYESZq+A1IBpQWwgWWQ6KtrYgCgDHA+94N/O83wNx2q+rk0uJ1pSc7AUk1G5OYt/vxirL9NLpkiKdNtFFJmUTAFfs4KF7+GPeaNu1wDO7AtciBD4SQ8f0IYrlFOvw+mUai2bN8JJ2T1oWySVmkPiPv6BrlHGUE2POQbmB790AHXpLzHBog8XfogxQk40glbArPu6blkrhfeJfV54oCqKp49IsVIM9FrnLSvN0yllddrCAB87AdwkKehlZ58b7LC7g6BE0C2vBy15zv1vpYOrlkORKOlX2Wkx3fAAdKOqHtk37T+jA4ugzkIuM1EM1w+J55wMrIwZ6HdC+nDVpcH7zdAYkyuAcdRRDea+U+5tZS7+H3gd0j005WlvHB7BzwWc8FHvfJwOVX9nVZ1QgDUQ59HqYnE0OUxT6mZuQXhaanZt9n6PMQ2rFe5J5Tlnw0d0xyrpxr8rycWXsHSkWplOnaI7QN3+ZQoyWyNFfw7ckyakWbHXpn5H4HoUJkEki2AFZ3xCiqjAB7/lJGE19onFHL2C9ECzoQ9kmljpeQnuu4QQJyE1bxIPPPiQbGveIPuQbm2ocBde3jfFeUM7nONCgr6pDQAZSvWpLpgP/G6pvwkoEfDmmz/BMNn6WpLS2V+WqxuEkb8XIoUQJcQ7fJ8/5J/k5wCyRcoy4awHXpWbDDLJUIjQT0w6TO6983dp8Pb78EjMFnGNbboxxWRorgPMSbn2j44JY8pByECe/K0wIGNUUZP8mfGQRvDlQqfUCZxmOMX2hAv/vbMGfPdHstKHnmDREBIwENpQ5JEDxR/k9p44RTHO6MNB9A1TpjmkLi4oeBaAMwcNOsC62fMicV+n7P2iihgEKZwxZCPd3EufmsP0S5Sdwha80nwjihJIEEXRmICozK2KFkBNjzEH9uvFcwpFZ3ELZKmm37LbMEUpBN1tfzcrF7u4RjfisdMtYA73g78IPfA7rJL5VVy8zzDQA44NVPVq3xsijcIm+TII5pllrcKAerpG34PQJk1QkgXBdargzRylZvYbiveXvLyU2Wg2umPcfqU0kjCpi2bvp8+nKxsDTk76X2jmY8MKX3GoOpMVg7t9PMRgHGWem8xMfBUrH/TYimW+L9V6ID+scoA1IgBZN4X/it+xs0E83Ak/dyazACIDuLSwM1zessTU75OW2SnErhlAFpIKek0Wt1ebQFMaDl7RjLrznmTLqCS4bAcR6ct4f00Pftqi/f5W2lOvhEeFVGfRjWi1nbpDRG378EglHBPbZT1tExPUvw0TKjnJuMAHv+UqAz25zzbNnwgMi1TWnmyzCdIZDSrpn+h/7vQNB7WgbmiHrKp4MuuwK4+BJ/6OGKMnhAoGSy0EBEsnna5MAqpdYz0YiBwf0VgH1AT7Y3UqcaN+1lX2gOIi09rvfzPpGORm1fiGgRKO2W8LadOW8M0tVbWtt1/4t1HeiDFYxrBWByEF/CKKmMAHse4nkquKHXMgPP8FfhCa0Zdm5pqWve7+DsiU4R5V5+v3QCgQh47CfCfOLjgYY5ubS8Yh6GcYZCKxdUAgczrR6QgKZprcGhpdACUuvkWqK2AIBbEhKIoxNLUByDm7Cwe6OjidLFGdRxqF1ElB5tIByPBszJ1aWdvQcRk5XN3a0HVxfyDjenL1rad6abcB11deqaZVRgz1lGDvaQQv2LV4VrCV/nL2TPZd5rlt5+9/B8+GergBsHmaFxkZ0TagzoYzeCPvD/QLu7PVhxujRthAhq0qETwEwuchh02AmwWbVJjgzMl3Vfpe3LXbPS/qTBftgXWzoeU2q7XCPtbutjT7VklD6OZeEOPwbeYaFEdj8QwZWIQB1gBvwkUd7Q15GmCDcCJREqGhH2nGUE2POQjhLIuSmhLRmkoJfcOnB9lQyBmHqvYSdTCQeQyW+G+a3fAF7yrcAN10UnFx/AqiNPhqghNbn3rc8K01kCKK+vgVhmK8rI/2bxq4ITp4E0wmc7AGBJ2ykRIypgs/ZK6oV8ckioUA0QxQTKJ1T5DkoCXi6WIAgnWn+vJaKSRnw9ZxkB9jxkd28OIsyCgyh6obnJrZj9+wLPCt4VSB1U2qCWzrIY7COdS7IMxgDLJbCz4x1dyDU3jSPWQoXMfnWQGmoEjvx+DfSyttgPAEX5+bJZ7r1fJSFsTbMKBqmcUEYRyaFp61k5qd+ngtg7ltxtRJpMyw2gGkK7jDEwVul3rhXzmOgeeguApuNeBOcuIwd7HnLxhReYxXJ5EhCaUAimN8KxwD6v2tEKAy+y5B8h0ok8ruTiVoBcMtiIQI95rB+Rxy8AnMujEFgZEm1KAOoqwJFgxldWSe0qyXegDuF37gCiFfcOPc/Lx/uBf5c8bPK7+OzY97CfwWC/9l/6fMPewuwa5+xTblekYRg/3v3lleM8r14o/5+uxCWA9ZEiOHcZAfb8xACoYqD9CtDMnBq9OzcDwOAlV3lIEduaPqiH4GSFDgPT5CuuzKc9DXjq00FtmztcGMVAZp/wq66skhPl4CodXEOxqjKkKTqhRFr7La2Vk0m2qADItfHosU8XZhCbZAgKyKGfUGV9+CQ7pJVrm7LwOvOJU+O/2X/8ai52adDBxgrYg3M0xEYn1yFkpAjOTwoAmwAb9MyE0wZ85BCJfReJBm5NPhPBagV1kHjVZbosDIlvhpLcd/YM6OabgLqOZdHiQy13rEhaICnTPqOSAWR0xog2yXhZ3r5AAnQHFdV5pnzn4Xchb433jpyushBB7Qvl3qQvSQT/GxNfJUGlJu9LZg3lTd3nP9Q41Pdb97cwwLFxw+1zlxFgz0+8BgsxEAA27fc3ciGRiH/UJCAIdj17ZpDHTZ1AyS8D1+N3a0Fv/jXgO74BuL53cklwzQBQC1oPoJjQvgMOMpM70VaxofvGBguawpdndUdqzjT+1ylauAb8WdsgBb0YDTAUWyuvcM2Z+nw0gORcL/FGFJbCYP0TDR+dtttxBQYzjAB7zjIC7PmJBTCVr3rkzQSgHDQEaN+oAMU51YPO6gJz0zZoUJaD+tZZ4OabvLNL86gj1/6GTc0VpwgI7pQDxpBTS1sllrUZa/d0ouo1QG2VG9dAeb3k8tjsLw+dktXnbcbaBCusELAwLla5nltXwsCS+3n6HJCNSb5r1o3Wn6FVAdiRgz13GQH2kMKCr8skxpNHECgyqHkaxfRkg3ulh/sAziD+29BgMkTAgx8CPOkpoM3NRDPlJ8HyOmogyEFTM6XD37ikNwTnD5jMIXZUOs5kGJb8XXK8co39EFyoTrhQH6QAFSdTrdzK/eATgdKH8Xh2dl8EUAHMBPQ0AtPWZd1iiJnJ+XyjlGEg9G9txNdzl9HJdUhxRCiMMQRMuBkIoHcKYcC7LjRC/9enolEH3HyLXmENwIccJlihFfJ7nQOe9Vzgs57jASuEaknzUfG4DwFp+EyUhor1Pr5+c+yUb+R17HMaMr/VukltT+lHVRsWfRnKxNNZlaaWR1Ye1g6O0iXF2T3hN6YscyBNl/n6tmI+1Kx/EgqHTXI8r7iaq5dy1GDPXUYN9rDinRAlQOpRGjKcJ9lwZIg7VO6PafEvTBIA15wvosyZlieTbFtPD9DAcNovcgBMsxr4LfyuPS+pFMnPJnsSDISsaSuyOKDLyI5VQge4Z0gkt66Z5hFQk4B/SjTesBzWMEeXfFd6BygS8AbYJjwaXcPLy35XHFrjQoNDyAiw5yNEG0Q4xg+ES0JplAE/xK8ObcgiPeTaSqfB9fG8qMjpiQxgrAXe+uvAd30LcMP1MGElFwe1gTpI01+WBd31zDkTQtyYcysLp9LaCyk4DbWhfEbGtgbQGqIW1BVcilUi438z7VpJm7ddCvziwJZQbAq/InF+pf1MfViZ4vCDUh8etkX83pRwWBsXGpy7jAB7HtI5WZM2lNpRCLfZNy1uoimAmZlxzKkhATfj/dBzenLgEx+IxgAfvwn44F8De7uJqa7F5KoxnFxL5uAvtUoeLSA1VnaPFjHAJxxZF61snHoI37mGGHaaCpOQ1Z5l34f2ScisFvBwJy+cyx4K6eKSxB6za9barC9923EewajpaLxG7CbHd6gghOSIUJJz+8ZYj5LKCLCHFf9CTkE0SbyzCtgNcYXSaw4IbUw8w8Gu9wyvWI0j8zTpd5KfiYCTFwHXXAuaTntKYQWQ8u8S1Aj6xKBNGnwxAX8u4y81CmSAe03Ky/pDq0tMa4WWPvQaxDoxKyY6v0jBMzYBaeXN3iFKKYOQR/w9aYu+PfrIhf6Lt7YEH2wMw2TuzOy0ae+A3dja2T1Qm4zSy+jkOj9ZB8waOEABMGzNeiZBaxEe+cy0Z+CmpqNwtgRFIwy3x/+sEOeA530+8KznwaytxaWynL/U0pWrzsKgtyJLuYw3bRamqa0AVS2KIAlh2ocikCFIRvyVaYdf+QQSNFx5GmxcRszaIQ+pEwq7bJ8ByXhU5b2RE3rom1CNkL48Kiak4yRYp3LhFZdeXAJoMMqBZdRgDymdZjED+uOMs/CdIMKxIrnDOLBYULu8J01O393KKPeEQRm5tr4CesWmU+DIEaAokgGtLtdFOkClJ1rTLId07SSONW3jVOtVnpNAG58VxdWokTAxau3N9UDpAHIiJC+zLFjbpPlmnan2q2y3kB7ncjVN27B0tTA5rT8jPSILGdsSMMARjArZOcsIsIcU5whEtE6EKnoheLgNN6EHPOoZSAoNKfymAaocaDJdde27yDc+H4DeGOD3fwf4n6+AUc7kIgYsq0x9zaE3tM8Au0H9bYiPXvV7bJ/Y/sGXNkAlsDa1bBIYioTgIBb+8n7iWn9GpSCdaKQjit83FHHQ59Vrzfz3xEpg4X15BfqvYULkhz8yzxpgMIFfGj7KOcgIsIcURw4ALgEwjSDHXtDIzXX3D20Eoh59MuDc4d+TwSZ+10JwIO6n/AcfNfAPHwLe+fvA1pmYnsu0Oh04eB4Y+D4YTTHg5JN5hnusoukleUmtl9K0ZLvxNnHoNWMr75P8JuvLIE5MAJqVkVk4SthV1qe87bhDq+Ndzao0wSIVuGo/VLbYv7ENC2DQABllQEaAPaSQIwC4GESZ2ZSZb8qgBISjQsZz7sPHyc8Dq2+icGDVYk+j42VjA7jgJFBWybOxHiscaqtojawt9nFMHSQ+VdZbWg5DcbhmIL2Exxb58HpIk5q3qbrxDOM+Y3QFryt7TvZX+H1o0YS/ziMHGCQC+mTK0xh4F3gmXXztDEAxxhCcm4ycyiHFD2QcAWAIbDWOMRlAxoFo+piuVRqf5PKkHGQ5rFxQEJ1iwrmRAIVzwOd8AcwzngVceLF3cikxqdyBo20gk4GUZgJzbZ195xMBB5UhR5s1/e5g+61W0yYWqbVl5r/oq4TzZeWCGbYYpMffKGnyeiTPcpppQJuOK7L6inTl40Cpb3/Zr/7i1KvpgNoAFMO2puRPNsAoB5dRgz2EEBHqugERHY2DG74xk41TFK2DtO9KuJK2Yinh7kR5IK6vWlBAohxJCNCJk8CDrwZNpkn6mul+roMtW5HFNLrsXpGHxl0mn83wdoUalxnaRG4JyO/fz8HI00r+O6DBu9AGA7wyn6ySyWLAcvCATUlfsgR6bpg76ox8HvFlSNhaYun4e9eco4lzI8Cei4wAe0g5dnTTAnQZwiouBqyODRTtdQyDSS5A4KuA4n1IATksLNA0GWBAWxPPSM6Q34f3/Anop38M5raPx+ey9IaeH/htiE+O3nfZNivSSrRVk6YfPmsceNY+Xf78epa3EiKnhYIlExTXqFkeyXLWpCyUgCGvI2+n5Jmk3qljredYdecZsi6Q9BSSqAqG7UdAdHSYcBhFkxFgDy8lEY5JzRJSm0ycN4ifgZRHs8Fxo4RDhetamFH4HNKRnxPA7tLUPNT+IQu8/8+A//MLwO23ZdyxNF8PQlUk37Wwre6fdFrRQDqxPdhNfOLgP/AJLou04GVAOont63ACxASXa50aWMbogsQJGYnOwYmP5GcZELAfX88iCXo+HTBWRA2gf9cCULOkpzBYH71c5yYjwB5eCoDWyZFqQqsOBKk9QDfvuUYUHSBApl1l5uoK586wiSnyLEtgNgUZtg/BAHBoMqitQgfqSJEAUDVxUV41fdEGYelrSEdOMtESADJwje0yEI0hy2W6fqVYDEo080yTHtCq47swMHElGrH4WdPgezWX1VEitQBqY/sJNV3U4N8MAFOMck4yOrkOId3AsfDEP4D+hRzkDJEOYL5Gv0sAIBfBIYAAl9Rz3KcFQHWSWAX0wzlLIU8O3oYc8OzPAT3+ScAVD/JOL0q30tO83ZnzipnDgxoopy00Tdj4s8qI5ZGEYMU2YyYu+54Ap8bV8LyJEk2PUzGrFjLEqINAGwRvV0Bd8c4AiHVS3qf4nPw97psb8+IvQ1o3udQ68q+hrqvCCli68ZDEeDtVAGarokhGyWUE2EMI86AboA+/ydbds2eGPqdi+gHP8grp8e9ZmXgqHIBMr/R09BrCT+QYuIaHH3Q1cNU1QL1MIg443ZF47MGBTKmZAKXkOmuPcAJrH6s5vG+A3IxF4zeTdu7USxM4UgmaSsQHr49Rnok6IuuvWAbGA2v9NBipkCunasRBBuysvKlmr2jfDDTjxMMoBE8J8wk0fixBmI57wp6bjBTBIcQ5giMUIMxM8nKu2HhlRQgQ15QOGs+afDf6fgVdKJkvMxGI+t2QtCwIAD74AeBtb4Y5czpuV8gyy9tCTgDIJ4X4OK9z/JxzmjwCQ/KfB3aghTQE2PX30WoNml/WHF3G5ODa/aaF4smGSC2YNMQs0hqcD5VWC4VWFFSRYUCbFIAv56UItokybEykCfoGCO2LypE71ia7bY2yn4wAewjxL6qzACoQxc1dtLhQHpKkyVCcafhOSZ7ClFVMdX4tWXLb/Zdr2v0Q7e6x1q/ieu33+W0LWWSEujhhRR2Stf79jVk78tMZJNUgNWfJ/wagCea1DLcCazPHgLCnSoXTLjwbNeK0rrIHNQ7bGGR1zp1wuuYa3x/xvkgttH8/0jr2Pcxujto2X8prOF+V1En+RhHIURDh6BimdW4yAuzhxXprymQDVg2oB9IBzn436iAE0166DBWnlgZ+/lHuDR6O9Uy0JTDujZT0kGpYmtNJRgX0z4V/esA7bwfeRoO0A2tTxzT18HuqJSP5FCcWAWTx2HDncs1OAKdGRyjUa+bkMn0X9L8J7pfXMXOS8TKI/umjYkO7rYj0iJRx2u9B8xXNGZI87kYN9pxk5GAPKUTBpLLR9OZaEkHZDV9oemFARe0FKVBELY7671A0VQjw6zXPbmRYA7hhMI5ldg7mqc8ArroG5tLLEm08cXANaNDg6UtveOL01we9tkpKQyxS0hqiVTjHLPfp5/fEMgN+0xteZC02dyisTLZpbA/0/CZJ0DeZNi0dUlntmOPR8HtTb2oWnSH58/DBkEn6TrDFQU409bhb4bnICLCHEGstrDWuaQwhgGKqTqgxjZLz497joWWUgecDe04uVU2cL9YyDcnAgSK4xnKgH2gZ7/vox4Ae8zhQUydLZQ1TpYc4Vi1GNLlPcZLxe7jJzYEqzQNpGqsmDPa8LBdfDCIlpMu1/oTDDQ4z2e3ys0l/SbTg2AYmA0FeEelc7LnprkaMLuCTatKm0fE2UGPq7+8rahKuuOPzN+u6HowOGSWXkSI4PwmBOblWAGFpr4wfHeZoh5xX+br7AJg+PU4faHmqO1IZ48/iev/7YHZ2hOajg1EoT7L7lDRpg1Nmn7CzTCsfyNCARW5098rVWxy0OJ9L4jetPFmbhfKzWFQJ0Hxi7Jffmu4xYoBNCd8af1uhgfM+C+WRzrrA5XZX9IiKIcfmcI7y7s0LT57AKAeXEWAPI0Rwzq0BWAf6FzqLbQV7RQdClLi3XANpIOXp+iRy54YNXt+BBQeklYvlbawF3vZm0Mu+A3TDR/P9YJXyaIsskiB7nhlRAoJg92TDmnnBVw152Z7BS57VX+MxlQmGBm6RRoq2ui7mI4A9cuesTsnEIJ4ZmhB5PyRHJMaJtbsuKJRscxrWRnl7Bg423euh+3sCgHqK8ii6jAB7GDGAgVkDaC3QA0ObM6tam6QQhKNLG2CDGg4fPHGU5aCtrUqSm8gYGKCpgb09GHIZqKuOOO33jMPUHE7imlkdqRDSTdJWQsM8mPWr0ALAxTZi6VnxXU5A0Xkp+lOLoCCRxqABLSZRrlXz37M2UibHJGxtwCnJtdmkf0jvi35SC3QDD40zF2JczXVOMnKwhxQCWSJY7kjIlr1yp1B4ya3higxMDBzPtU3VzcC4Vy48xCcxh4NpOxBCFsoaPz3u8TDTGczJC+NKLiggEurcrxjK24BPJtnCgY7H7E3l1EmXlTWkYTg0iXO4TJqvXNiwcoIQFAYhL38CjoL/zdxCgacVYW4rNZqo5erbVfJFBv5z3ylDnGgSdiXel/Q+Xaj3NgKg8VSDc5QRYA8j/qU+AmA990rJeylGFMTAfxGCIwdrEGmi+Ys6d8i1VYTPAdSEAylGOAjwNM4Bn/KpwFOeCtc0sAHQJJgo4AWTru0f4qI15xTfmCY8a83AIXw83pP/boLWlbaLpqVxEEyWNnflSzTeAGpGLO1loB6XowpnZNDKDSuL48AoKSGWfmzfAYdSEjGS/5jUaegdzSIXRN+xE2VDddfgNzka5YAyUgSHkO7Qu2MArXOeUK6Vl46PcF+QPrym5ww1x5SmycjriQdYpJEMVvSArJqjp0/B3HA9zHKZ8Im87Dzel1MM2sY12sjmixz4UtWUIxRaVdDcZHnZF15PiPaWPC+/xp1mvB25hs7LwfOPEyanYKJTjGEtB0IWCYEhtArlYLx+vq8EEu9j9LgO8qt5Y6zcFc30INvNKVNHKNyIsAeWEWAPIa1rAdAlRGKzFybRiRF+R6r59dqavkOV5GO1gH65sis4JzQ3CecsA4hwMAPgnVpv/r9w3/4NwPXX9eZ4FouaO7UcBxiWJ1EKvCH/QQ4SuTYVviXkgAIKEbAFGPOJjsfxkpgGEmu4q/fQ4pG0bEJLl4Vi5YkTm3BuBQkn1voFD0LDFJNG3N6SMyQ9yoqJgRWJFVbjeNPiJ76FgoiK1SbbKFxGiuAQ0plMBUAB9TLNM7zPUXO1tjf//EMxrTjgxGIFno5mzqUxqogaR/ASc65XPttbs6kW7Ha2gdtuAZrGJ9ytagolzjjSA8RDZgDHJFABQ86mvj39jEBdbK5TQI63VxbLGtIi7h3Pn+MNyrcIjJRFZ+IHzpinm6UT+4SBuenfl9guCa+cc+RpWiJPMVn05xf0E6gkEVJrozP/Oz+A6Qsc02MLYDaIaBOjBntgGTXYQwuVgOnHwEAoFfuSaDGR3wq/MSBDTNLsC2Bxbbn/xkM2Y77JX+SgFMpKzsFccy3w1KcDR472nCJ7jntWsrINhIHJ9uCAy9uIc66RuzSp6iX3V+g1wj5ddR8E/kyY0HjZuh81KyL+Lsrs2MQq68WbJLVU2KQo6Rfqy2eY1ttrzMzhllEgBkZrdUkjsc/GsuNk0E/OuioOACgNMMHqV3IUJqMGexjxfNg62DDNlpUihAwhMTm5AyRwdCENl4Fs6l3PHEVItZ1Vca8xukDxUCfc5TOfDfvMZ/u8nEuX2YZ7eH1FwH9SJtYWQLqXQhY2pkQfZGUL9ZCRG8JBxtNNuUqT1CH5vbucHKKYpMmfMWn+vMwJhYPodouWSvK3zzilMBDBFkB/2GHiXBviTYX2DdZWzHYKgK7t75um17+n8ArZiBnnIKMGe3ixQK6JSYogmF98tVE09Zj22a/G4VxfnxkZ4ShBqu3ECwwAs41EuvutTIensVyAdndAbduVB4nTTtZVaopyP9LEqYZUS+XlgjGJ915K8MAnwMTagOdtrM3SyhZDiHySummaONMu2bSaKnOU7qVAHTJxcJSb5uj1TctpWPp8e8ik39k92raOvvzsXeDausRUxlMHq6h7GSoYv7hmlIPJCLCHkt7MM/1XcQvbbAUQgzYFvbhIIdFw+2WncYcjaUKbHsG4M0J6+YcAC6JcsBb0ljeBvvObYG74aL8fLKM3fNHSpamSH+5NW73lkr0PFIcWN/3lRJCky+rpWHsQucjrJoCXhFYhyTdrl/A5AFn3L7US0n7MeHjhmJKTXdAsOXCHX+REHVVINpn0S215mSWto0ziPG2N10hagniqowZ7jjIC7CGke8ddGKk8EoBrG4MkYPdXalSJKMDIB641/ebIUekiAV5gwBWAQqYrTcLbbgH+4UPAfJ6A/ZAjyQAouv1wQ34SpBwD6F6hN7GeAVBJlmnAcaRtSs4XLERWAcI5yAqlef0l6GpcdbJ/A6cdxP2JE9Dk+SWaspHxuyZpI96HWV14xtzK4YDNNX5RST4h8hv6BQomlgcwJYDJSMEeXEaAPZQwDwXlgKIBAvOGJZ7fDCxkOJDgOvvcmY0XPNvotSJe0pBWAAQNOOL9F18KPOJRwNpaEh0RYx8VSiDdEwHRTA1iRdkReGUBPBKcVsW+ZvGprI0MeFxr3paybaSWmGik6AGRnIvtGDlnSsPHZF/xHzinm4fm8XSYxRIXH6T1lBNjrHkATiB9joXysQpH/ZYrBhT4EP21HPH1HGRU9w8hHexkSsSQRsTjT1PtUgx6NsDlxtQZx5vwE0ElS09CleY1+C8sLCz+5hzwvM+D+eznwUxnIOd6k5QN1MSkls4yzvsagyGKIhRFs1ANkIRu8Xu4Ayy22YBzjwAYSp/pJydKnzVspRbvS6Zh84h7SfuwKqVgxfJKYpZjxdL8rbWpM6qbSIyw7VXLnqnuxB+IZHp/23776MbowdjoPmeN3h1lWEYN9hDCdIFeCwWirc5DjEIkQeLcSBYGCA6W2OYrbDAGoLPGwAaTnA2cZHWUKGuqUQnzW2pSZQXMZiC2k5YxBoWxSXm4JEM00RTzwStDm+SEEZ1I7J/qFBvul6j5clAc0jIlVRGeT6gelg5vE0mLJKBlkJ5pJugOyZ2mHK2JINq3MVtAQiyPLvQrap0J9dRTPLwOQ/RH2qF5qxORBVE1hsEeXEaAPZQYCJ0CABto2g/dY3zQqTtwsSD6hC7o/vbe8V7940tsEx6QPZdpx6KsBr5s9PbfAr7nJcCNN8TtCvm9hqcreOQ+q54bBntOThrh3p5WQKx3cIat7AHRNhkXysBziBeObSP5Zul8in3FIwVSB1ZCTaDXdCMYK3xnthsXwgRtkj5jMwNrNz5t9nxLfF6EkDFmoFcKoprKGi/mZyTYlgTapBFhDywjwB5CHDkANCEiZUNQBmCU+3SjxplFvCLjR6WnPw3LYZ9NyvNykAJLg2tPWR7h80c+DHrXH4G2zsJrRv0zfBGuHJOB71R3aTL50tWMp07y6duRhzYl5TXsd9FmETgggFbUX93wWgBvQicg9V3GEDz2nGxPbuFoWMb3cuhXnrAURENlk1SMQxbqsOikeA+xaVWEpMVCh86M9Y77zRbAeC7XucgIsIcR/06uAczUVbTNxDSPmlrnNHKKc0vEOCaaDwdZQhzp5CgbI0akwcskaYRM/9w8Alx8Kcxk0t81wDVSX1EekAaALbJgbbOfeZ9wt6zd1C6gFJw08DbatRACQpTkIzXeSPeIciVM9hDHnDjLOAWhx+JmlAp3SLEG4ifw8oaITjGIZKBouVp7rlBI+0k5/q3GzV4OLqOT6zDiR+MEQKqpskHJAYbzadybnZj1jHtUs2ShWb221Q3yTqPoA/HTM6QkCIH9Fp07ndMLz//nMM98NujEBfFMrqivSCUppKtoxMFJRWklslVYFugdQQLQ5dE4yeoq7jBkzqoImDGEipK1Cfx5iLYxAJzIK9Yhen1Sx5iRoKzE9cowLF5mY3rOtfdekXcqRs021VCltRL7IlS0fz3goxP6F3A/6oUAWEEAJ1q3wfqowR5cRg32HCVonwCt8esSTKLOFrXQ/re4aQh/XoCVFv6k7djFtQkjfpPLIKXITWOICOb4ceDyKzoNFnGysIlWJuq5Io+kbDzKoAOXpO1EVEF8hrWX5jlPTmXIwr/0I6+T51kcldyrlre95Ha5YzK5F/mJwuF+3r8y9CTlqXvDn5h6aix7n5LXiqUnALnvKFmpvEONyI/TRJ2st+0IsAeVEWAPIZvrayDCiYwb7YQP9OjwgH9xPX+L7nv/l9MKqqNMaredja7tHRudLQpFwE1lDhrRyfUnfwj3Y68Fbrk57gCWbIuYlIPRIyktmOWpa3D+40FMTtlGkmPu24F6w5hrtYyrDH0TueGg8bkVk5VsQ5NXWN3fYeiZ7qp8hvO1iamfcMAdJUASSPuG7+NbTU/+EtiEzTopfkxU3yFZX9TLfftrFC8jwB5OKiI6Hl5MHoQfJAVWf2VolZHcMSqCLAuWt2yQxFvBH1NGRdTuGGCw8ZYM92D+/uX7gTf9MuiOO/oYVx7qlGhs3CmXgr9MXzrc+Coo6aSSdEM00WVdRbuFmxOtmtEN3CGecJMcIAfMf9lWfBKTK7ryCqeXhibQ5D5iVg1zL/L3Kn7mzcE7mxOoDIz787YC5RG0cfn+QJOC9kHgUXoZAfZwUgDY5BekBzmI3xKOmZP8Mzf/eTpZTCbb6o45O7IdqWTehj9nkgEptUbXrVKiyQRYXwfC/rW+wIl3nWu/IkOfFucrWduoHLDmfWftIrXz8DvnvjmgxhZhYUhDTr9oyjMaIqY1sAAktkd3XXOuETrnI38+zlUsYiBtDPYuyWPD9yU6WAMzMBWTcXB6id1o+7ZNHHDKhOZlslwsMMrBZHRyHU4KADPqXuhkSz0xkHsRmhQUaoE7V4zwGBuWFx840rkDoSEJbS+5T4ImEfCc5wOf8qkwVz7Yr+xiiRogarVJHlLT4+FVzInGl+tyLdSAWDF70HLdyia+2iw6jcQ17rwyfQVToAwrq9hn3l5p+FPfvkNb+PH6BrM+AKu0SgD4HdGQZaG/Aya9Fk384LSS5YnACWi8e2pB9BeS8oeymhzQe58ASspDwEcZkBFgDymmUwVJgJ2xNnVsBUuM2MmxQcNTzHquSXC+lGscUsORZrXUpgDEzbMjYCihU0QEXH4lzIOu9sd3k0MKX2nZSQzkQXOfabuJBhkde6IM4t5sskAKIomviEgFzKDgGTYJJtZCF3GQTF6Mp+X14NaDZTuO9X2NlOpR6s1XYUStkvK68QoQm7TkO5T6ywTP2s8+SCrIfjPsOdmRYlvEyYMvvXxfB+ooXkaK4HBiiFAQIXFapQ4m3awLJmh2nhaQaMLJun5dGY4fuSZpGXgkq3fCd6GlJU4wY4AP/D/Qr/8K6I7bQTAx9CvbXEVysjzcrK9Q4qEP9eb0xCB1EOolTXXGH8tJBOw6B1Cwa1AmhcDxyjhVrfdkvHPvmOpBLXr6lTSk80zyn/k5YSxtwSvzBLVtCnlCYZEBxXqm/K12bHzeugCBNjEqZgeWEWDPUbrXzQI0S4/XkOYZ4yClc3bAa85jMrnmk5yaEDGYrUJi6Sb8rRKUzj3rROmSUWMs8CfvBL3+f8Hc8vEeRLt6+DhcKwvdpwcxHIOCJWiNCHYkBy+vs2izWGeWL9eMgaSsHB765ae6882w9Pu0+z7hBeR1tMkEaHLE19II+UitnoVeBEgNIKhTAuKL6ABp5QxO9gjg2uXDG5RC2anvQ0IBbe4ZRZURYM9R2rZF69yUiNblxtbGWthuN/0YCuTvSGNfuXdehvMwp0yqbVE2wIeE2PPcvE3SB3JtLXqhbX8vK49jAB1KwY1OCXIxVEjR5hLNEtABlbeLuJ7smGWE463jHXo6hGm0WtqhrU3CNWbRC7z9YjlEw3PnW99fqQNLwlPY40C221BHU6AiRPk03j9xBIqy9vOCthCFKwfsXTQ4CqDCKAeSUdU/R+le/SMgHAF6T7j/jY8dAgWvBvW/Of9Q1DyHTVKK2mvk5yRhCeQ0QHw8XTHVr2xSNDZ0yTsH87RnAtc+HLjs8u5EWerN2MRrLpaZogcxzQMv8+NOJu7cC2Xh6UZAFUBNROkZWsbksM/LzSkZ0T6xrAy4DC+z8hxPnxMo2UbZwlyP/ci0RGKlTmif5I2gXqsksC0J+apBxs9GFGV8KYm3zOWAn/gP0i4ECFN4J+8oB5ARYA8nawTMJIdqOwdXr0b1khz3ghyw+PUwKOO2ddQDBBHn/ZCCBgRgMy5YghYX7uE3j3g08OjHwDRNF0WQHn3DgUyuRpN729LAdV6O/oyptCE4iBnmUEtWvHVaNV80EPhivtYo0c74gokAohxMwkdm3nPQSznvrm25yc+dT2wS4ZEVSTxq4j/q2yvcl+8lIDuP149imqllYZL6SS+k73+wVChO7DY6WKNMMeLGgWWkCM5ZCABmAFV80EruEGCgwUAx+VEsTOC/yb1FQTS4vSFC3jxgPnj6HXUDJk0jNW27AW8t6LoPA+/+E2DrbH8Pd47xSsmKcm+zXHxh2O9KvaMhkJKuaR27fEl9trcKhBM8N48lxyvpAM71Kun0/Z72j+zfwDPnBymm9E/cqYzk3gim51KHvGXMB2DYZCgjIjLymVhZ4k8mmV2M8oAxowZ7LjIC7OGkJELhAcz1IUcdiBgTmtX0GicUTk8JX0p4zIBHLnVZrDolIBuHkWbo89PjdAEyBvTbvwn3yheBbrzBA64oM6OVk/IguU/shhV4UPYox1LOJcp6yQMS+aAniE11RFr9Ygd9WS3XeBPO26RmPu8X2T8ihCm2Q7gn2zDcmli0tKLSodY7TVfxsf4nStLhjRG1XuYczWageC/6yTE426QjkjABUOznBxjFywiw5yjOa4Uz59wkmrfw9EB/OFxqdnOJgDUAKBxYAwpE603RPpVxmn7nVEIo16oKti2wXPZcI3LnyZCjLQNuEdVA4rtW5swgTSvT/xXKlXRipdoyR2A2kTEATMOWmfUwUP/+c5e+0iDRicQjLVzvAOMpcO1YnnqRNUxi/5uQSfpbp4mG3cTSQg1/T3feYpn2aVREKPm+DaMMy8ilnKM0TYuisJcT0Yyb1iGEqbf8O/8xESQ9oGlFXDhQB80vcIrR7GTPSS+9XGrL41hJPoveEw8i4PFPhDlyFLjwwrg4gZdZxsQmTrPuv1lYGitHdr1LM67uMmYQS2L8MPyWetRxnL4MAwNehm0RJTtdRS7cUXavPLmg7x/mpxLP9O3VlYoAawSxQdTxpCb2dWLhCLAk/P/tfc2vbdlx16/Wuffd9+X3+rU/utvtNiQkODbYkhPjABGEhNgJdhBkwoQ/g48ByAwiMWCAxAiJUcQAZYQCyAGCIsggSGBkBSJkFIOT2N12sN3ttt39Xr/37jmrGKxdtX5Va5370TGTeFWr3z1nn73X1977t6p+VasW2uIFBmsxh1fnTPkic1R1X5p6ff282PJwzjY7mFVGD+ktVb2z8hFcTRbAXlP2hwN2u/IehToPZXlanbliO5pAYRYBMNqK/VJXHhJIT7XHeAkdnNc9KjUbEH/szwIf//PAfo9Kmx5m8569725q23HoeL71d9YHirO9uI1wAA6/0Qolr4JMf08RKJSPdjImyfdDE88Rz37gJgSjqjiJRJg4QPut0nx5jBfezPbwmx2Xfg68rOQg4welexLjaAcv3xYJo3ZHFQq9q9B3QfFFLLlUFkVwTdmfn0NV7ylrr7YJYXZcmOMlhScdjX1Ft/iY/+KogUwxxKiB5IhRDOcAE1+H0Mqy116F/u6XoI8f9wxe6fxs6vc40phLITuT8q6zfjy1hdsZHIe0WIDHOazCUjb/MU5qdP3gGKTx9f7peK7XO4wM34jJNLhxmzOrZZbgxY5Pb5zQ78xNSywkOL4StzPms5Vthww+lv42Dvbu0mCvJgtgryvtJbnDL14Jji0+NzqAHGSAcUVUKwxFSgirsReoVz9ysF0piks0ZxDA5i8DFwDIbgf91X8F/czfBl75SttZVhG05ylHSmY3L3CIY6YRvFLYFWgyqXkymbTf65qI3ROu3/ejEglgNlgFVF9Y5ZbGLl4714TdNpg5FPPdSbRy5yFoYoItppBQdoikigTxVtTMIUeTJ2m1Ti1kT5hrtdgBuIElV5IFsNcQVcUX//eXUGu9ayn5dqVsCV6QXOx6MVgk5w9gik9709rWMO2SvEUHa8sK2yGBON38Qk/oAU7552a3KvTRI+Dbr7c42NCb3jY+bqa/g6cd0w5oprVm0AthTIjvu/+VBKxUR6g/WQbDsloKR2ImkukNOzdv33PMYRmANFE6HoPMoMaMgjnS+kzdA/y9Yf1++/0BWUbGd5NTK1xTJM/Aoey8VY3QXzECF4NTcgfFTX5ulxyXBbDXlB//+I+dKPAsVLErBbtd6VoFOblnXtZB++KwqRJzDmid0wvTVHTuDdejuwMcexUY5FQV8sMfAP7SJ4D79x3EbCtqpu6OFDY/PllowMdLMr+PURoMptmA9VVqaRUVUypZAw73YcKHc8LrWdtCaB0BaZ9QmSo6fhOYCnLQE3Y2TcDMPWPUNiAkmsn1dodVtm/opg7EtznL/ISTqvrc/nDAkstlObmuLzuF3i4OroU0HfJHkPYK9JfdchZkEznGK7oXI5jOoLL42sGJNUTJC3RLPTiDQOM+RRXyU5+A/NQn29Eat7fJ1zoAczno2vHMkRS0XHKUsROMQTMAyGD2U+uOgFd3Vsmgqdr3OgFfa3uPmKCctnb9UFd38DEw+3VuobDjsDtF+ypWczAhUAVxptH0few4T/peHt/M0AcezR6VIPb8+CgAgN4/Pz/g5iIKLpWlwV5fdgK5udvtUMpuUMhU6xQU67YoYbYTgJvfrnbZ9TVyrqydJWcQgKFs6YWDmbtjCZlFBHj8FvQ7rwP7PSk1lKQm+VIGXYi5VmpXT8/Y67oodM3rYDMdtFsCnWsro8YcsR0M87LmDNyZugy0CPG0s5C44Wamz2rcJjnqMw1qv+hQiFec7+yodW6NZgcnD+gY18rqLVz7pgcujYj9kQdvPnqEJZfLAtjry76U8mi326Enwu5iK7eAaH7PNDkT3s7EtCDjVdupXZsVTHYsZccEB7UjvBoj55s6piKon/0V6Gf+DvTlL/eX2l/ayXXZy2/fU6SAt2trTE38nnGMLLwNebg4aZFGY3hdvXFXuqGRPu8jNkxGxntyPcnhZc4kA2O/p4kf9sZKbIcNdnBo+UyJyQXRhA9FDnxI6nA3OfgpoD5vbeHwlPbT7d/98ldXHMEVZAHs9eVQijzMQeh5MUFVnW6GCKA7fkAvg2OZ8WYTasBfWHi5HfjE4z+7BSjDtdm0tS25vZZvfQv4/d+DPHnSwZO4Ym9eGpTshQ8LkSbaYtQD59Lf81GD9CPb95oALGzznbnrpADShQhTyMZrG2gG7TU75sLii3G1GgNv1KTzaTZZok+a4dwYPgZ3cJJJzw8WaaM9LMsahI7I5PgKxBaNFeUjvvkTH/vI+FwvGWQB7DXljYcPDyLlVaA7JXL2d38Y0+e8HYw5dyxjkUI9DpGTsmQ9mU3v7YOXSV8HXpaVEE7zxyIvvBfypz/SNj4EAlg7V4sIOLNzZuBpYBecWhOnVFCsJiFfmY3WpIEFuoB+K5KQNTsRafJyEJ0YHkKgPoawTRJkU1tnvPSUZmDnGD0BHUi3Yz4JIgCl/Yb8LORxIe20P28SAXqgnfUZAKdry5jLZTm5riEigjcfPYTYytXJ86VacTjU4157xGe3GOjO4j1N40gxs2FPLXZ0jR9CXbOcsP4bgHqoKH/lr0J+9tPAySl0c3KF/ZeIrhg1ym7qc2Yo45Ul1VdK14ih27LX1C96+0d+2dpm3wXsKQoTFPPCc63TLhdvC5vaxqMKIbAQbc51jrkLSGfP1InOlrV2sFZR75vTT4II473z84cuN3L40YqxfA4KMd3LB1fp1usDtLSF51hyoSwN9priCwoECJoKaRyj04cAJ8WFKl0bNErT1LJnPbeH6u/2nM7PMx538rK19gAqBVp2A5XAnOMsCYrQ7yLSNwME8YmDNhq1X/F2sCYZd3jIK6+Y72WFkznQvDrMQETp+kBP5kkL5JQjjt0nGOJA8xJi3wOL722qa3AcpjArdjzNqI4QrtVnEx+QqPGzOkoVh488SdHRPrvcxtrV4EqyAPYaoqr4/a99FYoWaB1+Q3sYQxwqObd4OamV5efY74l35ReOOdUQB5qAeNpuRCXGNCHJ9UoB/sOvQv/hZ6CvvNzCyawNdP2xOjjqnZ1x3FZrwBCexX0lYOSJJ1CGHpUwrkjjUbAWDJNB51mm18WOXXA80QgGusPCByBprzypwrVkX3EWO9CfERAAHiXC+7U9F7C3olNKMqkEpnF3Ln1Ct6yk21eUBbDXlA/94J84UdVnZ07dWuvUW5w13aC5JMANCbEZbKi68DqEEKjOa86uCQ4WAzBrFtBW/rz8FejnPwd9+GY4l8OvsgMtcsLiE43FlzL1yZquHctJYzi5TdcS5/UFTTOFb9EgRc4x2vSBkpnhaQ4pYydlfgYC/cztHiZPczLFnA75ubDiTevOEo5I+qv8nE2voEiXfk7geUlzpif7TIGT5eK6XBbAvg0RaWrBsPoqa5bsWEoJYcq2zp8f+KCN2nXovF6IluFIBHqHZunzZAY8trqJNERVBe7dB977IuTGjQ4+xLtiVr4Vuf21yAQHjEGziuDKZnrmRGft5uOdq96uIsD0HSD4XmznslUQ6I3UF7svNhl1TT06+tzzbwpownFebNDHLefP5b+da+XzPbKAAZMGiKLMJiZH9FwpAWvk5DWWnZ5RNHpg7WpwBVlq/vVFATkELk815gtgaoAuzBwbm/xhO5hjpn70JHWtgjzbpBhZZQEgYsgTIpLUCvz8L0B+5ueA+89AD4eZ1en7Y3k51EBPD0h9y2v685h0Z09vj30eAG8SHdBDv8SBbqZlRxCJmikPhac/3DTxUmQES/T1TqPXXZs1YPY/Wxb5pqYO9vEyZxs/dn1qsXSEOb+rcNpCLlvywdQIsedC57/HsT6ttS4O9gqyNNjriwLYu26hUVs9xlNmJ4oFrYeCJ7GvQOQl+3sSN/kLrVPErcPdDOSXtHutg9y9C3nPc8Dpaa87dSJYwaDXlgLsmU7gPolVnDRXb7uX23nYsF04TUTT4HpEsMzjH85heiBgZOcqSzKTydEzToTaAZIjKYY2ihxtWdCht5udx8c170x3xIcm3rD00zTCSq1amxyP0MGKu6r6oK5dDS6VBbBvT3ZAN3FzMuzIi+X9nnLQfloYYI6biQkbXiz6PJizoFR7SmW3EyJPjPTi/+ZvQP/pPwG+/gdAKYHmAC7ZbgYMbpFOyI46Oz6ETk3GlYF4ZtIPHCYigA4NnEkwq6WjSzC/J7kl0McZEvsXAXDc38pNDX8A8s9jTO0Q8xuK5NjZ3CnXtTuN4ed0niA/T2Ig70q1AtCbAnmwwmAvlwWw1xcBdFe1WvBNfOiTR3oWJmQvnvOTqjhkMJiE9HSNK8aUIn0eQYC874ggECsR6Bf+J/Tf/Rvo669HADsyiTDtADBg93R90afkiB+N21nIF+LkwMlThqiJ4GiiCSiVHcxdzHAtAeTGOQzhc2BgH2/GsK8XWOPU4Xy+Bznf7Dgq+drE0/I5GYC303tMb+IRoi7gI9QXNgAAdoDeunS2XbIA9m2IqGIXXiAGR3vxyRy3F71s8aF5yemwmihHD2QvdvJAZ37QzfB+dmvrpDODlnd2Btx9B2S3G5xm2b0VKArpYNUdfbGenqhldCbRu9zH8SjYzPqBKXWggO/8OzRqVnayiwftmCcGnyBnT4mNSddifRn0UTW6T6QcfqHkuYo7FxBgs7fKjqWJiBdKhHy5vebZyAYgDtPi0mAvleXkehuiqps1H020Y8sunYvjOFbyag8v/ySg3ou1f7KaihFoA3hzYD6OYIIq8Km/BvzET0JffAmiNZyraJsN+jFynrlvhetLkwzoGh8X+s0nreQzGqgB63YC/+DRpzGpmGgS0n8DXefAlpxorR7egkWOTEB+M30StQ0LUa2OyQ3zSwwYObUigXl4pqjRrBnnQvNgptuj2sd/ZLV7/5xfBk4UeuuSOW8JFsC+LRHBAShQPYScrwD4qW3nor0cRWR8nyZAO10dtf2W19K7M4XqldwWEBiCwFL7yjLmPeX5F4AXXoTuzwcnGJvmbHprKs+rTxEFGRTd+QbGgJ6LVEk7ZjOdjwHjpKF1XFgwAKCBGUzZbL826qePkfeXnEZxEe/W7ww2G1D7zryaOFnl1iGAbtYlw12VfCRZNmGSBqAS5gyeZkWiFttppAiu4VlShUBOADybHXlLRlkUwTXla9/45h6Q10TgiVnGZB1RYwUSV6pz3jZ/ZoqgTB7ikNA7xZFm4M8bFXodIJpCBPjvn4f+y1+GfOu1QE30CWJUW4Iml/smERw6TCkBF58ySUJzzIufW5O0daZtmI8e7ke1RRHal/iSUptzwIZ+bxxtpwFCg4axMi99SAmIODnN41EkFpIAOqwci7NiMiZ4JIwnJzbhWLtTH1T1ucdPn2LJxbIA9hoiInj2/j0UkSe2WglIjp6ZAwbdtGetlTPpM1D6Fi320qTFAIE3nTnD6HvI9pQ83MaLugleCvS//mfoL/0z1G983RdHREZiPmn494u0Gfbt6JGffU6Zu55s3Gb8s51xETQxG5AVw5ypapg0JLYxOvpi+faDhAqNuulRtPZfcIbluzgqksTnJseft73z0jE6T4lm3oDcO9UdX1dQSk8Pa9uYS2UB7DVltzuBlLIHjmuvbPYGhxWdaiBxbCuY4MplU5ocLQJ4voBhRVZa/BDoBDrGMatVteUj2J04yPf2J9BjH4fYC9/B2vvvw6LDRJI1Q6cRiW4Ik8V2TuGxyULOIZ/UrD5veKJaUrYyp2w4VpmoTq2RssmmP7fZJ1HHMtpifIb8oR1jmFl4Ro5KNP1jtAB1HBH87csVTf47v/fVr13lvO9rWRzsNURV8daTp7hRRGZB1u5YqjW8MA4WFKO6/eCgZNrfjK80vrO/XHDtyL3zW73B6TIJD2MONrddVIGf/iTkQx+GvPg+T1fYzm+lCoOTg043bavqdHeBIYUfrUQLGvLGh+YVVgbWnK4v5GGV7qCJ+l//Ns2f0DsXHHTsJHTgl36fHMQcJ6WtuppZLuE7tYFiYLu2bH3IqrYOGKlQiMpYySRKg7qJrqHmafB4y5lv3WD/1o9+8ANYcrEsgL2m3Dq7cbbfH35oFjY02xBPSPsM50wiDrKO0WmF7TQrO2u+Mi5PHdqWvjPgc9rE8kMfAH7kQ8D5eXfQ5DAx0ojaUuEavO9MX2Sg5z5z2zo/LAH88vjZBSrxHAbedFOQ54Tcf/9O0QF2RZ6YHPwoREtTYtikEPZoAr8P6hOTCsIJwdIhsz7PRIrMX0ceQScTmvXTJod4yoz3nd4uG6E7gKfEXXJEFkVwfbml0BeHfbY4DAnRzM9pBmeOFj6PtTXtyBz510z2+WkUHcBmPkZwN77XNWcR6Je+CPzmbwBvfDdOFEjVBR40Jy3py3I5eiI75Pj83BOmFgx4XJP3fvHgdQcZjyXQtd1OGegwYZg2ucFPdzRNQLPzn7F+jnQIFxk9SmjLW7Pw0lQwLRFNgF6QX5M9a7MJvv8dwXWm5+LIMYqhbb89wMoJe6ksgL2G1KpQxd1a9dngPErnMai1AxFoXQikg2YFAuG8kMEohcC5YqgLdA5APCQBlLfJwLIU6H/8NRz+0S8CX3tl4AXZu6+pDbyJ4Sz8KzvevE048nrnKIJZ0KXOzh158bAAgb34DtzbJFOYDaZELl6dabgSwJPbwukBA52CDox9YcY8+YtMnqig7/cZOCmekosah01nXy6nCCbH7gM4uxJb+30sC2CvIZs5/ELLB0tAgxgd4Oa2SNsWxa6nl98f7VLiWzCJn7XvIPB1bcTbhn6efZ554imEjEHW/68K7PeBl+waVUpvOA7Q+F7S+Q64PKJbe3IY2rBQgsdH4nkQgiqRAHJZ0TtG7TglGS8JXbN/gpa8dSiEkBl1wCuo+CYwsUzHspasR775Ramh3WhiTilfdoRWCDPF3OqPuY6xw8KPS2VxsNeQ2gLY3wfoPfdOTxYaRA/5xLm1nRfsN5PJggSWTh1cLcCbwcuA38oZKIxagY//OZR3vQvy7ucoIoE54eRcQnPG2TjI5nzhsrnN5n23SSJr6INGOwFebOZ1ioCiGE7iMQO3OdkvK2nT+TgjYw656nlZycHm0Ro9meExGXhQcmgNOQVmxC56OFa/tXR/ByqAx1BnBdM6GR2unRo0WHKRLIC9hpzv9zg9OflBVZya1lOB/IR3bbB0YMsrtgYFZgKsDojHeMzk3ArecAJClbkpOkEVyI/+GeDHfryt5OIwr1bp8EqFDf2sSHc6kZa8aepCdfm32SIFio6vNK5Am9S6bygC4WwVmE40OjP2g55IXnJ2bBke2feC7CDrvKyKOQ4Lhjud6QTwz7w7A1coF2C0QjXna+jPXM/OFns9DAbfQ58YcVxa+5/CNv9cclSWin8Nefr0CQB9nrU65krZsVOkB5D7VjJsLh95gpkKaB8jl+kRB/kvRvDt8bd9FZeDDml4HEhf/+8foP7OF6BvveVtspc+8LboKkxI45faBY/3nEc++CSSfuO/Np4BoCcjF5eUTs5ks52vHKgU42dBQJ7wUfK1pLGXngA8hFsxYg8aKQiQXe2OjSetNWjUGHnnkae/iIy9giWEYW59HcDjFUNwsSyAvaKoKp65d69U1ff4q8C8InOJDmKTFH/s2GLQagei0wn0I4MRkv5BAOrlSty6JThd0LnLwCFLAf7tv4b+g78LffnLkF3cXZb7EJxZHI1A4wLvL5ynDBCSNOtEmfZjHOnQOxAplsmijR41gagZu8If8yTwxOEfmB+VDoVZ3EufcGvgTtmw9s5Ozpke6xxvxt48NBovzAXhKqA6dDDKHkDVhbAXygLY68kpFA/4mXLN0gC2FNdegbgvlGuSpHXyiqXsdHLgq5E3DSFg2z/BS+//xIMOKNtLnverUlXg8WPgje9CD/sA3Dn5NYelDdxl0HDjqx5AlMx4cN+237hMzyNrp9J4hdA4khzr2gcC48Rn9RC32z360kOzouo7hHx1/Oz3LTQ6NWX6RSbHSaufQyanuJRRSY5Den2RwUG4wwx2lwRZHOz15CaAB4Mmaaa7m8VNc6n5xQMGgPQy7PccwkRcKeeRhSX8FrTVPIic5yDMyW71DC+qal9k8MyDDp7kxLLzgs95Yt5zisbLdKYecE/HKLoisLxZ43MQJO3a0GXgmJMjiAGYEYknUOnGfhys7RZa/+we+RgJep5CKpP9S8MtkgEE7R7PQq4bkOapNY/yhFP1yerq8BhC01ohzwK4CZGHVy7k+1AWwF5RDrVCIPdV9XmAttem1VCcTNu2rQYSNUDa6mw9vjt3fDUOJd6wl1gBIgRg3utWTdJ4rNwj/G8oWhX4iz8N/ORfbm2otZNvG8iCtO9wPWvBuVwQvpBmntMf6tbnImnBgAGCu7h7BdHb3p18PfMAOdwknscyW4UXyvX7Qoe3fxyruF0T0yIsbVX6vl3Qm9BOUBq87l+8CFDzLMVH5Ohpb0/kNoAbAiyAvUAWRXBF2czHHwD0uZDVyhxbRg0cWyiQIgxMAlgJQVGiAHpDpspPL4816a3eaerC7fOQz/bhQ+hrr0LPn8LiS2cOtVxOdqpxe/Lih2POqqORFNiA0vo0+d2XjhLX7LSlYZrqhYrbUH8AzdmoK5xlTU5DKDpFkBxivDqNfzcVmxO5+8eh+mBDTE6YMdp51FLDL5CJU/a+ArcXA3uxLIC9omyRAD+gqnfqtgWJx3WWgt2uhBdomlqQACo6oDpf66cCQXOdvT7d+TKSk9lHnB1Age+176UAn/0V4O//LcjLX2mbHh4Zj2FJKDu4ijglcRGgMiUSxpocgbOICwZJCYUljXY7nsOxxsG8JIMUOfaDr2nicAxt8OcB4e+IiTyx2in9BFfaAz3NjPZlMo7J6Oy6vBwbw03ZuKdV7+raWfZCWQB7RXnj0SOo6gdr1cJ5CIoIdhaSBcWh1gbGW2gWn8vhRzMwNpuwe+vpJQ5eYvPYJxpgu8a1H/s/O6Iw6jDGNOI73wa++jLk6VPMGF2bMNgZpeY087aYWR9TJOa/01daIvgHuoDOycnOo7PMG0sgyNrjCKjzFV6pkUr9Yw10IgyIs34dVzAjKPd73tspoZaLWnBE5KrAnEqsYZJ6h0Kfr7pCYS+SxcFeQbaX7+zJ0/MfCeZvKdgV8aByfulDYhUKYQrAhK5BOmhRRALo/FZMB9S+Wiqa5LzNiR+z9pKHnzNo2TkKBd73EvDRjwF37kC1Bm4yeO2JDnG+mJcmURxs5mC5fxqAGV0xC077hHRM7Eo6HjrcOdhMzUyVunTYWdzNaUm8D50w8p4OxNpLVzVHEXXOL9deT2CI5se8jAu1z+8J0ZqKC1r2DQHurziCi2UB7BVkw417qvrHqibHlpT2wFdF1chLRu2qUwHBoUXnZSDIcZrWGDXtdVNzbaW615d4SvaWS2qbt8806J/9eeATnwJOdi2/rF2frhnMewZXayeAzDfPVtgHAAaZ9KoeReETCmukQhNKrKRr5Lm/G+hmSoH5UFsRJdSPqXO+eQaHuvJ58bdIBcTnLINmW6mVL40zSR69/z8S1hK2Nu0UuLPCYC+WBbBXkEM9AJB7qvrAju1K8f2bVCsOqq7xDbSASMh+n+Mz+bUKuhqFG5mX37390mMzp+CXy2RzmzXI/IaotvJnuDU4gVKYU2pHycdCmFnX8AMQc5xnUN8632zb3PQmb2NdpIMxK4nU1wy6cXGBg8coigCWDXRpg8ZAlE+2XJnQDXM8zOx5O2ZOvlGjDXcoXfe9lx7IoTsANy0O+Iq7IHzfyeJgryCbU+E5QO8B8AUF7pCo2jjXeEHQWlkqhTux9pq1wmyV8TtZU8iQtesyrtXOUyrDtUApwK99FvqLfw/6SnNyWdusO71hRwdq0I7b8tH+qAUznMbI+8fado5AsLFIDsSopZPzMA3IbOWRj/tmEchc5/SxGrRwu9YBeLY0dbgJ0WPGxDlZJ/DJYiNxyEHVF7CEVtKdz0/AJSKX/RwRXau+9PjJ2vjwIlka7NXlHYCcFQOLzdFi8a6ZFgDIj2FarJ3TToyPvsx3jrXfRADRHmkQgnTSy9xjR4n/VFrWu50XNFpsytvXXoH+9m+hPHoEkeLJS1qdPQM/O4titvxedqYMxm4Ft3jgnXmFlKbJxA1jpaQsW+gTZ7KywP2wq4rTDYnT9nhcGeoZ7spGDcwUxn6ItHXWnP3eEEfvjUCcVUNnUw3bIoZOQ38PNMjLsDhNdgr94bu3bxVdSV+OygLYK4kCKrcAnNiLWeu4yWD2ajctt71aBq6zWE9ge5GLDO9Wu8bOyAlbdHvPWt7ZBjiFL/Kymf/NmfRDsP+DZ4H3/3HIzZvd2RxevA28KM9tNg8LaY7BfDTvPwHOkCzbQbf9qXy9RnPUwDWkY3QHfTynf1Z3fDHwSmt4cK4NmjYY1JVOSDy5NSLxvL1g2SZYmryGpWx0vt+/kVdoE00fsBBLrXwd8IcF4VJizltVfR+A21B98w9V8B9hWQB7iagqnp7vAcENAMWzQGnPkmUAW23Twa66Bq008quudHUA1JEnBLY8tPQyVtO0NpO1LStthQYm9sgLJiJN+yZniUBaesJP/wLKJz4Fece9tpLL2obe8Ii3zK+q9wsDqFAJKYKg50ggZx/XKG0MrNTs/HONFcS/Zv7YV4MRTZAcZL7jQQ7hon9BdYR+0xmGd8n4R1/J1Yl1B3zTXGsab7UIBCXc1mAQBDqDgVjjJBCX1c4BOwsrDDxc204az6vqfQALYI/IAtgryKEecLLbPQdgpwoPx7JtsW3TP84DW6TEpbCCnsLQtY1WvlbSTP2Z39b/q05A2kz6pEX6G7AhTLGXqMASKLcXppCmFyk8uXMbcvdua6UqGrFhG/2BcMaArPdPzbljGrfq1gZqGzMH0kajbcIrnn9AvcCeGKeU1D/MQBDb6Fi+2LgHGjsPh8xb9InjAtixFCwH51sozCyUS230P4VqEsozIeHe991px1V/xuWUkqsZLQo96rBLSW3S09VP66Buvyc66A6AW1hyVBbAXkFunZ3h6fn+g6atHuoBh0N1/nFXdsEMzTlYDcCaSarpnRBfubQjxxkAX+ZawLyk/+r2YVVtDik1ONmAohpAbRRG8Ep355ZAULVCpUD/069Dfvu3UP7G3wReeJFAqroZ61pXb2jXu00rI/XN/Tk2HtWWtSZnmLWeY2k9kqKrT4KS8RWkOrdoB2kAk724pkCalm33oW9IGCezTu2gAyVzJ9u1DMbtAzn1QltLiJEWsW2F+gTmZn6oD52rJnoGRzGUATTTD8eCyhL9wDdxI7qidq93q+ozWHJUFsBeTR6o6kdtBldF1LYwmrUGKMb+qwDmDRD0v6YJi4cfmRbUzWXnIYmeAJJG5tq01+5AwkDoH7eoB6H2qyjwO/8L+uv/HvjkpxrANvXSe2UhUpomAvb8W1+8ea75EJfamxnGwPtuGnUpzZ9EVITDeQj4twmtjxONBEBaaXbmaJqYbKjsPhUPieNo0HaNbFmzFNIsma18VipVWfuunabYuqkVEdscgBNQskapqRs0FqxEdydYolaOOFSH6AcPo4Pfox6eiJuqeOfRiIklC2Avk1oVELwb0Je0rSTYnFyHYCLy6iagm4z8QI/LPtu33W4HS5IdTEcghDc5nVnK3FE2WaDQrlMHDHaauGZsbS8FuH0b9f4zkJPTjdcoZJpSXB9rnFTOuLCg/+5jijg58O++59aGIoMSRQ6czoWSq8odSDxqNia6gW8f/2hFR24zcrbO8FJ7mDahXLtlu9jpg7SMmOJn/TnpPQvcrbg2Hp8F0+r9Ont20AGV6ffLIw1oApr4DRpNU/webcB/Ii3py5IjsgD2EqlaISrvU9X7xs65pknvV0iCTWATFZMeVuRbuICwA5EP3Qqzi+ldNm7TXioOeG+FGfiIsAFrV1DFVG+pFfj0X0f5Cz8Fff69KLU6NGjiG4+9qp23IwDhdiMCclz0EKBy0757yFUoEOip/9Lxzi+nFIDWrrEoGi8al+ADSyFc7DCSWI6PtwicOg5aMt/brmn3CAAeO+NiL39WmS9miYsTjhXEqMzXxv3VTEvfyjmB4B2yEPaoLIC9QFQV5/sDIPpOADfdZAM8btIevmBgmmNqwnXVBDKxws5XBs84OXfc2bK9TQZoeSmovbZ6FMAEKpFuUFXIu94NvPs5SN1vpm564UCQQOpSoASUXUXHx3b4TJw0g7By4uqq47gRLjFo++aFDPqu+fVENJLaMezo6h8jZ9wtA9ZkkwUxzJjphqfnpg2pTWpG9QxTMBh+g/YZxjgOUXDQXUGb7X2lEdDQP1HVe3VbwbhWc42yVnJdIvvDHqp4PyBxMiIuFMCgrTpfml4u1/6yd9iKDSZwrM+5PXKStOtHQGAT3MzX7kgivpLbXwr085+D/vI/h37zmwO/HPbGonrCFjhUr3DZRI+4SZsWI6imukCTCfG8PC55K5fGahRvXNiXiz34FF4X70/Ku3BEXdfhBlGfnDOOqSqdUvK6+ZZ5RomgbY6Y1YFWpI8t3RJ+BLtDTo50JD9j02kxmgmcuUwVL3z9tdexZC4LYC+R//Plr0MELwITbUcjcPFf3lnWIwvshSgEbQkbXUMFkhMHQznB2iR+LHqfyeS0dw3bzqd5gigF+t/+C/Rf/BLw6jeHMse9xOJYcdJtBlf7Yvlvec8y11TBCwZi8prWv23cpFMcra74CIetTSaKoy10COOJfl9s3MP4Mt86qIlZSbU2pnvonUWnPDJXM3W+8UOSv0souO/HZfdmBFQZgHZGdejwm9C98363n5956fn3LNX1iCyK4BL58J98/+l+f3jJFxWgm+wlvaAAOS2ac0i1VhER3WI+zQth+lSwJC2Zi1oZW4HONTq3aSbpBny2AokKm5lrfeUW4l/0NmC3A05voOzKVm4CclKVEqs7ONaYOw3FmKm69UNVUcCUyvaXeGbfr0qS5g2LaOiAn3ngrLEbPRIStfjx0Rpp59KAtVkBIIolcsDUFnN+MeN+TCsNs+7MlKfzlLTWwK9qrGt2o2d193GvCpwDqNIGWyFSBdhDpKjIDQigVW8A2AF6iqaoHbBkkAWwF8jmzHpP1fqn6hZBsK2cqjuRN0op3xSR1wR4VUr5ogDfRXs4n0iRcxF5S6sWiOylgeotVT2IyFMABYoHENwFcKaKO6r6TkDvAjgDcFsVZ2gPcWkhMXoGwZm4n1p3Cpy0UFndASgQ7GrVU6g2YO/RDRuqa9wmjzWswwH4mZ8DPvJR1BdehOwPm1NjnEhCnoBOPhKP2DU4LqNrd7RZIFqPTHsf+GkxcxfAFqxPC7McnDsXGbxTzdFUtW70bluO19ZxbIEdsgf0sBVQATkA2KMFUNXWBGHjYr8BujRGQy0w9yDAAYJ2L1o5T7aGbsdwara4Aju0ueWEoFGgKFvARmn3P3i+qs9PLahWpEjdphmbievWxqcieALIIxF5UwSPATwB8BiQgwgeAvItQN8A8AiK70DwDYF8A4JzGw8BDgo8FWCnO9xC416fg+JGKfI5LHA9Kku1v0D2hwMAvGu/P/zjw37/YYV+G5Av7Er5H7td+ULZ7V7ZlfId+EMLfTtEv/a1pTu0SW+HDTibA7pKrfWs1nomIrdkmxhV9VSBGwBO23VSaq23AH23AjegeIyGtADkFECF6mnVatfcVN30RMFOVU9xciIou53s92KRC2gu9CqQfYvukhNVPa2qZwDKpq2qK1zqjrqdQB6o6tmmwx4APBGRb6MnCBERqaA0AQI8LlKqbkuONk1uYxakoTWHHbe5o6iqCOS8YbkcADwC8KaInEPxhgJvbQB4AsgtVb0tbTJ8VYCn2tp0APB0+3+PDrDVYge2CdKZj6p6gqZTHkRwrooTQHcQORfI462VO4XuVPWsKZ5StWl/JwDOAoQqTiAoqjhR1VOQO1GBQ6P3VaA40TYwh+0+bAaU7AE8geIRBA8F8kYp5aGI9+dAf8/f7nO75HJZo3qBkHZ3E21Z4BO0XTTXA3mJ0NidIHL9m3Y1pzGWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLPkjL/8PDY6URagUltgAAAAASUVORK5CYII=\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 27.9404%;\"><col style=\"width: 42.7438%;\"><col style=\"width: 29.103%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 28.0431%;\"><col style=\"width: 42.0789%;\"><col style=\"width: 29.8984%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-blue-u-tee-32607","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/03abb47684b4fa7b8e1b8bf2c360ec5af39b9c58346b8d2fdcb97b3c0c8f3726.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/8235cc9d10abd89e9a0eaebd66d2d32a054c42f12e1c202b2b4fd36370205ec2.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/890bdf399d3eb1e8a706887a8d6e5b95e09572fde62fff75772a502bfcb939fc.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/2b2d9813142168c37265f5a02edec36613a2f594d76f970bcec0be3c3afb2102.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XS","Color":"#ffffff"},"color":"#ffffff","size":"XS"},{"id":"6521348dfc51ae95c3232da8","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":24.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"5XL","Color":"#ffffff"},"color":"#ffffff","size":"5XL"},{"id":"6521348dfc51ae95c3232dc3","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"M","Color":"#0c0c0c"},"color":"#0c0c0c","size":"M"},{"id":"6521348dfc51ae95c3232db4","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":19.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"3XL","Color":"#ffffff"},"color":"#ffffff","size":"3XL"},{"id":"6521348dfc51ae95c3232dae","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":17.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"2XL","Color":"#ffffff"},"color":"#ffffff","size":"2XL"},{"id":"6521348dfc51ae95c3232dc0","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"L","Color":"#ffffff"},"color":"#ffffff","size":"L"},{"id":"6521348dfc51ae95c3232dab","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":17.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"2XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"2XL"},{"id":"6521348dfc51ae95c3232dd8","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XS","Color":"#ffffff"},"color":"#ffffff","size":"XS"},{"id":"6521348dfc51ae95c3232db1","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":19.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"3XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"3XL"},{"id":"6521348dfc51ae95c3232da5","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":24.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"5XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"5XL"},{"id":"6521348dfc51ae95c3232db7","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":22.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"4XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"4XL"},{"id":"6521348dfc51ae95c3232dd2","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XL","Color":"#ffffff"},"color":"#ffffff","size":"XL"},{"id":"6521348dfc51ae95c3232dbd","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"L","Color":"#0c0c0c"},"color":"#0c0c0c","size":"L"},{"id":"6521348dfc51ae95c3232dc6","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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vame85sGAJ70FLiTFwIXXQJrDBpH8LSq6ZaL9uZ9VVUoyyLRajkX3AMEMRBibeH8aqmczhC0RbooAQwvARBcG2Oo1JAv51qERQchltdPEEWcNPrYW1+uNuygZYwvozFijgpQmWubJusfk93TNcuK2ORQV0YJMHCV2j4MrCP3qfWy/tkzZ89+/9ps7XU7u7unN9bXz+0FHeVOldGOuJskLAaYzxePqNv235BzX+icu9YRFcRogJ5j5bwk4rXUiRWu9xK1oT5wE+IBpMs4uQffAEUJU1hQXcO1LZbLBcqy9FDvZFgSYWtrCyDCZDpNl8jCa5Y9OPTRBQE0gibJpdeme+AzrD34PcbYpM6mc6aJysW8DYdEGfkfNFwAbVNjMZ+jmkywsbEZ+ySfqLzm2/8uwiBUyTnVvk2FygpWsayDc2GafV0U9hfLsvqO+d78ugsvvGCkDO4hGTXYu1gav2E1lnVzcV3X/7Kul1/TOnetgTHENDvp9OFxrEGTNcYyXI1BTOFK5DO7L2KlFOcCTa8dR3Dp7r/lZmDrLHDp5bBrsz7tLpgf/IoBqrLCYjGPGjDXNpN1BbbXbkO0gAennsroN1+JrdDzrx0nm+IERWea6cpWFAzUOZXA2tJQv96LYGBsr6mGPmmdw1pRMq64p1QCFVNYG9tTTHNYDbLInJUBTHsGJhLN8kEtNfRhawYgqtrWfRlRffXa+trX3XjTze9zzkVn3yh3n4wtfhcKEWFnZxfzxeL5y+XiLcvl8vuWy+XDloulWS6XaLot8ryDJfxzkRuUSzvz4drHvvZmae9BD7+Hz2F/AP67gQnBpiBjYH/rN1C85NtgbrwepihRFDbhG/swew+E5cTzfC5s8ddpnCFd7u2PYVg+eDUuPohxW2AbxlivHZZlgbIsUVYlJpMKVcX+lVW3NNcwoO0dfByKbKh3aLeuDazt9kvoyk7OoakbkCOUVRnbNQJ/oBqi6c40YXDtOXsbxG8m++/h7Uk2k7Jojda1T10sFm84euTIM4wxcQnwKHefjAB7F0rbtjhydHODCF/Vtu4JbdtMAK+91E2NuqnRNE3kIjWTWUYEJAOSSe5Q0SXd29QEr1GfyHzuNdi2AYhQFGUSA+pz6EGlLHwoV9O2fiWYI2icYmIKo8vW+iiDsJF1vw+MSSYCv1FMCp48HM0rbjZxgHGGhG/6wjVya/1GNXGFWbeoY1kvUZRF1LAZbiULGWI+CRUT+kD7K/sunUDTtM4htoslnUViOPcJdV3/1NbW9r8qiqKoR5C9W2UE2LtIiAg33nQL6mX9vKapn9qbmn4jFBs4yCS+Mj3jqdcWOyDpUxd/u/sN1y7ze3rusjeh4ybSAZge+Si4z3oO6OhxUGdWZs/F8vn/TKaThNPkAKzCRDZpyPL08auxTfjiBf6sCVwvEhAuum0Eo0bPGNj4DNMcXUcLuG5iWZutJW0e5yLwvRPyPkDU3Hn0R2it/VVUTuOc+zuXlifsO+GIrlrW9Q9tbe/8JwNT7c0X55z2KIeTkfm+C4SI8LO/9lZ8yec+63l13bx2vlhc7do2/gZ4p1fTNDGUqOjAJG7px2I9dWGxmfGSScrQm7A9n9fDAudf0V8NIO1an4f1y2KDGd6HTfW6FznC7s42rC1QVCXKbmctoI8sCOFUQ/URMfqhhlk5e6dX1hz8prAli/gu2jTEDxOhbf1Whcv5As61OH7C7yTmWH6B+26bBkW3X0PCYycVEhEcHKlDW5Msft9fWd/xhDNw7x1mYbVbSMN3leva354ty/JVG+vrP9i0zdbabHaQ13mU85ARYO9kISJcd8NNuOySC5/btu51TdNcXdd15L96R4MPcg8UAeBNZhs0N5geEAejAZKcoYU75VEGZjAFAKDdHWA+B20eAbploH4yqFGWZfTSJ3SEARbzOepljWpSoey4UfTzhFjKy1z20qwN9yLd+IU7/foJKI0v6DdO6b3+obwxFI0tJw5ct3MOrWuxXCywXC4xm06x2e0/INsxcJmTyUS0PW9rzezXEbgH4bRv9WfUHgMHWN6Gadv5zIy1y6Iofn59be0bnHOn1tfHJbZ3pYwUwZ0oRIStnR1cdsmFT2vq5jVt21zdm9c+HjM4V8JZTmXZLy0FPCC0rYsbj2QrnBTA5Bu9BL6QKL/X/+5STzRHZGtRvPXXUbz4BbA3Xg9bloiB8I4UsOhN/MlkEkHLdfsjgNKswmYsoBTi+7hZzg2nFInX7v1ZX4EuCEVJlgejpwMkH2nZQogYD9ytgHPdSi5rLWZra1mbB4qAyCXp9O0gozqM4FSlGBbpIfuUUwwHFxNCNli78iXK8JPDpGnqL1ssF1/yjx/+MJrWnVMeo5ybjAB7J0nTOuzu7mFSVZ/c1M3/atv2Wtdyp5UfcH5j5+5KtzF1UVgUhY2AEfZCjZ7tgaWUyRDvtF3uHMrBuX+qZwVY3KkxwOnTMDfeAFPX3cosz2Naa+OOUtGZlGCzxWQyiUAVIyBMbh332wwaXp0ufpbxztH/FhZY9EAXPWVJbfiesBQdZzEOVmh1wbHoyJ8gCwKqaoKiKBGOgAntGkxu58hr55nkWuyQQzJ3ZOWLFcJ9PY8r46LZNVAsb08zSMei6d4pByJUTdN+/dUPufoJ29vb5wzkoxxcRoC9E4SIsFwuUVbltU3T/GDbtv/MEfX7hZoeLJrOieLX6vcgG05iDV7tqMEkY1AMxGz5U1omfwvTrKQ6GZ+LKhPoygeBPvHxwOZmfN4YfySMc33+HLiCh76qJj5Qv+1oD2K6HQN70zmPwjEuMZohLj+TlIEV2KOohSyMqq93p81a0znr+nLwyYu6LR9hgNlsin4CS09zCGlba5kmri8UEEr6gPSWgFz+K7smpMujJPhaidDnAZSlY9Jrr623AgA4565t6uZla7PZyflidHrdVTJysOcpRIT5YoGiKB6yXNY/3Lbts/mSV1sU7DjopjNDu7X7LJ0QA9u2DtxF47VHuXkLNy1TpwffkISXsV/tlFMMHKiNc4BzQFEAHV8cQGi59AOxsEUX9G+y9JfLZbcKyseq+k2sI0M8qFEmwHjgFVHsFmlSsyT6/Vtdv5igA9e2bdE2Lcj5nbE8PdBrr3G7hy7qw3RxusTK4LX8viBy0UjKqzKGJAFSfcms4Q/Gtk6X0Pr3x0XLwr97filwmATa1tMgRdnvdFYURT2ZTP7LYrn8yQuOHxtXe90FMmqw5yFEhMViicIWV9d1/bq2bZ/dOs+fhlVH3sD2EkKOnPMxo4FPBAuSD8euJP5+oiy+NI951cE1vT88E8pjwLXXcGNYusvvM8b0e8OGx+IKs95Y9U6uAm3ToA1haLGUqcoVtFypkRMvT1qL9K+kphUHn/HH4gq6hLVpR2cYazGdzZIQrMhihMAKcj42VuQR+kE3tVMkVaLnVGFzafK+hb+Z8RI11zCRma4f/bWmqbvNeRKwrgj0FRvr65ePoVt3jYwAe0ghIiyWNYrCXlk3zWvapn1O5B6JL+EMANoHzFtjO3DpudQY82n970Fr9aZ0HuAuY16HNNdwb68YCu8yMV3MGJi3vQX25d8J3PBRH7LFVi3Zouj4ybCzVupECk6m6WwGGAPXtn7/As50JEDHIgVMAsExPji5P4SHsa/c5E8ZFL4QgW+H2KfrrQZ/rZpM+i0VBZAbY+FalzgjWUZxshs+VUJuE6m/T+n3/Hdhe6jP5wc7+n1rA48e3gG2F+5T5vP5K+t6efL02bMjH3snywiwhxCvuS5gDa5aLusfapvm+S0D1zAYrA3ecEQeFsZrVYFGcJ3GC2Pi2VZcozVDGhATfe9XQPd0JzcgS/imG2D+6v3A7o6/zO41MDFUy8B0gfxpGcLWf9PZrFsK3MSIAlnOnm9m0RIJr9mBOxhwEOclhSbLqtib4x2QdsDadiFZYfUcdavVppNpZ1pT1ABj+xN12msZQVq2u2YhyGYWPr3B+9J3jf1mhh/oHYScXPK5NU2DsihiA/E9IYjIONd+2d58/qpJWZ3Y3tkZQfZOlBFgDyGLxQLWFlcvl/UPN03z+a1zpu3AEkxrlGZj5CA7jbJ1bTTJQxhNWMHkNVg7MIBTLXCVDC29lU/GfI6fAD3oKtBk2qfB0rFFgaqq/Obbth/1gacMcb5lUWAymfg437anTXi5Em0raJdB3ZX+vFBGDq5BaeVzEKVt32//KDb17vKzxmA2m7Lf2OqtbnZsndReZYwpeOZ6aBZnPZTwLf49RmmwhyVrku6HEO9CAqDoj+oJ2mvCcQde2Vjb1M2/3dnd/e5JNTmxuzfHKHeOjKz2OcrefI7C2ocslvXr2rZ9Tjh6JKzUMglIdkeVdGFAwanSC8Uzo4yIrQyOJa9ptZEC6AHapvH6Q6M6Sq7l9hoh04Tmc9ByAWxsAmWp0JpeT/JHxTDnTFScgkbqc6iXNdrOgWSs6VasmaSEEuiTBQFdnrI+/a5byREqwsveaamMc3Xk90sIh0XOZmuoqhJt1z/BhA7hWT4qohULC/q24+VOPG7onVlSs0ypHq6l9hNy75RETDNdogupiaLn4ftIDT/BtZhMp6J9ujbuTqHY3d0BEbVr09nPTGezb3bO3XZkc+O8xsooowZ7TrK7twcDc+1yWb++bZoIrsEpJDdm4WFJ8agRY+LgTjTcoJF0efFd9sNx0smIDnlHP5UeK8vtZhLGaR9mhVheWlsDjh3vVnFRokxynrQKYVssG262B2Dw3KZFXS8h44JjvcHBgpUl8oohfpOFWInqhkkHIcQt7EoWOFvG54b2n0ymHeUh+y848Xx0R1nmca/avgh9mUyirebA2LdTP3GaPAfFaReeT9mfdG8Gjv1t28IUvS8glBmmP3IGACbVBM65om6af7dYLF5jgMtGTvb8ZQTYAwgR4fSZswDMoxZ1/WN103yWQ69lSgAKfx03UcPgtTbGjgaQlIsCenPYdHGyNm5OEkGC+pMPEu00DryUtEs0QlbGuItVl5f5w9+D/aHvg7n5YwDjWKVn31qLsirRkksGNwfQsK/CZDJBYQs0TY02RiiwvQwIXdB/iEroV3P1FALvD3/BsHrxGNTAa6eaHbE296fBTiaTCH6RIg/t1oG033WrSPon5JMCICkTK+tLyPJzTVc61TgVkdISMugj6fLwTUzGtnsoCfli7x91p+N2i0ls27ZfsqzrH7bGPvTW224fQfY8ZATYfYSI8Mfv+3NMJtWT67p+g2vbp6de6X4Q9Y6RXMLLHekDE2JMXRxHMU2WRry/KPz2fsyM9B56pmMGEBVUA//LfujLFvKzFubv/xbm938bOHMmlkPGYoaBWdgChWXndcm26x6zxmIy7UC2Dls0dvQEdygJ8OCAlcSwkusPRIz3cc6113L9MtjOsdWdx1WVFWYzH+8qfUd8K25HDiU71yo7hSBpUr3+pFw1RnuGablyUoj5+2d6jVcPSwjt4RhP3lP4lJUpnONWlmWIsDDOuc9v2/YnNzbWP/Gmj9/aKwqjnJOMALtCwkv1+Md8wrPquvmp1rknhVVLiZPBpJxdEHWbP5N63wM3aI1l5qsItImrvYo4eLjZ3zt9uAMHSd6rJBnIs54ikDEISVhUV5eyLOMdfKlrYsYar/HOZjNUVYWmadA0tTf7Iwyx8KsOHEnskRt2voptGcqPzpKInLUHx7aLNw5xx651qKqJDyNjbRN36Ap8p/GmdVVWqVmdtKnJgE1p2b6ESYhYelcWPhdqaHgastb9d83hGSbiontnDCDAmp8u4XuhLMouvegv+IzFsv6pzc31p9x62yns7u3t+y6Nksro5BqQ1jlYY7A7n39OUzc/1Lbt1WH1UtCiwtlTAKLXFuh4Vh4/am38DnTUQbe7luu42MlkgrZtozZou/Xuhpl0rjPnvKNMDhYbj8geMukGwZZ5VMypO7ojYy4DprM+Tpa4loyej+3q1TQ1TDdJUDgR1yj5E7qdq5Yg44+NKbP40h4g+Cm5cWWVAbjFgC5OOIa8EXMsxonHoJpUmFQThJVaKWfcUyZ103Sb8JQ9NcIpmPhcDmhBkrjV2LypEysmRmBg3TvKEk2el0H0XQxjExN60zTdEmEXJ+d+b93+GWNM5KKXy2V8Z2ObWPOh0hZfe/Tokd+aL5a0NptilIPJCLCKLJc1qqq0u3t7/6Ju2u93bXslBxgKO/wHjze8lklEPbgi3K6E9DBNNWyJN53Oug2f/ff4gkunWYyfbdkAscn92Adgh8ASAExRgKwFmqY/oTZNJBnsPfA51Mulj5wgJG0QeVXmVCNynSbbwha2D4MixP1M5eqrQIFEgGUanIs0gou8eAh/K4oS0+kk7kfQm8mp5mqMP0PNGKAse2ogTKa8H3ONNuWLOdjlFIqMnUDyWwrGlOTd77oWlsYqPHm8J+xB7Pcb7l7URKPlE7oBUNd1zIdPCNbaG8qq/Oajm5u/2DStq6rxOL+DyEgRCKnrBlVVTnb29r6yadrXBnAN3GhCCwAJqHEtNjHTwYZTGHiW77TvVzTFzba1mE1iTp3g+DL59ntD4Moli4Plnvw/fy/sG38W5rZbUy1V1otHPXQgX02m/RHXHUcYHEf9+n/Ax59aTKoJptMJDAyaukFTN2hd6yeabgLhlEm22gmBCnDdngIN2qaJoUmAwWw2w9r6GnNUucizJrx5RwsAKbgCPMwqbb+sXZE6EkO0gBYhsKJ3htMXk1q8lztXkwkdHc8d6B3E/gr3cwtJ1k3QXVc2dfODW9s7X16W49EzB5URYJksFksAWN/Z3fvGpm5e3Tp3Mdf2wt9eY+lFLmWUgNeHiYZBYLw2EfYjIOE9D9yjApiWUwLcEZWISvSxr2nEA6g7zeB974b5hZ8Gbr8N6Ez+lTwun2AQwre6jW6MFY6oviU6uI3bHHoN01sHTdOgaVu/EAMsXpfVK0xAbXd/XS9R1zXapoW1FtPpDOvr66iqCcD3HOArF0I4E6GjZ3z5ZTsGcOL1UJ16ipmuz3cDIXUizE/uMqZRPzHUijtXO83T9iZ+TC97n3nZY57xYvK7c+6iuq5ftbW985VlUZSL5RKjrJZRz+9kZ3cPDnRssVh8u2vbr3bOzYLWSomm1h+PnECG0F65tqH9DnDvPDvqIzqxAgSl0vNiFnCAZaFM6VHQ6RgagkgDdMfEdFIUQAcyhLy+xMuhOdWsRTWZoKlrEOAXUkSPPw81Mn2d4U3dsJmMd7C4PhwthFAF7b3L0pFDy06EmEwmKKsqOnaIvGbb0519XrF9Ii1gMJlUCogZ+CPB+7CxJCSOuJPMJNqhZzV4LAEPuerbI1r10rkZgnGRAnoClBqCR9O/j9LIb6G+P0N6HfVlSOfDAcA5d0Fd199z5uzWdG02+5Gd3b3lxngqwqCMHCyA3b05isJetlgsX9a27b8hogpANtsnTorwsODY4osbBgujFOIjQM8RAkDnFCqrKm5tGJxfRVF4MGXPRtM9LM9FB66JswSxzD1IIgUCBprx7w0fhbnl46BHPAq0sZlMIrzeiUaegEoPEm1TwzmXbGDdU4RZzuCaHccNvjCDh6pFt1THRXKveF8WikAVmoc74Pweqb7tMyrEDNVekUHum1hyvfMq7aYUnBMLSU7mkYoK76FJ8g/PuLbt3htpgaSOLrB0w7X9QrK6d2q7KIofnE2n3+ucOzsePaPLAx5gd3Z2URTFQ5d1/f1t2z6fAJPM7vwF10xlbkYp17WhGRxinGv12wGW4pwu6hYZFDGt3nPOBpOPafJxsQK8vJYmNCEJinzJbFl6LXa57J15Sj3kpCLBOrRV2zRo27Y7BaBf7hl0dKlx9559I4rXO5D4ngQJLHM6JnO8s/S6MjeN3x+1jJu4DMkqpxRLPlU/EU4/kw6vkGYPuqxvWPvyZwZ3SguTLyt/mJA87+wQS6LSD8w51pWbDgCw3d+6KIqfnkyqb3fO3bKxvr6aTnoAygOWgyUivPNd74Wx9rGL5fLHm7b9XEdksoHGwDVxCg3cl3GbGADX8Azb1DqeGMBosH6DaCSAHIZ8PAWh42SVkc5AaQVRELSav/87mN//HeDs2XS/WlaPyNXFqufaeWifoiyjdug6Z1ikS7r/CD9L1PRiU3OAM8Fhw03v4M0xXVV6x5XoIgAGbet526oqe3BdxaGI/szqHKMb5EY6DByN5FAH9oYQvde/cmzpMPpJRr5frFljeBq/IUlDVDFx5spmUN4fIqratv0Pi8XypwB80of/8SOYL8d9Zbk8IAG2e8nM4x/3mOfUdf2/nXNPB1boKNKc6hOSaWbAa4BMO+JaqORr5br0oHyq4M5NfWuBGFWQu72k6cx+6CcGa4F3vB3mB78XuOnGfj9YZJCdrVKSGj6fEEKcpd+HoY3OLT+55LSLL6ZNckg1UQ6+EPcY5hfqPO0Iq8S8dUAgTKazGFmAJHf1BUj6Sb4bvI0VlgbEC7oqG0KqTSrvTrLEGmzy5+VwzmuioV/BJhuTLi6IdWATQ1ZE01NfiiZtnXPPWy7rN1548YX/alpNqmUX6jXKAxBgu7XwZndv/gXLun5969wnZADGJDi3EldF4j1K+ayoU2nAZG3i4IoaIiA001TrQDilVaSdDJIAztmJp0K4KZgv8O+8R+JEg64mNJRWaIehyIlOiqL0fKwjNG3DJhTLWYy+jkyZSrslgEZv7hqZABhuGB8l0LbdHgRVujOW1u/99b7PE0BSnuuXSevtn5dxYOIFe8eiRo4MSHm7B2dVbLskDQabYULmDctAPXuWFZNkfwfN3P/28KZpfuTs1vbXNHWzfnZrG6M8wKIIlssaxphie3fvS9um+d7WuctAFLcVBNhAMgapDgXhPOnu5yaVMYPB+RroBY2Lojk7EEIDwARvteLI0Qa85DMTLdmGE2xtomXCOdCTnwq67HLg4ktguKOOL8sMQNJNGJnDy6Qww2kDYy0q6090CPGuloFs4l0P1YmWbjcpBA89zwT9PeEzgeIOXmFnMp8uRaeXLpwD7hc8GGN8IEKo46Bji/V77JY8JiTvulxL7ts9ljyWK/xAyXupAaTgc0VNeVkH967IX1yWQCzX8aZpXurIXb02nX3X9s7urZsb63ggywOGka7rBkVhZ3vz+VfVdfMdbdueCMMoHGIXlmWGl1WLd+Wjgpu2kpcMZpoa1N1JNLWJ4NoGBgZFt2QxLoel8Gx4AjnfG/IM5Ytl6x0pEmAzTT2kVRT+X9P0mqxCFYR2SvZkABKtVQ5R7gTjA7ht27iUOEx2Qyuf+J6tiBNOn5vksgvmJOy7cJVDa1ikEyoP/N/fHbZv3ko0gZZncn9/Qxe61vYr4+Q7yNIJ7wGnSeLmQz2SK5RBRprL99wV1v7fqiy//YMf+se/ffwnPuYB6/x6QNR6sVjCWHukrpcvaJr269q2XY/B8JY5XVY0Djf9Ey8+8oEQPPuclwyB33KJbUjbtS38Nnr+tACK50UlXtu+bPt5gzE8mBPTkWmkxlrQx2+GOX0K9OCrgNlaPqiTAZmaztK9xttQ96SndXIdFeLadJCHMCwp/eqwNMIgbHbOPfCrNbL+WZm+2m7QAXZwVzGtvYYsHfZO7EPXJu9XAM6wwU1hizip0xDAhnfRKfQTa5tIbcjok1V96tP/f1VRfNvmxvrb6qZp5ablDwS5X3OwRISd3V0AuGy5XL66qZtvcs6tJyEuAiCS55U0NS20yyy/byiSAOH97F/Q3jmFDsQS38Pg4I+DVY1sQJJ+xh2nBfZOsre9Geal3xYPPYwcNOOIM2eWqLfuKEm1/nCN7xzmd9cvUVUVqrJCWZadWW8ikPJ9B9AtuS2LElVZYTKpUFZlcrxLALSsDVQ7OW9fmY705st7htKRWakaHWtnOZFp96rvQwiDs+nQNgIQk3czat/5xGcCyarkqfZpaCO/J8Tj6qZ5w9ntnf/Rtm5tZ2cXDzS533KwRIS9+RxVWT68rpsfaNv22S2RTU4fQGq2aml0N/s/SAOD4m8rIgjCvZH3BNN+uNscqWbZm77gqfRpC56TFM0C+yltQtslcrCLBbCzAzRtwrsmg5Iogm8SUaFoilxbInZfLDenYZgDJtQ2aKRxtZRsd05frAq34vUA43PlPSxfLRY1o4ISeiA45swKDdTXQwfPgadWcL2ac9VKwI9+haQxctO+y16eYLyiQVeWs5ssLiLg5UR0xWRSvXx7Z+fU5sYD5yia+yXAMtP6Cctl/QNt235a6xw001QOKA48mWkstVeNo4UAVsFfatxpSCvunuQv9DSC4ssCy0OGXXUJqgPcMMdUHBDcSfIJj/Xrby+4INYscagM5J0BPvtN7vKkDV5ONai/Q5jgimbIVzhp/SHNeLlRTjKRKM6epHzKzBxAW4NJo7w7OVUwEH3A8w53mf572v9IJjpPrXTbR8rQvZC2jPog/R1lhU8/DygYMR/n1lrga5Z1c/F0MnnBzu7eTetrswcEL3u/q2Htjygu5vPFF7TOfXfbNNe2wWRBOtgS/lDOvqKRsldHak9Kg0pth+fdJ9PvFBW0j2iOs70FVA/zvoOAucoHQov4/TEywFqgbVO+rXtuyImVWdxRm8z5aU0jy5aHinKFNsqiFQY0ZrU9lHqv4ln5c5JnlflwsMq03xW/ZW021C+r+pk9t6yX3f66NmtTlSIaAkVRRsn5DrW/bA8u1lqyRfGWqiy++eO33fHBq6+8PInguT/K/ap2ddPAGrO5tzf/hqZpftS17bXhbKboxRdcZJzXhXYmuVU+/0stNNFMJVAQxWe5BqRrab0kweniplXAmm5xiHRAUBosnlAS3V9snQVuvglYLhN+OrlPK69aGpO3X2bS9xPIkFFKrOy8T1bzkFkiw+2uvBf8uXAPyWdEW0gLia/51zRnXtYkNXbffhqQfO+08nELjVM6nF5KuGVlAkjanpdZ5s3qLMURmbZtn7+sm1+4+OQFzzHGFMvl/XtRwv0CYIkIWzu7aFt3yd7e/Hubtn1J69zJNm5RJ7THAZIfUIAiODfCV5Ev17DUNLQIBSW8R/fEapUVDi7uvDEmWXrbfZCPJ3U2vPzGwLzl/8J+5zcBN3w0A+eEWpBtojjAFD4u004zDUh691aY6v331Fm4agIajGIYciop9eHvg5Z+fI5Fm8jrPN5aOjsH/QEKmHGqp3NvIb44EsjFu7qqDmZIs5RpcqtC9qdyb7ft4ePquv6Zre2db2+du2hrewf3V7nPA2zTOpw9exaTsvyEuq7fsGya/9y27TQMAk4FDGqgipbKv3MNNOHChAZIYnYPjq0kTTGAHNMkJCeoObWy79y7rwEHn1BWRBHEiWdrC/i412BJy1d5nkR5ojnKeVkV9FJ6JaarRESo2lT8LrlFGrgzT4s7K4c49ayNtIgN2VYD90i+nL+L/baTuYYfKKzMTA9/+TuYvnBZeyfaKKu3tjhBtpGocKJASAtlqP7dLnAXNW37wsVi8dPWmsfzet+f5D4NsMu6QWFNMZlOP29Z17/QNM1zyLmgwvm40+5eLVaVg+ZBupaDY+4yiDclA5GnL83IkE4Ax+C95SarBN1EQxt6IaWGPpCfbA8QAQ++GvTEpwCbR3KwFPnyyYe3MTeNwSe3DKxXm+RJfVaIDP3qY2bl9TwdI/7Kz9r93GI4l/aP75mITugn+P059iGu1vcrO5pHbc/cmuJRNRpNk3CpctJI6CgaLJumwXeceuGce27dND+/tb3zOQDs/W0T7/usk2vpz386ulzWX9W07Te2bXvSdaunpIYaRHPQHLQB5FlbEOkkbv4BT77Mkz9L8C+7NSZuspIugfT3aauwZF5D2mwEefY3lic4bsIg4ibiADcpHRlaQD/PI1vLPmBOaiETgxPDnSCqA0cr5wqnzoHzSCoj+E7BTx/EWcef8ysAGxRl5d8jpb34vsCZo27AcZfXhfaPNBgqNx8TzMKx1t5cFMXLZ7Ppj7vWzafT+8eihPscwBIRTp05g421tWuXdfMi59wXO+cm/DhnGUdJRMPgygGM3cO128SMW8EFylAkPmhX8mrMyRBDjfYZx0n9Qt5BWJ4JwIX72RJYfh1EQFMDTQtMp732qfDMSR1ZntJZyL3XKkAKYI0gLb3VvP9Wae5DPOo+Xu+Ux5Q/GWZl9HXIlqIOySGA+UAAK+mmbol1WZaDEwOJdtCW+4a+MqvyXtXGrD/l75nmn1pmu2VZfl9ZFK9umubM5ubGuYH4vVDuUxRB2zoAsGuz2dOXdf3zTdN8Wdu2Ew4CRgGX8B1ArkUKL67k4YYGdfKcDGcCYrA3L4sKzoojKJ46sEpEeFjMa0CT1TzsmelXFDBvfTPsS/xKLthCDWRXPd/cTASjDqSprFA1/bPioEfWH1HLV7TbJK0hHlXTmLWBLp8JgC8mcPncgfqKAyM3mZG/X5ozNvaEdABqddJMeVl24ehNwHaor7R2le03MIlmO72Jd98RrTdN84JlXb++KMtrdnZ2sbiPRxncZwB2sVzCkVubLxZf0TTtz9V18yQXjlzpRHrGpVkqg+H5Z40jNSLNg2pOiVbI0k4iCsTLFT9DDOQBMJFOJbD099MUk8HEfyMAt9wE/O1fw+ztpYNnwBEo04YyOAMwkiirHOzaxDI4gQxxtCvAH0PXNFAe4rkZ8Gnvw6prRqub1CRXlDEupxaTTMIjK9EQeZkotiPnXUlro/2ERzeYPJQtOnqV+vFrrAxV69wXN3X9czDmMyZVaZqm3b8c91K51wMsEeH0mS2A8ODlYvn9Td38QNM0V9CqGRNQZ3+XAJm4Xbm+6vXS4gxlejKtBJyYIysFCKXsq7TZhOSldFByc5C1F/Gs0IM/DICTFwHXXAvMZjAQDi5N+5V1HKIKFI1ssH2l55vEclvW5tJy4c/Lpc77SQbK2rMKWCc11Rxpsq+jpdI/Ex2cA+2RUTRDXLfyTqkTGb9fpG32C/6Xba0oJWpsLv895MktLvbOtM49pWman93Z3f0KALP7qvPrXk1wOH8mlJ0vlk9rm+YVzrlPaZ0zbdsCxvRm+JBmatKVN5poXFPCR/EXlYOGeLFW0RFY9RtL07V+pg6zvqZV5wnqvJgMjJftE57NBu5iDtQNzPo6KDjU5H3C+TYIthgAOYVjjelrGqPgZofyG3pWK5e8Z6geq2TlLlor+OCkb3mbaDLgYNTSC5us8NVR2R4OrOz+cYVW4Jwtf16hWSTPr7aBwvWr/gtWXzZx7lprXzepqlfVTXPL5sZ969yve21Jl3UNa+1Gvay/vGma72idu7QLUo4dZeUMafIg8lXAGhog2YcAAy+M4r2VYS0ZX6t4TpPYRvQDA0C3nLc7t0qUs3t4cMAlgDrgZT6oDC2xlCCWtZOMflDKojnk+rp2sKM4S7Qlpqs0utTJgzzd/ZxeMi2WhxYNcc6Dnpno++U3XK+Ub/f7CrfJnrr7LgU+xzJDSW/QIcZlIDJj5X4e3W/WmNZa+47C2hevr6/9ceOIquJeb3z39bg3CRHh9lNncGRj/aqmbb6jadr/zzm3FoGImYu+BvtrKVoEwMoyrGgYrhmHe4PwExAybQ8DANzdEyYPbWFEprlxLYCDqwbsiTaS1iGLnrAW5vd+G+b974P7kn8LXH6l33SbpaPxdTIuN5ZFaGt9GXoglWv1s7ZS+oLEc1mbagAvJzne/vw+VqfByXnIaXQuchDNWYLwijqFcrUdwGb8v8xbqbPafrx9TN5nyS3IqbGhe3gZsmXILA3TgywA3FgUxSun08lPOed2Z9Pp4dr+bpR71TTQeBO52Fxfe0bdNG+s6+Yr2taDa3CeSE+kYOtAQL+x9YAEDVhbVsn5IXV4KeAanQviuSGTlgNS9ptSr4y35PwzB1fJvbF7eZ0lAPf/LPCPfw+88x3A2bNJepq2bngeXLvj3nzqWySWk6APVMYXEytz0g5Kn0VHnWH3Ke0TJ2kNYEQ+Kn/cfT7Iktx9hU+Aq27TnmOf5ZaTUnjbriyzeC9kfkPPkfJXvnfxnxbZIJSDIa7Z+dVfVzRN8+q9vflrnHNXnTp95sBK0z0l9xqA3dubw7XuxN7e/Ovruv7fTdM8uXXOECgBDysHHHJTdciTG2dDdk2GTsX9Sw9QZk7ac+CV4HMwZ464przk/CVO8mIAwMuUbGYd0tE86jFdAjY2gAtOAmWZ5J39Xel464ESJrZE5oySgzMAIo8C0cKNKJSVaYAhh6TtY3FSgOSgIScItY4DIU9Dsu+eBlo+Q44pPnGuimiQ9ZX5EqWT5NDkwttjgPpI99VFokT0c1yqRMj7iOWzep+JfnLvxuvMOfcVdd28YTKpngDAOHFI571J7nGKoGlbFNaa+WLx+KZuvr117nMAVP74kJ4OyDquk6EZjJPqpL2YA+bZoEl1kIHF8wUGgVU6BvhuRklYGKtjpuXJfIVjgtdC8rnSREucFWdOAzvbPppAM8EUDVC2GR/EcuWZ1CC5k0hSHmlbes1XS2/VO5HQJ1xDG3LWKI6eQVEcnUN0xr4ypFVr5VF4XwLCGn/PwQowC22YOKxku7A2y/pKtg3rqyHhdIC61SRPV6N2lLQ5sBtjPlwUxQtn08n/aVu3nM3ufZTBPQqwu3tzlEVxdFnXX9627dcT0VUhlIrvjzq40QkYHzcQLRA1HPYMD9dSAbYbbZILCjOpZS9gzi/26a76nlxnMzSfGLpMeMX3d3wg5+wkoCfXOcAS+QMPjQVcmx56OFAWDor99V7D1LjAzOIY+m2IP1baOytf97zKYWqiPMs3YM84fzMQ+aBMHuckBwGeeGtaHzcAsPvmNzDp8Pz6KI6uFxQnleyzfds8VrM/504DWA7S8XtI3tqzZVG8tirL73FEZ9Zm0/Ojbu5kuUcoAiLCb/z+H8EY84j5YvEjy7p+VdM0V0nNQ66GCtdZSuy/Io9QQeHg2u+FN/xhBu68c7m2OQSu/G+SJLDixWdGs2Y+ylmdm388f0EZxHwDhxmeYWZ/5DHf/ScwP/vjwK0f90AbtCVWFq4RyskL3SCMNIVSO55nQnvIthETodT2V5nM0SnHwVGhOzgNkcWPdv8ZCsHKwDV8p+H3MpNV1IFSZi18EMjfa95fg/lyMFylrRq+fNlk70LWbzzfIVpK9oWWb7gk6pfwus4dbdv2m+q6fr0xePjZs1to3b1nYcLdDrCdI8s+88lPeM5yufylpmm+1LXtJHbWALeYOTziXRg0VdRt2NiTGhWgOTD49wQ0FU1YgqpRrmnaWPKMyTUQVTtArkVjRdoZ58XaxwA+iuAv/xzmV94Ic8ftQNHHwSYTxKqBO1AOIz4nwM2uS3ol1paXVZZb1C8+J7jxrB0FWEknTLYzlcgjqec+TiQOjGrsKcR7SmKRB9eYM+1UB92hCShpNzGhZI7QgfTk+87prJR/h56GRtPJ94qDsJhg+HtIRGXr3Bcvl/XPF2X5LGusbZoG9wa5WwG2bhpYayd78/l/quv6DU3bPrZt26RThhxMiVmuaaPaDB5/8h3JN4SRkjhW5LMDJLwcZmEAkPIbv0fmo0UVSOAY3KxatJcG4Bxs+PPR9OLlKCtgOo07eg2aW6s0SKFRZ5qq9CCD9P5jZczqLoFhVX8OAQ8f4JJX5E5CY5IM4konxUE65ODKrAVZLpPHCMsJeqhNPZ8V2l231OT7nfDkpj/eOzHDQ7szR5s6drT+4u8n7y9JPYSyrHAMSssr6Uc2tlvnntA0zc9s7+z+RyJam88XuKflbiEriAjLZQ1r7cWL5fJb2rb9j23bbjp2EGHUANjpq307pxDSj88edPkuVBlPygZ0NF0P4CEduqa9vKu26Qt588GVgSIRyLWwtoDruGdpUmeOjnBd5qfldQCN0xgDfOwG4LZbgYc+HLS+rppsPF9eN6l9SCohaZuBehhlIPJ6ZBpP0LC52a/1q9aObABLLZfkvWlDrTapB+qWPb9/h/TlkbwvLx/Lo23bwbGkUmkK/5kpGfz9YMrNULSC2gZaeYfaT7uf9U2i/Yr0uvG9V1j7s2VVvnJ3Z+8jF1xw/B7jZe/yXOP2guvrD2vb9rubpv2CpmlsCK0gFsgeZiq+UTbOAQTj/QMOn9XAPZy+xreuWiFmTRory58benn5Msd4ysHQSyt/G2r7cCu7X5ZFgheKwu+qVTcgcqtNvQEHCV/WSmyPXplnYgYTqdez9fnaoFxR/wSclIlQLQ9vv1XgqHHwQ0Ch1WFV+WV/rZpg2XW/JzJgA3/O+2NowpDlFe/J0OSh9ssBJhc+gcn9JZK2ZP2j0Xl98+YbDBmACmvfV5TlS6bT6Vvbtm2nkwp3t9ylANu2DtYaLOv6GXVdv9o598nOEVrn0DKOJM62gl/h3yWoSS1UjX3dp7Kx84QmnKUjPMJD3uEMQA7YyOFlc871YUiattJXXtXEZJlj3oJPlmZobAtjYD70QeCG64HHPwl07LjOEQow5INlSLtYOYjEwOWgmmkpvP68PUI+GkjyNlRAQgNHDWC08DEo92X9sgLYVkYaaFaDBlwSYAHYouh/5uUb4j5lOcXYy0x5ZXJZpRQl5WD10RabDL67Ii9tbPD3pVN0bjfW/PBsOn391tb29RdccALF3XiS7V2WU9O2sNZU88Xyy+u6eUPbuk9uWx9GQt2SUH8sddpImjnr2Ase/g6CIftsBj7HtBKthhHq2r08jwNojef0G4Ug8NyJkN9KOujJMmtpCCdQFvZiDPDOd8C87vv9ybISmIF4/Dn7IU6QnIOTfJkEIzmJcl4107h5mcN36SgSvG9SNpaf1icJV6uBc9Cm+XdeHlFXzvEafk3UVat7xlmK53NNDoLXTd+RDBj5WBrSOnnSA32mgvM+kikerE1DWybWomJ1yXLJ9uN93LYtmqY56Vr3bfP54pdna7PPtsbYu3P7w7sEYJd1AwBr88XyG9u2+cG2bR/cti0cEZq2ibOsMTZxWPHBK50GQavRIgOIhoFplfaYLjPsXx6Z75DzQjodpJMqAbkBBwGJv9wklC9UnJ0VJ89KpxP/zvOS39EDo4Sr2Abc8bGiPknDhvpLR0nX54PpCTNb7p6WAIP4TQU+QAXvZJNvopUTc5ImN3E5zSXaLauW1lYcEAVY8/c+15TTevXnkYnMZPlkuYSCI9/jpN1Nvu/w0KYtOET9eXqyDYf6JuFmu3+BjwZgnXNPquvmZ7Z3dv+9LWx5d21/WN7ZCS4WSxC5i+vavbBt269omnYWwTK2KsHaIjYCOZeYNKHBic+WzKzh6WmaqfzNaL+vAoiuo6KziVEEMV1j/PlVLA8yPF5QgCb1ixQCxzo4ow/M3HlhuZd79Y5d2C8tAEQO9GlPAx58Ncwll6XaMk+Pg+xAPivNW1HnQZOff1Y01ISa0ICU9aWsw9D7wE3WLF1JLXS/B1Akw5yo7P4sHlhaX8J0j+lLKkdqwbKO3EKh/u1T+VT5rMgzoc6QvsN8EpKUiRkqJ6/j0Hsg0uOWi7TIYlnFxMPpNmttxBXnWhgylzRt++rtnd2N2bT60d35fLE+m+GulDudg92bz2FgPrtpml9tndtoO0ogNJIjB3KU7FkZdgCK19iLyhufNzaAQZDkvJZKkIt7u8RS8/CgJg+R/nIMNLLk3MKnuBesBMu+QLFteLpqKQdMPq08rGD+ubL0+8A2DQyzKDQeL6mL2edV0rzG+3GrsmwK56wtJIjgsI+DSk7afNBqfCHvQ943vG3Ohf+NaZEecUHi2awPRLqhL5xrYYxVN0Ya7C85edCKED3ZtaINVzrjFDFKGhpXO8ht83oxus3aIrkGAMZaWGt2yqL8X7Pp5Lvb1p25K5fY3ukUQVmUmEyqd8GYX4rgymdVSkHGWouiLHMTNGlfxVxexYOuoAwG71fMu/2EayuSq+L3cO5uFWz7d2hA41B4OVqd0LAZLwA+4RZv+CjwF+8DtrcR9BRuVkszUePgTJpZd/tAHONA2SUPKflPaZry34ySdtRwOJixsnLwSXhThb7g3xKTVnCKQ+a1EeVM6sbBQLb9QBuAlwHoaALKyk+yL0QeMaxLcs5KGTRrwsj7FSBM2hbp+EgmOWnRKBMC8Xulk88WcfLim8H4bUFpo2mbb5gvlv/TGHPJ1vbOgRSqw8idDrBVVWKxrLeqqnxZUdj3UmxF3mDclKeoynvt1sXG5p0XgDoh8A8IiKtWZsVwIt4RCgDt1/y8JIkZJThHmTbPr5t/dJDhg18BqZVaKdIXW04KEdCNAd72FtiXvxDmYzfAFDbVmkQ+CQAMmfJMQ0sAmX+WgMFAMNkERwKe4EtlulodpQOF9y8HyQzQ2fPyM+/vngsdfjc5oMS2zfmirJ2zd1A4d6IPQbwiSduadMWkRrX1URw0mKcRnzPHnEIv8c8S5PnfQR9D+I2VOSpc8FagNQZF4cHVtS0IlB+B40G2cq79D86579zcWJ/cNfB6Fzm5ZtMJ9uaLD0+qybeWRXFj3tl9Q7vWwQAdRVCAH2ToOFeqaH8H3kCbay5dAwdReTaFsNeGCx8gfCBrPByXzGxD9yqnb7nKS2ZlkjwZf3bALE8AISmLgWkaYL4XN3rhYBAAT2oqQ1qk0QacAMikzRWKJh6aJ98BrmVpmicUYFK0qjB4B+GQl80oiz9YPblGlSkEUisV6WcKmrIFn9Ge5+3YiV0xKSR1Qgp0UqvkJ2vggGMtrZNRf+MWmqYlJ5Oh7DOWdjpRdJvVW9srZCE1Tn8Y461ma1EU5T8UZfFLAO4yj9ed7uQKDdPxqr9L5L7dEf2Aa9vjaTv3vEogpAvrowrIOb8uHkyzEOkfFFyT+NWQd9dZg2FeA46T8LuccTXSnv8e04Vuivq8erA3xvQOM1YHI8ogwZZYeqSUITPZpNlHDnjsJ8FMZ35PWAE8wYmTtQoH86BdaH3ETWDTOzDJpIMgcSAyCyOxBsJv7LOqdVIa2ZEsl1YcZ30Sep+S+AvAl5WXjTuMpBMwfA/AsIK/5+8aCTCXnKcsl7qcXFgM2vska63yqryOsr01cB/ylYi0wPJJqJsV7eHxowUIsGXKuVoxhvi/sizvmEyqF3781tv+8MrLLs0mpTtL7ppUO2maFkVhi53dva+t6/rlrXNTiiFaPU8ozRvXtnDOoSh7/M86QHbqAQBXc04kA3jgGSeBhj/PnRTIX1op2X1dvq04SymWSRsgGAZYbtKrDhc+UDmF0NUT1jtH0LbDYEnpSqu8kqk5Fz5HbZ0cgNSR6cTRNKpDZMDRleQp2kl6oofaJgAij03N9jAdkKSvxb0JKPC+Eu2iprXivcl+43kSOzqGO7oGHG1qewzVWbEA+MQ+2FfKe5D1mcLValYnv+ZpPUJRVrFdw9FLsa8Zt2w9uC7LsvyO6aT6PiJq7V248OAuXdJQlgWatm3X19d+uKqq1xXWNsl5QcGM6rge5zxdYLoXI/GsozfBEtMAuTm6aglsjKftrjmRluRcE81REutdB2qiRUBk5RF5JdeHOCx2j+QsJc8KLX1u7nJutCurOXPaO7qWi1QTY+0sKQ7+N6nzoOYijmomFly+oi2TOoT0ZTspeUurQ4ZN8Ukm4UVD+yl+gYSyEdSLbNNwP9eatWgRqb1m11naCUALzt6bymyCEBQFRN78nciuy9+Rjje1h/kEKNIYBFf2V30PlDHQdv1SFF4RC3ub8EUvcYLpwLUoClhrfr4sih+pm+YuBVfgbthNqypLNHW9O5tOXlJV5U8WRdFmZgT6BnbOxYYAgLZtkvXsQcJLlpkM4nMmgufjJLkvC9R8ks1E+G9D+Qx4eAEBSgpAaNpynOHF/ZKH5ZRK+Cy5WQk2sWzWwrzl/8J85zcB138UMDb1hivaj9SiE7NRgFCyHl7rl+y9WEEHCW5U01ple8sy87YNZU7qyvNhdUs5PqbtKTwr5/5jHgMmOrfiIMsj68R39BJ96sHEpn4HwSEnmidvI6448L7ik7lQVLLJkVFB2XgSfpUhOkdGDsVbuvvaxu+VURSF/l4KGq7oMeXd1tiX1HW9Nanu+r0J7pZFuZPJBK1zp6eT6beVZfmz1hgXtZaOdw0d6lV8r7naooCBQevaJJY29ZYOg+kQyS4XGvAXOIKUTyAkFNNLtAUgm20zbXQ/09J0u4CxsBo5wAYdVqysyaDmdeD8oNEdUkm5t7f9blpNPch5cg0km4x4eXkdQlvI/BVgTfpPDlJSojNkGbU0xQSXhSqxQUosHwkemhYf66loQ0nduUY5VHbuaOJ9zPOU7wlrew768Tw72SeyfALUBzoj+877OzPlE0oo5255m6hpsklL5tF2mmpZVomVlYUCMoWlW3DwkaIovmlvvvjI3XW8zN2268F0MgFAt6+tTb9pMpn8YjjWgjdEaFgiz8MWXYysgddspVm+CmTl5iz7hnQNcX7K75L/JFEuTbRwmPhyEzNbOXATMXU3N9f2BXdRjwRk2YSWBGlf81Dg054GHDkKkHKYnBzooj1WtbIWLhP/SsAmilEksY+lBrofR6iBLf8+oPVqewGolEKs+wBNIagIucw5szjEOxLaVZr1aoywMuEV3WrJTKRzb6gdhywN3r7i/ZFtHyN4BpZE01D+SN/fqLm2LZxrO1xgExHDkBApEAC3C9s6XRT2hWuz6TuPHtnYHw/uJLl7contRFgsa1hrrp7PFz/XNM2nBXPLWJtRAdyREvhYyziV0PiD2oxaY6N2KOfShrhPCaysYlmHEdIBIsGVO7EcO/sq4beUcnDHiyyPBriG58XSls69QQpg4Dled0Bvl4xvW8GNyzppba22/wqHWMa1rirLwHVOI8l2Jvl5wDyN6bI8knA3jbMOZrZse5FXvCadTmGCcg62sAhEnNwRLCnnkCUBMT5WiPartFyG+jixGkW+BKBt/D4mVVVFyzdsHCUxIChV3QrRxlr74rXZ9Ludo7Yo7ge7aWlijMF0UmG5WH5kOpl8bVkWH0g4rm6rvtDoYeetwMkSeo1LxrZqA3yQgF91PaSpUADZrM9nallX9OZlprmaAScPpz7Yb9yUstrLxMoXrQB+jZvZCt2QmML1EtjdgWHRHnE5J9MkYtm1fpbtpfB4GW+otLEZSo9fX+HwGrYn+rKoIMf+ceBP+NnOaZJYE9xi4ulKjZlE3K3UtjmHnlQ4pacgfst52DCJI3vvDwSucqwM0GJS4+ZURcJtG3PgcChOLxC8RUtEqDreNFIuUpPnzrj+7y9NJ9Vrm7a9W8EVuAfO5DLGYGNjHTt7e++rqslXl2X54Xj6QKfBspsTAAomj2PmhgQqOegpzTxeG7wHPRBxcBw0x5nWkiyMwDD/yp0EJK4l2kn+YHo/cu2Ylz1813bgyrzKgN+D4C1vgnnRC0DXX5fwYLxtOM+nAoXII7aTpIQ4X7fCJE94XYWWkP2bgW1oO+n0EW2ncsJD9ALPX9ZZ+y7AfzAf6RtgaWQTjuDh5aQZ2jUE4WfNJftO6zNFMuAX34c+c+VFfW/RAyenrtqmgaNec7VCEZOWnwGzdEHvnVTVC9u2PV3KDaXuBrlHTpU1xuDEsaNYm03fMZlMvrooiuu4iSpNEtdxgaFxk30LlBkseTHZb9x0s/yZtHApJwwGyIJzktqWxt1lThKmqXKzkfi9wixPAEDjK0O9xYDl2pdWv4wSAWBuvxX4hw/51VwCEHlsodYGkiMF+gHDLiRtofUPv8bbQ3LPfOJLlsAq1E4ofzwGnpUrAYwBh0zSTkOgKdtXiArI/Fn+WTHHE61QK3uWIXXhWn1fSAVAvv9DnKh8j6PiofDZchlu7F/edqJf+DuWvBfdCQ1VWcUyRDwYUkRiOrh+Op1+02K5/Meqqu423pXLPQKwoXEcEdZm09+cTKpvLIriVm4iJwsROieXgY9xK9i+BXKruayhob+ESYd39x6Ey6UDXE9MJPaSZYDJgcq5ZHlknGQYZcDrFbV7KCAUvnNOUNPqpDOGCLjoUuARj4KZrSVakTQ/tdCkvlr5IEryHOBtVf6O1XeovbW4Vkm5SEBNnEZD/SoBCfvIgNNMlYyq0fvIDIB1rB8rmwaYMVxLlodPrpy6WDExcFA1Mh3ehwroxt94fzKFKi0a9aFw5FAWpddIge5I7pQG4GXxkyjQtu1OVVUvnVTVH2ysr90j4JrU+Z6SxkcL2L35/D/UdfOqtm2Ph5UYXQsm5nTQQpxzfkNda3tecsDxJZ0R0QGimOQGOSkPBmTS8TSUB9cewwGGfG/ZEGrS+JN2Y7ohuiJGQSiDRvJm2qqbhGOT5qcGBOFlb2pQ0wDTGdCZYoaVR9sGMuOmje6Ao4E8Oeie60A4UD0H2lCWO3kXlIlRa7NktdeAZHWXwKbcq76H/HmtLeQE2pWrqesu5LEH7IQaGuKjh8qmPBevKxOLSnux/s60aKIIrkVRxvcvHpKqgCu3AOu6xmw2/YnNjY3/7ojmd+cRMVqb3ePSLesr9/bm/2lZ169onTvGN7kG+s4josivtN2SWlsU+SmsUAadAsDZ6yDvi5fzc4wklSF/S7mgLh0QyHm+tm3D0RUGMP56rCtzCETzWdNslAGndqp8+UN7otdKCIibvCTOglh2Vg4xSDMQ08AcSNsMyECNR46oAC7qp5rIAgAyQB/ov6zs4hkaKB8G8pflzSwm2V7inRwE7wEqJWh96No0hMU1dQ2gfxdjiKTg8VWtewhsxeSYKRhi0szqrigq/P1yrvVxrp3wY6PktotBeXHOYbFYYDqd/tXm5sYXudZ96O6Kdx2Sew7amRRFgbZtm7W12eurqnxhYe12EdYPi07nM1mkC1zbv/xMorbqH+wuMtN5RZm40ykBVwZsCdgwLdoag7IoUJYlbGFhrEnevuAMC+FZcbOKbpu1cJprFsc7YC5yc1xdVqppFgIkI3/9u2+D+d6XAh+7MWqwg9xhuMa1PZG3Zv5xj7nkjblTM0lTaFn8N8nzaZvpJEAqTVql3Mlflo72Wbtf0kCqia6I1Pol764/pLyL6DlqYwyapsnKYOS9Q++XKFPsDw2ked1lekN0B/sbTvwoijLWxfH9SyiNiAmbuhgDLJdLzGazW9bW1r7j9lOnPzSdTnBPy70CYAGgLEu0rWvW1+K+BcT3LEgGhzH9vgXGLwts29bHygoeK3OeiJfP39SvsMnulxwcAwBuqlhjUFiDsuTA6uMPvcnTnabrHFwHrnyrtfgSWYtwVpnjAwfINDepBWicsiZDq7mMtcB1Hwb+9I+A7a20zuEe5fmoBaeZJM9ly2SHAENqnxBarhkOv9K47eR5DfB5mpQu/4xp8slthWNFgs6gw0y0u/pdXBuc5Pjky/qKa9qBgnKd2a06KLW0BiSZyIzRJ6lY3IHjmXh5u3fdW3VNH/4WrDxOmbG6wfQLCjwtMNtaW1t70Ww6efPFJ0/eY7wrl3sNwAJ+c5i6bupJVX1/UZa/F46RCXs8JgOHcai2KPzmMM4lQfuaM4UDAddK1eWzimkWXt7IB1uLwppuf8mi30kdPU/cNC2ajs4I4OxY6IyB11opAVmmJTNwCYN/yHyWDjEt4iJZucVBnAjYPAJcfAlQlXk7SM0/TjBp/rGd2V6uiXdYM8e7/BMNSdRLA85hiiCflFYNN67JZ5OsJtKJqL0vAdStTbU6mQ77bOR1jZseojO0ekZLAWiaOgHFrG+CH4BPJgPcPu8zEnlxCy/hWKXiEiaBrg392O2sQKQAzv0R4XOICKnrGlU1aafTyWumk+onnHPu7o53HZJ7HuKFEBG2dnZQleUTm6b9Oefcw5uOqwxgEPlW4YCJK1fClntIeSzDACoJIZFkPbuegLMwp3xsrqcAAqgCXuNuO3Bt20BfAMYW/n5jsFguk6Drtm262djGASln7KRcnBLROL8h7rNrt/ic5B+3toC9XeDEBUAX1C15wVCmUEZpGkpt1w2AlTQr6QD3YMUzsv8gvsfJMYA5BwMlfY23V51MKzTzfXed6m/MwFQCd+zzAasq9kt4T9kYqJdL7O3uYm19HWVZxl3/g/CDOA27pnLNggpJ6DNWN87FRiuH0058DIajXooirY82jtFbjYvlEmVZYjqdvnkyqf49Obqtqu6Sba4PJfcOmGfiV3tNcerUHe8F8BIitxW8gJzU7i4g7H2JAHbdgI7L6Lr7AOgUAJOEy+OdzPIOoBo11sKDYqAC2rbFsq4xn8+xt7eH5XLZ7U/pn+GHO/bcajdmCJ0m223TyPZrWPWSc80n45vjLZQNaH5v1BqPHgUuuwKYTBKqhaevxttq5UI/+KRmasSzmiNLmp6k5JdRE+y+8LvkchNtVTovRV9nst81QSdIi2JwlRe3zHhd2e/JhCreC27ayzwBT8E557BcLvoJGunpBxIorUlXXg2Z+hmtIKgDaSnK/g8TR4h0cORjX3nkCg9L85ajwXwxBwBUVXldWRQvrevmtrK8+xcTrJJ7HcACwHRS4eTJC7G5sf5LRPhhY4yzsbH9BruJGMTdtvyWZP3eBVz4gNJMznif1MpC53bAaguLoiw6oPSvUdu2WC6X2Nvbw9bWFnZ3d1DXSxSFxWQywWQyQVX5eL6mafqjyg0rnc+soxa6bRrB9gCFDjIZSPB6cfDltIm4hwDv1PrTP4L5idfB3HKz375QaCtmYLLi2jVEWWLby7ILx2QCxKLOSfqSbtAmi/wtya6Zgd/4O2JE2srLMphebHPeDgqgq/yuxpMO+AaSdu9AMU5m7Ho1mWBvdzc5BDAeEij6JTyT7CDHt0gMddDKxPuG9EiI8JQL1gSz2gyMV1pM7zQOQB/Ks7c3R7d0dl6W5av/9Rf/6/dMJvfMYoJVcq8EWMDvvjWfL+r1tdmriqL49WjSGOOxiJlN1tgu/Ml1mqzftyA6koSZw3nJjB9kDi/+glljUDKeNdIB5GNZ5/M5tra2cPr0Kezu7qCwBTY3j2B9fQOTyQTWWrStQ13XWC6X8Xgcvvl0Xw7T88n9qE8biA9Ixnlp5nSoa/yLHABjOn/1fuBNvwy643YQ8j0NMk1zwCmSaFErfuf0gZxIJG+rTSCkxEbGNlhRNih5SK06to/iyNGGsbar1EHiZGW6RvlNrvzL+XAkmnE8m4q1xWxtDQSgrpcgAMu6xpmzZ7BcLrO2C/WRCxoyx5vkaTWKRFIHgU/tnNecBshoHKUsu7s7aJoGZVmhLMtfnk4mb3jjL/8C7sl41yG595WIyWw2RevotrIsv9Na89fRiWT7ha69w8lfcx1dUBZl7zmFYiIjHRByNVjQWG1GB6Qm03Kx8MB66hTOnD4FEHDBBSdx4oILsDabxfi8pmkiJ9u2jT+qPOyUT6H8adoBZJNNVsS/zPySGqOsK6tj7oEGTDUB1tc77XWApJecoxxU4m/4vEqz1CiBJG3JO6IHyPB7BozK9aw+PLphwKmj7h3RN2Ye4qQ4BTXg1NqI91GY6NXtAFn5Bx2I4t6yKLC+vo7d3V24tsV8voets2extXU2vme2SyOpd3SUmWySlRsAqZqqNokGf0pYKKTkxcsRHHU7O9tomgbT6RSTyeTPp5PJdy2X9XZxD+wzcBC5d+nTihARbrvjFDY31r9ksVi+3hEd6X7wy+aoB0N0oBScXG3bom0ab9Jb1gHMWRHBSZwJRQA7YoIDqx8uRA7z+QLb21vY2tqCax1OnDiBExecQFGUcSewAPCuC89qau/Jnc1maLudwjyQ+iWAxiCJhrC2gLUmTiDJnqpMM00Cv0UHD61aU1+Ij98MnLoDdNXVMOsbqZc47ZjEQRTyykBqlRNpHzmQ06qrk1McQPwZnl5SfuSDQHNsJiB3EL4xvFeSMpF14Q4spf24M1ejC0J+EYS6/ZNDr/QmtwHIwTUNzpw+jcl0grZtcccdd2Axn+OKK6/E5uaR6B/gq6Y4DxscyUMLXYbew6QNgbhFadxfoPuuPIQQrbO7swNHDtPpDLPp9GPVpPryxWL5O5ubG3fZoYXnK/fOUgnpVnpNt7Z3fmCxmP8XH4QMtE2/R2wy2Bm317YtHDkUtogvjwTYzAsaZlbr6QauHYZ9KD3XehZbZ7dQlgUuuuhibGxuAiAQIYZooUs/bLe2mM8xnU1hwxJA+B3a+/PHAOfYqQ7hJeyoA36A29CLnDl2FE849/ByZwPKErCFP9GAHx0t81M0ygjmPC+kA0sDH4j7wcvGvnNtKKEBpIiJR2qfWVlk/eQE0aUZwUy0MU9LAqxsB7MqfQWsk7bmHLrym9ndhnnXHwG7u6wtfIHMxhroEY8CrnwI6s4JW9dL7O7uom0aGGNw6WWXYzKdxnchHERpO4Aj5JRM9u6JOmu+guhgYxs3JSvk2LMRXHd30bYtprMZqrLcm04n3zydTF4LgPZTGu5JuffEM6yQoigwXywWs9n0B9q2feruzs5j1tbXE3OeO0M8t+dgTeexd2GTCG+Ke6xKg5eDGKCnBooQHeBAru/4xWIRwXVzcwMnL7wQgMF87on3xWIOYwym01mSto+JbTDDDG3bYFJN4svWazK9E48IIEcgE5YHQwdVDgymj9GNWqt44Ye0LBgDfOD/Add9BHjyp/lQLbYvRKI9KpppyDumFcqGHMwyzY6F70TTmPWJjH9WRZj6Q1RFMqEy55NsE60c4X3DQBmS9JUJP9P8KV20wtuIa6bSBDeZZWGArTMwv/TTwE23+FI4ChUFyhLmysuB//zVKB/7REyJUNdLrK2twTmHM6dP45aP34zLLr8innMVVlE5a2HCZMXGXGg37R2U7RH52s5xGyyyeJ21eXg6APvefI6mbTCdTFEWBaqqfMN0MvkJ5xzdW6mBIPcJgAW80+vjt972d8eOHnnZcrn8sb293SMbG5sxzhSAf2kDh0O92WGtBbV+Ri7LPkRKBddIC/hudm0L12m0posA2N7ewtbZLayvr+PkhRd1HGsNIucWi0Vzy8c/PiEAD3rwgzGpJjFsbHd3B0VRoG5qEAHTyVQQ+53GyBUWEAwZNp4HTE5Fa8g0VD4RsUEbNU9rgT95J8xvvgn0kIcCF5zkxemySQeS0bg3oaFJLcYo4LRq7wGpVXIah5vWcjKJ7wRykE3SRg9Y4XkzMEEk96yqu9TgOIDzNBVKJwNl2QZ8soxt0aVvC6AoQI/9JODSy/wz812Yv/wL4LrrgTf9CvDwT0A1XcP6xgbme3sADNrW4aabboYtClx22eVR0TAdJUDcGSgsDXVFV1cux95Nfx9QGA+K2hJYiDrPF3Msl0tUVRX8IH9cVdUr67rZuzfFuw7Jvb+EnRhjws5bv9asNU/d3nH/vdvYIe5MFU0xdswytS2MMTEOMGwOA/Qvc1i4EMDVGOM3ZHEOTdv6pa+RGtjF2TNnYYzByQsvTDZtsbZ4q7X2D44eO/bCyWSyWS+XmFQTGACL5RL1ssbs6Ay7OzvY2NiMZewHjgXIAYYAkkZoBxP8ZUXvXJEAFbQf7oWVml2SPx88nXcrgjIHsQCQQ2bZAEfJTeDQ9rGsTFvLyqZcV7ViBcB4W6jfeVk1jTy8e6wskp7RtmYMwJtFEOzTZtLJlXxWuPBMkzc9xNHzPh/06c8A2gbGtcBPvRbmV38VuO02YL4HM1vHdDqDgcFyucSFF12ItbUZts6excbGJo4dP874exfpgmTJKn/XtLZV6ll0dF7r2uzdlXWu6xrzxQKTaoKyLFGV5Y1VVb1wsVhev7mxjvuC3GcAFvBe0Pl8sZzOpt9DoMfs7u49va5rlFUVTznQlrt6gC3Qtn7TC9d2h6axDg2xdsEYblu/vLUoig50geWyxvbWNup6icsuvxxlWWK5XIaZ+Xcm08lXlWU5ryaTf2tgHjOf72E+n6OqKuzu7mA6nWKxWGBZ1zhWVaoG7QevAeC61TUGBAdLtv8JBBFMlISWxWscELvfJXeX3E8EPO0zQdc+HLj08tSMZ/dFLU5cz8xEhaJghevzVAAm4TmZVklanuz+zIHJsxwAJKPlp6SpaZyyreN95wKuou1kbLCMcElM7thH4bP/Z269CfjIh/yEvbcHc+ONPsFrrwU2j0ZQm0ynKMsSk0mFyXSKjcUCOzvbmM1mmM5mXb18riF2O+FgOYUiJgLOrbrg0O36gQh+BSTri6DsWGPQtA0Wi7mnBcoSZVnullX1sulk8nv3gj1cDiz3KYAFgOl0gu2d3Rsm1eTb3Ix+bj6fX2OMQVGWbFlqamYYeMeRtRZVVUWQDZEHwZvJY2fD8tyg0bZti8Vijp2dbWxuHsHm5hHUTe0XDYD+bDabfZ1r3UePHNmc3HHHqb8F8JiiKOPKmbKsUJQFtre2MJ3OUFVVH2SdeIhT/hWRUgyaUhhkLDibtU801/iLjn5w8utci7RdpvTwRwOPegxQd04u7i2WwpyEaggRUnDm5iQHjUxDZmUL+SSatqA9Qr0gykEDoMY50oQ3Fm0S8pZ8Lgf5zBmn5SH6QGrOvA0HJySep+Rxkzbqvv7iz8H86i/6L3UN7OwAj/tnwBf+ax+Kxw4YLcoStihQlhUmlV8Us7Oz7ZfUdopIcEY54ewLccyWT6xdXWJbdOBqu/1CWnJdLHkoev8+kPERIV4xmYRlvc2kqn5wOp38VNtZlPcVuVfHwWpijMHmxjpuuPnmd00mk5dUVbXjnIMh6vdPDQOQbRYTeFBr/JI8x3YV6uPwgKb1tAABMfaVLyZo2xbHjx/veNcWzrX/sDad/ddbPn7rXx8/dhQ33vixpTH4Ler2INzd3UVd1yjLEnt7e3BE2DziI800s890iBr4VxJAyfSXVGOPpn26eCKAlQY1kevjqV73YZj3vMvvpiXNVEUrDDwo16rCtb7Maf+BgaicEHlZVC6WlZtk/ZV7s2umj7EM+YW2lN7oUD4SeSeb4ww8v59nW8YsZ+8Cpx64w2uQFgiTVPe1LIFJ5f+tzYCiBG6/A/joPyVlje9HB4BVVWFtbR1t02J3d+cOIqp5nK2ka/iEkky04RrjWfu9RGz2HoUl5NYY7O3twdoiUnNlUfx2Nale3bTt4r4ErsB9UIMFOj62aVEU9o1t03xybcz/aJzrlrEWiUnJn+FxfWR67bVlO3CFo2g6s8Q7Y7uQq729PUynU0xns7g94nQ6/d/Hjh197/rGBtq2xY033ohLL7nk0rIqi35xQYPlYo66aXDkyJHIGwNQvcm9WdYVK619diXXgoUGBiQaINeAknuMgfmdtwJvezPwklcBj3w00HHYWboxa2XASROec5sSxAacY4m5z/MV3v7E7BeOqSxdYdbyd0JGQBhRFh5VkJVZgo9GC1C6cYoGwNk16SwU/cbbVOrQ7l/9G9ATnuQ11baF/c1fg/n1Xwd+6edhHvkJwImLeq6Y52H8TlbrG+sgorcW1pYt0b/K3hf+WYbzsXuIKPo8QqxyXBzE+qBfArsHH/TgNefC2o9VVfXy5XJ5x2x6z26efRi5z2mwQcqywGK5XEyn0++tquq3AylujYncDjfrDABr+52dwj4ATXfWelgY4O/zIVrBsdW2LZq6Rr2ssbl5BAChrmsYa947m639+PbODiZVidNnzuLaa689QUTP393tnGHwR1jAGKytreHo0WO9diccVeEFNx3PGmb81KWgiHBydYkPalrSU5vwsW0LLJeA2DdUaie5Uyxd/RPzGuJxOViIMg4CsQKU/O+gzii1b8OC53m6ob7MSRr+8mez/BjVk5SNpcvX9EcrQ5ZT006HaAVGLaRPdaW94ELgiquAyx4MetBDQA99uNdq77gNOHs6b1/+zxhMZ2uYzdZOra3NvrEoil8DESUatHRW8nclWhf94gE5ORn0+x8E7bWul2jbBmVRwO8qZ6gsyx+tqvJd08lkX6vg3ij3SQ02yHQywd58ceNkUr2AiK5um/rhy+UCEzbT5RoDIZz5ZYwFwS9jDVyTATpqwZP51GmvdVPDGGBtYx1N04KItqeTyf+85dZbrr/i8ssBALt7ewDR5t7e3sWLxQKT6QTVZILlYonjJ05gY8PH7rZhDTbzoqZaVdgEA0CYLDr7L3nHBFDmdAN68NVMackfEgGf/ES/o9aFF+Wasab9xlZNzf8IQh3PDXYNWAGY8rPMS2iH0jGWlFlEBRBLW52qeJoKHSKFO3do8Cbdm048feF85JpdLBenCQR/G7l5The88x0w1/2Tj9+uFzB/9qdA0wDrG8DaRpyQE/65m3haIlhfpp1/uu6jN1z1oAd9tTHGNU3zLwgwmRVhbXJgJ8CpAcTFNBFsWfkDbVfXNRaLhT+DyxYw1qAsiveWVfkTdd3QZFLhvij3aYANgdA33XzL+09ecOLFzrkf3dnZOWLMEpPp1L9c3b1SGwtOrqIo0JLffSvws0UX1B9IfUeuW/88Q1VWqOuayrL44ePHjv3a2to6JlXofD9rN22DsiyxtraGxWKBzc1NHDlypNvwpU1CfDgYhYHXb0YD2P5NjuBrwJwcA7yof6Jvp5C+BmKJJvaEJ4Oe9KldeI+LcZbcDE76AEjoh6x/uEktgDJzSIp0jMxvhQYjNezgADMsj8GwJhHJENpUnbCU6xq4JlovLxvTSrUVUWoe7H3hvHniNEQ3QbYt0DQw73h7SqdYC2xuAM96LnDhJapjLmydaeOLZ3enftvKG9dm069eLO120zRf4oimvI7WGLSm59NDWFdQWkKIl8wPrA6LpQfXsiz93h9leXtVVS/f3d278eiRTdxX5T4NsIA3L7o1/b/SuvYpk8nkq5fLBcqy6pfGdpKYr/6CpwEK61dMBVOuO0s+cK/U+r/r6+tB+33H+vr69+3s7i43NzZi2h+57jpYa68oi+J4WVWoqglc63DkyBEUXTnlxh3cxAuaZqAs4k5ebC+EqMlqmiEDy+iYGdA4WWJpiNLtt3oH1yWXApNpcp/xDZ6Hb4VBzk+T6MrFvfWyL8SF9Fl+j+IE46AT75GedVHHTDuWXCZLW41AEJNNxn/yCUPTymV9JT0z0D9a//L2pXDrxhHQs57vN00Hb0cHmlYwj3gU8Emf4jdMimDYr/W3Jpy0AYAsyqo8e+zoUcxmU9R1c9P62tp/ny8Wf1vX9bc6546GMvDoBXSWF48+QKxGb12E2PPCWiyWC5RFvwm4sZbKonj9pKreUoqNwe9rcp8HWMB30nyxWFZl+erJZPJ4IvepbRfDytejA70ntj+nqPVLaisbD4YLm2UkG15Yi2pSwTm3ba35gVOnTt18+WWXxTK0bYurr7rK3HTzzf9y88iRC8Iu8seOH8d0OvVgzTcA1wAPyMDVL+01HX4IoAkDjpu+HGTD4BVhPVb8HsHHGOA33wTz9t8CfftLgYc/MjowEm97LITg4YbMaqW+GV+sXE+0QKap+SSZg2qFZi6jAHi5NZohpi3rIIBb0zTVKIQhcNDKw8qefJe/ac4mIuDIcdCX/DtExAtar2vRtv6dKm3RTywsmiMqIw7eh2HtsiiKGyaT3lncNO32+trsf+4Cdyzr+hXUtiddV+8Y5tiFYIXtODVqIPC0fTSPd2pF0PXUwGvrpml76/C+KfdZJ5eUSVVhvlh+dDqdfFtVTT7qtdD0Rcq0xr5DfWOEHbicE+81oaqqcN7Wm9bX13/nxPETyYCqncPesr68mk6fM+s03c0jm1hfX0dLBLn9d1jS22UQyxPjDI0/zNGE428MOwUhnFHG0/AVSJ0ogeNlDpawnpznHx0wtoDZ2wNOn4Lptn2UHnZjbZ9PaFNjkrxDmrC2B5jwG7uPWLljLDI310NemXnNJpruvnj+Fytz8k9rL3aNO1/6ZaGibcP9sg85cLDrUdNWolpCWnxHqWAhxPaJ9bZ924lyJ5uiR3W2y7dtuwmy4+6pO/QwvPvsPQh0jrdQAGPM7UVRfJBzn2VZoHWuXl+b/cSkql5grT2VUlzw72xX9rCzXSwy/2v8op/FYomqKr1jy28NulsU9ge2t3durO5jIVma3Pdr0EnQSM2Ry/9g55YPv6Cu69c55040TY3JZOJ3xWIcFhCApUDbhSJNqgpN24Tdu5JTXatqAmvt+8qyfNnu7t7eBSeOx7yJCFsf+hAsuccaY65uF0tsHD+OjY1NuPkc7sxpbz6vb4A2Nryz4cxp//JPp6CNTcC1oNOnQMslTFHCHj3qIxm2zsDUtY9jPH4cMIU34ed7MLYAjh0DysoD4862H3RHjoKmU5jFAmbrrC/kxgawtu53yTpzxi84mM38IYfOxfLQxZfAPP2zQEePAqdOAcsFTFEAx44DRQFsnY1509FjoKKA2d2F2d3x+Rw9CppMgcUc2Nry2vPmEWBtzed9+jQAAtbWYTY2PQicPQO0DVBNYY76VUb27BmgrkFlCXPsmA+rO3MGZrnwQHPsOFAWvs67u77eR4+BqgqYz2G2t3xfb27CrK0DyyXo7Bnf92trQMj7zGmYrh/MkaNeQz99yvOYZQk6dswD3JnTXVuUPm9rfR57ex5Qjh6DmUyAvT1QdyKvOXIENJ0By6XvByK/1+76BkzbgsJ7MZ0CR472/dA2fjHAkaO+Xl3eKEvg6DHfD9vbwHzP/37sOExZ+rPUdnb8IpQjx/y7tbcHc/YMLBHc2hpo84hfeLB1FnAtMFvzaToHuv02GOfgyhL2+Ikby6K8KezqFgGjKNA0bbu+NnsDgGN1Xb+8dW4W9tHgm3PHSZ1TMWGiIcLtt98G17aYra1hfX0d08l0WRTFT06q6k2VWGl5X5X7DcACiB56a8z/2TPm5HK5/C4inNzd3fVr/7vOlqYsN12sLeLG2I6FmlRl+deTqvrqumn+9oITx5POb9oW737EI/Ap3/r1Ty/+7oPrM+dQ/devgfuMZ6L94AdgXvMqmOUS9M+/GPjCLwXdcD3s93wXcOY06NOeBnzlfwO2t1F+33cDN3wU7uGPRP013wxjDIqf/BHYv3o/6JLL4F7wItDJC1H86i/C/N5vAxubcN/0HcDDHgH84e/CvPFn/UYf//VrYZ7y6cCfvxfmtd8HtC3oi/8/0Od+IfCRD8O+6qWep3vGs4D/8F88wH33i2Fu+hjonz0O9HXfCpCDefUrgA9+ALjiQcC3vhg4fgJ448/C/OHv+UH5LS+Cufoa4M2/BvzyL8BUFeirvxF4wqcAf/rHMK//Xx40vuzfg577eTD/+PfAq14G7O4Az/4cuH/zFcBtt8K+8kXArbcAn/wE0P/4JphlDbzmVcDf/x3MVQ8BvuXFwMYGzM//JPCuP/K7fH3rd8Fc+WDgrb8B/PqveJD62m+Bedwng975+8BP/ohX5L78P4E+67kwH/xrmO97JbCYgz7nC4Av/bf+WJxXvAi443bgUz4V+G9f70Hq+78b+Kd/BB76MJgXvBCYzoCf+lHgz97joyu+7SWgSy6F+fVfgfmtN3vA/oZvBz36MTB/8ocwP/PjfhL4j/8N+Ixn+lMiXvMqH/72z78Y+KIvBX3sBphXvti/A099GvCf/wewsw3zqpcBN3wUeOSjYb7xOzyY/tgPAX/5F8All4G+7btgTl4E/Oobgbf/FrC5CXzzC4GHPQL0W78H88af8ZPfV30t8JRPh/2z98C87vuBpkHzhV8C+rwvBF1/HcyrXgqztQXzmZ8N85VfBTp7BvTKF8F97EbgsZ+E4hu+7QZjsKXt0VqWBZqmadfXZj+8Q/Qot1x+JRGyM+TCAh8e9+rHG7C1vc1jZB2Avy3K4oemk+nPOed27wsbuRxE7h+1YFL4o1natdn0RwC6o23bV9X18or5fI61tbWULmCmW/B2hpegaRtv8liLorR/M51M/vMtt9z+p1dfdaXi+QaeQXRy902/+jS3WKAsCuDIUb8H7No6cPU1ME0DnLjAm2hVBbrqamB7G3TRxd50sxbuiis9SF12RReqYv2eADs7fmerjqfCRReDrrnWa6TTmZ8Zjp0ArrnWD+yNDc8ir2+AHnKt3+zj2Alf0OkMuOoaDyQXXdw1WgE86CofwnP8Aq/drK+DLr8CZjEHLr4EFBZwXHQxzDXXeq07HIx4/ATw0If5e9Y3eq31mmu9ZnT0mF/2O53CPOQaYD4HTl7ky12WwIOv9traJZcjhE7Q5Vd6muKyy4FwksTFl/p8jhwFqgqGHOjEBTDXXOvL0vUvjhz1eQN+IiDnQfAhD/Va6Em/SxiqCXDVQzxgX3ypf9ZamCse5LXW7i+BgEsvg3now4Bjx0HdAhScvMjnM53BzGbeUXrkqC+PMV5bJAesrYOufihM08CcuMC/g9UEuPohXhO9qPPq2wJ40IO9c/HyK/tlwJddDmxvgU5e6DVVkAf6hz7Mpz2Zes37+HH2Dmx65WBj0++M1rYwx33emEyAq6/xmn/3DpC1MA++2r8Dl18JGNwAoB7ayLosSywWy73pZPIyED2mbponh6XfBAauYOF7nS9jPt+Li3Ym0+nNG+sbP7E2m/5EURT/5F/H+w8s3fd18AHpHEVmbz5/9t7u3ivni/knrq2td5u+uLjgIJg0ZUe4dzGuIHTLam3x3smk+pqP3HDDux79sIepZsvu3h4KW3zazs72m13bHvenFRCabvECnIMNe8sGxwQ/CsZ0O8izEC5bljBhtVmY/wMf2z3L+VjT7f8ZXm6wfOIaykCjdE40AiKvZ8h5M/yX/zfMO98B+rpv8YOwO2lBDZ2KnnsX8w4bMyfOl8AfsnhczoH7ayKWkzsjg1nJozD4AXwhTW6SimvZgouwcTmLfIiWDfVnoVHY78G5tIwsn8yJFrz7Sd6BC2V15AsaWPsQ6+94H+elZb1jH4ZDQRnX7pyfwF1fTmMMCsZLh8M8Q3qOCGVV/vemaV979MjmoKlORNjZ3UNVVc9tmuYNddNc3LKVf5wqIKK4v7Lf56DamU6nv9ntMfCnANr7AyUg5f4zVQjpOFk6e3brt44fO/ZPtrCvaJr2c8uyqGwXGJ0cYUHEThLw2xZWZfnOsiy/qm7qDwyBq38YINBDW0dHJtMpyFg4auJJt6YoPLiFHb98AdmZXF2IWFF0zl95aipzZLCBlm40YkC257fidbEhsTEmvwZ4jc1az7te90/AYpE4VYL/JPBorOrds/luUxHsGSBLMIoRDqYHDr6xc9zvlChNK+QhHVToASvpLeb8S8rO7uujIyxg0oUE3MmVHAcvgVVc60O5bD+hhNv5KieljPHecChg0uZpqF5fniK517dlAWMotmNoN36iAAFxpyxDblkU5c3GWKwCvWj1GfM2Y/BiAN8Los1kLQT6JbL+ROW2XV/feN90OvmB6WTyG865ndjG90O530QRaGKMwSUXXwRH7u82Nza+Yjabvrht3S1WDErA86hN0wAwsEWxKMrix6az6b9ryX3gyObqWbxuGjRNe9wYU1hb9GdxcS0jaKzUbWDMTgoA0hNsY9QAu9ZVKB2EYnBpGyKry2WRhhclMamXXQ58wmO9M6YLYTTK/Tz2M0waMrQp8TCzfJNt/TSvPnsu2eyG5aOFdSVtwb7zf1pwXBKLPNA+aqyrLAOLjEhCzNBbSkY8x8FU1g0M/CDSzfpfPKeWT9abx+CGPvHREw2ItnAA6eLQXVkUP1GWxauqqpoXbKl6jIjxR9zfVFXlS9fX1/7Fsm7eCGCnuI/Hue4n91sNNkjoPOfc6c2Nje/Z3dv7i7ppXlFY+4nETCLXenAty/JMVVU/OJtNX9U6t725vv/Gvn/11x/EYx/z6MvCgoCmO+CQA2EEFr2UHa6YOBoy7atLh4cEpSn0v0ctMQwYESPKVzYl6TgHPOdzQc96HlBVINf2IV9KnlwbzYbIwKDJNMgkwdTbjIF7ZcoZmA20sgRPLZY1fudtrS2UUPIKfCNfhirNZK1MyUTE+0ua2gPPkshbK2uijSvP+msECwNrLRFQ69NRLmVRoHVuOamqVwFmDcDXt20zobDowNq6qqrfgcF3TyeTP3aO3NHNjQOlfV+X+7UGm1TUk+7tbbfd/taqLL+kLItfKaytPbh6WqCqqr+ZzaZfsbG+9nIQbU8PGOT8aU9+ojHABUXhzX4XtUamtfKliUmcYz9UjdBYjdS0uYcWAoS0lVE8Hjb5qddcpDZvrPXhT6Es4RmewCBVQqnWzrTnbFUWT0O7hlRjjW0AZWIAVA1aaoVcYxzS+uI9SvmGQF6zBtQ+UiROXNwyYVRCBqqsLeOzjO+WmjsH32TJME8j9htCv5fG4Mi5uGgKa+Ec7VVV+fKyLF9TFOXSbzlYnC6r8hXT6eTLqrJ8JwDnudgHhjxwagr/Ejz4QVeiqiZ/N51Ov3JSVd89qcqdqqownU7+YDab/eu3vf2dvwJgedB9J4PLxRFt+s1j+MASOyip5nC/SsvIewQnZ+RAJ0EtKGZoTEqkmaQTkrMW+O3fhHnFi4Abr09MXsPzFN/jX41/7PLUNndJ0uCrsQLAKGlJCoADUWaSC85VpqVNGhpQZ/Vh34fu5bQG/zuUrgqm6s2C9+2uqRMRdIAPDs7EBwGATVulgTmGc5ROwdiuyuK7yrL8nsmk+oPpdPofppPJy51zp+7vdIAm93uKQEq/7K85XU2qlxdtcTMMHmaMeY1r3T99/ud81jm9BN357sYYM7PGJHteAswE4yY7UvDpVs6kZZRAy7VAsTLIMbOQD3ppAgL6IE5g7PrrfLznF3+ZTzMceBfyRW8yS4BJtDHtHm7+EqWrvAbKnJi+K+qjcrKMIomAImOg2bO8LlbkqbfX/joeafckzsn8Xq3f1HbGMMgnPG64j7UFb3/DH/K/F47cZjhK/lykW56+PanKlwKYAdgGQNY+oHS5KA84gI0VL0sQ0aKw9kfg37HWHGJpniOC9ZbALAASgB7wBjQXvvFFFGUBRIwwCNdC2lK7ZN5hbmZCgG+SXZeHY+nj2DHg8iuAqlJBgINDEhGwiq4QdcruD49BgB1RBq787xDQJsAkveys7YcmiGg2IwU8rQ33rafQEoH8neC8raxP1qaiLzX6RN0gXXLyIU3OxxsTQ8Sco0tvO3U6S+8c6l53/x7Q8oAFWCC+CO680gDQOjc11hwBerMsHgNtlI1DODcqPfLchF8BVBmISeBLlgPnDpYsCsAYGNf6VU7PfA5w7Fhc9Zbcz8qfALimkQotKQziA5nC7LchJ4983iDVPA3r3NyhE4qYRjNIjVkry4GcV8o1SfWE+zRNOZswePjdUBRDd182sSo8vpy4Y59SjAp7+FVXXl4SUYNRDi0PTL39ThZyVFhjq8SJopiiWZxjeMnDdbnUkAMx00wBwRUOaYUK15aURwkDwuYRmIsvAcoquU/WKQEmrhHFRiEMarvhloH2lA6iVbwovz9JW2ig4PdIXltMIqRpnbLtBuqxn9899Ee2daZSD953/D3QtO6sjTioyoUhMoyP50vU4Tg9yBGtO3de+scDXkaAPU/pthKcGWP8rsBBDUDuYMi0I+nBhwDmFVqq6szSNF4GcOog5GFYxgB/9A7gh38A5uM3JxqpNJuToHnmxEucafyvMIGzdmH1oYF7eKjRoDZ7AHpCmvwJuIg8seJ7yE9qm6s40VVaOI92kPVO2l5JN6vLPm0pJxYlMuMScu6Cg5Mio2gyAuydIxMAEz8A+kPdMs1GcVxB3qN8Tu7jWojiDMs0aKnJiDCf+Jzp9p794AeAt/4G6PSpXNNR6ALi6YpGMSIPWdfMXBfPr3QorYj1DPXPyrqfJ38gumJVPtrv8l7V0TXQVprVw8sG5Z4hZ1hsBx6PHfqfWyPdisNwgkcnJ9rWXdC6c3d0jdLLCLDnK33cYJV5+sMt6DlIaToPptmnnTuQBp5NPOLcROZcnOYAoW5zcZDfXm/zCEwXUpPRELwMPOZVKc9+mmi4ZwhEV2mpkt9OaAXBw4Z8VoGjCkxKGTQtMVt7j1zLHppEtDJkESi87fjKNhwQwCWocutCOLrY23GUiK5pmhFgz0ce0E6uO0Oiaa05s+LLS4ymFOFGBzR346BTzFzN8ZE5ovj9rKzWGDj0ziF67ueBPvUzgCuuhGnFaQahTJqpLR0wfFWZ0mYHEWlWJ/SKmEDkUUDy/gRopUUg8pNtn5U/tBV60Itb8om4V5VWEOUx4q8aecDyXtWWGqjz7QKTkDsliiU8SYSKiC53bXuoSIJRvIwAeycIN+8oOHsBBjbdfygNEVoFrjAmO7c+5iHy5hpNYurK5ZdgA1uEQHUXgUsuhbn8Cr8ps+BN93PgAP3GHjwsSAMUWX5Nc02uDXjrZTpcs+XhZ4nDSwDLEF2x38QnSQp/1FBe5lXcrBn4C3ST30D8b9KXym/8ncmoFxmu5S/6P8bEBxzRQzcfIEta7yoZKYI7R8IecwDymMaIr9qqHu5I0rQE5jyS2ltM2+QruFSNLkk2BYO4WOH9fwb88huBO27vNHM9RCspKXfaie80QCEMmeuDJrzQ5rNQJ1aWeEy5oGk0h9AQb5x58wfyjm1JyCYAuaRVcqlJnlpcsMLRH5R2kb/L+mmcucgcRHQNgKmjg0yto2gyAux5ij/WG+sE+F1hhgBFMfcNsFIr4+klMhCkz9OOt7LrHFRVrccYmHf/CfCGHwXd8vFuOzxdu0rSZ9wu53m5lm5ZGTUNUHOWcUDJnIZKe8p6Sg55lZFLK/KT9ILsM6cAofzOIxU0bfmgIDYUaZFw7av6irWTHWiTUB7n3HEAVduOoVqHlRFgz1P8toTu4QCdAKCgFvXHWXORzit2v/TuA72mmgx6ti9AEs6jaT7aijCkIGIAH2VerD4PicQ/DTSSJZlgICOiEZLnlZjU2BRZ85mcCuH1zJaBDjsGpTa+0rwWZUi88cr9WltDpJ9RJCsiBrRyJhPXimdVhyWzoOJ70m0uTkQXO+cuGOnXw8vIwZ6HEBEWyyWMtVcSYQoDGMpX0nCRg1LdwzX8puSZDFZNW1UiFMJxyBrIJDweEegZzwIe/RjPw4qJga8800Aj4VONScpIA3lq5VGvc05XxBlrzi7NmbhyCW+f0a7OgygAAGTRSURBVEoNNAlXE86oobKvkuyZfbhmfp82WRpZ74G2lpx0vB7rZwDgGAHHzrFKozAZAfY8ZTqZmMWyfiR1kQKOaWNys2j/3tr0pZZe+QGzbZVDA/y3gWWbknPV1viDCObaRwCPeLQ/AVYArLZNIFhdpEdcKUg+6ayINtDqB6mtDrUDS5+Yw1BNU7Sx5uHn7bbfs4QDtMVAOcyKSVDmOVhnRYbSSNqUOwf9fLTetu2RkYI9vIwUwXlI6wO0JzC4CoR4ikHU3ILGR/2QMyuogVVOn/3e8ex3GYh/gFFCxoA+/Pd+NdfZsymXGpKF0ECFI2llfix0TDp9hvII+fQTV1rfjB5R2mPIhCclr4O0tZa/dj3+lavcZB8N7HugXcvaHzq4co2c110rn9zaMewNa4AZEV3aHmJXrVG8jAB7PkJA27ZHQXS5D9NJTcmUDzUqmGjfhwZONpAEv5mClB67yHlLvuNTHGi/99vAq18G3HSDPzcMYnBKHphNItrihrRiwzxo+CsBMuWYKUS7xXtUwEAKMEN75WocJYm0ZLkg8pFtKwEw8tArljGrkRlKHQF94hjib3keWr1XRTT4fKkwMCcPRFmMosoIsOchXhk1RwAc999TjcTk9w4lkgyyjJ+FMqDFirE8akFmk5/ZlZ0yAONPkW0awFEE3sTpI0LMON0htwDUAIAw0A7QwTVth7w9VDpF0d5XhYvxRpMRA1L7XMWP77dJzFD5Yn5KmYZAd+gv7WMJmYPc2ysFlkCbNG74cmgZOdjzkC60ZgPARtCshgYKYNLBKvnIIX5SEQ5SKwd8+G2fiIB++a4DnvgU4ORFMBdf0p9rP/Cs9EwPOVZ4OXjUgFw8wDnLqE0y8F616XaS1z7B+Tz9hAPmddBilmXZVrX5fu2tpCk1ZZXCEJw9kGpJmiOS37tq8svLRCCiDSciM0Y5uIwAex7S+uObjxBh1o1KAPt7k5NwmvD5gFEE0nmy0gESNFCmiWYnJ1DYaLmLIvjEJ8A8/lNATQNDLkuXa5Xcmz+036wWMSCjEFY59SJYcO1bhFLJPGXbWJsuBJBee95nCbUw1K7sfmv0ZbqyPw8GaMNtxvtskG8XoXj8GQ10Y3pKNERfHbrs6JFNjHI4GSmC85DuxVwHUAa1JgPPThKzXMQhqnxeyAOHMwmHwJeby45RGXGA3/px4EMfBOZ7KQ8qNy/hYMU0Xc0El4fscaeUVm/C8AQlDxUMbajVuX9G4VBXPKPxrdr3MHlpgD3UZ6IQWcyrFWWLbcg+Sy08i31etdJNlmsgnDC0GwgnARzs9M9RMhkB9jzFGHMMQCWXayokaO78YSC1H++meaG5kyl8X2W2amkneVsL/OavAy96AXDDdXFr+1DWVZqczIf/fs5Hjoh6q20hYzdZXTRgyuqt8a0r2iZ1tg2nzTlp/luioQqNM8tzIFRLtovk6/kqNnkir+wLlc8XUR7dtSMAinPqwFGijAB7HtLt/boOkOVe9OQeGaKzzy5L8l8SOqM8Z42yNl6kKf9qzrM4+Bd7wNZZoGkTnncIuGS+kb9ktISMPoBIC0p6st6ybVcdyaJqcIxDVLVsDEsWSTHQf8BwuyT3iIUSq2Q/TV5tk6EJd79FDMGpl17cAFC0bowkOIyMHOx5SLcXyhoAyzUPqYVEjcuIjWD46iLFLESXjjxXy4jfY3JINI9BMOdglYArAXjkJwB1Axw/kVIcolyDmjIbpPt50hNuGDmIy2eHTPnsHs3JwyMeFCfTqr0KsiiIfdpEOtH4hJbskCVAMm4Zuap9V5QtpLlq57GD7EqG+L45ENGxpnVrRG4Ho5yzjAB7XuJ1BP++poNm6EXm2qwBvIOJ9ONUuLk5dIQ0v5cf8Jc5bVj+cru6Hngc8OnPAD7jmSDXwjiXmrMYALmwWqqrjwo04llSwDs65JTNYuR+A3K7PR6hkJWPlV/2jdZPq/RKDWy5mQ5tEmT3ON6OYfkv0kl5yIm5qmyyfUSnq7RLVm8xMfqfzVFjsGlgbsMo5ywjRXCnCCWOFC3ONHEGScfGPhuGaANV0+yiyW9Wa40etAc4x51t0O23+lhYAf7RqSPAUU4aSbkpX4CxUpRQtSGTWq6KG5qk5HWngNFQ+w/1h0Zt7DehZhPNQGzuqrpApDXooOJl4m04cB8/Tl3ws1N4K22UQ8gIsOch3pyjGRGZRIPolsyKm7NwLCkaaCagatLfhjz3QB/PqW0m459LUZiIYKyFecubYL7jG2Guv64/slt4qAEdFGJavA5xVVB4PA1fUk9WHdpGT2qnges96AYpA+XYTxJLYp+0szA4mY74bUhT3U8i984WQ/B0jcgntJcTWj9/R/hEFg0X0BoRbYyLuQ4nI8Cej3BLFojOnWQQy+iBfdadrxxopGtTQ173hBeWO1ARBSddmuaZU8CN1wPLZaohitAyK8rA/2qTQ5I3v28foONtaURZJDcNJS95bWgP1CHRnJPyX1Je7r1fgUr8ZAseASAKnLUDf56XJ0iinasVUqIvNI0+WDmEiXM0GzfdPpyMAHs+0pFUgBgczGsdwfUAYUVBVjl29vuunprAfpMe9fQGAFc8GPikJwAbG35fUOaZ1oCRa8ryNF0OTnECYllJLTteF2FDvPxyoQFE3lC0bo2e0I5OD/cO0Sv8ryZmnzRkfyWRDQoNklExaoKpxmwHKJNVzjOZF8/REU0AOunG02UPJaOT65AS9oIl8kHYwTzMNBe2Ssqs0EjUPNjnIa/yQUxpbRDLAe0B0AHP/hzgWc+FKcteaxMRDActv8yfL8BQHV6mi2Rgdc7M7tCmSuxmFs85EMqU0Coy/Ivnq5RRa1u+YENGDmh9pvbbwMYr8tmDtveQo8sRRRAe3LAcYNsmUgnCReOpBoeTUYM9D3E+NnAN0L31XHT9YPh+fs+qMCv+/PB5UZRpS9rgjZweOTUPUYgkX+0kBZ42sXwTTS/R/FmZ+wqkbc7ijUOaDgL4GDerpaE6qFiZeP1W1Ye3pep8HABZrvHzMvPjyCUPrVIIwGCb73f6LL+m8sb9TGphsDnuqHU4GQH2PCTs/JoMVW0FjTDduGQgozwrr/NwIAKy/AbLO7ScMgCutTBvezPwkm8HbvgobFEkprE2iXBNUUZDDBRiOOBfxvRqK+K0diNKaIu+XVKtmwOKdPCobTxQ3yGJbcVXwJ2j1RLD/fizwuLQKI8hqkjvAhqkvuPk1flku1zHKIJDygiw5yMh/pXSSwaAtTYxVfWNRnotTI0LNUa9HrUcfl1Z8ZTEVgrHUCIcBD52A/BX7wd2d9OqDnCEQyuq+AozGV6UbEquNauyYcqQJGCdecjz8DcZuXDQGFge4mZNHpurpQVWpgScjRm0EOJdgsfn6R80EmJQ6+3+s2qiEfTICLCHlBFgz0dC/IAxCOd2Zy+r0OrSGEMkg078pK4G42loPGHimRa/SZEHIRIRcPwC4MFXA9PpSgDVBm82GTBAkM6+8HsCGkoMLC+nVv6gEQ+GRymxvDE/2ZXKb3wFnqynGVYD036T5eKOw31MfJ6X1dISZTYHuJdbWVLzz2gJf/+xj91084FD4UbpZXRynYdYa2EMWv8CG89dgoEJ5z4VDTZoQXJVUviNyyonkxqAL77vNzhieZ//BTCf/TxgYzNdVSV5VgGevExRu1PqBe06W9E0WDbZDiZdVqqFr63iUZMlvQOxuEk/8VVanWMrgBMHb+lQS/pTWeUl801jUUWbr3BOJZPuwFLhJB3qCa440ScTk/9PB8QnH37tNQWAMZTgHGXUYM9DrLEAzJ7cjk9qBKscRkNcn0gmD0uC4Dy5Nig0I22jFM28dUSgtXXQ8RMgHkWwotxD0Q1SAw83qjzmCnDlFMqQac812dg3om2TwP6+0bKQtaEwKQnW/KTelRuvpI3WWyEiHxkxMRQJMiQyKkLjabm42O7GLzAR2jUFHgEEY7CJURk7lIwAe0gxHS0AULPSJOSA0g0ky5xe3LzNnT79Zys1SSD52z+Th1atin+UdTJ/8LvAa14Fc/PH/JlcA3mtWhaqe7t1oJTPy3YYolDifbz9ZJztoClvkvS09lPX6Zt8RzBSntvfwWSydLXVWMln0jfSziIOxAS2cmGFNkkmWn38pcKIFYeSsdHOQ7olsfM4pAaC0aVTQtU2pUYjwq7kLklamFUW79k9bwfAJAM0a4EP/S3wu28DnTmNEMObLZoYbJCePhhysADCAcYGebI6SYKMApacx43lU+opv0eNFwKkBkAOomy8XEM8t1ylxa+r+zkofSf7Sev3mK8MbWN9KyeF8C9aLZzntUZMZgYgTDBixaFkbLTzkF5BNP2g7U5i7X7Y3yHCEpODTK4d11bbcIDKclA0QmmGJsBEBMzWgGPHAVtkZrHKcw5WJ135xUGTx62q0RXi+ipTPdFgtfvVdlv9W6L9MwDPaArxjPZZy4uDeQQ51n/q8wNWDgAd5AeiUmQ9eQeZLgPlXSqBAxlBowgZeZXzkP59FSDKBox0hHDJTHclJCcAk9SO/PcuBcWZxJ0dEuiS+zjAOQd63ufBfMYzYC69rA+iF9ohWHq83hKIBmMz6eAbtGQha9yE5c6apBmNOrHJMtGKe2W9eLrSMSk/R+pASc/AL5bQ6s+9+n2eypwi7g1tao2JG/TE90nh4vk7ZowBObbncOgfa4DWvz0Er8GO+xGcu4wAex7SYVz3nvdabPwduRnJB1Yw3R3pa+z7fNKrwYO9ylNuhj7LkCNxj7noYuCSS/2hh/6BjMKASI+X8aAxrKtWfQ2ZwUl9NeRZUa5kYYUsr4j44BNBBGEMUBf9l5SuWDGBrLRmMgdp+lsSsUAUATQ63JL2SyM2smiVEMJm87YK1lF3rWJZjXIOMlIE5ysGlaKqrH6EDf79jsZO7mfXuAaj8bG8HKucJ0ne1gJ/9h7gF34GuP22fjNw5liTdeMcHsn8gaxiWl20DUo0rTThNCXfuc8EkKSRtclAiBzrJzlQ+FSYTWDQQ7/iszzqRNQ94Ujls+E5PkEzJ1eczGMbYXAS4pOVpiGn76Tv/TEO9txlBNjzFULpQ1nSpaeDt7MBonG1QfzYESZq+A1IBpQWwgWWQ6KtrYgCgDHA+94N/O83wNx2q+rk0uJ1pSc7AUk1G5OYt/vxirL9NLpkiKdNtFFJmUTAFfs4KF7+GPeaNu1wDO7AtciBD4SQ8f0IYrlFOvw+mUai2bN8JJ2T1oWySVmkPiPv6BrlHGUE2POQbmB790AHXpLzHBog8XfogxQk40glbArPu6blkrhfeJfV54oCqKp49IsVIM9FrnLSvN0yllddrCAB87AdwkKehlZ58b7LC7g6BE0C2vBy15zv1vpYOrlkORKOlX2Wkx3fAAdKOqHtk37T+jA4ugzkIuM1EM1w+J55wMrIwZ6HdC+nDVpcH7zdAYkyuAcdRRDea+U+5tZS7+H3gd0j005WlvHB7BzwWc8FHvfJwOVX9nVZ1QgDUQ59HqYnE0OUxT6mZuQXhaanZt9n6PMQ2rFe5J5Tlnw0d0xyrpxr8rycWXsHSkWplOnaI7QN3+ZQoyWyNFfw7ckyakWbHXpn5H4HoUJkEki2AFZ3xCiqjAB7/lJGE19onFHL2C9ECzoQ9kmljpeQnuu4QQJyE1bxIPPPiQbGveIPuQbm2ocBde3jfFeUM7nONCgr6pDQAZSvWpLpgP/G6pvwkoEfDmmz/BMNn6WpLS2V+WqxuEkb8XIoUQJcQ7fJ8/5J/k5wCyRcoy4awHXpWbDDLJUIjQT0w6TO6983dp8Pb78EjMFnGNbboxxWRorgPMSbn2j44JY8pByECe/K0wIGNUUZP8mfGQRvDlQqfUCZxmOMX2hAv/vbMGfPdHstKHnmDREBIwENpQ5JEDxR/k9p44RTHO6MNB9A1TpjmkLi4oeBaAMwcNOsC62fMicV+n7P2iihgEKZwxZCPd3EufmsP0S5Sdwha80nwjihJIEEXRmICozK2KFkBNjzEH9uvFcwpFZ3ELZKmm37LbMEUpBN1tfzcrF7u4RjfisdMtYA73g78IPfA7rJL5VVy8zzDQA44NVPVq3xsijcIm+TII5pllrcKAerpG34PQJk1QkgXBdargzRylZvYbiveXvLyU2Wg2umPcfqU0kjCpi2bvp8+nKxsDTk76X2jmY8MKX3GoOpMVg7t9PMRgHGWem8xMfBUrH/TYimW+L9V6ID+scoA1IgBZN4X/it+xs0E83Ak/dyazACIDuLSwM1zessTU75OW2SnErhlAFpIKek0Wt1ebQFMaDl7RjLrznmTLqCS4bAcR6ct4f00Pftqi/f5W2lOvhEeFVGfRjWi1nbpDRG378EglHBPbZT1tExPUvw0TKjnJuMAHv+UqAz25zzbNnwgMi1TWnmyzCdIZDSrpn+h/7vQNB7WgbmiHrKp4MuuwK4+BJ/6OGKMnhAoGSy0EBEsnna5MAqpdYz0YiBwf0VgH1AT7Y3UqcaN+1lX2gOIi09rvfzPpGORm1fiGgRKO2W8LadOW8M0tVbWtt1/4t1HeiDFYxrBWByEF/CKKmMAHse4nkquKHXMgPP8FfhCa0Zdm5pqWve7+DsiU4R5V5+v3QCgQh47CfCfOLjgYY5ubS8Yh6GcYZCKxdUAgczrR6QgKZprcGhpdACUuvkWqK2AIBbEhKIoxNLUByDm7Cwe6OjidLFGdRxqF1ElB5tIByPBszJ1aWdvQcRk5XN3a0HVxfyDjenL1rad6abcB11deqaZVRgz1lGDvaQQv2LV4VrCV/nL2TPZd5rlt5+9/B8+GergBsHmaFxkZ0TagzoYzeCPvD/QLu7PVhxujRthAhq0qETwEwuchh02AmwWbVJjgzMl3Vfpe3LXbPS/qTBftgXWzoeU2q7XCPtbutjT7VklD6OZeEOPwbeYaFEdj8QwZWIQB1gBvwkUd7Q15GmCDcCJREqGhH2nGUE2POQjhLIuSmhLRmkoJfcOnB9lQyBmHqvYSdTCQeQyW+G+a3fAF7yrcAN10UnFx/AqiNPhqghNbn3rc8K01kCKK+vgVhmK8rI/2bxq4ITp4E0wmc7AGBJ2ykRIypgs/ZK6oV8ckioUA0QxQTKJ1T5DkoCXi6WIAgnWn+vJaKSRnw9ZxkB9jxkd28OIsyCgyh6obnJrZj9+wLPCt4VSB1U2qCWzrIY7COdS7IMxgDLJbCz4x1dyDU3jSPWQoXMfnWQGmoEjvx+DfSyttgPAEX5+bJZ7r1fJSFsTbMKBqmcUEYRyaFp61k5qd+ngtg7ltxtRJpMyw2gGkK7jDEwVul3rhXzmOgeeguApuNeBOcuIwd7HnLxhReYxXJ5EhCaUAimN8KxwD6v2tEKAy+y5B8h0ok8ruTiVoBcMtiIQI95rB+Rxy8AnMujEFgZEm1KAOoqwJFgxldWSe0qyXegDuF37gCiFfcOPc/Lx/uBf5c8bPK7+OzY97CfwWC/9l/6fMPewuwa5+xTblekYRg/3v3lleM8r14o/5+uxCWA9ZEiOHcZAfb8xACoYqD9CtDMnBq9OzcDwOAlV3lIEduaPqiH4GSFDgPT5CuuzKc9DXjq00FtmztcGMVAZp/wq66skhPl4CodXEOxqjKkKTqhRFr7La2Vk0m2qADItfHosU8XZhCbZAgKyKGfUGV9+CQ7pJVrm7LwOvOJU+O/2X/8ai52adDBxgrYg3M0xEYn1yFkpAjOTwoAmwAb9MyE0wZ85BCJfReJBm5NPhPBagV1kHjVZbosDIlvhpLcd/YM6OabgLqOZdHiQy13rEhaICnTPqOSAWR0xog2yXhZ3r5AAnQHFdV5pnzn4Xchb433jpyushBB7Qvl3qQvSQT/GxNfJUGlJu9LZg3lTd3nP9Q41Pdb97cwwLFxw+1zlxFgz0+8BgsxEAA27fc3ciGRiH/UJCAIdj17ZpDHTZ1AyS8D1+N3a0Fv/jXgO74BuL53cklwzQBQC1oPoJjQvgMOMpM70VaxofvGBguawpdndUdqzjT+1ylauAb8WdsgBb0YDTAUWyuvcM2Z+nw0gORcL/FGFJbCYP0TDR+dtttxBQYzjAB7zjIC7PmJBTCVr3rkzQSgHDQEaN+oAMU51YPO6gJz0zZoUJaD+tZZ4OabvLNL86gj1/6GTc0VpwgI7pQDxpBTS1sllrUZa/d0ouo1QG2VG9dAeb3k8tjsLw+dktXnbcbaBCusELAwLla5nltXwsCS+3n6HJCNSb5r1o3Wn6FVAdiRgz13GQH2kMKCr8skxpNHECgyqHkaxfRkg3ulh/sAziD+29BgMkTAgx8CPOkpoM3NRDPlJ8HyOmogyEFTM6XD37ikNwTnD5jMIXZUOs5kGJb8XXK8co39EFyoTrhQH6QAFSdTrdzK/eATgdKH8Xh2dl8EUAHMBPQ0AtPWZd1iiJnJ+XyjlGEg9G9txNdzl9HJdUhxRCiMMQRMuBkIoHcKYcC7LjRC/9enolEH3HyLXmENwIccJlihFfJ7nQOe9Vzgs57jASuEaknzUfG4DwFp+EyUhor1Pr5+c+yUb+R17HMaMr/VukltT+lHVRsWfRnKxNNZlaaWR1Ye1g6O0iXF2T3hN6YscyBNl/n6tmI+1Kx/EgqHTXI8r7iaq5dy1GDPXUYN9rDinRAlQOpRGjKcJ9lwZIg7VO6PafEvTBIA15wvosyZlieTbFtPD9DAcNovcgBMsxr4LfyuPS+pFMnPJnsSDISsaSuyOKDLyI5VQge4Z0gkt66Z5hFQk4B/SjTesBzWMEeXfFd6BygS8AbYJjwaXcPLy35XHFrjQoNDyAiw5yNEG0Q4xg+ES0JplAE/xK8ObcgiPeTaSqfB9fG8qMjpiQxgrAXe+uvAd30LcMP1MGElFwe1gTpI01+WBd31zDkTQtyYcysLp9LaCyk4DbWhfEbGtgbQGqIW1BVcilUi438z7VpJm7ddCvziwJZQbAq/InF+pf1MfViZ4vCDUh8etkX83pRwWBsXGpy7jAB7HtI5WZM2lNpRCLfZNy1uoimAmZlxzKkhATfj/dBzenLgEx+IxgAfvwn44F8De7uJqa7F5KoxnFxL5uAvtUoeLSA1VnaPFjHAJxxZF61snHoI37mGGHaaCpOQ1Z5l34f2ScisFvBwJy+cyx4K6eKSxB6za9barC9923EewajpaLxG7CbHd6gghOSIUJJz+8ZYj5LKCLCHFf9CTkE0SbyzCtgNcYXSaw4IbUw8w8Gu9wyvWI0j8zTpd5KfiYCTFwHXXAuaTntKYQWQ8u8S1Aj6xKBNGnwxAX8u4y81CmSAe03Ky/pDq0tMa4WWPvQaxDoxKyY6v0jBMzYBaeXN3iFKKYOQR/w9aYu+PfrIhf6Lt7YEH2wMw2TuzOy0ae+A3dja2T1Qm4zSy+jkOj9ZB8waOEABMGzNeiZBaxEe+cy0Z+CmpqNwtgRFIwy3x/+sEOeA530+8KznwaytxaWynL/U0pWrzsKgtyJLuYw3bRamqa0AVS2KIAlh2ocikCFIRvyVaYdf+QQSNFx5GmxcRszaIQ+pEwq7bJ8ByXhU5b2RE3rom1CNkL48Kiak4yRYp3LhFZdeXAJoMMqBZdRgDymdZjED+uOMs/CdIMKxIrnDOLBYULu8J01O393KKPeEQRm5tr4CesWmU+DIEaAokgGtLtdFOkClJ1rTLId07SSONW3jVOtVnpNAG58VxdWokTAxau3N9UDpAHIiJC+zLFjbpPlmnan2q2y3kB7ncjVN27B0tTA5rT8jPSILGdsSMMARjArZOcsIsIcU5whEtE6EKnoheLgNN6EHPOoZSAoNKfymAaocaDJdde27yDc+H4DeGOD3fwf4n6+AUc7kIgYsq0x9zaE3tM8Au0H9bYiPXvV7bJ/Y/sGXNkAlsDa1bBIYioTgIBb+8n7iWn9GpSCdaKQjit83FHHQ59Vrzfz3xEpg4X15BfqvYULkhz8yzxpgMIFfGj7KOcgIsIcURw4ALgEwjSDHXtDIzXX3D20Eoh59MuDc4d+TwSZ+10JwIO6n/AcfNfAPHwLe+fvA1pmYnsu0Oh04eB4Y+D4YTTHg5JN5hnusoukleUmtl9K0ZLvxNnHoNWMr75P8JuvLIE5MAJqVkVk4SthV1qe87bhDq+Ndzao0wSIVuGo/VLbYv7ENC2DQABllQEaAPaSQIwC4GESZ2ZSZb8qgBISjQsZz7sPHyc8Dq2+icGDVYk+j42VjA7jgJFBWybOxHiscaqtojawt9nFMHSQ+VdZbWg5DcbhmIL2Exxb58HpIk5q3qbrxDOM+Y3QFryt7TvZX+H1o0YS/ziMHGCQC+mTK0xh4F3gmXXztDEAxxhCcm4ycyiHFD2QcAWAIbDWOMRlAxoFo+piuVRqf5PKkHGQ5rFxQEJ1iwrmRAIVzwOd8AcwzngVceLF3cikxqdyBo20gk4GUZgJzbZ195xMBB5UhR5s1/e5g+61W0yYWqbVl5r/oq4TzZeWCGbYYpMffKGnyeiTPcpppQJuOK7L6inTl40Cpb3/Zr/7i1KvpgNoAFMO2puRPNsAoB5dRgz2EEBHqugERHY2DG74xk41TFK2DtO9KuJK2Yinh7kR5IK6vWlBAohxJCNCJk8CDrwZNpkn6mul+roMtW5HFNLrsXpGHxl0mn83wdoUalxnaRG4JyO/fz8HI00r+O6DBu9AGA7wyn6ySyWLAcvCATUlfsgR6bpg76ox8HvFlSNhaYun4e9eco4lzI8Cei4wAe0g5dnTTAnQZwiouBqyODRTtdQyDSS5A4KuA4n1IATksLNA0GWBAWxPPSM6Q34f3/Anop38M5raPx+ey9IaeH/htiE+O3nfZNivSSrRVk6YfPmsceNY+Xf78epa3EiKnhYIlExTXqFkeyXLWpCyUgCGvI2+n5Jmk3qljredYdecZsi6Q9BSSqAqG7UdAdHSYcBhFkxFgDy8lEY5JzRJSm0ycN4ifgZRHs8Fxo4RDhetamFH4HNKRnxPA7tLUPNT+IQu8/8+A//MLwO23ZdyxNF8PQlUk37Wwre6fdFrRQDqxPdhNfOLgP/AJLou04GVAOont63ACxASXa50aWMbogsQJGYnOwYmP5GcZELAfX88iCXo+HTBWRA2gf9cCULOkpzBYH71c5yYjwB5eCoDWyZFqQqsOBKk9QDfvuUYUHSBApl1l5uoK586wiSnyLEtgNgUZtg/BAHBoMqitQgfqSJEAUDVxUV41fdEGYelrSEdOMtESADJwje0yEI0hy2W6fqVYDEo080yTHtCq47swMHElGrH4WdPgezWX1VEitQBqY/sJNV3U4N8MAFOMck4yOrkOId3AsfDEP4D+hRzkDJEOYL5Gv0sAIBfBIYAAl9Rz3KcFQHWSWAX0wzlLIU8O3oYc8OzPAT3+ScAVD/JOL0q30tO83ZnzipnDgxoopy00Tdj4s8qI5ZGEYMU2YyYu+54Ap8bV8LyJEk2PUzGrFjLEqINAGwRvV0Bd8c4AiHVS3qf4nPw97psb8+IvQ1o3udQ68q+hrqvCCli68ZDEeDtVAGarokhGyWUE2EMI86AboA+/ydbds2eGPqdi+gHP8grp8e9ZmXgqHIBMr/R09BrCT+QYuIaHH3Q1cNU1QL1MIg443ZF47MGBTKmZAKXkOmuPcAJrH6s5vG+A3IxF4zeTdu7USxM4UgmaSsQHr49Rnok6IuuvWAbGA2v9NBipkCunasRBBuysvKlmr2jfDDTjxMMoBE8J8wk0fixBmI57wp6bjBTBIcQ5giMUIMxM8nKu2HhlRQgQ15QOGs+afDf6fgVdKJkvMxGI+t2QtCwIAD74AeBtb4Y5czpuV8gyy9tCTgDIJ4X4OK9z/JxzmjwCQ/KfB3aghTQE2PX30WoNml/WHF3G5ODa/aaF4smGSC2YNMQs0hqcD5VWC4VWFFSRYUCbFIAv56UItokybEykCfoGCO2LypE71ia7bY2yn4wAewjxL6qzACoQxc1dtLhQHpKkyVCcafhOSZ7ClFVMdX4tWXLb/Zdr2v0Q7e6x1q/ieu33+W0LWWSEujhhRR2Stf79jVk78tMZJNUgNWfJ/wagCea1DLcCazPHgLCnSoXTLjwbNeK0rrIHNQ7bGGR1zp1wuuYa3x/xvkgttH8/0jr2Pcxujto2X8prOF+V1En+RhHIURDh6BimdW4yAuzhxXprymQDVg2oB9IBzn436iAE0166DBWnlgZ+/lHuDR6O9Uy0JTDujZT0kGpYmtNJRgX0z4V/esA7bwfeRoO0A2tTxzT18HuqJSP5FCcWAWTx2HDncs1OAKdGRyjUa+bkMn0X9L8J7pfXMXOS8TKI/umjYkO7rYj0iJRx2u9B8xXNGZI87kYN9pxk5GAPKUTBpLLR9OZaEkHZDV9oemFARe0FKVBELY7671A0VQjw6zXPbmRYA7hhMI5ldg7mqc8ArroG5tLLEm08cXANaNDg6UtveOL01we9tkpKQyxS0hqiVTjHLPfp5/fEMgN+0xteZC02dyisTLZpbA/0/CZJ0DeZNi0dUlntmOPR8HtTb2oWnSH58/DBkEn6TrDFQU409bhb4bnICLCHEGstrDWuaQwhgGKqTqgxjZLz497joWWUgecDe04uVU2cL9YyDcnAgSK4xnKgH2gZ7/vox4Ae8zhQUydLZQ1TpYc4Vi1GNLlPcZLxe7jJzYEqzQNpGqsmDPa8LBdfDCIlpMu1/oTDDQ4z2e3ys0l/SbTg2AYmA0FeEelc7LnprkaMLuCTatKm0fE2UGPq7+8rahKuuOPzN+u6HowOGSWXkSI4PwmBOblWAGFpr4wfHeZoh5xX+br7AJg+PU4faHmqO1IZ48/iev/7YHZ2hOajg1EoT7L7lDRpg1Nmn7CzTCsfyNCARW5098rVWxy0OJ9L4jetPFmbhfKzWFQJ0Hxi7Jffmu4xYoBNCd8af1uhgfM+C+WRzrrA5XZX9IiKIcfmcI7y7s0LT57AKAeXEWAPI0Rwzq0BWAf6FzqLbQV7RQdClLi3XANpIOXp+iRy54YNXt+BBQeklYvlbawF3vZm0Mu+A3TDR/P9YJXyaIsskiB7nhlRAoJg92TDmnnBVw152Z7BS57VX+MxlQmGBm6RRoq2ui7mI4A9cuesTsnEIJ4ZmhB5PyRHJMaJtbsuKJRscxrWRnl7Bg423euh+3sCgHqK8ii6jAB7GDGAgVkDaC3QA0ObM6tam6QQhKNLG2CDGg4fPHGU5aCtrUqSm8gYGKCpgb09GHIZqKuOOO33jMPUHE7imlkdqRDSTdJWQsM8mPWr0ALAxTZi6VnxXU5A0Xkp+lOLoCCRxqABLSZRrlXz37M2UibHJGxtwCnJtdmkf0jvi35SC3QDD40zF2JczXVOMnKwhxQCWSJY7kjIlr1yp1B4ya3higxMDBzPtU3VzcC4Vy48xCcxh4NpOxBCFsoaPz3u8TDTGczJC+NKLiggEurcrxjK24BPJtnCgY7H7E3l1EmXlTWkYTg0iXO4TJqvXNiwcoIQFAYhL38CjoL/zdxCgacVYW4rNZqo5erbVfJFBv5z3ylDnGgSdiXel/Q+Xaj3NgKg8VSDc5QRYA8j/qU+AmA990rJeylGFMTAfxGCIwdrEGmi+Ys6d8i1VYTPAdSEAylGOAjwNM4Bn/KpwFOeCtc0sAHQJJgo4AWTru0f4qI15xTfmCY8a83AIXw83pP/boLWlbaLpqVxEEyWNnflSzTeAGpGLO1loB6XowpnZNDKDSuL48AoKSGWfmzfAYdSEjGS/5jUaegdzSIXRN+xE2VDddfgNzka5YAyUgSHkO7Qu2MArXOeUK6Vl46PcF+QPrym5ww1x5SmycjriQdYpJEMVvSArJqjp0/B3HA9zHKZ8Im87Dzel1MM2sY12sjmixz4UtWUIxRaVdDcZHnZF15PiPaWPC+/xp1mvB25hs7LwfOPEyanYKJTjGEtB0IWCYEhtArlYLx+vq8EEu9j9LgO8qt5Y6zcFc30INvNKVNHKNyIsAeWEWAPIa1rAdAlRGKzFybRiRF+R6r59dqavkOV5GO1gH65sis4JzQ3CecsA4hwMAPgnVpv/r9w3/4NwPXX9eZ4FouaO7UcBxiWJ1EKvCH/QQ4SuTYVviXkgAIKEbAFGPOJjsfxkpgGEmu4q/fQ4pG0bEJLl4Vi5YkTm3BuBQkn1voFD0LDFJNG3N6SMyQ9yoqJgRWJFVbjeNPiJ76FgoiK1SbbKFxGiuAQ0plMBUAB9TLNM7zPUXO1tjf//EMxrTjgxGIFno5mzqUxqogaR/ASc65XPttbs6kW7Ha2gdtuAZrGJ9ytagolzjjSA8RDZgDHJFABQ86mvj39jEBdbK5TQI63VxbLGtIi7h3Pn+MNyrcIjJRFZ+IHzpinm6UT+4SBuenfl9guCa+cc+RpWiJPMVn05xf0E6gkEVJrozP/Oz+A6Qsc02MLYDaIaBOjBntgGTXYQwuVgOnHwEAoFfuSaDGR3wq/MSBDTNLsC2Bxbbn/xkM2Y77JX+SgFMpKzsFccy3w1KcDR472nCJ7jntWsrINhIHJ9uCAy9uIc66RuzSp6iX3V+g1wj5ddR8E/kyY0HjZuh81KyL+Lsrs2MQq68WbJLVU2KQo6Rfqy2eY1ttrzMzhllEgBkZrdUkjsc/GsuNk0E/OuioOACgNMMHqV3IUJqMGexjxfNg62DDNlpUihAwhMTm5AyRwdCENl4Fs6l3PHEVItZ1Vca8xukDxUCfc5TOfDfvMZ/u8nEuX2YZ7eH1FwH9SJtYWQLqXQhY2pkQfZGUL9ZCRG8JBxtNNuUqT1CH5vbucHKKYpMmfMWn+vMwJhYPodouWSvK3zzilMBDBFkB/2GHiXBviTYX2DdZWzHYKgK7t75um17+n8ArZiBnnIKMGe3ixQK6JSYogmF98tVE09Zj22a/G4VxfnxkZ4ShBqu3ECwwAs41EuvutTIensVyAdndAbduVB4nTTtZVaopyP9LEqYZUS+XlgjGJ915K8MAnwMTagOdtrM3SyhZDiHySummaONMu2bSaKnOU7qVAHTJxcJSb5uj1TctpWPp8e8ik39k92raOvvzsXeDausRUxlMHq6h7GSoYv7hmlIPJCLCHkt7MM/1XcQvbbAUQgzYFvbhIIdFw+2WncYcjaUKbHsG4M0J6+YcAC6JcsBb0ljeBvvObYG74aL8fLKM3fNHSpamSH+5NW73lkr0PFIcWN/3lRJCky+rpWHsQucjrJoCXhFYhyTdrl/A5AFn3L7US0n7MeHjhmJKTXdAsOXCHX+REHVVINpn0S215mSWto0ziPG2N10hagniqowZ7jjIC7CGke8ddGKk8EoBrG4MkYPdXalSJKMDIB641/ebIUekiAV5gwBWAQqYrTcLbbgH+4UPAfJ6A/ZAjyQAouv1wQ34SpBwD6F6hN7GeAVBJlmnAcaRtSs4XLERWAcI5yAqlef0l6GpcdbJ/A6cdxP2JE9Dk+SWaspHxuyZpI96HWV14xtzK4YDNNX5RST4h8hv6BQomlgcwJYDJSMEeXEaAPZQwDwXlgKIBAvOGJZ7fDCxkOJDgOvvcmY0XPNvotSJe0pBWAAQNOOL9F18KPOJRwNpaEh0RYx8VSiDdEwHRTA1iRdkReGUBPBKcVsW+ZvGprI0MeFxr3paybaSWmGik6AGRnIvtGDlnSsPHZF/xHzinm4fm8XSYxRIXH6T1lBNjrHkATiB9joXysQpH/ZYrBhT4EP21HPH1HGRU9w8hHexkSsSQRsTjT1PtUgx6NsDlxtQZx5vwE0ElS09CleY1+C8sLCz+5hzwvM+D+eznwUxnIOd6k5QN1MSkls4yzvsagyGKIhRFs1ANkIRu8Xu4Ayy22YBzjwAYSp/pJydKnzVspRbvS6Zh84h7SfuwKqVgxfJKYpZjxdL8rbWpM6qbSIyw7VXLnqnuxB+IZHp/23776MbowdjoPmeN3h1lWEYN9hDCdIFeCwWirc5DjEIkQeLcSBYGCA6W2OYrbDAGoLPGwAaTnA2cZHWUKGuqUQnzW2pSZQXMZiC2k5YxBoWxSXm4JEM00RTzwStDm+SEEZ1I7J/qFBvul6j5clAc0jIlVRGeT6gelg5vE0mLJKBlkJ5pJugOyZ2mHK2JINq3MVtAQiyPLvQrap0J9dRTPLwOQ/RH2qF5qxORBVE1hsEeXEaAPZQYCJ0CABto2g/dY3zQqTtwsSD6hC7o/vbe8V7940tsEx6QPZdpx6KsBr5s9PbfAr7nJcCNN8TtCvm9hqcreOQ+q54bBntOThrh3p5WQKx3cIat7AHRNhkXysBziBeObSP5Zul8in3FIwVSB1ZCTaDXdCMYK3xnthsXwgRtkj5jMwNrNz5t9nxLfF6EkDFmoFcKoprKGi/mZyTYlgTapBFhDywjwB5CHDkANCEiZUNQBmCU+3SjxplFvCLjR6WnPw3LYZ9NyvNykAJLg2tPWR7h80c+DHrXH4G2zsJrRv0zfBGuHJOB71R3aTL50tWMp07y6duRhzYl5TXsd9FmETgggFbUX93wWgBvQicg9V3GEDz2nGxPbuFoWMb3cuhXnrAURENlk1SMQxbqsOikeA+xaVWEpMVCh86M9Y77zRbAeC7XucgIsIcR/06uAczUVbTNxDSPmlrnNHKKc0vEOCaaDwdZQhzp5CgbI0akwcskaYRM/9w8Alx8Kcxk0t81wDVSX1EekAaALbJgbbOfeZ9wt6zd1C6gFJw08DbatRACQpTkIzXeSPeIciVM9hDHnDjLOAWhx+JmlAp3SLEG4ifw8oaITjGIZKBouVp7rlBI+0k5/q3GzV4OLqOT6zDiR+MEQKqpskHJAYbzadybnZj1jHtUs2ShWb221Q3yTqPoA/HTM6QkCIH9Fp07ndMLz//nMM98NujEBfFMrqivSCUppKtoxMFJRWklslVYFugdQQLQ5dE4yeoq7jBkzqoImDGEipK1Cfx5iLYxAJzIK9Yhen1Sx5iRoKzE9cowLF5mY3rOtfdekXcqRs021VCltRL7IlS0fz3goxP6F3A/6oUAWEEAJ1q3wfqowR5cRg32HCVonwCt8esSTKLOFrXQ/re4aQh/XoCVFv6k7djFtQkjfpPLIKXITWOICOb4ceDyKzoNFnGysIlWJuq5Io+kbDzKoAOXpO1EVEF8hrWX5jlPTmXIwr/0I6+T51kcldyrlre95Ha5YzK5F/mJwuF+3r8y9CTlqXvDn5h6aix7n5LXiqUnALnvKFmpvEONyI/TRJ2st+0IsAeVEWAPIZvrayDCiYwb7YQP9OjwgH9xPX+L7nv/l9MKqqNMaredja7tHRudLQpFwE1lDhrRyfUnfwj3Y68Fbrk57gCWbIuYlIPRIyktmOWpa3D+40FMTtlGkmPu24F6w5hrtYyrDH0TueGg8bkVk5VsQ5NXWN3fYeiZ7qp8hvO1iamfcMAdJUASSPuG7+NbTU/+EtiEzTopfkxU3yFZX9TLfftrFC8jwB5OKiI6Hl5MHoQfJAVWf2VolZHcMSqCLAuWt2yQxFvBH1NGRdTuGGCw8ZYM92D+/uX7gTf9MuiOO/oYVx7qlGhs3CmXgr9MXzrc+Coo6aSSdEM00WVdRbuFmxOtmtEN3CGecJMcIAfMf9lWfBKTK7ryCqeXhibQ5D5iVg1zL/L3Kn7mzcE7mxOoDIz787YC5RG0cfn+QJOC9kHgUXoZAfZwUgDY5BekBzmI3xKOmZP8Mzf/eTpZTCbb6o45O7IdqWTehj9nkgEptUbXrVKiyQRYXwfC/rW+wIl3nWu/IkOfFucrWduoHLDmfWftIrXz8DvnvjmgxhZhYUhDTr9oyjMaIqY1sAAktkd3XXOuETrnI38+zlUsYiBtDPYuyWPD9yU6WAMzMBWTcXB6id1o+7ZNHHDKhOZlslwsMMrBZHRyHU4KADPqXuhkSz0xkHsRmhQUaoE7V4zwGBuWFx840rkDoSEJbS+5T4ImEfCc5wOf8qkwVz7Yr+xiiRogarVJHlLT4+FVzInGl+tyLdSAWDF70HLdyia+2iw6jcQ17rwyfQVToAwrq9hn3l5p+FPfvkNb+PH6BrM+AKu0SgD4HdGQZaG/Aya9Fk384LSS5YnACWi8e2pB9BeS8oeymhzQe58ASspDwEcZkBFgDymmUwVJgJ2xNnVsBUuM2MmxQcNTzHquSXC+lGscUsORZrXUpgDEzbMjYCihU0QEXH4lzIOu9sd3k0MKX2nZSQzkQXOfabuJBhkde6IM4t5sskAKIomviEgFzKDgGTYJJtZCF3GQTF6Mp+X14NaDZTuO9X2NlOpR6s1XYUStkvK68QoQm7TkO5T6ywTP2s8+SCrIfjPsOdmRYlvEyYMvvXxfB+ooXkaK4HBiiFAQIXFapQ4m3awLJmh2nhaQaMLJun5dGY4fuSZpGXgkq3fCd6GlJU4wY4AP/D/Qr/8K6I7bQTAx9CvbXEVysjzcrK9Q4qEP9eb0xCB1EOolTXXGH8tJBOw6B1Cwa1AmhcDxyjhVrfdkvHPvmOpBLXr6lTSk80zyn/k5YSxtwSvzBLVtCnlCYZEBxXqm/K12bHzeugCBNjEqZgeWEWDPUbrXzQI0S4/XkOYZ4yClc3bAa85jMrnmk5yaEDGYrUJi6Sb8rRKUzj3rROmSUWMs8CfvBL3+f8Hc8vEeRLt6+DhcKwvdpwcxHIOCJWiNCHYkBy+vs2izWGeWL9eMgaSsHB765ae6882w9Pu0+z7hBeR1tMkEaHLE19II+UitnoVeBEgNIKhTAuKL6ABp5QxO9gjg2uXDG5RC2anvQ0IBbe4ZRZURYM9R2rZF69yUiNblxtbGWthuN/0YCuTvSGNfuXdehvMwp0yqbVE2wIeE2PPcvE3SB3JtLXqhbX8vK49jAB1KwY1OCXIxVEjR5hLNEtABlbeLuJ7smGWE463jHXo6hGm0WtqhrU3CNWbRC7z9YjlEw3PnW99fqQNLwlPY40C221BHU6AiRPk03j9xBIqy9vOCthCFKwfsXTQ4CqDCKAeSUdU/R+le/SMgHAF6T7j/jY8dAgWvBvW/Of9Q1DyHTVKK2mvk5yRhCeQ0QHw8XTHVr2xSNDZ0yTsH87RnAtc+HLjs8u5EWerN2MRrLpaZogcxzQMv8+NOJu7cC2Xh6UZAFUBNROkZWsbksM/LzSkZ0T6xrAy4DC+z8hxPnxMo2UbZwlyP/ci0RGKlTmif5I2gXqsksC0J+apBxs9GFGV8KYm3zOWAn/gP0i4ECFN4J+8oB5ARYA8nawTMJIdqOwdXr0b1khz3ghyw+PUwKOO2ddQDBBHn/ZCCBgRgMy5YghYX7uE3j3g08OjHwDRNF0WQHn3DgUyuRpN729LAdV6O/oyptCE4iBnmUEtWvHVaNV80EPhivtYo0c74gokAohxMwkdm3nPQSznvrm25yc+dT2wS4ZEVSTxq4j/q2yvcl+8lIDuP149imqllYZL6SS+k73+wVChO7DY6WKNMMeLGgWWkCM5ZCABmAFV80EruEGCgwUAx+VEsTOC/yb1FQTS4vSFC3jxgPnj6HXUDJk0jNW27AW8t6LoPA+/+E2DrbH8Pd47xSsmKcm+zXHxh2O9KvaMhkJKuaR27fEl9trcKhBM8N48lxyvpAM71Kun0/Z72j+zfwDPnBymm9E/cqYzk3gim51KHvGXMB2DYZCgjIjLymVhZ4k8mmV2M8oAxowZ7LjIC7OGkJELhAcz1IUcdiBgTmtX0GicUTk8JX0p4zIBHLnVZrDolIBuHkWbo89PjdAEyBvTbvwn3yheBbrzBA64oM6OVk/IguU/shhV4UPYox1LOJcp6yQMS+aAniE11RFr9Ygd9WS3XeBPO26RmPu8X2T8ihCm2Q7gn2zDcmli0tKLSodY7TVfxsf4nStLhjRG1XuYczWageC/6yTE426QjkjABUOznBxjFywiw5yjOa4Uz59wkmrfw9EB/OFxqdnOJgDUAKBxYAwpE603RPpVxmn7nVEIo16oKti2wXPZcI3LnyZCjLQNuEdVA4rtW5swgTSvT/xXKlXRipdoyR2A2kTEATMOWmfUwUP/+c5e+0iDRicQjLVzvAOMpcO1YnnqRNUxi/5uQSfpbp4mG3cTSQg1/T3feYpn2aVREKPm+DaMMy8ilnKM0TYuisJcT0Yyb1iGEqbf8O/8xESQ9oGlFXDhQB80vcIrR7GTPSS+9XGrL41hJPoveEw8i4PFPhDlyFLjwwrg4gZdZxsQmTrPuv1lYGitHdr1LM67uMmYQS2L8MPyWetRxnL4MAwNehm0RJTtdRS7cUXavPLmg7x/mpxLP9O3VlYoAawSxQdTxpCb2dWLhCLAk/P/tfc2vbdlx16/Wuffd9+X3+rU/utvtNiQkODbYkhPjABGEhNgJdhBkwoQ/g48ByAwiMWCAxAiJUcQAZYQCyAGCIsggSGBkBSJkFIOT2N12sN3ttt39Xr/37jmrGKxdtX5Va5370TGTeFWr3z1nn73X1977t6p+VasW2uIFBmsxh1fnTPkic1R1X5p6ff282PJwzjY7mFVGD+ktVb2z8hFcTRbAXlP2hwN2u/IehToPZXlanbliO5pAYRYBMNqK/VJXHhJIT7XHeAkdnNc9KjUbEH/szwIf//PAfo9Kmx5m8569725q23HoeL71d9YHirO9uI1wAA6/0Qolr4JMf08RKJSPdjImyfdDE88Rz37gJgSjqjiJRJg4QPut0nx5jBfezPbwmx2Xfg68rOQg4welexLjaAcv3xYJo3ZHFQq9q9B3QfFFLLlUFkVwTdmfn0NV7ylrr7YJYXZcmOMlhScdjX1Ft/iY/+KogUwxxKiB5IhRDOcAE1+H0Mqy116F/u6XoI8f9wxe6fxs6vc40phLITuT8q6zfjy1hdsZHIe0WIDHOazCUjb/MU5qdP3gGKTx9f7peK7XO4wM34jJNLhxmzOrZZbgxY5Pb5zQ78xNSywkOL4StzPms5Vthww+lv42Dvbu0mCvJgtgryvtJbnDL14Jji0+NzqAHGSAcUVUKwxFSgirsReoVz9ysF0piks0ZxDA5i8DFwDIbgf91X8F/czfBl75SttZVhG05ylHSmY3L3CIY6YRvFLYFWgyqXkymbTf65qI3ROu3/ejEglgNlgFVF9Y5ZbGLl4714TdNpg5FPPdSbRy5yFoYoItppBQdoikigTxVtTMIUeTJ2m1Ti1kT5hrtdgBuIElV5IFsNcQVcUX//eXUGu9ayn5dqVsCV6QXOx6MVgk5w9gik9709rWMO2SvEUHa8sK2yGBON38Qk/oAU7552a3KvTRI+Dbr7c42NCb3jY+bqa/g6cd0w5oprVm0AthTIjvu/+VBKxUR6g/WQbDsloKR2ImkukNOzdv33PMYRmANFE6HoPMoMaMgjnS+kzdA/y9Yf1++/0BWUbGd5NTK1xTJM/Aoey8VY3QXzECF4NTcgfFTX5ulxyXBbDXlB//+I+dKPAsVLErBbtd6VoFOblnXtZB++KwqRJzDmid0wvTVHTuDdejuwMcexUY5FQV8sMfAP7SJ4D79x3EbCtqpu6OFDY/PllowMdLMr+PURoMptmA9VVqaRUVUypZAw73YcKHc8LrWdtCaB0BaZ9QmSo6fhOYCnLQE3Y2TcDMPWPUNiAkmsn1dodVtm/opg7EtznL/ISTqvrc/nDAkstlObmuLzuF3i4OroU0HfJHkPYK9JfdchZkEznGK7oXI5jOoLL42sGJNUTJC3RLPTiDQOM+RRXyU5+A/NQn29Eat7fJ1zoAczno2vHMkRS0XHKUsROMQTMAyGD2U+uOgFd3Vsmgqdr3OgFfa3uPmKCctnb9UFd38DEw+3VuobDjsDtF+ypWczAhUAVxptH0few4T/peHt/M0AcezR6VIPb8+CgAgN4/Pz/g5iIKLpWlwV5fdgK5udvtUMpuUMhU6xQU67YoYbYTgJvfrnbZ9TVyrqydJWcQgKFs6YWDmbtjCZlFBHj8FvQ7rwP7PSk1lKQm+VIGXYi5VmpXT8/Y67oodM3rYDMdtFsCnWsro8YcsR0M87LmDNyZugy0CPG0s5C44Wamz2rcJjnqMw1qv+hQiFec7+yodW6NZgcnD+gY18rqLVz7pgcujYj9kQdvPnqEJZfLAtjry76U8mi326Enwu5iK7eAaH7PNDkT3s7EtCDjVdupXZsVTHYsZccEB7UjvBoj55s6piKon/0V6Gf+DvTlL/eX2l/ayXXZy2/fU6SAt2trTE38nnGMLLwNebg4aZFGY3hdvXFXuqGRPu8jNkxGxntyPcnhZc4kA2O/p4kf9sZKbIcNdnBo+UyJyQXRhA9FDnxI6nA3OfgpoD5vbeHwlPbT7d/98ldXHMEVZAHs9eVQijzMQeh5MUFVnW6GCKA7fkAvg2OZ8WYTasBfWHi5HfjE4z+7BSjDtdm0tS25vZZvfQv4/d+DPHnSwZO4Ym9eGpTshQ8LkSbaYtQD59Lf81GD9CPb95oALGzznbnrpADShQhTyMZrG2gG7TU75sLii3G1GgNv1KTzaTZZok+a4dwYPgZ3cJJJzw8WaaM9LMsahI7I5PgKxBaNFeUjvvkTH/vI+FwvGWQB7DXljYcPDyLlVaA7JXL2d38Y0+e8HYw5dyxjkUI9DpGTsmQ9mU3v7YOXSV8HXpaVEE7zxyIvvBfypz/SNj4EAlg7V4sIOLNzZuBpYBecWhOnVFCsJiFfmY3WpIEFuoB+K5KQNTsRafJyEJ0YHkKgPoawTRJkU1tnvPSUZmDnGD0BHUi3Yz4JIgCl/Yb8LORxIe20P28SAXqgnfUZAKdry5jLZTm5riEigjcfPYTYytXJ86VacTjU4157xGe3GOjO4j1N40gxs2FPLXZ0jR9CXbOcsP4bgHqoKH/lr0J+9tPAySl0c3KF/ZeIrhg1ym7qc2Yo45Ul1VdK14ih27LX1C96+0d+2dpm3wXsKQoTFPPCc63TLhdvC5vaxqMKIbAQbc51jrkLSGfP1InOlrV2sFZR75vTT4II473z84cuN3L40YqxfA4KMd3LB1fp1usDtLSF51hyoSwN9priCwoECJoKaRyj04cAJ8WFKl0bNErT1LJnPbeH6u/2nM7PMx538rK19gAqBVp2A5XAnOMsCYrQ7yLSNwME8YmDNhq1X/F2sCYZd3jIK6+Y72WFkznQvDrMQETp+kBP5kkL5JQjjt0nGOJA8xJi3wOL722qa3AcpjArdjzNqI4QrtVnEx+QqPGzOkoVh488SdHRPrvcxtrV4EqyAPYaoqr4/a99FYoWaB1+Q3sYQxwqObd4OamV5efY74l35ReOOdUQB5qAeNpuRCXGNCHJ9UoB/sOvQv/hZ6CvvNzCyawNdP2xOjjqnZ1x3FZrwBCexX0lYOSJJ1CGHpUwrkjjUbAWDJNB51mm18WOXXA80QgGusPCByBprzypwrVkX3EWO9CfERAAHiXC+7U9F7C3olNKMqkEpnF3Ln1Ct6yk21eUBbDXlA/94J84UdVnZ07dWuvUW5w13aC5JMANCbEZbKi68DqEEKjOa86uCQ4WAzBrFtBW/rz8FejnPwd9+GY4l8OvsgMtcsLiE43FlzL1yZquHctJYzi5TdcS5/UFTTOFb9EgRc4x2vSBkpnhaQ4pYydlfgYC/cztHiZPczLFnA75ubDiTevOEo5I+qv8nE2voEiXfk7geUlzpif7TIGT5eK6XBbAvg0RaWrBsPoqa5bsWEoJYcq2zp8f+KCN2nXovF6IluFIBHqHZunzZAY8trqJNERVBe7dB977IuTGjQ4+xLtiVr4Vuf21yAQHjEGziuDKZnrmRGft5uOdq96uIsD0HSD4XmznslUQ6I3UF7svNhl1TT06+tzzbwpownFebNDHLefP5b+da+XzPbKAAZMGiKLMJiZH9FwpAWvk5DWWnZ5RNHpg7WpwBVlq/vVFATkELk815gtgaoAuzBwbm/xhO5hjpn70JHWtgjzbpBhZZQEgYsgTIpLUCvz8L0B+5ueA+89AD4eZ1en7Y3k51EBPD0h9y2v685h0Z09vj30eAG8SHdBDv8SBbqZlRxCJmikPhac/3DTxUmQES/T1TqPXXZs1YPY/Wxb5pqYO9vEyZxs/dn1qsXSEOb+rcNpCLlvywdQIsedC57/HsT6ttS4O9gqyNNjriwLYu26hUVs9xlNmJ4oFrYeCJ7GvQOQl+3sSN/kLrVPErcPdDOSXtHutg9y9C3nPc8Dpaa87dSJYwaDXlgLsmU7gPolVnDRXb7uX23nYsF04TUTT4HpEsMzjH85heiBgZOcqSzKTydEzToTaAZIjKYY2ihxtWdCht5udx8c170x3xIcm3rD00zTCSq1amxyP0MGKu6r6oK5dDS6VBbBvT3ZAN3FzMuzIi+X9nnLQfloYYI6biQkbXiz6PJizoFR7SmW3EyJPjPTi/+ZvQP/pPwG+/gdAKYHmAC7ZbgYMbpFOyI46Oz6ETk3GlYF4ZtIPHCYigA4NnEkwq6WjSzC/J7kl0McZEvsXAXDc38pNDX8A8s9jTO0Q8xuK5NjZ3CnXtTuN4ed0niA/T2Ig70q1AtCbAnmwwmAvlwWw1xcBdFe1WvBNfOiTR3oWJmQvnvOTqjhkMJiE9HSNK8aUIn0eQYC874ggECsR6Bf+J/Tf/Rvo669HADsyiTDtADBg93R90afkiB+N21nIF+LkwMlThqiJ4GiiCSiVHcxdzHAtAeTGOQzhc2BgH2/GsK8XWOPU4Xy+Bznf7Dgq+drE0/I5GYC303tMb+IRoi7gI9QXNgAAdoDeunS2XbIA9m2IqGIXXiAGR3vxyRy3F71s8aF5yemwmihHD2QvdvJAZ37QzfB+dmvrpDODlnd2Btx9B2S3G5xm2b0VKArpYNUdfbGenqhldCbRu9zH8SjYzPqBKXWggO/8OzRqVnayiwftmCcGnyBnT4mNSddifRn0UTW6T6QcfqHkuYo7FxBgs7fKjqWJiBdKhHy5vebZyAYgDtPi0mAvleXkehuiqps1H020Y8sunYvjOFbyag8v/ySg3ou1f7KaihFoA3hzYD6OYIIq8Km/BvzET0JffAmiNZyraJsN+jFynrlvhetLkwzoGh8X+s0nreQzGqgB63YC/+DRpzGpmGgS0n8DXefAlpxorR7egkWOTEB+M30StQ0LUa2OyQ3zSwwYObUigXl4pqjRrBnnQvNgptuj2sd/ZLV7/5xfBk4UeuuSOW8JFsC+LRHBAShQPYScrwD4qW3nor0cRWR8nyZAO10dtf2W19K7M4XqldwWEBiCwFL7yjLmPeX5F4AXXoTuzwcnGJvmbHprKs+rTxEFGRTd+QbGgJ6LVEk7ZjOdjwHjpKF1XFgwAKCBGUzZbL826qePkfeXnEZxEe/W7ww2G1D7zryaOFnl1iGAbtYlw12VfCRZNmGSBqAS5gyeZkWiFttppAiu4VlShUBOADybHXlLRlkUwTXla9/45h6Q10TgiVnGZB1RYwUSV6pz3jZ/ZoqgTB7ikNA7xZFm4M8bFXodIJpCBPjvn4f+y1+GfOu1QE30CWJUW4Iml/smERw6TCkBF58ySUJzzIufW5O0daZtmI8e7ke1RRHal/iSUptzwIZ+bxxtpwFCg4axMi99SAmIODnN41EkFpIAOqwci7NiMiZ4JIwnJzbhWLtTH1T1ucdPn2LJxbIA9hoiInj2/j0UkSe2WglIjp6ZAwbdtGetlTPpM1D6Fi320qTFAIE3nTnD6HvI9pQ83MaLugleCvS//mfoL/0z1G983RdHREZiPmn494u0Gfbt6JGffU6Zu55s3Gb8s51xETQxG5AVw5ypapg0JLYxOvpi+faDhAqNuulRtPZfcIbluzgqksTnJseft73z0jE6T4lm3oDcO9UdX1dQSk8Pa9uYS2UB7DVltzuBlLIHjmuvbPYGhxWdaiBxbCuY4MplU5ocLQJ4voBhRVZa/BDoBDrGMatVteUj2J04yPf2J9BjH4fYC9/B2vvvw6LDRJI1Q6cRiW4Ik8V2TuGxyULOIZ/UrD5veKJaUrYyp2w4VpmoTq2RssmmP7fZJ1HHMtpifIb8oR1jmFl4Ro5KNP1jtAB1HBH87csVTf47v/fVr13lvO9rWRzsNURV8daTp7hRRGZB1u5YqjW8MA4WFKO6/eCgZNrfjK80vrO/XHDtyL3zW73B6TIJD2MONrddVIGf/iTkQx+GvPg+T1fYzm+lCoOTg043bavqdHeBIYUfrUQLGvLGh+YVVgbWnK4v5GGV7qCJ+l//Ns2f0DsXHHTsJHTgl36fHMQcJ6WtuppZLuE7tYFiYLu2bH3IqrYOGKlQiMpYySRKg7qJrqHmafB4y5lv3WD/1o9+8ANYcrEsgL2m3Dq7cbbfH35oFjY02xBPSPsM50wiDrKO0WmF7TQrO2u+Mi5PHdqWvjPgc9rE8kMfAH7kQ8D5eXfQ5DAx0ojaUuEavO9MX2Sg5z5z2zo/LAH88vjZBSrxHAbedFOQ54Tcf/9O0QF2RZ6YHPwoREtTYtikEPZoAr8P6hOTCsIJwdIhsz7PRIrMX0ceQScTmvXTJod4yoz3nd4uG6E7gKfEXXJEFkVwfbml0BeHfbY4DAnRzM9pBmeOFj6PtTXtyBz510z2+WkUHcBmPkZwN77XNWcR6Je+CPzmbwBvfDdOFEjVBR40Jy3py3I5eiI75Pj83BOmFgx4XJP3fvHgdQcZjyXQtd1OGegwYZg2ucFPdzRNQLPzn7F+jnQIFxk9SmjLW7Pw0lQwLRFNgF6QX5M9a7MJvv8dwXWm5+LIMYqhbb89wMoJe6ksgL2G1KpQxd1a9dngPErnMai1AxFoXQikg2YFAuG8kMEohcC5YqgLdA5APCQBlLfJwLIU6H/8NRz+0S8CX3tl4AXZu6+pDbyJ4Sz8KzvevE048nrnKIJZ0KXOzh158bAAgb34DtzbJFOYDaZELl6dabgSwJPbwukBA52CDox9YcY8+YtMnqig7/cZOCmekosah01nXy6nCCbH7gM4uxJb+30sC2CvIZs5/ELLB0tAgxgd4Oa2SNsWxa6nl98f7VLiWzCJn7XvIPB1bcTbhn6efZ554imEjEHW/68K7PeBl+waVUpvOA7Q+F7S+Q64PKJbe3IY2rBQgsdH4nkQgiqRAHJZ0TtG7TglGS8JXbN/gpa8dSiEkBl1wCuo+CYwsUzHspasR775Ramh3WhiTilfdoRWCDPF3OqPuY6xw8KPS2VxsNeQ2gLY3wfoPfdOTxYaRA/5xLm1nRfsN5PJggSWTh1cLcCbwcuA38oZKIxagY//OZR3vQvy7ucoIoE54eRcQnPG2TjI5nzhsrnN5n23SSJr6INGOwFebOZ1ioCiGE7iMQO3OdkvK2nT+TgjYw656nlZycHm0Ro9meExGXhQcmgNOQVmxC56OFa/tXR/ByqAx1BnBdM6GR2unRo0WHKRLIC9hpzv9zg9OflBVZya1lOB/IR3bbB0YMsrtgYFZgKsDojHeMzk3ArecAJClbkpOkEVyI/+GeDHfryt5OIwr1bp8EqFDf2sSHc6kZa8aepCdfm32SIFio6vNK5Am9S6bygC4WwVmE40OjP2g55IXnJ2bBke2feC7CDrvKyKOQ4Lhjud6QTwz7w7A1coF2C0QjXna+jPXM/OFns9DAbfQ58YcVxa+5/CNv9cclSWin8Nefr0CQB9nrU65krZsVOkB5D7VjJsLh95gpkKaB8jl+kRB/kvRvDt8bd9FZeDDml4HEhf/+8foP7OF6BvveVtspc+8LboKkxI45faBY/3nEc++CSSfuO/Np4BoCcjF5eUTs5ks52vHKgU42dBQJ7wUfK1pLGXngA8hFsxYg8aKQiQXe2OjSetNWjUGHnnkae/iIy9giWEYW59HcDjFUNwsSyAvaKoKp65d69U1ff4q8C8InOJDmKTFH/s2GLQagei0wn0I4MRkv5BAOrlSty6JThd0LnLwCFLAf7tv4b+g78LffnLkF3cXZb7EJxZHI1A4wLvL5ynDBCSNOtEmfZjHOnQOxAplsmijR41gagZu8If8yTwxOEfmB+VDoVZ3EufcGvgTtmw9s5Ozpke6xxvxt48NBovzAXhKqA6dDDKHkDVhbAXygLY68kpFA/4mXLN0gC2FNdegbgvlGuSpHXyiqXsdHLgq5E3DSFg2z/BS+//xIMOKNtLnverUlXg8WPgje9CD/sA3Dn5NYelDdxl0HDjqx5AlMx4cN+237hMzyNrp9J4hdA4khzr2gcC48Rn9RC32z360kOzouo7hHx1/Oz3LTQ6NWX6RSbHSaufQyanuJRRSY5Den2RwUG4wwx2lwRZHOz15CaAB4Mmaaa7m8VNc6n5xQMGgPQy7PccwkRcKeeRhSX8FrTVPIic5yDMyW71DC+qal9k8MyDDp7kxLLzgs95Yt5zisbLdKYecE/HKLoisLxZ43MQJO3a0GXgmJMjiAGYEYknUOnGfhys7RZa/+we+RgJep5CKpP9S8MtkgEE7R7PQq4bkOapNY/yhFP1yerq8BhC01ohzwK4CZGHVy7k+1AWwF5RDrVCIPdV9XmAttem1VCcTNu2rQYSNUDa6mw9vjt3fDUOJd6wl1gBIgRg3utWTdJ4rNwj/G8oWhX4iz8N/ORfbm2otZNvG8iCtO9wPWvBuVwQvpBmntMf6tbnImnBgAGCu7h7BdHb3p18PfMAOdwknscyW4UXyvX7Qoe3fxyruF0T0yIsbVX6vl3Qm9BOUBq87l+8CFDzLMVH5Ohpb0/kNoAbAiyAvUAWRXBF2czHHwD0uZDVyhxbRg0cWyiQIgxMAlgJQVGiAHpDpspPL4816a3eaerC7fOQz/bhQ+hrr0LPn8LiS2cOtVxOdqpxe/Lih2POqqORFNiA0vo0+d2XjhLX7LSlYZrqhYrbUH8AzdmoK5xlTU5DKDpFkBxivDqNfzcVmxO5+8eh+mBDTE6YMdp51FLDL5CJU/a+ArcXA3uxLIC9omyRAD+gqnfqtgWJx3WWgt2uhBdomlqQACo6oDpf66cCQXOdvT7d+TKSk9lHnB1Age+176UAn/0V4O//LcjLX2mbHh4Zj2FJKDu4ijglcRGgMiUSxpocgbOICwZJCYUljXY7nsOxxsG8JIMUOfaDr2nicAxt8OcB4e+IiTyx2in9BFfaAz3NjPZlMo7J6Oy6vBwbw03ZuKdV7+raWfZCWQB7RXnj0SOo6gdr1cJ5CIoIdhaSBcWh1gbGW2gWn8vhRzMwNpuwe+vpJQ5eYvPYJxpgu8a1H/s/O6Iw6jDGNOI73wa++jLk6VPMGF2bMNgZpeY087aYWR9TJOa/01daIvgHuoDOycnOo7PMG0sgyNrjCKjzFV6pkUr9Yw10IgyIs34dVzAjKPd73tspoZaLWnBE5KrAnEqsYZJ6h0Kfr7pCYS+SxcFeQbaX7+zJ0/MfCeZvKdgV8aByfulDYhUKYQrAhK5BOmhRRALo/FZMB9S+Wiqa5LzNiR+z9pKHnzNo2TkKBd73EvDRjwF37kC1Bm4yeO2JDnG+mJcmURxs5mC5fxqAGV0xC077hHRM7Eo6HjrcOdhMzUyVunTYWdzNaUm8D50w8p4OxNpLVzVHEXXOL9deT2CI5se8jAu1z+8J0ZqKC1r2DQHurziCi2UB7BVkw417qvrHqibHlpT2wFdF1chLRu2qUwHBoUXnZSDIcZrWGDXtdVNzbaW615d4SvaWS2qbt8806J/9eeATnwJOdi2/rF2frhnMewZXayeAzDfPVtgHAAaZ9KoeReETCmukQhNKrKRr5Lm/G+hmSoH5UFsRJdSPqXO+eQaHuvJ58bdIBcTnLINmW6mVL40zSR69/z8S1hK2Nu0UuLPCYC+WBbBXkEM9AJB7qvrAju1K8f2bVCsOqq7xDbSASMh+n+Mz+bUKuhqFG5mX37390mMzp+CXy2RzmzXI/IaotvJnuDU4gVKYU2pHycdCmFnX8AMQc5xnUN8632zb3PQmb2NdpIMxK4nU1wy6cXGBg8coigCWDXRpg8ZAlE+2XJnQDXM8zOx5O2ZOvlGjDXcoXfe9lx7IoTsANy0O+Iq7IHzfyeJgryCbU+E5QO8B8AUF7pCo2jjXeEHQWlkqhTux9pq1wmyV8TtZU8iQtesyrtXOUyrDtUApwK99FvqLfw/6SnNyWdusO71hRwdq0I7b8tH+qAUznMbI+8fado5AsLFIDsSopZPzMA3IbOWRj/tmEchc5/SxGrRwu9YBeLY0dbgJ0WPGxDlZJ/DJYiNxyEHVF7CEVtKdz0/AJSKX/RwRXau+9PjJ2vjwIlka7NXlHYCcFQOLzdFi8a6ZFgDIj2FarJ3TToyPvsx3jrXfRADRHmkQgnTSy9xjR4n/VFrWu50XNFpsytvXXoH+9m+hPHoEkeLJS1qdPQM/O4titvxedqYMxm4Ft3jgnXmFlKbJxA1jpaQsW+gTZ7KywP2wq4rTDYnT9nhcGeoZ7spGDcwUxn6ItHXWnP3eEEfvjUCcVUNnUw3bIoZOQ38PNMjLsDhNdgr94bu3bxVdSV+OygLYK4kCKrcAnNiLWeu4yWD2ajctt71aBq6zWE9ge5GLDO9Wu8bOyAlbdHvPWt7ZBjiFL/Kymf/NmfRDsP+DZ4H3/3HIzZvd2RxevA28KM9tNg8LaY7BfDTvPwHOkCzbQbf9qXy9RnPUwDWkY3QHfTynf1Z3fDHwSmt4cK4NmjYY1JVOSDy5NSLxvL1g2SZYmryGpWx0vt+/kVdoE00fsBBLrXwd8IcF4VJizltVfR+A21B98w9V8B9hWQB7iagqnp7vAcENAMWzQGnPkmUAW23Twa66Bq008quudHUA1JEnBLY8tPQyVtO0NpO1LStthQYm9sgLJiJN+yZniUBaesJP/wLKJz4Fece9tpLL2obe8Ii3zK+q9wsDqFAJKYKg50ggZx/XKG0MrNTs/HONFcS/Zv7YV4MRTZAcZL7jQQ7hon9BdYR+0xmGd8n4R1/J1Yl1B3zTXGsab7UIBCXc1mAQBDqDgVjjJBCX1c4BOwsrDDxc204az6vqfQALYI/IAtgryKEecLLbPQdgpwoPx7JtsW3TP84DW6TEpbCCnsLQtY1WvlbSTP2Z39b/q05A2kz6pEX6G7AhTLGXqMASKLcXppCmFyk8uXMbcvdua6UqGrFhG/2BcMaArPdPzbljGrfq1gZqGzMH0kajbcIrnn9AvcCeGKeU1D/MQBDb6Fi+2LgHGjsPh8xb9InjAtixFCwH51sozCyUS230P4VqEsozIeHe991px1V/xuWUkqsZLQo96rBLSW3S09VP66Buvyc66A6AW1hyVBbAXkFunZ3h6fn+g6atHuoBh0N1/nFXdsEMzTlYDcCaSarpnRBfubQjxxkAX+ZawLyk/+r2YVVtDik1ONmAohpAbRRG8Ep355ZAULVCpUD/069Dfvu3UP7G3wReeJFAqroZ61pXb2jXu00rI/XN/Tk2HtWWtSZnmLWeY2k9kqKrT4KS8RWkOrdoB2kAk724pkCalm33oW9IGCezTu2gAyVzJ9u1DMbtAzn1QltLiJEWsW2F+gTmZn6oD52rJnoGRzGUATTTD8eCyhL9wDdxI7qidq93q+ozWHJUFsBeTR6o6kdtBldF1LYwmrUGKMb+qwDmDRD0v6YJi4cfmRbUzWXnIYmeAJJG5tq01+5AwkDoH7eoB6H2qyjwO/8L+uv/HvjkpxrANvXSe2UhUpomAvb8W1+8ea75EJfamxnGwPtuGnUpzZ9EVITDeQj4twmtjxONBEBaaXbmaJqYbKjsPhUPieNo0HaNbFmzFNIsma18VipVWfuunabYuqkVEdscgBNQskapqRs0FqxEdydYolaOOFSH6AcPo4Pfox6eiJuqeOfRiIklC2Avk1oVELwb0Je0rSTYnFyHYCLy6iagm4z8QI/LPtu33W4HS5IdTEcghDc5nVnK3FE2WaDQrlMHDHaauGZsbS8FuH0b9f4zkJPTjdcoZJpSXB9rnFTOuLCg/+5jijg58O++59aGIoMSRQ6czoWSq8odSDxqNia6gW8f/2hFR24zcrbO8FJ7mDahXLtlu9jpg7SMmOJn/TnpPQvcrbg2Hp8F0+r9Ont20AGV6ffLIw1oApr4DRpNU/webcB/Ii3py5IjsgD2EqlaISrvU9X7xs65pknvV0iCTWATFZMeVuRbuICwA5EP3Qqzi+ldNm7TXioOeG+FGfiIsAFrV1DFVG+pFfj0X0f5Cz8Fff69KLU6NGjiG4+9qp23IwDhdiMCclz0EKBy0757yFUoEOip/9Lxzi+nFIDWrrEoGi8al+ADSyFc7DCSWI6PtwicOg5aMt/brmn3CAAeO+NiL39WmS9miYsTjhXEqMzXxv3VTEvfyjmB4B2yEPaoLIC9QFQV5/sDIPpOADfdZAM8btIevmBgmmNqwnXVBDKxws5XBs84OXfc2bK9TQZoeSmovbZ6FMAEKpFuUFXIu94NvPs5SN1vpm564UCQQOpSoASUXUXHx3b4TJw0g7By4uqq47gRLjFo++aFDPqu+fVENJLaMezo6h8jZ9wtA9ZkkwUxzJjphqfnpg2pTWpG9QxTMBh+g/YZxjgOUXDQXUGb7X2lEdDQP1HVe3VbwbhWc42yVnJdIvvDHqp4PyBxMiIuFMCgrTpfml4u1/6yd9iKDSZwrM+5PXKStOtHQGAT3MzX7kgivpLbXwr085+D/vI/h37zmwO/HPbGonrCFjhUr3DZRI+4SZsWI6imukCTCfG8PC55K5fGahRvXNiXiz34FF4X70/Ku3BEXdfhBlGfnDOOqSqdUvK6+ZZ5RomgbY6Y1YFWpI8t3RJ+BLtDTo50JD9j02kxmgmcuUwVL3z9tdexZC4LYC+R//Plr0MELwITbUcjcPFf3lnWIwvshSgEbQkbXUMFkhMHQznB2iR+LHqfyeS0dw3bzqd5gigF+t/+C/Rf/BLw6jeHMse9xOJYcdJtBlf7Yvlvec8y11TBCwZi8prWv23cpFMcra74CIetTSaKoy10COOJfl9s3MP4Mt86qIlZSbU2pnvonUWnPDJXM3W+8UOSv0souO/HZfdmBFQZgHZGdejwm9C98363n5956fn3LNX1iCyK4BL58J98/+l+f3jJFxWgm+wlvaAAOS2ac0i1VhER3WI+zQth+lSwJC2Zi1oZW4HONTq3aSbpBny2AokKm5lrfeUW4l/0NmC3A05voOzKVm4CclKVEqs7ONaYOw3FmKm69UNVUcCUyvaXeGbfr0qS5g2LaOiAn3ngrLEbPRIStfjx0Rpp59KAtVkBIIolcsDUFnN+MeN+TCsNs+7MlKfzlLTWwK9qrGt2o2d193GvCpwDqNIGWyFSBdhDpKjIDQigVW8A2AF6iqaoHbBkkAWwF8jmzHpP1fqn6hZBsK2cqjuRN0op3xSR1wR4VUr5ogDfRXs4n0iRcxF5S6sWiOylgeotVT2IyFMABYoHENwFcKaKO6r6TkDvAjgDcFsVZ2gPcWkhMXoGwZm4n1p3Cpy0UFndASgQ7GrVU6g2YO/RDRuqa9wmjzWswwH4mZ8DPvJR1BdehOwPm1NjnEhCnoBOPhKP2DU4LqNrd7RZIFqPTHsf+GkxcxfAFqxPC7McnDsXGbxTzdFUtW70bluO19ZxbIEdsgf0sBVQATkA2KMFUNXWBGHjYr8BujRGQy0w9yDAAYJ2L1o5T7aGbsdwara4Aju0ueWEoFGgKFvARmn3P3i+qs9PLahWpEjdphmbievWxqcieALIIxF5UwSPATwB8BiQgwgeAvItQN8A8AiK70DwDYF8A4JzGw8BDgo8FWCnO9xC416fg+JGKfI5LHA9Kku1v0D2hwMAvGu/P/zjw37/YYV+G5Av7Er5H7td+ULZ7V7ZlfId+EMLfTtEv/a1pTu0SW+HDTibA7pKrfWs1nomIrdkmxhV9VSBGwBO23VSaq23AH23AjegeIyGtADkFECF6mnVatfcVN30RMFOVU9xciIou53s92KRC2gu9CqQfYvukhNVPa2qZwDKpq2qK1zqjrqdQB6o6tmmwx4APBGRb6MnCBERqaA0AQI8LlKqbkuONk1uYxakoTWHHbe5o6iqCOS8YbkcADwC8KaInEPxhgJvbQB4AsgtVb0tbTJ8VYCn2tp0APB0+3+PDrDVYge2CdKZj6p6gqZTHkRwrooTQHcQORfI462VO4XuVPWsKZ5StWl/JwDOAoQqTiAoqjhR1VOQO1GBQ6P3VaA40TYwh+0+bAaU7AE8geIRBA8F8kYp5aGI9+dAf8/f7nO75HJZo3qBkHZ3E21Z4BO0XTTXA3mJ0NidIHL9m3Y1pzGWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLPkjL/8PDY6URagUltgAAAAASUVORK5CYII=\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"M","Color":"#ffffff"},"color":"#ffffff","size":"M"},{"id":"6521348dfc51ae95c3232dba","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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vame85sGAJ70FLiTFwIXXQJrDBpH8LSq6ZaL9uZ9VVUoyyLRajkX3AMEMRBibeH8aqmczhC0RbooAQwvARBcG2Oo1JAv51qERQchltdPEEWcNPrYW1+uNuygZYwvozFijgpQmWubJusfk93TNcuK2ORQV0YJMHCV2j4MrCP3qfWy/tkzZ89+/9ps7XU7u7unN9bXz+0FHeVOldGOuJskLAaYzxePqNv235BzX+icu9YRFcRogJ5j5bwk4rXUiRWu9xK1oT5wE+IBpMs4uQffAEUJU1hQXcO1LZbLBcqy9FDvZFgSYWtrCyDCZDpNl8jCa5Y9OPTRBQE0gibJpdeme+AzrD34PcbYpM6mc6aJysW8DYdEGfkfNFwAbVNjMZ+jmkywsbEZ+ySfqLzm2/8uwiBUyTnVvk2FygpWsayDc2GafV0U9hfLsvqO+d78ugsvvGCkDO4hGTXYu1gav2E1lnVzcV3X/7Kul1/TOnetgTHENDvp9OFxrEGTNcYyXI1BTOFK5DO7L2KlFOcCTa8dR3Dp7r/lZmDrLHDp5bBrsz7tLpgf/IoBqrLCYjGPGjDXNpN1BbbXbkO0gAennsroN1+JrdDzrx0nm+IERWea6cpWFAzUOZXA2tJQv96LYGBsr6mGPmmdw1pRMq64p1QCFVNYG9tTTHNYDbLInJUBTHsGJhLN8kEtNfRhawYgqtrWfRlRffXa+trX3XjTze9zzkVn3yh3n4wtfhcKEWFnZxfzxeL5y+XiLcvl8vuWy+XDloulWS6XaLot8ryDJfxzkRuUSzvz4drHvvZmae9BD7+Hz2F/AP67gQnBpiBjYH/rN1C85NtgbrwepihRFDbhG/swew+E5cTzfC5s8ddpnCFd7u2PYVg+eDUuPohxW2AbxlivHZZlgbIsUVYlJpMKVcX+lVW3NNcwoO0dfByKbKh3aLeuDazt9kvoyk7OoakbkCOUVRnbNQJ/oBqi6c40YXDtOXsbxG8m++/h7Uk2k7Jojda1T10sFm84euTIM4wxcQnwKHefjAB7F0rbtjhydHODCF/Vtu4JbdtMAK+91E2NuqnRNE3kIjWTWUYEJAOSSe5Q0SXd29QEr1GfyHzuNdi2AYhQFGUSA+pz6EGlLHwoV9O2fiWYI2icYmIKo8vW+iiDsJF1vw+MSSYCv1FMCp48HM0rbjZxgHGGhG/6wjVya/1GNXGFWbeoY1kvUZRF1LAZbiULGWI+CRUT+kD7K/sunUDTtM4htoslnUViOPcJdV3/1NbW9r8qiqKoR5C9W2UE2LtIiAg33nQL6mX9vKapn9qbmn4jFBs4yCS+Mj3jqdcWOyDpUxd/u/sN1y7ze3rusjeh4ybSAZge+Si4z3oO6OhxUGdWZs/F8vn/TKaThNPkAKzCRDZpyPL08auxTfjiBf6sCVwvEhAuum0Eo0bPGNj4DNMcXUcLuG5iWZutJW0e5yLwvRPyPkDU3Hn0R2it/VVUTuOc+zuXlifsO+GIrlrW9Q9tbe/8JwNT7c0X55z2KIeTkfm+C4SI8LO/9lZ8yec+63l13bx2vlhc7do2/gZ4p1fTNDGUqOjAJG7px2I9dWGxmfGSScrQm7A9n9fDAudf0V8NIO1an4f1y2KDGd6HTfW6FznC7s42rC1QVCXKbmctoI8sCOFUQ/URMfqhhlk5e6dX1hz8prAli/gu2jTEDxOhbf1Whcv5As61OH7C7yTmWH6B+26bBkW3X0PCYycVEhEcHKlDW5Msft9fWd/xhDNw7x1mYbVbSMN3leva354ty/JVG+vrP9i0zdbabHaQ13mU85ARYO9kISJcd8NNuOySC5/btu51TdNcXdd15L96R4MPcg8UAeBNZhs0N5geEAejAZKcoYU75VEGZjAFAKDdHWA+B20eAbploH4yqFGWZfTSJ3SEARbzOepljWpSoey4UfTzhFjKy1z20qwN9yLd+IU7/foJKI0v6DdO6b3+obwxFI0tJw5ct3MOrWuxXCywXC4xm06x2e0/INsxcJmTyUS0PW9rzezXEbgH4bRv9WfUHgMHWN6Gadv5zIy1y6Iofn59be0bnHOn1tfHJbZ3pYwUwZ0oRIStnR1cdsmFT2vq5jVt21zdm9c+HjM4V8JZTmXZLy0FPCC0rYsbj2QrnBTA5Bu9BL6QKL/X/+5STzRHZGtRvPXXUbz4BbA3Xg9bloiB8I4UsOhN/MlkEkHLdfsjgNKswmYsoBTi+7hZzg2nFInX7v1ZX4EuCEVJlgejpwMkH2nZQogYD9ytgHPdSi5rLWZra1mbB4qAyCXp9O0gozqM4FSlGBbpIfuUUwwHFxNCNli78iXK8JPDpGnqL1ssF1/yjx/+MJrWnVMeo5ybjAB7J0nTOuzu7mFSVZ/c1M3/atv2Wtdyp5UfcH5j5+5KtzF1UVgUhY2AEfZCjZ7tgaWUyRDvtF3uHMrBuX+qZwVY3KkxwOnTMDfeAFPX3cosz2Naa+OOUtGZlGCzxWQyiUAVIyBMbh332wwaXp0ufpbxztH/FhZY9EAXPWVJbfiesBQdZzEOVmh1wbHoyJ8gCwKqaoKiKBGOgAntGkxu58hr55nkWuyQQzJ3ZOWLFcJ9PY8r46LZNVAsb08zSMei6d4pByJUTdN+/dUPufoJ29vb5wzkoxxcRoC9E4SIsFwuUVbltU3T/GDbtv/MEfX7hZoeLJrOieLX6vcgG05iDV7tqMEkY1AMxGz5U1omfwvTrKQ6GZ+LKhPoygeBPvHxwOZmfN4YfySMc33+HLiCh76qJj5Qv+1oD2K6HQN70zmPwjEuMZohLj+TlIEV2KOohSyMqq93p81a0znr+nLwyYu6LR9hgNlsin4CS09zCGlba5kmri8UEEr6gPSWgFz+K7smpMujJPhaidDnAZSlY9Jrr623AgA4565t6uZla7PZyflidHrdVTJysOcpRIT5YoGiKB6yXNY/3Lbts/mSV1sU7DjopjNDu7X7LJ0QA9u2DtxF47VHuXkLNy1TpwffkISXsV/tlFMMHKiNc4BzQFEAHV8cQGi59AOxsEUX9G+y9JfLZbcKyseq+k2sI0M8qFEmwHjgFVHsFmlSsyT6/Vtdv5igA9e2bdE2Lcj5nbE8PdBrr3G7hy7qw3RxusTK4LX8viBy0UjKqzKGJAFSfcms4Q/Gtk6X0Pr3x0XLwr97filwmATa1tMgRdnvdFYURT2ZTP7LYrn8yQuOHxtXe90FMmqw5yFEhMViicIWV9d1/bq2bZ/dOs+fhlVH3sD2EkKOnPMxo4FPBAuSD8euJP5+oiy+NI951cE1vT88E8pjwLXXcGNYusvvM8b0e8OGx+IKs95Y9U6uAm3ToA1haLGUqcoVtFypkRMvT1qL9K+kphUHn/HH4gq6hLVpR2cYazGdzZIQrMhihMAKcj42VuQR+kE3tVMkVaLnVGFzafK+hb+Z8RI11zCRma4f/bWmqbvNeRKwrgj0FRvr65ePoVt3jYwAe0ghIiyWNYrCXlk3zWvapn1O5B6JL+EMANoHzFtjO3DpudQY82n970Fr9aZ0HuAuY16HNNdwb68YCu8yMV3MGJi3vQX25d8J3PBRH7LFVi3Zouj4ybCzVupECk6m6WwGGAPXtn7/As50JEDHIgVMAsExPji5P4SHsa/c5E8ZFL4QgW+H2KfrrQZ/rZpM+i0VBZAbY+FalzgjWUZxshs+VUJuE6m/T+n3/Hdhe6jP5wc7+n1rA48e3gG2F+5T5vP5K+t6efL02bMjH3snywiwhxCvuS5gDa5aLusfapvm+S0D1zAYrA3ecEQeFsZrVYFGcJ3GC2Pi2VZcozVDGhATfe9XQPd0JzcgS/imG2D+6v3A7o6/zO41MDFUy8B0gfxpGcLWf9PZrFsK3MSIAlnOnm9m0RIJr9mBOxhwEOclhSbLqtib4x2QdsDadiFZYfUcdavVppNpZ1pT1ABj+xN12msZQVq2u2YhyGYWPr3B+9J3jf1mhh/oHYScXPK5NU2DsihiA/E9IYjIONd+2d58/qpJWZ3Y3tkZQfZOlBFgDyGLxQLWFlcvl/UPN03z+a1zpu3AEkxrlGZj5CA7jbJ1bTTJQxhNWMHkNVg7MIBTLXCVDC29lU/GfI6fAD3oKtBk2qfB0rFFgaqq/Obbth/1gacMcb5lUWAymfg437anTXi5Em0raJdB3ZX+vFBGDq5BaeVzEKVt32//KDb17vKzxmA2m7Lf2OqtbnZsndReZYwpeOZ6aBZnPZTwLf49RmmwhyVrku6HEO9CAqDoj+oJ2mvCcQde2Vjb1M2/3dnd/e5JNTmxuzfHKHeOjKz2OcrefI7C2ocslvXr2rZ9Tjh6JKzUMglIdkeVdGFAwanSC8Uzo4yIrQyOJa9ptZEC6AHapvH6Q6M6Sq7l9hoh04Tmc9ByAWxsAmWp0JpeT/JHxTDnTFScgkbqc6iXNdrOgWSs6VasmaSEEuiTBQFdnrI+/a5byREqwsveaamMc3Xk90sIh0XOZmuoqhJt1z/BhA7hWT4qohULC/q24+VOPG7onVlSs0ypHq6l9hNy75RETDNdogupiaLn4ftIDT/BtZhMp6J9ujbuTqHY3d0BEbVr09nPTGezb3bO3XZkc+O8xsooowZ7TrK7twcDc+1yWb++bZoIrsEpJDdm4WFJ8agRY+LgTjTcoJF0efFd9sNx0smIDnlHP5UeK8vtZhLGaR9mhVheWlsDjh3vVnFRokxynrQKYVssG262B2Dw3KZFXS8h44JjvcHBgpUl8oohfpOFWInqhkkHIcQt7EoWOFvG54b2n0ymHeUh+y848Xx0R1nmca/avgh9mUyirebA2LdTP3GaPAfFaReeT9mfdG8Gjv1t28IUvS8glBmmP3IGACbVBM65om6af7dYLF5jgMtGTvb8ZQTYAwgR4fSZswDMoxZ1/WN103yWQ69lSgAKfx03UcPgtTbGjgaQlIsCenPYdHGyNm5OEkGC+pMPEu00DryUtEs0QlbGuItVl5f5w9+D/aHvg7n5YwDjWKVn31qLsirRkksGNwfQsK/CZDJBYQs0TY02RiiwvQwIXdB/iEroV3P1FALvD3/BsHrxGNTAa6eaHbE296fBTiaTCH6RIg/t1oG033WrSPon5JMCICkTK+tLyPJzTVc61TgVkdISMugj6fLwTUzGtnsoCfli7x91p+N2i0ls27ZfsqzrH7bGPvTW224fQfY8ZATYfYSI8Mfv+3NMJtWT67p+g2vbp6de6X4Q9Y6RXMLLHekDE2JMXRxHMU2WRry/KPz2fsyM9B56pmMGEBVUA//LfujLFvKzFubv/xbm938bOHMmlkPGYoaBWdgChWXndcm26x6zxmIy7UC2Dls0dvQEdygJ8OCAlcSwkusPRIz3cc6113L9MtjOsdWdx1WVFWYzH+8qfUd8K25HDiU71yo7hSBpUr3+pFw1RnuGablyUoj5+2d6jVcPSwjt4RhP3lP4lJUpnONWlmWIsDDOuc9v2/YnNzbWP/Gmj9/aKwqjnJOMALtCwkv1+Md8wrPquvmp1rknhVVLiZPBpJxdEHWbP5N63wM3aI1l5qsItImrvYo4eLjZ3zt9uAMHSd6rJBnIs54ikDEISVhUV5eyLOMdfKlrYsYar/HOZjNUVYWmadA0tTf7Iwyx8KsOHEnskRt2voptGcqPzpKInLUHx7aLNw5xx651qKqJDyNjbRN36Ap8p/GmdVVWqVmdtKnJgE1p2b6ESYhYelcWPhdqaHgastb9d83hGSbiontnDCDAmp8u4XuhLMouvegv+IzFsv6pzc31p9x62yns7u3t+y6Nksro5BqQ1jlYY7A7n39OUzc/1Lbt1WH1UtCiwtlTAKLXFuh4Vh4/am38DnTUQbe7luu42MlkgrZtozZou/Xuhpl0rjPnvKNMDhYbj8geMukGwZZ5VMypO7ojYy4DprM+Tpa4loyej+3q1TQ1TDdJUDgR1yj5E7qdq5Yg44+NKbP40h4g+Cm5cWWVAbjFgC5OOIa8EXMsxonHoJpUmFQThJVaKWfcUyZ103Sb8JQ9NcIpmPhcDmhBkrjV2LypEysmRmBg3TvKEk2el0H0XQxjExN60zTdEmEXJ+d+b93+GWNM5KKXy2V8Z2ObWPOh0hZfe/Tokd+aL5a0NptilIPJCLCKLJc1qqq0u3t7/6Ju2u93bXslBxgKO/wHjze8lklEPbgi3K6E9DBNNWyJN53Oug2f/ff4gkunWYyfbdkAscn92Adgh8ASAExRgKwFmqY/oTZNJBnsPfA51Mulj5wgJG0QeVXmVCNynSbbwha2D4MixP1M5eqrQIFEgGUanIs0gou8eAh/K4oS0+kk7kfQm8mp5mqMP0PNGKAse2ogTKa8H3ONNuWLOdjlFIqMnUDyWwrGlOTd77oWlsYqPHm8J+xB7Pcb7l7URKPlE7oBUNd1zIdPCNbaG8qq/Oajm5u/2DStq6rxOL+DyEgRCKnrBlVVTnb29r6yadrXBnAN3GhCCwAJqHEtNjHTwYZTGHiW77TvVzTFzba1mE1iTp3g+DL59ntD4Moli4Plnvw/fy/sG38W5rZbUy1V1otHPXQgX02m/RHXHUcYHEf9+n/Ax59aTKoJptMJDAyaukFTN2hd6yeabgLhlEm22gmBCnDdngIN2qaJoUmAwWw2w9r6GnNUucizJrx5RwsAKbgCPMwqbb+sXZE6EkO0gBYhsKJ3htMXk1q8lztXkwkdHc8d6B3E/gr3cwtJ1k3QXVc2dfODW9s7X16W49EzB5URYJksFksAWN/Z3fvGpm5e3Tp3Mdf2wt9eY+lFLmWUgNeHiYZBYLw2EfYjIOE9D9yjApiWUwLcEZWISvSxr2nEA6g7zeB974b5hZ8Gbr8N6Ez+lTwun2AQwre6jW6MFY6oviU6uI3bHHoN01sHTdOgaVu/EAMsXpfVK0xAbXd/XS9R1zXapoW1FtPpDOvr66iqCcD3HOArF0I4E6GjZ3z5ZTsGcOL1UJ16ipmuz3cDIXUizE/uMqZRPzHUijtXO83T9iZ+TC97n3nZY57xYvK7c+6iuq5ftbW985VlUZSL5RKjrJZRz+9kZ3cPDnRssVh8u2vbr3bOzYLWSomm1h+PnECG0F65tqH9DnDvPDvqIzqxAgSl0vNiFnCAZaFM6VHQ6RgagkgDdMfEdFIUQAcyhLy+xMuhOdWsRTWZoKlrEOAXUkSPPw81Mn2d4U3dsJmMd7C4PhwthFAF7b3L0pFDy06EmEwmKKsqOnaIvGbb0519XrF9Ii1gMJlUCogZ+CPB+7CxJCSOuJPMJNqhZzV4LAEPuerbI1r10rkZgnGRAnoClBqCR9O/j9LIb6G+P0N6HfVlSOfDAcA5d0Fd199z5uzWdG02+5Gd3b3lxngqwqCMHCyA3b05isJetlgsX9a27b8hogpANtsnTorwsODY4osbBgujFOIjQM8RAkDnFCqrKm5tGJxfRVF4MGXPRtM9LM9FB66JswSxzD1IIgUCBprx7w0fhbnl46BHPAq0sZlMIrzeiUaegEoPEm1TwzmXbGDdU4RZzuCaHccNvjCDh6pFt1THRXKveF8WikAVmoc74Pweqb7tMyrEDNVekUHum1hyvfMq7aYUnBMLSU7mkYoK76FJ8g/PuLbt3htpgaSOLrB0w7X9QrK6d2q7KIofnE2n3+ucOzsePaPLAx5gd3Z2URTFQ5d1/f1t2z6fAJPM7vwF10xlbkYp17WhGRxinGv12wGW4pwu6hYZFDGt3nPOBpOPafJxsQK8vJYmNCEJinzJbFl6LXa57J15Sj3kpCLBOrRV2zRo27Y7BaBf7hl0dKlx9559I4rXO5D4ngQJLHM6JnO8s/S6MjeN3x+1jJu4DMkqpxRLPlU/EU4/kw6vkGYPuqxvWPvyZwZ3SguTLyt/mJA87+wQS6LSD8w51pWbDgCw3d+6KIqfnkyqb3fO3bKxvr6aTnoAygOWgyUivPNd74Wx9rGL5fLHm7b9XEdksoHGwDVxCg3cl3GbGADX8Azb1DqeGMBosH6DaCSAHIZ8PAWh42SVkc5AaQVRELSav/87mN//HeDs2XS/WlaPyNXFqufaeWifoiyjdug6Z1ikS7r/CD9L1PRiU3OAM8Fhw03v4M0xXVV6x5XoIgAGbet526oqe3BdxaGI/szqHKMb5EY6DByN5FAH9oYQvde/cmzpMPpJRr5frFljeBq/IUlDVDFx5spmUN4fIqratv0Pi8XypwB80of/8SOYL8d9Zbk8IAG2e8nM4x/3mOfUdf2/nXNPB1boKNKc6hOSaWbAa4BMO+JaqORr5br0oHyq4M5NfWuBGFWQu72k6cx+6CcGa4F3vB3mB78XuOnGfj9YZJCdrVKSGj6fEEKcpd+HoY3OLT+55LSLL6ZNckg1UQ6+EPcY5hfqPO0Iq8S8dUAgTKazGFmAJHf1BUj6Sb4bvI0VlgbEC7oqG0KqTSrvTrLEGmzy5+VwzmuioV/BJhuTLi6IdWATQ1ZE01NfiiZtnXPPWy7rN1548YX/alpNqmUX6jXKAxBgu7XwZndv/gXLun5969wnZADGJDi3EldF4j1K+ayoU2nAZG3i4IoaIiA001TrQDilVaSdDJIAztmJp0K4KZgv8O+8R+JEg64mNJRWaIehyIlOiqL0fKwjNG3DJhTLWYy+jkyZSrslgEZv7hqZABhuGB8l0LbdHgRVujOW1u/99b7PE0BSnuuXSevtn5dxYOIFe8eiRo4MSHm7B2dVbLskDQabYULmDctAPXuWFZNkfwfN3P/28KZpfuTs1vbXNHWzfnZrG6M8wKIIlssaxphie3fvS9um+d7WuctAFLcVBNhAMgapDgXhPOnu5yaVMYPB+RroBY2Lojk7EEIDwARvteLI0Qa85DMTLdmGE2xtomXCOdCTnwq67HLg4ktguKOOL8sMQNJNGJnDy6Qww2kDYy0q6090CPGuloFs4l0P1YmWbjcpBA89zwT9PeEzgeIOXmFnMp8uRaeXLpwD7hc8GGN8IEKo46Bji/V77JY8JiTvulxL7ts9ljyWK/xAyXupAaTgc0VNeVkH967IX1yWQCzX8aZpXurIXb02nX3X9s7urZsb63ggywOGka7rBkVhZ3vz+VfVdfMdbdueCMMoHGIXlmWGl1WLd+Wjgpu2kpcMZpoa1N1JNLWJ4NoGBgZFt2QxLoel8Gx4AjnfG/IM5Ytl6x0pEmAzTT2kVRT+X9P0mqxCFYR2SvZkABKtVQ5R7gTjA7ht27iUOEx2Qyuf+J6tiBNOn5vksgvmJOy7cJVDa1ikEyoP/N/fHbZv3ko0gZZncn9/Qxe61vYr4+Q7yNIJ7wGnSeLmQz2SK5RBRprL99wV1v7fqiy//YMf+se/ffwnPuYB6/x6QNR6sVjCWHukrpcvaJr269q2XY/B8JY5XVY0Djf9Ey8+8oEQPPuclwyB33KJbUjbtS38Nnr+tACK50UlXtu+bPt5gzE8mBPTkWmkxlrQx2+GOX0K9OCrgNlaPqiTAZmaztK9xttQ96SndXIdFeLadJCHMCwp/eqwNMIgbHbOPfCrNbL+WZm+2m7QAXZwVzGtvYYsHfZO7EPXJu9XAM6wwU1hizip0xDAhnfRKfQTa5tIbcjok1V96tP/f1VRfNvmxvrb6qZp5ablDwS5X3OwRISd3V0AuGy5XL66qZtvcs6tJyEuAiCS55U0NS20yyy/byiSAOH97F/Q3jmFDsQS38Pg4I+DVY1sQJJ+xh2nBfZOsre9Geal3xYPPYwcNOOIM2eWqLfuKEm1/nCN7xzmd9cvUVUVqrJCWZadWW8ikPJ9B9AtuS2LElVZYTKpUFZlcrxLALSsDVQ7OW9fmY705st7htKRWakaHWtnOZFp96rvQwiDs+nQNgIQk3czat/5xGcCyarkqfZpaCO/J8Tj6qZ5w9ntnf/Rtm5tZ2cXDzS533KwRIS9+RxVWT68rpsfaNv22S2RTU4fQGq2aml0N/s/SAOD4m8rIgjCvZH3BNN+uNscqWbZm77gqfRpC56TFM0C+yltQtslcrCLBbCzAzRtwrsmg5Iogm8SUaFoilxbInZfLDenYZgDJtQ2aKRxtZRsd05frAq34vUA43PlPSxfLRY1o4ISeiA45swKDdTXQwfPgadWcL2ac9VKwI9+haQxctO+y16eYLyiQVeWs5ssLiLg5UR0xWRSvXx7Z+fU5sYD5yia+yXAMtP6Cctl/QNt235a6xw001QOKA48mWkstVeNo4UAVsFfatxpSCvunuQv9DSC4ssCy0OGXXUJqgPcMMdUHBDcSfIJj/Xrby+4INYscagM5J0BPvtN7vKkDV5ONai/Q5jgimbIVzhp/SHNeLlRTjKRKM6epHzKzBxAW4NJo7w7OVUwEH3A8w53mf572v9IJjpPrXTbR8rQvZC2jPog/R1lhU8/DygYMR/n1lrga5Z1c/F0MnnBzu7eTetrswcEL3u/q2Htjygu5vPFF7TOfXfbNNe2wWRBOtgS/lDOvqKRsldHak9Kg0pth+fdJ9PvFBW0j2iOs70FVA/zvoOAucoHQov4/TEywFqgbVO+rXtuyImVWdxRm8z5aU0jy5aHinKFNsqiFQY0ZrU9lHqv4ln5c5JnlflwsMq03xW/ZW021C+r+pk9t6yX3f66NmtTlSIaAkVRRsn5DrW/bA8u1lqyRfGWqiy++eO33fHBq6+8PInguT/K/ap2ddPAGrO5tzf/hqZpftS17bXhbKboxRdcZJzXhXYmuVU+/0stNNFMJVAQxWe5BqRrab0kweniplXAmm5xiHRAUBosnlAS3V9snQVuvglYLhN+OrlPK69aGpO3X2bS9xPIkFFKrOy8T1bzkFkiw+2uvBf8uXAPyWdEW0gLia/51zRnXtYkNXbffhqQfO+08nELjVM6nF5KuGVlAkjanpdZ5s3qLMURmbZtn7+sm1+4+OQFzzHGFMvl/XtRwv0CYIkIWzu7aFt3yd7e/Hubtn1J69zJNm5RJ7THAZIfUIAiODfCV5Ev17DUNLQIBSW8R/fEapUVDi7uvDEmWXrbfZCPJ3U2vPzGwLzl/8J+5zcBN3w0A+eEWpBtojjAFD4u004zDUh691aY6v331Fm4agIajGIYciop9eHvg5Z+fI5Fm8jrPN5aOjsH/QEKmHGqp3NvIb44EsjFu7qqDmZIs5RpcqtC9qdyb7ft4ePquv6Zre2db2+du2hrewf3V7nPA2zTOpw9exaTsvyEuq7fsGya/9y27TQMAk4FDGqgipbKv3MNNOHChAZIYnYPjq0kTTGAHNMkJCeoObWy79y7rwEHn1BWRBHEiWdrC/i412BJy1d5nkR5ojnKeVkV9FJ6JaarRESo2lT8LrlFGrgzT4s7K4c49ayNtIgN2VYD90i+nL+L/baTuYYfKKzMTA9/+TuYvnBZeyfaKKu3tjhBtpGocKJASAtlqP7dLnAXNW37wsVi8dPWmsfzet+f5D4NsMu6QWFNMZlOP29Z17/QNM1zyLmgwvm40+5eLVaVg+ZBupaDY+4yiDclA5GnL83IkE4Ax+C95SarBN1EQxt6IaWGPpCfbA8QAQ++GvTEpwCbR3KwFPnyyYe3MTeNwSe3DKxXm+RJfVaIDP3qY2bl9TwdI/7Kz9r93GI4l/aP75mITugn+P059iGu1vcrO5pHbc/cmuJRNRpNk3CpctJI6CgaLJumwXeceuGce27dND+/tb3zOQDs/W0T7/usk2vpz386ulzWX9W07Te2bXvSdaunpIYaRHPQHLQB5FlbEOkkbv4BT77Mkz9L8C+7NSZuspIugfT3aauwZF5D2mwEefY3lic4bsIg4ibiADcpHRlaQD/PI1vLPmBOaiETgxPDnSCqA0cr5wqnzoHzSCoj+E7BTx/EWcef8ysAGxRl5d8jpb34vsCZo27AcZfXhfaPNBgqNx8TzMKx1t5cFMXLZ7Ppj7vWzafT+8eihPscwBIRTp05g421tWuXdfMi59wXO+cm/DhnGUdJRMPgygGM3cO128SMW8EFylAkPmhX8mrMyRBDjfYZx0n9Qt5BWJ4JwIX72RJYfh1EQFMDTQtMp732qfDMSR1ZntJZyL3XKkAKYI0gLb3VvP9Wae5DPOo+Xu+Ux5Q/GWZl9HXIlqIOySGA+UAAK+mmbol1WZaDEwOJdtCW+4a+MqvyXtXGrD/l75nmn1pmu2VZfl9ZFK9umubM5ubGuYH4vVDuUxRB2zoAsGuz2dOXdf3zTdN8Wdu2Ew4CRgGX8B1ArkUKL67k4YYGdfKcDGcCYrA3L4sKzoojKJ46sEpEeFjMa0CT1TzsmelXFDBvfTPsS/xKLthCDWRXPd/cTASjDqSprFA1/bPioEfWH1HLV7TbJK0hHlXTmLWBLp8JgC8mcPncgfqKAyM3mZG/X5ozNvaEdABqddJMeVl24ehNwHaor7R2le03MIlmO72Jd98RrTdN84JlXb++KMtrdnZ2sbiPRxncZwB2sVzCkVubLxZf0TTtz9V18yQXjlzpRHrGpVkqg+H5Z40jNSLNg2pOiVbI0k4iCsTLFT9DDOQBMJFOJbD099MUk8HEfyMAt9wE/O1fw+ztpYNnwBEo04YyOAMwkiirHOzaxDI4gQxxtCvAH0PXNFAe4rkZ8Gnvw6prRqub1CRXlDEupxaTTMIjK9EQeZkotiPnXUlro/2ERzeYPJQtOnqV+vFrrAxV69wXN3X9czDmMyZVaZqm3b8c91K51wMsEeH0mS2A8ODlYvn9Td38QNM0V9CqGRNQZ3+XAJm4Xbm+6vXS4gxlejKtBJyYIysFCKXsq7TZhOSldFByc5C1F/Gs0IM/DICTFwHXXAvMZjAQDi5N+5V1HKIKFI1ssH2l55vEclvW5tJy4c/Lpc77SQbK2rMKWCc11Rxpsq+jpdI/Ex2cA+2RUTRDXLfyTqkTGb9fpG32C/6Xba0oJWpsLv895MktLvbOtM49pWman93Z3f0KALP7qvPrXk1wOH8mlJ0vlk9rm+YVzrlPaZ0zbdsCxvRm+JBmatKVN5poXFPCR/EXlYOGeLFW0RFY9RtL07V+pg6zvqZV5wnqvJgMjJftE57NBu5iDtQNzPo6KDjU5H3C+TYIthgAOYVjjelrGqPgZofyG3pWK5e8Z6geq2TlLlor+OCkb3mbaDLgYNTSC5us8NVR2R4OrOz+cYVW4Jwtf16hWSTPr7aBwvWr/gtWXzZx7lprXzepqlfVTXPL5sZ969yve21Jl3UNa+1Gvay/vGma72idu7QLUo4dZeUMafIg8lXAGhog2YcAAy+M4r2VYS0ZX6t4TpPYRvQDA0C3nLc7t0qUs3t4cMAlgDrgZT6oDC2xlCCWtZOMflDKojnk+rp2sKM4S7Qlpqs0utTJgzzd/ZxeMi2WhxYNcc6Dnpno++U3XK+Ub/f7CrfJnrr7LgU+xzJDSW/QIcZlIDJj5X4e3W/WmNZa+47C2hevr6/9ceOIquJeb3z39bg3CRHh9lNncGRj/aqmbb6jadr/zzm3FoGImYu+BvtrKVoEwMoyrGgYrhmHe4PwExAybQ8DANzdEyYPbWFEprlxLYCDqwbsiTaS1iGLnrAW5vd+G+b974P7kn8LXH6l33SbpaPxdTIuN5ZFaGt9GXoglWv1s7ZS+oLEc1mbagAvJzne/vw+VqfByXnIaXQuchDNWYLwijqFcrUdwGb8v8xbqbPafrx9TN5nyS3IqbGhe3gZsmXILA3TgywA3FgUxSun08lPOed2Z9Pp4dr+bpR71TTQeBO52Fxfe0bdNG+s6+Yr2taDa3CeSE+kYOtAQL+x9YAEDVhbVsn5IXV4KeAanQviuSGTlgNS9ptSr4y35PwzB1fJvbF7eZ0lAPf/LPCPfw+88x3A2bNJepq2bngeXLvj3nzqWySWk6APVMYXEytz0g5Kn0VHnWH3Ke0TJ2kNYEQ+Kn/cfT7Iktx9hU+Aq27TnmOf5ZaTUnjbriyzeC9kfkPPkfJXvnfxnxbZIJSDIa7Z+dVfVzRN8+q9vflrnHNXnTp95sBK0z0l9xqA3dubw7XuxN7e/Ovruv7fTdM8uXXOECgBDysHHHJTdciTG2dDdk2GTsX9Sw9QZk7ac+CV4HMwZ464przk/CVO8mIAwMuUbGYd0tE86jFdAjY2gAtOAmWZ5J39Xel464ESJrZE5oySgzMAIo8C0cKNKJSVaYAhh6TtY3FSgOSgIScItY4DIU9Dsu+eBlo+Q44pPnGuimiQ9ZX5EqWT5NDkwttjgPpI99VFokT0c1yqRMj7iOWzep+JfnLvxuvMOfcVdd28YTKpngDAOHFI571J7nGKoGlbFNaa+WLx+KZuvr117nMAVP74kJ4OyDquk6EZjJPqpL2YA+bZoEl1kIHF8wUGgVU6BvhuRklYGKtjpuXJfIVjgtdC8rnSREucFWdOAzvbPppAM8EUDVC2GR/EcuWZ1CC5k0hSHmlbes1XS2/VO5HQJ1xDG3LWKI6eQVEcnUN0xr4ypFVr5VF4XwLCGn/PwQowC22YOKxku7A2y/pKtg3rqyHhdIC61SRPV6N2lLQ5sBtjPlwUxQtn08n/aVu3nM3ufZTBPQqwu3tzlEVxdFnXX9627dcT0VUhlIrvjzq40QkYHzcQLRA1HPYMD9dSAbYbbZILCjOpZS9gzi/26a76nlxnMzSfGLpMeMX3d3wg5+wkoCfXOcAS+QMPjQVcmx56OFAWDor99V7D1LjAzOIY+m2IP1baOytf97zKYWqiPMs3YM84fzMQ+aBMHuckBwGeeGtaHzcAsPvmNzDp8Pz6KI6uFxQnleyzfds8VrM/504DWA7S8XtI3tqzZVG8tirL73FEZ9Zm0/Ojbu5kuUcoAiLCb/z+H8EY84j5YvEjy7p+VdM0V0nNQ66GCtdZSuy/Io9QQeHg2u+FN/xhBu68c7m2OQSu/G+SJLDixWdGs2Y+ylmdm388f0EZxHwDhxmeYWZ/5DHf/ScwP/vjwK0f90AbtCVWFq4RyskL3SCMNIVSO55nQnvIthETodT2V5nM0SnHwVGhOzgNkcWPdv8ZCsHKwDV8p+H3MpNV1IFSZi18EMjfa95fg/lyMFylrRq+fNlk70LWbzzfIVpK9oWWb7gk6pfwus4dbdv2m+q6fr0xePjZs1to3b1nYcLdDrCdI8s+88lPeM5yufylpmm+1LXtJHbWALeYOTziXRg0VdRt2NiTGhWgOTD49wQ0FU1YgqpRrmnaWPKMyTUQVTtArkVjRdoZ58XaxwA+iuAv/xzmV94Ic8ftQNHHwSYTxKqBO1AOIz4nwM2uS3ol1paXVZZb1C8+J7jxrB0FWEknTLYzlcgjqec+TiQOjGrsKcR7SmKRB9eYM+1UB92hCShpNzGhZI7QgfTk+87prJR/h56GRtPJ94qDsJhg+HtIRGXr3Bcvl/XPF2X5LGusbZoG9wa5WwG2bhpYayd78/l/quv6DU3bPrZt26RThhxMiVmuaaPaDB5/8h3JN4SRkjhW5LMDJLwcZmEAkPIbv0fmo0UVSOAY3KxatJcG4Bxs+PPR9OLlKCtgOo07eg2aW6s0SKFRZ5qq9CCD9P5jZczqLoFhVX8OAQ8f4JJX5E5CY5IM4konxUE65ODKrAVZLpPHCMsJeqhNPZ8V2l231OT7nfDkpj/eOzHDQ7szR5s6drT+4u8n7y9JPYSyrHAMSssr6Uc2tlvnntA0zc9s7+z+RyJam88XuKflbiEriAjLZQ1r7cWL5fJb2rb9j23bbjp2EGHUANjpq307pxDSj88edPkuVBlPygZ0NF0P4CEduqa9vKu26Qt588GVgSIRyLWwtoDruGdpUmeOjnBd5qfldQCN0xgDfOwG4LZbgYc+HLS+rppsPF9eN6l9SCohaZuBehhlIPJ6ZBpP0LC52a/1q9aObABLLZfkvWlDrTapB+qWPb9/h/TlkbwvLx/Lo23bwbGkUmkK/5kpGfz9YMrNULSC2gZaeYfaT7uf9U2i/Yr0uvG9V1j7s2VVvnJ3Z+8jF1xw/B7jZe/yXOP2guvrD2vb9rubpv2CpmlsCK0gFsgeZiq+UTbOAQTj/QMOn9XAPZy+xreuWiFmTRory58benn5Msd4ysHQSyt/G2r7cCu7X5ZFgheKwu+qVTcgcqtNvQEHCV/WSmyPXplnYgYTqdez9fnaoFxR/wSclIlQLQ9vv1XgqHHwQ0Ch1WFV+WV/rZpg2XW/JzJgA3/O+2NowpDlFe/J0OSh9ssBJhc+gcn9JZK2ZP2j0Xl98+YbDBmACmvfV5TlS6bT6Vvbtm2nkwp3t9ylANu2DtYaLOv6GXVdv9o598nOEVrn0DKOJM62gl/h3yWoSS1UjX3dp7Kx84QmnKUjPMJD3uEMQA7YyOFlc871YUiattJXXtXEZJlj3oJPlmZobAtjYD70QeCG64HHPwl07LjOEQow5INlSLtYOYjEwOWgmmkpvP68PUI+GkjyNlRAQgNHDWC08DEo92X9sgLYVkYaaFaDBlwSYAHYouh/5uUb4j5lOcXYy0x5ZXJZpRQl5WD10RabDL67Ii9tbPD3pVN0bjfW/PBsOn391tb29RdccALF3XiS7V2WU9O2sNZU88Xyy+u6eUPbuk9uWx9GQt2SUH8sddpImjnr2Ase/g6CIftsBj7HtBKthhHq2r08jwNojef0G4Ug8NyJkN9KOujJMmtpCCdQFvZiDPDOd8C87vv9ybISmIF4/Dn7IU6QnIOTfJkEIzmJcl4107h5mcN36SgSvG9SNpaf1icJV6uBc9Cm+XdeHlFXzvEafk3UVat7xlmK53NNDoLXTd+RDBj5WBrSOnnSA32mgvM+kikerE1DWybWomJ1yXLJ9uN93LYtmqY56Vr3bfP54pdna7PPtsbYu3P7w7sEYJd1AwBr88XyG9u2+cG2bR/cti0cEZq2ibOsMTZxWPHBK50GQavRIgOIhoFplfaYLjPsXx6Z75DzQjodpJMqAbkBBwGJv9wklC9UnJ0VJ89KpxP/zvOS39EDo4Sr2Abc8bGiPknDhvpLR0nX54PpCTNb7p6WAIP4TQU+QAXvZJNvopUTc5ImN3E5zSXaLauW1lYcEAVY8/c+15TTevXnkYnMZPlkuYSCI9/jpN1Nvu/w0KYtOET9eXqyDYf6JuFmu3+BjwZgnXNPquvmZ7Z3dv+9LWx5d21/WN7ZCS4WSxC5i+vavbBt269omnYWwTK2KsHaIjYCOZeYNKHBic+WzKzh6WmaqfzNaL+vAoiuo6KziVEEMV1j/PlVLA8yPF5QgCb1ixQCxzo4ow/M3HlhuZd79Y5d2C8tAEQO9GlPAx58Ncwll6XaMk+Pg+xAPivNW1HnQZOff1Y01ISa0ICU9aWsw9D7wE3WLF1JLXS/B1Akw5yo7P4sHlhaX8J0j+lLKkdqwbKO3EKh/u1T+VT5rMgzoc6QvsN8EpKUiRkqJ6/j0Hsg0uOWi7TIYlnFxMPpNmttxBXnWhgylzRt++rtnd2N2bT60d35fLE+m+GulDudg92bz2FgPrtpml9tndtoO0ogNJIjB3KU7FkZdgCK19iLyhufNzaAQZDkvJZKkIt7u8RS8/CgJg+R/nIMNLLk3MKnuBesBMu+QLFteLpqKQdMPq08rGD+ubL0+8A2DQyzKDQeL6mL2edV0rzG+3GrsmwK56wtJIjgsI+DSk7afNBqfCHvQ943vG3Ohf+NaZEecUHi2awPRLqhL5xrYYxVN0Ya7C85edCKED3ZtaINVzrjFDFKGhpXO8ht83oxus3aIrkGAMZaWGt2yqL8X7Pp5Lvb1p25K5fY3ukUQVmUmEyqd8GYX4rgymdVSkHGWouiLHMTNGlfxVxexYOuoAwG71fMu/2EayuSq+L3cO5uFWz7d2hA41B4OVqd0LAZLwA+4RZv+CjwF+8DtrcR9BRuVkszUePgTJpZd/tAHONA2SUPKflPaZry34ySdtRwOJixsnLwSXhThb7g3xKTVnCKQ+a1EeVM6sbBQLb9QBuAlwHoaALKyk+yL0QeMaxLcs5KGTRrwsj7FSBM2hbp+EgmOWnRKBMC8Xulk88WcfLim8H4bUFpo2mbb5gvlv/TGHPJ1vbOgRSqw8idDrBVVWKxrLeqqnxZUdj3UmxF3mDclKeoynvt1sXG5p0XgDoh8A8IiKtWZsVwIt4RCgDt1/y8JIkZJThHmTbPr5t/dJDhg18BqZVaKdIXW04KEdCNAd72FtiXvxDmYzfAFDbVmkQ+CQAMmfJMQ0sAmX+WgMFAMNkERwKe4EtlulodpQOF9y8HyQzQ2fPyM+/vngsdfjc5oMS2zfmirJ2zd1A4d6IPQbwiSduadMWkRrX1URw0mKcRnzPHnEIv8c8S5PnfQR9D+I2VOSpc8FagNQZF4cHVtS0IlB+B40G2cq79D86579zcWJ/cNfB6Fzm5ZtMJ9uaLD0+qybeWRXFj3tl9Q7vWwQAdRVCAH2ToOFeqaH8H3kCbay5dAwdReTaFsNeGCx8gfCBrPByXzGxD9yqnb7nKS2ZlkjwZf3bALE8AISmLgWkaYL4XN3rhYBAAT2oqQ1qk0QacAMikzRWKJh6aJ98BrmVpmicUYFK0qjB4B+GQl80oiz9YPblGlSkEUisV6WcKmrIFn9Ge5+3YiV0xKSR1Qgp0UqvkJ2vggGMtrZNRf+MWmqYlJ5Oh7DOWdjpRdJvVW9srZCE1Tn8Y461ma1EU5T8UZfFLAO4yj9ed7uQKDdPxqr9L5L7dEf2Aa9vjaTv3vEogpAvrowrIOb8uHkyzEOkfFFyT+NWQd9dZg2FeA46T8LuccTXSnv8e04Vuivq8erA3xvQOM1YHI8ogwZZYeqSUITPZpNlHDnjsJ8FMZ35PWAE8wYmTtQoH86BdaH3ETWDTOzDJpIMgcSAyCyOxBsJv7LOqdVIa2ZEsl1YcZ30Sep+S+AvAl5WXjTuMpBMwfA/AsIK/5+8aCTCXnKcsl7qcXFgM2vska63yqryOsr01cB/ylYi0wPJJqJsV7eHxowUIsGXKuVoxhvi/sizvmEyqF3781tv+8MrLLs0mpTtL7ppUO2maFkVhi53dva+t6/rlrXNTiiFaPU8ozRvXtnDOoSh7/M86QHbqAQBXc04kA3jgGSeBhj/PnRTIX1op2X1dvq04SymWSRsgGAZYbtKrDhc+UDmF0NUT1jtH0LbDYEnpSqu8kqk5Fz5HbZ0cgNSR6cTRNKpDZMDRleQp2kl6oofaJgAij03N9jAdkKSvxb0JKPC+Eu2iprXivcl+43kSOzqGO7oGHG1qewzVWbEA+MQ+2FfKe5D1mcLValYnv+ZpPUJRVrFdw9FLsa8Zt2w9uC7LsvyO6aT6PiJq7V248OAuXdJQlgWatm3X19d+uKqq1xXWNsl5QcGM6rge5zxdYLoXI/GsozfBEtMAuTm6aglsjKftrjmRluRcE81REutdB2qiRUBk5RF5JdeHOCx2j+QsJc8KLX1u7nJutCurOXPaO7qWi1QTY+0sKQ7+N6nzoOYijmomFly+oi2TOoT0ZTspeUurQ4ZN8Ukm4UVD+yl+gYSyEdSLbNNwP9eatWgRqb1m11naCUALzt6bymyCEBQFRN78nciuy9+Rjje1h/kEKNIYBFf2V30PlDHQdv1SFF4RC3ub8EUvcYLpwLUoClhrfr4sih+pm+YuBVfgbthNqypLNHW9O5tOXlJV5U8WRdFmZgT6BnbOxYYAgLZtkvXsQcJLlpkM4nMmgufjJLkvC9R8ks1E+G9D+Qx4eAEBSgpAaNpynOHF/ZKH5ZRK+Cy5WQk2sWzWwrzl/8J85zcB138UMDb1hivaj9SiE7NRgFCyHl7rl+y9WEEHCW5U01ple8sy87YNZU7qyvNhdUs5PqbtKTwr5/5jHgMmOrfiIMsj68R39BJ96sHEpn4HwSEnmidvI6448L7ik7lQVLLJkVFB2XgSfpUhOkdGDsVbuvvaxu+VURSF/l4KGq7oMeXd1tiX1HW9Nanu+r0J7pZFuZPJBK1zp6eT6beVZfmz1hgXtZaOdw0d6lV8r7naooCBQevaJJY29ZYOg+kQyS4XGvAXOIKUTyAkFNNLtAUgm20zbXQ/09J0u4CxsBo5wAYdVqysyaDmdeD8oNEdUkm5t7f9blpNPch5cg0km4x4eXkdQlvI/BVgTfpPDlJSojNkGbU0xQSXhSqxQUosHwkemhYf66loQ0nduUY5VHbuaOJ9zPOU7wlrew768Tw72SeyfALUBzoj+877OzPlE0oo5255m6hpsklL5tF2mmpZVomVlYUCMoWlW3DwkaIovmlvvvjI3XW8zN2268F0MgFAt6+tTb9pMpn8YjjWgjdEaFgiz8MWXYysgddspVm+CmTl5iz7hnQNcX7K75L/JFEuTbRwmPhyEzNbOXATMXU3N9f2BXdRjwRk2YSWBGlf81Dg054GHDkKkHKYnBzooj1WtbIWLhP/SsAmilEksY+lBrofR6iBLf8+oPVqewGolEKs+wBNIagIucw5szjEOxLaVZr1aoywMuEV3WrJTKRzb6gdhywN3r7i/ZFtHyN4BpZE01D+SN/fqLm2LZxrO1xgExHDkBApEAC3C9s6XRT2hWuz6TuPHtnYHw/uJLl7contRFgsa1hrrp7PFz/XNM2nBXPLWJtRAdyREvhYyziV0PiD2oxaY6N2KOfShrhPCaysYlmHEdIBIsGVO7EcO/sq4beUcnDHiyyPBriG58XSls69QQpg4Dled0Bvl4xvW8GNyzppba22/wqHWMa1rirLwHVOI8l2Jvl5wDyN6bI8knA3jbMOZrZse5FXvCadTmGCcg62sAhEnNwRLCnnkCUBMT5WiPartFyG+jixGkW+BKBt/D4mVVVFyzdsHCUxIChV3QrRxlr74rXZ9Ludo7Yo7ge7aWlijMF0UmG5WH5kOpl8bVkWH0g4rm6rvtDoYeetwMkSeo1LxrZqA3yQgF91PaSpUADZrM9nallX9OZlprmaAScPpz7Yb9yUstrLxMoXrQB+jZvZCt2QmML1EtjdgWHRHnE5J9MkYtm1fpbtpfB4GW+otLEZSo9fX+HwGrYn+rKoIMf+ceBP+NnOaZJYE9xi4ulKjZlE3K3UtjmHnlQ4pacgfst52DCJI3vvDwSucqwM0GJS4+ZURcJtG3PgcChOLxC8RUtEqDreNFIuUpPnzrj+7y9NJ9Vrm7a9W8EVuAfO5DLGYGNjHTt7e++rqslXl2X54Xj6QKfBspsTAAomj2PmhgQqOegpzTxeG7wHPRBxcBw0x5nWkiyMwDD/yp0EJK4l2kn+YHo/cu2Ylz1813bgyrzKgN+D4C1vgnnRC0DXX5fwYLxtOM+nAoXII7aTpIQ4X7fCJE94XYWWkP2bgW1oO+n0EW2ncsJD9ALPX9ZZ+y7AfzAf6RtgaWQTjuDh5aQZ2jUE4WfNJftO6zNFMuAX34c+c+VFfW/RAyenrtqmgaNec7VCEZOWnwGzdEHvnVTVC9u2PV3KDaXuBrlHTpU1xuDEsaNYm03fMZlMvrooiuu4iSpNEtdxgaFxk30LlBkseTHZb9x0s/yZtHApJwwGyIJzktqWxt1lThKmqXKzkfi9wixPAEDjK0O9xYDl2pdWv4wSAWBuvxX4hw/51VwCEHlsodYGkiMF+gHDLiRtofUPv8bbQ3LPfOJLlsAq1E4ofzwGnpUrAYwBh0zSTkOgKdtXiArI/Fn+WTHHE61QK3uWIXXhWn1fSAVAvv9DnKh8j6PiofDZchlu7F/edqJf+DuWvBfdCQ1VWcUyRDwYUkRiOrh+Op1+02K5/Meqqu423pXLPQKwoXEcEdZm09+cTKpvLIriVm4iJwsROieXgY9xK9i+BXKruayhob+ESYd39x6Ey6UDXE9MJPaSZYDJgcq5ZHlknGQYZcDrFbV7KCAUvnNOUNPqpDOGCLjoUuARj4KZrSVakTQ/tdCkvlr5IEryHOBtVf6O1XeovbW4Vkm5SEBNnEZD/SoBCfvIgNNMlYyq0fvIDIB1rB8rmwaYMVxLlodPrpy6WDExcFA1Mh3ehwroxt94fzKFKi0a9aFw5FAWpddIge5I7pQG4GXxkyjQtu1OVVUvnVTVH2ysr90j4JrU+Z6SxkcL2L35/D/UdfOqtm2Ph5UYXQsm5nTQQpxzfkNda3tecsDxJZ0R0QGimOQGOSkPBmTS8TSUB9cewwGGfG/ZEGrS+JN2Y7ohuiJGQSiDRvJm2qqbhGOT5qcGBOFlb2pQ0wDTGdCZYoaVR9sGMuOmje6Ao4E8Oeie60A4UD0H2lCWO3kXlIlRa7NktdeAZHWXwKbcq76H/HmtLeQE2pWrqesu5LEH7IQaGuKjh8qmPBevKxOLSnux/s60aKIIrkVRxvcvHpKqgCu3AOu6xmw2/YnNjY3/7ojmd+cRMVqb3ePSLesr9/bm/2lZ169onTvGN7kG+s4josivtN2SWlsU+SmsUAadAsDZ6yDvi5fzc4wklSF/S7mgLh0QyHm+tm3D0RUGMP56rCtzCETzWdNslAGndqp8+UN7otdKCIibvCTOglh2Vg4xSDMQ08AcSNsMyECNR46oAC7qp5rIAgAyQB/ov6zs4hkaKB8G8pflzSwm2V7inRwE7wEqJWh96No0hMU1dQ2gfxdjiKTg8VWtewhsxeSYKRhi0szqrigq/P1yrvVxrp3wY6PktotBeXHOYbFYYDqd/tXm5sYXudZ96O6Kdx2Sew7amRRFgbZtm7W12eurqnxhYe12EdYPi07nM1mkC1zbv/xMorbqH+wuMtN5RZm40ykBVwZsCdgwLdoag7IoUJYlbGFhrEnevuAMC+FZcbOKbpu1cJprFsc7YC5yc1xdVqppFgIkI3/9u2+D+d6XAh+7MWqwg9xhuMa1PZG3Zv5xj7nkjblTM0lTaFn8N8nzaZvpJEAqTVql3Mlflo72Wbtf0kCqia6I1Pol764/pLyL6DlqYwyapsnKYOS9Q++XKFPsDw2ked1lekN0B/sbTvwoijLWxfH9SyiNiAmbuhgDLJdLzGazW9bW1r7j9lOnPzSdTnBPy70CYAGgLEu0rWvW1+K+BcT3LEgGhzH9vgXGLwts29bHygoeK3OeiJfP39SvsMnulxwcAwBuqlhjUFiDsuTA6uMPvcnTnabrHFwHrnyrtfgSWYtwVpnjAwfINDepBWicsiZDq7mMtcB1Hwb+9I+A7a20zuEe5fmoBaeZJM9ly2SHAENqnxBarhkOv9K47eR5DfB5mpQu/4xp8slthWNFgs6gw0y0u/pdXBuc5Pjky/qKa9qBgnKd2a06KLW0BiSZyIzRJ6lY3IHjmXh5u3fdW3VNH/4WrDxOmbG6wfQLCjwtMNtaW1t70Ww6efPFJ0/eY7wrl3sNwAJ+c5i6bupJVX1/UZa/F46RCXs8JgOHcai2KPzmMM4lQfuaM4UDAddK1eWzimkWXt7IB1uLwppuf8mi30kdPU/cNC2ajs4I4OxY6IyB11opAVmmJTNwCYN/yHyWDjEt4iJZucVBnAjYPAJcfAlQlXk7SM0/TjBp/rGd2V6uiXdYM8e7/BMNSdRLA85hiiCflFYNN67JZ5OsJtKJqL0vAdStTbU6mQ77bOR1jZseojO0ekZLAWiaOgHFrG+CH4BPJgPcPu8zEnlxCy/hWKXiEiaBrg392O2sQKQAzv0R4XOICKnrGlU1aafTyWumk+onnHPu7o53HZJ7HuKFEBG2dnZQleUTm6b9Oefcw5uOqwxgEPlW4YCJK1fClntIeSzDACoJIZFkPbuegLMwp3xsrqcAAqgCXuNuO3Bt20BfAMYW/n5jsFguk6Drtm262djGASln7KRcnBLROL8h7rNrt/ic5B+3toC9XeDEBUAX1C15wVCmUEZpGkpt1w2AlTQr6QD3YMUzsv8gvsfJMYA5BwMlfY23V51MKzTzfXed6m/MwFQCd+zzAasq9kt4T9kYqJdL7O3uYm19HWVZxl3/g/CDOA27pnLNggpJ6DNWN87FRiuH0058DIajXooirY82jtFbjYvlEmVZYjqdvnkyqf49Obqtqu6Sba4PJfcOmGfiV3tNcerUHe8F8BIitxW8gJzU7i4g7H2JAHbdgI7L6Lr7AOgUAJOEy+OdzPIOoBo11sKDYqAC2rbFsq4xn8+xt7eH5XLZ7U/pn+GHO/bcajdmCJ0m223TyPZrWPWSc80n45vjLZQNaH5v1BqPHgUuuwKYTBKqhaevxttq5UI/+KRmasSzmiNLmp6k5JdRE+y+8LvkchNtVTovRV9nst81QSdIi2JwlRe3zHhd2e/JhCreC27ayzwBT8E557BcLvoJGunpBxIorUlXXg2Z+hmtIKgDaSnK/g8TR4h0cORjX3nkCg9L85ajwXwxBwBUVXldWRQvrevmtrK8+xcTrJJ7HcACwHRS4eTJC7G5sf5LRPhhY4yzsbH9BruJGMTdtvyWZP3eBVz4gNJMznif1MpC53bAaguLoiw6oPSvUdu2WC6X2Nvbw9bWFnZ3d1DXSxSFxWQywWQyQVX5eL6mafqjyg0rnc+soxa6bRrB9gCFDjIZSPB6cfDltIm4hwDv1PrTP4L5idfB3HKz375QaCtmYLLi2jVEWWLby7ILx2QCxKLOSfqSbtAmi/wtya6Zgd/4O2JE2srLMphebHPeDgqgq/yuxpMO+AaSdu9AMU5m7Ho1mWBvdzc5BDAeEij6JTyT7CDHt0gMddDKxPuG9EiI8JQL1gSz2gyMV1pM7zQOQB/Ks7c3R7d0dl6W5av/9Rf/6/dMJvfMYoJVcq8EWMDvvjWfL+r1tdmriqL49WjSGOOxiJlN1tgu/Ml1mqzftyA6koSZw3nJjB9kDi/+glljUDKeNdIB5GNZ5/M5tra2cPr0Kezu7qCwBTY3j2B9fQOTyQTWWrStQ13XWC6X8Xgcvvl0Xw7T88n9qE8biA9Ixnlp5nSoa/yLHABjOn/1fuBNvwy643YQ8j0NMk1zwCmSaFErfuf0gZxIJG+rTSCkxEbGNlhRNih5SK06to/iyNGGsbar1EHiZGW6RvlNrvzL+XAkmnE8m4q1xWxtDQSgrpcgAMu6xpmzZ7BcLrO2C/WRCxoyx5vkaTWKRFIHgU/tnNecBshoHKUsu7s7aJoGZVmhLMtfnk4mb3jjL/8C7sl41yG595WIyWw2RevotrIsv9Na89fRiWT7ha69w8lfcx1dUBZl7zmFYiIjHRByNVjQWG1GB6Qm03Kx8MB66hTOnD4FEHDBBSdx4oILsDabxfi8pmkiJ9u2jT+qPOyUT6H8adoBZJNNVsS/zPySGqOsK6tj7oEGTDUB1tc77XWApJecoxxU4m/4vEqz1CiBJG3JO6IHyPB7BozK9aw+PLphwKmj7h3RN2Ye4qQ4BTXg1NqI91GY6NXtAFn5Bx2I4t6yKLC+vo7d3V24tsV8voets2extXU2vme2SyOpd3SUmWySlRsAqZqqNokGf0pYKKTkxcsRHHU7O9tomgbT6RSTyeTPp5PJdy2X9XZxD+wzcBC5d+nTihARbrvjFDY31r9ksVi+3hEd6X7wy+aoB0N0oBScXG3bom0ab9Jb1gHMWRHBSZwJRQA7YoIDqx8uRA7z+QLb21vY2tqCax1OnDiBExecQFGUcSewAPCuC89qau/Jnc1maLudwjyQ+iWAxiCJhrC2gLUmTiDJnqpMM00Cv0UHD61aU1+Ij98MnLoDdNXVMOsbqZc47ZjEQRTyykBqlRNpHzmQ06qrk1McQPwZnl5SfuSDQHNsJiB3EL4xvFeSMpF14Q4spf24M1ejC0J+EYS6/ZNDr/QmtwHIwTUNzpw+jcl0grZtcccdd2Axn+OKK6/E5uaR6B/gq6Y4DxscyUMLXYbew6QNgbhFadxfoPuuPIQQrbO7swNHDtPpDLPp9GPVpPryxWL5O5ubG3fZoYXnK/fOUgnpVnpNt7Z3fmCxmP8XH4QMtE2/R2wy2Bm317YtHDkUtogvjwTYzAsaZlbr6QauHYZ9KD3XehZbZ7dQlgUuuuhibGxuAiAQIYZooUs/bLe2mM8xnU1hwxJA+B3a+/PHAOfYqQ7hJeyoA36A29CLnDl2FE849/ByZwPKErCFP9GAHx0t81M0ygjmPC+kA0sDH4j7wcvGvnNtKKEBpIiJR2qfWVlk/eQE0aUZwUy0MU9LAqxsB7MqfQWsk7bmHLrym9ndhnnXHwG7u6wtfIHMxhroEY8CrnwI6s4JW9dL7O7uom0aGGNw6WWXYzKdxnchHERpO4Aj5JRM9u6JOmu+guhgYxs3JSvk2LMRXHd30bYtprMZqrLcm04n3zydTF4LgPZTGu5JuffEM6yQoigwXywWs9n0B9q2feruzs5j1tbXE3OeO0M8t+dgTeexd2GTCG+Ke6xKg5eDGKCnBooQHeBAru/4xWIRwXVzcwMnL7wQgMF87on3xWIOYwym01mSto+JbTDDDG3bYFJN4svWazK9E48IIEcgE5YHQwdVDgymj9GNWqt44Ye0LBgDfOD/Add9BHjyp/lQLbYvRKI9KpppyDumFcqGHMwyzY6F70TTmPWJjH9WRZj6Q1RFMqEy55NsE60c4X3DQBmS9JUJP9P8KV20wtuIa6bSBDeZZWGArTMwv/TTwE23+FI4ChUFyhLmysuB//zVKB/7REyJUNdLrK2twTmHM6dP45aP34zLLr8innMVVlE5a2HCZMXGXGg37R2U7RH52s5xGyyyeJ21eXg6APvefI6mbTCdTFEWBaqqfMN0MvkJ5xzdW6mBIPcJgAW80+vjt972d8eOHnnZcrn8sb293SMbG5sxzhSAf2kDh0O92WGtBbV+Ri7LPkRKBddIC/hudm0L12m0posA2N7ewtbZLayvr+PkhRd1HGsNIucWi0Vzy8c/PiEAD3rwgzGpJjFsbHd3B0VRoG5qEAHTyVQQ+53GyBUWEAwZNp4HTE5Fa8g0VD4RsUEbNU9rgT95J8xvvgn0kIcCF5zkxemySQeS0bg3oaFJLcYo4LRq7wGpVXIah5vWcjKJ7wRykE3SRg9Y4XkzMEEk96yqu9TgOIDzNBVKJwNl2QZ8soxt0aVvC6AoQI/9JODSy/wz812Yv/wL4LrrgTf9CvDwT0A1XcP6xgbme3sADNrW4aabboYtClx22eVR0TAdJUDcGSgsDXVFV1cux95Nfx9QGA+K2hJYiDrPF3Msl0tUVRX8IH9cVdUr67rZuzfFuw7Jvb+EnRhjws5bv9asNU/d3nH/vdvYIe5MFU0xdswytS2MMTEOMGwOA/Qvc1i4EMDVGOM3ZHEOTdv6pa+RGtjF2TNnYYzByQsvTDZtsbZ4q7X2D44eO/bCyWSyWS+XmFQTGACL5RL1ssbs6Ay7OzvY2NiMZewHjgXIAYYAkkZoBxP8ZUXvXJEAFbQf7oWVml2SPx88nXcrgjIHsQCQQ2bZAEfJTeDQ9rGsTFvLyqZcV7ViBcB4W6jfeVk1jTy8e6wskp7RtmYMwJtFEOzTZtLJlXxWuPBMkzc9xNHzPh/06c8A2gbGtcBPvRbmV38VuO02YL4HM1vHdDqDgcFyucSFF12ItbUZts6excbGJo4dP874exfpgmTJKn/XtLZV6ll0dF7r2uzdlXWu6xrzxQKTaoKyLFGV5Y1VVb1wsVhev7mxjvuC3GcAFvBe0Pl8sZzOpt9DoMfs7u49va5rlFUVTznQlrt6gC3Qtn7TC9d2h6axDg2xdsEYblu/vLUoig50geWyxvbWNup6icsuvxxlWWK5XIaZ+Xcm08lXlWU5ryaTf2tgHjOf72E+n6OqKuzu7mA6nWKxWGBZ1zhWVaoG7QevAeC61TUGBAdLtv8JBBFMlISWxWscELvfJXeX3E8EPO0zQdc+HLj08tSMZ/dFLU5cz8xEhaJghevzVAAm4TmZVklanuz+zIHJsxwAJKPlp6SpaZyyreN95wKuou1kbLCMcElM7thH4bP/Z269CfjIh/yEvbcHc+ONPsFrrwU2j0ZQm0ynKMsSk0mFyXSKjcUCOzvbmM1mmM5mXb18riF2O+FgOYUiJgLOrbrg0O36gQh+BSTri6DsWGPQtA0Wi7mnBcoSZVnullX1sulk8nv3gj1cDiz3KYAFgOl0gu2d3Rsm1eTb3Ix+bj6fX2OMQVGWbFlqamYYeMeRtRZVVUWQDZEHwZvJY2fD8tyg0bZti8Vijp2dbWxuHsHm5hHUTe0XDYD+bDabfZ1r3UePHNmc3HHHqb8F8JiiKOPKmbKsUJQFtre2MJ3OUFVVH2SdeIhT/hWRUgyaUhhkLDibtU801/iLjn5w8utci7RdpvTwRwOPegxQd04u7i2WwpyEaggRUnDm5iQHjUxDZmUL+SSatqA9Qr0gykEDoMY50oQ3Fm0S8pZ8Lgf5zBmn5SH6QGrOvA0HJySep+Rxkzbqvv7iz8H86i/6L3UN7OwAj/tnwBf+ax+Kxw4YLcoStihQlhUmlV8Us7Oz7ZfUdopIcEY54ewLccyWT6xdXWJbdOBqu/1CWnJdLHkoev8+kPERIV4xmYRlvc2kqn5wOp38VNtZlPcVuVfHwWpijMHmxjpuuPnmd00mk5dUVbXjnIMh6vdPDQOQbRYTeFBr/JI8x3YV6uPwgKb1tAABMfaVLyZo2xbHjx/veNcWzrX/sDad/ddbPn7rXx8/dhQ33vixpTH4Ler2INzd3UVd1yjLEnt7e3BE2DziI800s890iBr4VxJAyfSXVGOPpn26eCKAlQY1kevjqV73YZj3vMvvpiXNVEUrDDwo16rCtb7Maf+BgaicEHlZVC6WlZtk/ZV7s2umj7EM+YW2lN7oUD4SeSeb4ww8v59nW8YsZ+8Cpx64w2uQFgiTVPe1LIFJ5f+tzYCiBG6/A/joPyVlje9HB4BVVWFtbR1t02J3d+cOIqp5nK2ka/iEkky04RrjWfu9RGz2HoUl5NYY7O3twdoiUnNlUfx2Nale3bTt4r4ErsB9UIMFOj62aVEU9o1t03xybcz/aJzrlrEWiUnJn+FxfWR67bVlO3CFo2g6s8Q7Y7uQq729PUynU0xns7g94nQ6/d/Hjh197/rGBtq2xY033ohLL7nk0rIqi35xQYPlYo66aXDkyJHIGwNQvcm9WdYVK619diXXgoUGBiQaINeAknuMgfmdtwJvezPwklcBj3w00HHYWboxa2XASROec5sSxAacY4m5z/MV3v7E7BeOqSxdYdbyd0JGQBhRFh5VkJVZgo9GC1C6cYoGwNk16SwU/cbbVOrQ7l/9G9ATnuQ11baF/c1fg/n1Xwd+6edhHvkJwImLeq6Y52H8TlbrG+sgorcW1pYt0b/K3hf+WYbzsXuIKPo8QqxyXBzE+qBfArsHH/TgNefC2o9VVfXy5XJ5x2x6z26efRi5z2mwQcqywGK5XEyn0++tquq3AylujYncDjfrDABr+52dwj4ATXfWelgY4O/zIVrBsdW2LZq6Rr2ssbl5BAChrmsYa947m639+PbODiZVidNnzuLaa689QUTP393tnGHwR1jAGKytreHo0WO9diccVeEFNx3PGmb81KWgiHBydYkPalrSU5vwsW0LLJeA2DdUaie5Uyxd/RPzGuJxOViIMg4CsQKU/O+gzii1b8OC53m6ob7MSRr+8mez/BjVk5SNpcvX9EcrQ5ZT006HaAVGLaRPdaW94ELgiquAyx4MetBDQA99uNdq77gNOHs6b1/+zxhMZ2uYzdZOra3NvrEoil8DESUatHRW8nclWhf94gE5ORn0+x8E7bWul2jbBmVRwO8qZ6gsyx+tqvJd08lkX6vg3ij3SQ02yHQywd58ceNkUr2AiK5um/rhy+UCEzbT5RoDIZz5ZYwFwS9jDVyTATpqwZP51GmvdVPDGGBtYx1N04KItqeTyf+85dZbrr/i8ssBALt7ewDR5t7e3sWLxQKT6QTVZILlYonjJ05gY8PH7rZhDTbzoqZaVdgEA0CYLDr7L3nHBFDmdAN68NVMackfEgGf/ES/o9aFF+Wasab9xlZNzf8IQh3PDXYNWAGY8rPMS2iH0jGWlFlEBRBLW52qeJoKHSKFO3do8Cbdm048feF85JpdLBenCQR/G7l5The88x0w1/2Tj9+uFzB/9qdA0wDrG8DaRpyQE/65m3haIlhfpp1/uu6jN1z1oAd9tTHGNU3zLwgwmRVhbXJgJ8CpAcTFNBFsWfkDbVfXNRaLhT+DyxYw1qAsiveWVfkTdd3QZFLhvij3aYANgdA33XzL+09ecOLFzrkf3dnZOWLMEpPp1L9c3b1SGwtOrqIo0JLffSvws0UX1B9IfUeuW/88Q1VWqOuayrL44ePHjv3a2to6JlXofD9rN22DsiyxtraGxWKBzc1NHDlypNvwpU1CfDgYhYHXb0YD2P5NjuBrwJwcA7yof6Jvp5C+BmKJJvaEJ4Oe9KldeI+LcZbcDE76AEjoh6x/uEktgDJzSIp0jMxvhQYjNezgADMsj8GwJhHJENpUnbCU6xq4JlovLxvTSrUVUWoe7H3hvHniNEQ3QbYt0DQw73h7SqdYC2xuAM96LnDhJapjLmydaeOLZ3enftvKG9dm069eLO120zRf4oimvI7WGLSm59NDWFdQWkKIl8wPrA6LpQfXsiz93h9leXtVVS/f3d278eiRTdxX5T4NsIA3L7o1/b/SuvYpk8nkq5fLBcqy6pfGdpKYr/6CpwEK61dMBVOuO0s+cK/U+r/r6+tB+33H+vr69+3s7i43NzZi2h+57jpYa68oi+J4WVWoqglc63DkyBEUXTnlxh3cxAuaZqAs4k5ebC+EqMlqmiEDy+iYGdA4WWJpiNLtt3oH1yWXApNpcp/xDZ6Hb4VBzk+T6MrFvfWyL8SF9Fl+j+IE46AT75GedVHHTDuWXCZLW41AEJNNxn/yCUPTymV9JT0z0D9a//L2pXDrxhHQs57vN00Hb0cHmlYwj3gU8Emf4jdMimDYr/W3Jpy0AYAsyqo8e+zoUcxmU9R1c9P62tp/ny8Wf1vX9bc6546GMvDoBXSWF48+QKxGb12E2PPCWiyWC5RFvwm4sZbKonj9pKreUoqNwe9rcp8HWMB30nyxWFZl+erJZPJ4IvepbRfDytejA70ntj+nqPVLaisbD4YLm2UkG15Yi2pSwTm3ba35gVOnTt18+WWXxTK0bYurr7rK3HTzzf9y88iRC8Iu8seOH8d0OvVgzTcA1wAPyMDVL+01HX4IoAkDjpu+HGTD4BVhPVb8HsHHGOA33wTz9t8CfftLgYc/MjowEm97LITg4YbMaqW+GV+sXE+0QKap+SSZg2qFZi6jAHi5NZohpi3rIIBb0zTVKIQhcNDKw8qefJe/ac4mIuDIcdCX/DtExAtar2vRtv6dKm3RTywsmiMqIw7eh2HtsiiKGyaT3lncNO32+trsf+4Cdyzr+hXUtiddV+8Y5tiFYIXtODVqIPC0fTSPd2pF0PXUwGvrpml76/C+KfdZJ5eUSVVhvlh+dDqdfFtVTT7qtdD0Rcq0xr5DfWOEHbicE+81oaqqcN7Wm9bX13/nxPETyYCqncPesr68mk6fM+s03c0jm1hfX0dLBLn9d1jS22UQyxPjDI0/zNGE428MOwUhnFHG0/AVSJ0ogeNlDpawnpznHx0wtoDZ2wNOn4Lptn2UHnZjbZ9PaFNjkrxDmrC2B5jwG7uPWLljLDI310NemXnNJpruvnj+Fytz8k9rL3aNO1/6ZaGibcP9sg85cLDrUdNWolpCWnxHqWAhxPaJ9bZ924lyJ5uiR3W2y7dtuwmy4+6pO/QwvPvsPQh0jrdQAGPM7UVRfJBzn2VZoHWuXl+b/cSkql5grT2VUlzw72xX9rCzXSwy/2v8op/FYomqKr1jy28NulsU9ge2t3durO5jIVma3Pdr0EnQSM2Ry/9g55YPv6Cu69c55040TY3JZOJ3xWIcFhCApUDbhSJNqgpN24Tdu5JTXatqAmvt+8qyfNnu7t7eBSeOx7yJCFsf+hAsuccaY65uF0tsHD+OjY1NuPkc7sxpbz6vb4A2Nryz4cxp//JPp6CNTcC1oNOnQMslTFHCHj3qIxm2zsDUtY9jPH4cMIU34ed7MLYAjh0DysoD4862H3RHjoKmU5jFAmbrrC/kxgawtu53yTpzxi84mM38IYfOxfLQxZfAPP2zQEePAqdOAcsFTFEAx44DRQFsnY1509FjoKKA2d2F2d3x+Rw9CppMgcUc2Nry2vPmEWBtzed9+jQAAtbWYTY2PQicPQO0DVBNYY76VUb27BmgrkFlCXPsmA+rO3MGZrnwQHPsOFAWvs67u77eR4+BqgqYz2G2t3xfb27CrK0DyyXo7Bnf92trQMj7zGmYrh/MkaNeQz99yvOYZQk6dswD3JnTXVuUPm9rfR57ex5Qjh6DmUyAvT1QdyKvOXIENJ0By6XvByK/1+76BkzbgsJ7MZ0CR472/dA2fjHAkaO+Xl3eKEvg6DHfD9vbwHzP/37sOExZ+rPUdnb8IpQjx/y7tbcHc/YMLBHc2hpo84hfeLB1FnAtMFvzaToHuv02GOfgyhL2+Ikby6K8KezqFgGjKNA0bbu+NnsDgGN1Xb+8dW4W9tHgm3PHSZ1TMWGiIcLtt98G17aYra1hfX0d08l0WRTFT06q6k2VWGl5X5X7DcACiB56a8z/2TPm5HK5/C4inNzd3fVr/7vOlqYsN12sLeLG2I6FmlRl+deTqvrqumn+9oITx5POb9oW737EI/Ap3/r1Ty/+7oPrM+dQ/devgfuMZ6L94AdgXvMqmOUS9M+/GPjCLwXdcD3s93wXcOY06NOeBnzlfwO2t1F+33cDN3wU7uGPRP013wxjDIqf/BHYv3o/6JLL4F7wItDJC1H86i/C/N5vAxubcN/0HcDDHgH84e/CvPFn/UYf//VrYZ7y6cCfvxfmtd8HtC3oi/8/0Od+IfCRD8O+6qWep3vGs4D/8F88wH33i2Fu+hjonz0O9HXfCpCDefUrgA9+ALjiQcC3vhg4fgJ448/C/OHv+UH5LS+Cufoa4M2/BvzyL8BUFeirvxF4wqcAf/rHMK//Xx40vuzfg577eTD/+PfAq14G7O4Az/4cuH/zFcBtt8K+8kXArbcAn/wE0P/4JphlDbzmVcDf/x3MVQ8BvuXFwMYGzM//JPCuP/K7fH3rd8Fc+WDgrb8B/PqveJD62m+Bedwng975+8BP/ohX5L78P4E+67kwH/xrmO97JbCYgz7nC4Av/bf+WJxXvAi443bgUz4V+G9f70Hq+78b+Kd/BB76MJgXvBCYzoCf+lHgz97joyu+7SWgSy6F+fVfgfmtN3vA/oZvBz36MTB/8ocwP/PjfhL4j/8N+Ixn+lMiXvMqH/72z78Y+KIvBX3sBphXvti/A099GvCf/wewsw3zqpcBN3wUeOSjYb7xOzyY/tgPAX/5F8All4G+7btgTl4E/Oobgbf/FrC5CXzzC4GHPQL0W78H88af8ZPfV30t8JRPh/2z98C87vuBpkHzhV8C+rwvBF1/HcyrXgqztQXzmZ8N85VfBTp7BvTKF8F97EbgsZ+E4hu+7QZjsKXt0VqWBZqmadfXZj+8Q/Qot1x+JRGyM+TCAh8e9+rHG7C1vc1jZB2Avy3K4oemk+nPOed27wsbuRxE7h+1YFL4o1natdn0RwC6o23bV9X18or5fI61tbWULmCmW/B2hpegaRtv8liLorR/M51M/vMtt9z+p1dfdaXi+QaeQXRy902/+jS3WKAsCuDIUb8H7No6cPU1ME0DnLjAm2hVBbrqamB7G3TRxd50sxbuiis9SF12RReqYv2eADs7fmerjqfCRReDrrnWa6TTmZ8Zjp0ArrnWD+yNDc8ir2+AHnKt3+zj2Alf0OkMuOoaDyQXXdw1WgE86CofwnP8Aq/drK+DLr8CZjEHLr4EFBZwXHQxzDXXeq07HIx4/ATw0If5e9Y3eq31mmu9ZnT0mF/2O53CPOQaYD4HTl7ky12WwIOv9traJZcjhE7Q5Vd6muKyy4FwksTFl/p8jhwFqgqGHOjEBTDXXOvL0vUvjhz1eQN+IiDnQfAhD/Va6Em/SxiqCXDVQzxgX3ypf9ZamCse5LXW7i+BgEsvg3now4Bjx0HdAhScvMjnM53BzGbeUXrkqC+PMV5bJAesrYOufihM08CcuMC/g9UEuPohXhO9qPPq2wJ40IO9c/HyK/tlwJddDmxvgU5e6DVVkAf6hz7Mpz2Zes37+HH2Dmx65WBj0++M1rYwx33emEyAq6/xmn/3DpC1MA++2r8Dl18JGNwAoB7ayLosSywWy73pZPIyED2mbponh6XfBAauYOF7nS9jPt+Li3Ym0+nNG+sbP7E2m/5EURT/5F/H+w8s3fd18AHpHEVmbz5/9t7u3ivni/knrq2td5u+uLjgIJg0ZUe4dzGuIHTLam3x3smk+pqP3HDDux79sIepZsvu3h4KW3zazs72m13bHvenFRCabvECnIMNe8sGxwQ/CsZ0O8izEC5bljBhtVmY/wMf2z3L+VjT7f8ZXm6wfOIaykCjdE40AiKvZ8h5M/yX/zfMO98B+rpv8YOwO2lBDZ2KnnsX8w4bMyfOl8AfsnhczoH7ayKWkzsjg1nJozD4AXwhTW6SimvZgouwcTmLfIiWDfVnoVHY78G5tIwsn8yJFrz7Sd6BC2V15AsaWPsQ6+94H+elZb1jH4ZDQRnX7pyfwF1fTmMMCsZLh8M8Q3qOCGVV/vemaV979MjmoKlORNjZ3UNVVc9tmuYNddNc3LKVf5wqIKK4v7Lf56DamU6nv9ntMfCnANr7AyUg5f4zVQjpOFk6e3brt44fO/ZPtrCvaJr2c8uyqGwXGJ0cYUHEThLw2xZWZfnOsiy/qm7qDwyBq38YINBDW0dHJtMpyFg4auJJt6YoPLiFHb98AdmZXF2IWFF0zl95aipzZLCBlm40YkC257fidbEhsTEmvwZ4jc1az7te90/AYpE4VYL/JPBorOrds/luUxHsGSBLMIoRDqYHDr6xc9zvlChNK+QhHVToASvpLeb8S8rO7uujIyxg0oUE3MmVHAcvgVVc60O5bD+hhNv5KieljPHecChg0uZpqF5fniK517dlAWMotmNoN36iAAFxpyxDblkU5c3GWKwCvWj1GfM2Y/BiAN8Los1kLQT6JbL+ROW2XV/feN90OvmB6WTyG865ndjG90O530QRaGKMwSUXXwRH7u82Nza+Yjabvrht3S1WDErA86hN0wAwsEWxKMrix6az6b9ryX3gyObqWbxuGjRNe9wYU1hb9GdxcS0jaKzUbWDMTgoA0hNsY9QAu9ZVKB2EYnBpGyKry2WRhhclMamXXQ58wmO9M6YLYTTK/Tz2M0waMrQp8TCzfJNt/TSvPnsu2eyG5aOFdSVtwb7zf1pwXBKLPNA+aqyrLAOLjEhCzNBbSkY8x8FU1g0M/CDSzfpfPKeWT9abx+CGPvHREw2ItnAA6eLQXVkUP1GWxauqqpoXbKl6jIjxR9zfVFXlS9fX1/7Fsm7eCGCnuI/Hue4n91sNNkjoPOfc6c2Nje/Z3dv7i7ppXlFY+4nETCLXenAty/JMVVU/OJtNX9U6t725vv/Gvn/11x/EYx/z6MvCgoCmO+CQA2EEFr2UHa6YOBoy7atLh4cEpSn0v0ctMQwYESPKVzYl6TgHPOdzQc96HlBVINf2IV9KnlwbzYbIwKDJNMgkwdTbjIF7ZcoZmA20sgRPLZY1fudtrS2UUPIKfCNfhirNZK1MyUTE+0ua2gPPkshbK2uijSvP+msECwNrLRFQ69NRLmVRoHVuOamqVwFmDcDXt20zobDowNq6qqrfgcF3TyeTP3aO3NHNjQOlfV+X+7UGm1TUk+7tbbfd/taqLL+kLItfKaytPbh6WqCqqr+ZzaZfsbG+9nIQbU8PGOT8aU9+ojHABUXhzX4XtUamtfKliUmcYz9UjdBYjdS0uYcWAoS0lVE8Hjb5qddcpDZvrPXhT6Es4RmewCBVQqnWzrTnbFUWT0O7hlRjjW0AZWIAVA1aaoVcYxzS+uI9SvmGQF6zBtQ+UiROXNwyYVRCBqqsLeOzjO+WmjsH32TJME8j9htCv5fG4Mi5uGgKa+Ec7VVV+fKyLF9TFOXSbzlYnC6r8hXT6eTLqrJ8JwDnudgHhjxwagr/Ejz4QVeiqiZ/N51Ov3JSVd89qcqdqqownU7+YDab/eu3vf2dvwJgedB9J4PLxRFt+s1j+MASOyip5nC/SsvIewQnZ+RAJ0EtKGZoTEqkmaQTkrMW+O3fhHnFi4Abr09MXsPzFN/jX41/7PLUNndJ0uCrsQLAKGlJCoADUWaSC85VpqVNGhpQZ/Vh34fu5bQG/zuUrgqm6s2C9+2uqRMRdIAPDs7EBwGATVulgTmGc5ROwdiuyuK7yrL8nsmk+oPpdPofppPJy51zp+7vdIAm93uKQEq/7K85XU2qlxdtcTMMHmaMeY1r3T99/ud81jm9BN357sYYM7PGJHteAswE4yY7UvDpVs6kZZRAy7VAsTLIMbOQD3ppAgL6IE5g7PrrfLznF3+ZTzMceBfyRW8yS4BJtDHtHm7+EqWrvAbKnJi+K+qjcrKMIomAImOg2bO8LlbkqbfX/joeafckzsn8Xq3f1HbGMMgnPG64j7UFb3/DH/K/F47cZjhK/lykW56+PanKlwKYAdgGQNY+oHS5KA84gI0VL0sQ0aKw9kfg37HWHGJpniOC9ZbALAASgB7wBjQXvvFFFGUBRIwwCNdC2lK7ZN5hbmZCgG+SXZeHY+nj2DHg8iuAqlJBgINDEhGwiq4QdcruD49BgB1RBq787xDQJsAkveys7YcmiGg2IwU8rQ33rafQEoH8neC8raxP1qaiLzX6RN0gXXLyIU3OxxsTQ8Sco0tvO3U6S+8c6l53/x7Q8oAFWCC+CO680gDQOjc11hwBerMsHgNtlI1DODcqPfLchF8BVBmISeBLlgPnDpYsCsAYGNf6VU7PfA5w7Fhc9Zbcz8qfALimkQotKQziA5nC7LchJ4983iDVPA3r3NyhE4qYRjNIjVkry4GcV8o1SfWE+zRNOZswePjdUBRDd182sSo8vpy4Y59SjAp7+FVXXl4SUYNRDi0PTL39ThZyVFhjq8SJopiiWZxjeMnDdbnUkAMx00wBwRUOaYUK15aURwkDwuYRmIsvAcoquU/WKQEmrhHFRiEMarvhloH2lA6iVbwovz9JW2ig4PdIXltMIqRpnbLtBuqxn9899Ee2daZSD953/D3QtO6sjTioyoUhMoyP50vU4Tg9yBGtO3de+scDXkaAPU/pthKcGWP8rsBBDUDuYMi0I+nBhwDmFVqq6szSNF4GcOog5GFYxgB/9A7gh38A5uM3JxqpNJuToHnmxEucafyvMIGzdmH1oYF7eKjRoDZ7AHpCmvwJuIg8seJ7yE9qm6s40VVaOI92kPVO2l5JN6vLPm0pJxYlMuMScu6Cg5Mio2gyAuydIxMAEz8A+kPdMs1GcVxB3qN8Tu7jWojiDMs0aKnJiDCf+Jzp9p794AeAt/4G6PSpXNNR6ALi6YpGMSIPWdfMXBfPr3QorYj1DPXPyrqfJ38gumJVPtrv8l7V0TXQVprVw8sG5Z4hZ1hsBx6PHfqfWyPdisNwgkcnJ9rWXdC6c3d0jdLLCLDnK33cYJV5+sMt6DlIaToPptmnnTuQBp5NPOLcROZcnOYAoW5zcZDfXm/zCEwXUpPRELwMPOZVKc9+mmi4ZwhEV2mpkt9OaAXBw4Z8VoGjCkxKGTQtMVt7j1zLHppEtDJkESi87fjKNhwQwCWocutCOLrY23GUiK5pmhFgz0ce0E6uO0Oiaa05s+LLS4ymFOFGBzR346BTzFzN8ZE5ovj9rKzWGDj0ziF67ueBPvUzgCuuhGnFaQahTJqpLR0wfFWZ0mYHEWlWJ/SKmEDkUUDy/gRopUUg8pNtn5U/tBV60Itb8om4V5VWEOUx4q8aecDyXtWWGqjz7QKTkDsliiU8SYSKiC53bXuoSIJRvIwAeycIN+8oOHsBBjbdfygNEVoFrjAmO7c+5iHy5hpNYurK5ZdgA1uEQHUXgUsuhbn8Cr8ps+BN93PgAP3GHjwsSAMUWX5Nc02uDXjrZTpcs+XhZ4nDSwDLEF2x38QnSQp/1FBe5lXcrBn4C3ST30D8b9KXym/8ncmoFxmu5S/6P8bEBxzRQzcfIEta7yoZKYI7R8IecwDymMaIr9qqHu5I0rQE5jyS2ltM2+QruFSNLkk2BYO4WOH9fwb88huBO27vNHM9RCspKXfaie80QCEMmeuDJrzQ5rNQJ1aWeEy5oGk0h9AQb5x58wfyjm1JyCYAuaRVcqlJnlpcsMLRH5R2kb/L+mmcucgcRHQNgKmjg0yto2gyAux5ij/WG+sE+F1hhgBFMfcNsFIr4+klMhCkz9OOt7LrHFRVrccYmHf/CfCGHwXd8vFuOzxdu0rSZ9wu53m5lm5ZGTUNUHOWcUDJnIZKe8p6Sg55lZFLK/KT9ILsM6cAofzOIxU0bfmgIDYUaZFw7av6irWTHWiTUB7n3HEAVduOoVqHlRFgz1P8toTu4QCdAKCgFvXHWXORzit2v/TuA72mmgx6ti9AEs6jaT7aijCkIGIAH2VerD4PicQ/DTSSJZlgICOiEZLnlZjU2BRZ85mcCuH1zJaBDjsGpTa+0rwWZUi88cr9WltDpJ9RJCsiBrRyJhPXimdVhyWzoOJ70m0uTkQXO+cuGOnXw8vIwZ6HEBEWyyWMtVcSYQoDGMpX0nCRg1LdwzX8puSZDFZNW1UiFMJxyBrIJDweEegZzwIe/RjPw4qJga8800Aj4VONScpIA3lq5VGvc05XxBlrzi7NmbhyCW+f0a7OgygAAGTRSURBVEoNNAlXE86oobKvkuyZfbhmfp82WRpZ74G2lpx0vB7rZwDgGAHHzrFKozAZAfY8ZTqZmMWyfiR1kQKOaWNys2j/3tr0pZZe+QGzbZVDA/y3gWWbknPV1viDCObaRwCPeLQ/AVYArLZNIFhdpEdcKUg+6ayINtDqB6mtDrUDS5+Yw1BNU7Sx5uHn7bbfs4QDtMVAOcyKSVDmOVhnRYbSSNqUOwf9fLTetu2RkYI9vIwUwXlI6wO0JzC4CoR4ikHU3ILGR/2QMyuogVVOn/3e8ex3GYh/gFFCxoA+/Pd+NdfZsymXGpKF0ECFI2llfix0TDp9hvII+fQTV1rfjB5R2mPIhCclr4O0tZa/dj3+lavcZB8N7HugXcvaHzq4co2c110rn9zaMewNa4AZEV3aHmJXrVG8jAB7PkJA27ZHQXS5D9NJTcmUDzUqmGjfhwZONpAEv5mClB67yHlLvuNTHGi/99vAq18G3HSDPzcMYnBKHphNItrihrRiwzxo+CsBMuWYKUS7xXtUwEAKMEN75WocJYm0ZLkg8pFtKwEw8tArljGrkRlKHQF94hjib3keWr1XRTT4fKkwMCcPRFmMosoIsOchXhk1RwAc999TjcTk9w4lkgyyjJ+FMqDFirE8akFmk5/ZlZ0yAONPkW0awFEE3sTpI0LMON0htwDUAIAw0A7QwTVth7w9VDpF0d5XhYvxRpMRA1L7XMWP77dJzFD5Yn5KmYZAd+gv7WMJmYPc2ysFlkCbNG74cmgZOdjzkC60ZgPARtCshgYKYNLBKvnIIX5SEQ5SKwd8+G2fiIB++a4DnvgU4ORFMBdf0p9rP/Cs9EwPOVZ4OXjUgFw8wDnLqE0y8F616XaS1z7B+Tz9hAPmddBilmXZVrX5fu2tpCk1ZZXCEJw9kGpJmiOS37tq8svLRCCiDSciM0Y5uIwAex7S+uObjxBh1o1KAPt7k5NwmvD5gFEE0nmy0gESNFCmiWYnJ1DYaLmLIvjEJ8A8/lNATQNDLkuXa5Xcmz+036wWMSCjEFY59SJYcO1bhFLJPGXbWJsuBJBee95nCbUw1K7sfmv0ZbqyPw8GaMNtxvtskG8XoXj8GQ10Y3pKNERfHbrs6JFNjHI4GSmC85DuxVwHUAa1JgPPThKzXMQhqnxeyAOHMwmHwJeby45RGXGA3/px4EMfBOZ7KQ8qNy/hYMU0Xc0El4fscaeUVm/C8AQlDxUMbajVuX9G4VBXPKPxrdr3MHlpgD3UZ6IQWcyrFWWLbcg+Sy08i31etdJNlmsgnDC0GwgnARzs9M9RMhkB9jzFGHMMQCWXayokaO78YSC1H++meaG5kyl8X2W2amkneVsL/OavAy96AXDDdXFr+1DWVZqczIf/fs5Hjoh6q20hYzdZXTRgyuqt8a0r2iZ1tg2nzTlp/luioQqNM8tzIFRLtovk6/kqNnkir+wLlc8XUR7dtSMAinPqwFGijAB7HtLt/boOkOVe9OQeGaKzzy5L8l8SOqM8Z42yNl6kKf9qzrM4+Bd7wNZZoGkTnncIuGS+kb9ktISMPoBIC0p6st6ybVcdyaJqcIxDVLVsDEsWSTHQf8BwuyT3iIUSq2Q/TV5tk6EJd79FDMGpl17cAFC0bowkOIyMHOx5SLcXyhoAyzUPqYVEjcuIjWD46iLFLESXjjxXy4jfY3JINI9BMOdglYArAXjkJwB1Axw/kVIcolyDmjIbpPt50hNuGDmIy2eHTPnsHs3JwyMeFCfTqr0KsiiIfdpEOtH4hJbskCVAMm4Zuap9V5QtpLlq57GD7EqG+L45ENGxpnVrRG4Ho5yzjAB7XuJ1BP++poNm6EXm2qwBvIOJ9ONUuLk5dIQ0v5cf8Jc5bVj+cru6Hngc8OnPAD7jmSDXwjiXmrMYALmwWqqrjwo04llSwDs65JTNYuR+A3K7PR6hkJWPlV/2jdZPq/RKDWy5mQ5tEmT3ON6OYfkv0kl5yIm5qmyyfUSnq7RLVm8xMfqfzVFjsGlgbsMo5ywjRXCnCCWOFC3ONHEGScfGPhuGaANV0+yiyW9Wa40etAc4x51t0O23+lhYAf7RqSPAUU4aSbkpX4CxUpRQtSGTWq6KG5qk5HWngNFQ+w/1h0Zt7DehZhPNQGzuqrpApDXooOJl4m04cB8/Tl3ws1N4K22UQ8gIsOch3pyjGRGZRIPolsyKm7NwLCkaaCagatLfhjz3QB/PqW0m459LUZiIYKyFecubYL7jG2Guv64/slt4qAEdFGJavA5xVVB4PA1fUk9WHdpGT2qnges96AYpA+XYTxJLYp+0szA4mY74bUhT3U8i984WQ/B0jcgntJcTWj9/R/hEFg0X0BoRbYyLuQ4nI8Cej3BLFojOnWQQy+iBfdadrxxopGtTQ173hBeWO1ARBSddmuaZU8CN1wPLZaohitAyK8rA/2qTQ5I3v28foONtaURZJDcNJS95bWgP1CHRnJPyX1Je7r1fgUr8ZAseASAKnLUDf56XJ0iinasVUqIvNI0+WDmEiXM0GzfdPpyMAHs+0pFUgBgczGsdwfUAYUVBVjl29vuunprAfpMe9fQGAFc8GPikJwAbG35fUOaZ1oCRa8ryNF0OTnECYllJLTteF2FDvPxyoQFE3lC0bo2e0I5OD/cO0Sv8ryZmnzRkfyWRDQoNklExaoKpxmwHKJNVzjOZF8/REU0AOunG02UPJaOT65AS9oIl8kHYwTzMNBe2Ssqs0EjUPNjnIa/yQUxpbRDLAe0B0AHP/hzgWc+FKcteaxMRDActv8yfL8BQHV6mi2Rgdc7M7tCmSuxmFs85EMqU0Coy/Ivnq5RRa1u+YENGDmh9pvbbwMYr8tmDtveQo8sRRRAe3LAcYNsmUgnCReOpBoeTUYM9D3E+NnAN0L31XHT9YPh+fs+qMCv+/PB5UZRpS9rgjZweOTUPUYgkX+0kBZ42sXwTTS/R/FmZ+wqkbc7ijUOaDgL4GDerpaE6qFiZeP1W1Ye3pep8HABZrvHzMvPjyCUPrVIIwGCb73f6LL+m8sb9TGphsDnuqHU4GQH2PCTs/JoMVW0FjTDduGQgozwrr/NwIAKy/AbLO7ScMgCutTBvezPwkm8HbvgobFEkprE2iXBNUUZDDBRiOOBfxvRqK+K0diNKaIu+XVKtmwOKdPCobTxQ3yGJbcVXwJ2j1RLD/fizwuLQKI8hqkjvAhqkvuPk1flku1zHKIJDygiw5yMh/pXSSwaAtTYxVfWNRnotTI0LNUa9HrUcfl1Z8ZTEVgrHUCIcBD52A/BX7wd2d9OqDnCEQyuq+AozGV6UbEquNauyYcqQJGCdecjz8DcZuXDQGFge4mZNHpurpQVWpgScjRm0EOJdgsfn6R80EmJQ6+3+s2qiEfTICLCHlBFgz0dC/IAxCOd2Zy+r0OrSGEMkg078pK4G42loPGHimRa/SZEHIRIRcPwC4MFXA9PpSgDVBm82GTBAkM6+8HsCGkoMLC+nVv6gEQ+GRymxvDE/2ZXKb3wFnqynGVYD036T5eKOw31MfJ6X1dISZTYHuJdbWVLzz2gJf/+xj91084FD4UbpZXRynYdYa2EMWv8CG89dgoEJ5z4VDTZoQXJVUviNyyonkxqAL77vNzhieZ//BTCf/TxgYzNdVSV5VgGevExRu1PqBe06W9E0WDbZDiZdVqqFr63iUZMlvQOxuEk/8VVanWMrgBMHb+lQS/pTWeUl801jUUWbr3BOJZPuwFLhJB3qCa440ScTk/9PB8QnH37tNQWAMZTgHGXUYM9DrLEAzJ7cjk9qBKscRkNcn0gmD0uC4Dy5Nig0I22jFM28dUSgtXXQ8RMgHkWwotxD0Q1SAw83qjzmCnDlFMqQac812dg3om2TwP6+0bKQtaEwKQnW/KTelRuvpI3WWyEiHxkxMRQJMiQyKkLjabm42O7GLzAR2jUFHgEEY7CJURk7lIwAe0gxHS0AULPSJOSA0g0ky5xe3LzNnT79Zys1SSD52z+Th1atin+UdTJ/8LvAa14Fc/PH/JlcA3mtWhaqe7t1oJTPy3YYolDifbz9ZJztoClvkvS09lPX6Zt8RzBSntvfwWSydLXVWMln0jfSziIOxAS2cmGFNkkmWn38pcKIFYeSsdHOQ7olsfM4pAaC0aVTQtU2pUYjwq7kLklamFUW79k9bwfAJAM0a4EP/S3wu28DnTmNEMObLZoYbJCePhhysADCAcYGebI6SYKMApacx43lU+opv0eNFwKkBkAOomy8XEM8t1ylxa+r+zkofSf7Sev3mK8MbWN9KyeF8C9aLZzntUZMZgYgTDBixaFkbLTzkF5BNP2g7U5i7X7Y3yHCEpODTK4d11bbcIDKclA0QmmGJsBEBMzWgGPHAVtkZrHKcw5WJ135xUGTx62q0RXi+ipTPdFgtfvVdlv9W6L9MwDPaArxjPZZy4uDeQQ51n/q8wNWDgAd5AeiUmQ9eQeZLgPlXSqBAxlBowgZeZXzkP59FSDKBox0hHDJTHclJCcAk9SO/PcuBcWZxJ0dEuiS+zjAOQd63ufBfMYzYC69rA+iF9ohWHq83hKIBmMz6eAbtGQha9yE5c6apBmNOrHJMtGKe2W9eLrSMSk/R+pASc/AL5bQ6s+9+n2eypwi7g1tao2JG/TE90nh4vk7ZowBObbncOgfa4DWvz0Er8GO+xGcu4wAex7SYVz3nvdabPwduRnJB1Yw3R3pa+z7fNKrwYO9ylNuhj7LkCNxj7noYuCSS/2hh/6BjMKASI+X8aAxrKtWfQ2ZwUl9NeRZUa5kYYUsr4j44BNBBGEMUBf9l5SuWDGBrLRmMgdp+lsSsUAUATQ63JL2SyM2smiVEMJm87YK1lF3rWJZjXIOMlIE5ysGlaKqrH6EDf79jsZO7mfXuAaj8bG8HKucJ0ne1gJ/9h7gF34GuP22fjNw5liTdeMcHsn8gaxiWl20DUo0rTThNCXfuc8EkKSRtclAiBzrJzlQ+FSYTWDQQ7/iszzqRNQ94Ujls+E5PkEzJ1eczGMbYXAS4pOVpiGn76Tv/TEO9txlBNjzFULpQ1nSpaeDt7MBonG1QfzYESZq+A1IBpQWwgWWQ6KtrYgCgDHA+94N/O83wNx2q+rk0uJ1pSc7AUk1G5OYt/vxirL9NLpkiKdNtFFJmUTAFfs4KF7+GPeaNu1wDO7AtciBD4SQ8f0IYrlFOvw+mUai2bN8JJ2T1oWySVmkPiPv6BrlHGUE2POQbmB790AHXpLzHBog8XfogxQk40glbArPu6blkrhfeJfV54oCqKp49IsVIM9FrnLSvN0yllddrCAB87AdwkKehlZ58b7LC7g6BE0C2vBy15zv1vpYOrlkORKOlX2Wkx3fAAdKOqHtk37T+jA4ugzkIuM1EM1w+J55wMrIwZ6HdC+nDVpcH7zdAYkyuAcdRRDea+U+5tZS7+H3gd0j005WlvHB7BzwWc8FHvfJwOVX9nVZ1QgDUQ59HqYnE0OUxT6mZuQXhaanZt9n6PMQ2rFe5J5Tlnw0d0xyrpxr8rycWXsHSkWplOnaI7QN3+ZQoyWyNFfw7ckyakWbHXpn5H4HoUJkEki2AFZ3xCiqjAB7/lJGE19onFHL2C9ECzoQ9kmljpeQnuu4QQJyE1bxIPPPiQbGveIPuQbm2ocBde3jfFeUM7nONCgr6pDQAZSvWpLpgP/G6pvwkoEfDmmz/BMNn6WpLS2V+WqxuEkb8XIoUQJcQ7fJ8/5J/k5wCyRcoy4awHXpWbDDLJUIjQT0w6TO6983dp8Pb78EjMFnGNbboxxWRorgPMSbn2j44JY8pByECe/K0wIGNUUZP8mfGQRvDlQqfUCZxmOMX2hAv/vbMGfPdHstKHnmDREBIwENpQ5JEDxR/k9p44RTHO6MNB9A1TpjmkLi4oeBaAMwcNOsC62fMicV+n7P2iihgEKZwxZCPd3EufmsP0S5Sdwha80nwjihJIEEXRmICozK2KFkBNjzEH9uvFcwpFZ3ELZKmm37LbMEUpBN1tfzcrF7u4RjfisdMtYA73g78IPfA7rJL5VVy8zzDQA44NVPVq3xsijcIm+TII5pllrcKAerpG34PQJk1QkgXBdargzRylZvYbiveXvLyU2Wg2umPcfqU0kjCpi2bvp8+nKxsDTk76X2jmY8MKX3GoOpMVg7t9PMRgHGWem8xMfBUrH/TYimW+L9V6ID+scoA1IgBZN4X/it+xs0E83Ak/dyazACIDuLSwM1zessTU75OW2SnErhlAFpIKek0Wt1ebQFMaDl7RjLrznmTLqCS4bAcR6ct4f00Pftqi/f5W2lOvhEeFVGfRjWi1nbpDRG378EglHBPbZT1tExPUvw0TKjnJuMAHv+UqAz25zzbNnwgMi1TWnmyzCdIZDSrpn+h/7vQNB7WgbmiHrKp4MuuwK4+BJ/6OGKMnhAoGSy0EBEsnna5MAqpdYz0YiBwf0VgH1AT7Y3UqcaN+1lX2gOIi09rvfzPpGORm1fiGgRKO2W8LadOW8M0tVbWtt1/4t1HeiDFYxrBWByEF/CKKmMAHse4nkquKHXMgPP8FfhCa0Zdm5pqWve7+DsiU4R5V5+v3QCgQh47CfCfOLjgYY5ubS8Yh6GcYZCKxdUAgczrR6QgKZprcGhpdACUuvkWqK2AIBbEhKIoxNLUByDm7Cwe6OjidLFGdRxqF1ElB5tIByPBszJ1aWdvQcRk5XN3a0HVxfyDjenL1rad6abcB11deqaZVRgz1lGDvaQQv2LV4VrCV/nL2TPZd5rlt5+9/B8+GergBsHmaFxkZ0TagzoYzeCPvD/QLu7PVhxujRthAhq0qETwEwuchh02AmwWbVJjgzMl3Vfpe3LXbPS/qTBftgXWzoeU2q7XCPtbutjT7VklD6OZeEOPwbeYaFEdj8QwZWIQB1gBvwkUd7Q15GmCDcCJREqGhH2nGUE2POQjhLIuSmhLRmkoJfcOnB9lQyBmHqvYSdTCQeQyW+G+a3fAF7yrcAN10UnFx/AqiNPhqghNbn3rc8K01kCKK+vgVhmK8rI/2bxq4ITp4E0wmc7AGBJ2ykRIypgs/ZK6oV8ckioUA0QxQTKJ1T5DkoCXi6WIAgnWn+vJaKSRnw9ZxkB9jxkd28OIsyCgyh6obnJrZj9+wLPCt4VSB1U2qCWzrIY7COdS7IMxgDLJbCz4x1dyDU3jSPWQoXMfnWQGmoEjvx+DfSyttgPAEX5+bJZ7r1fJSFsTbMKBqmcUEYRyaFp61k5qd+ngtg7ltxtRJpMyw2gGkK7jDEwVul3rhXzmOgeeguApuNeBOcuIwd7HnLxhReYxXJ5EhCaUAimN8KxwD6v2tEKAy+y5B8h0ok8ruTiVoBcMtiIQI95rB+Rxy8AnMujEFgZEm1KAOoqwJFgxldWSe0qyXegDuF37gCiFfcOPc/Lx/uBf5c8bPK7+OzY97CfwWC/9l/6fMPewuwa5+xTblekYRg/3v3lleM8r14o/5+uxCWA9ZEiOHcZAfb8xACoYqD9CtDMnBq9OzcDwOAlV3lIEduaPqiH4GSFDgPT5CuuzKc9DXjq00FtmztcGMVAZp/wq66skhPl4CodXEOxqjKkKTqhRFr7La2Vk0m2qADItfHosU8XZhCbZAgKyKGfUGV9+CQ7pJVrm7LwOvOJU+O/2X/8ai52adDBxgrYg3M0xEYn1yFkpAjOTwoAmwAb9MyE0wZ85BCJfReJBm5NPhPBagV1kHjVZbosDIlvhpLcd/YM6OabgLqOZdHiQy13rEhaICnTPqOSAWR0xog2yXhZ3r5AAnQHFdV5pnzn4Xchb433jpyushBB7Qvl3qQvSQT/GxNfJUGlJu9LZg3lTd3nP9Q41Pdb97cwwLFxw+1zlxFgz0+8BgsxEAA27fc3ciGRiH/UJCAIdj17ZpDHTZ1AyS8D1+N3a0Fv/jXgO74BuL53cklwzQBQC1oPoJjQvgMOMpM70VaxofvGBguawpdndUdqzjT+1ylauAb8WdsgBb0YDTAUWyuvcM2Z+nw0gORcL/FGFJbCYP0TDR+dtttxBQYzjAB7zjIC7PmJBTCVr3rkzQSgHDQEaN+oAMU51YPO6gJz0zZoUJaD+tZZ4OabvLNL86gj1/6GTc0VpwgI7pQDxpBTS1sllrUZa/d0ouo1QG2VG9dAeb3k8tjsLw+dktXnbcbaBCusELAwLla5nltXwsCS+3n6HJCNSb5r1o3Wn6FVAdiRgz13GQH2kMKCr8skxpNHECgyqHkaxfRkg3ulh/sAziD+29BgMkTAgx8CPOkpoM3NRDPlJ8HyOmogyEFTM6XD37ikNwTnD5jMIXZUOs5kGJb8XXK8co39EFyoTrhQH6QAFSdTrdzK/eATgdKH8Xh2dl8EUAHMBPQ0AtPWZd1iiJnJ+XyjlGEg9G9txNdzl9HJdUhxRCiMMQRMuBkIoHcKYcC7LjRC/9enolEH3HyLXmENwIccJlihFfJ7nQOe9Vzgs57jASuEaknzUfG4DwFp+EyUhor1Pr5+c+yUb+R17HMaMr/VukltT+lHVRsWfRnKxNNZlaaWR1Ye1g6O0iXF2T3hN6YscyBNl/n6tmI+1Kx/EgqHTXI8r7iaq5dy1GDPXUYN9rDinRAlQOpRGjKcJ9lwZIg7VO6PafEvTBIA15wvosyZlieTbFtPD9DAcNovcgBMsxr4LfyuPS+pFMnPJnsSDISsaSuyOKDLyI5VQge4Z0gkt66Z5hFQk4B/SjTesBzWMEeXfFd6BygS8AbYJjwaXcPLy35XHFrjQoNDyAiw5yNEG0Q4xg+ES0JplAE/xK8ObcgiPeTaSqfB9fG8qMjpiQxgrAXe+uvAd30LcMP1MGElFwe1gTpI01+WBd31zDkTQtyYcysLp9LaCyk4DbWhfEbGtgbQGqIW1BVcilUi438z7VpJm7ddCvziwJZQbAq/InF+pf1MfViZ4vCDUh8etkX83pRwWBsXGpy7jAB7HtI5WZM2lNpRCLfZNy1uoimAmZlxzKkhATfj/dBzenLgEx+IxgAfvwn44F8De7uJqa7F5KoxnFxL5uAvtUoeLSA1VnaPFjHAJxxZF61snHoI37mGGHaaCpOQ1Z5l34f2ScisFvBwJy+cyx4K6eKSxB6za9barC9923EewajpaLxG7CbHd6gghOSIUJJz+8ZYj5LKCLCHFf9CTkE0SbyzCtgNcYXSaw4IbUw8w8Gu9wyvWI0j8zTpd5KfiYCTFwHXXAuaTntKYQWQ8u8S1Aj6xKBNGnwxAX8u4y81CmSAe03Ky/pDq0tMa4WWPvQaxDoxKyY6v0jBMzYBaeXN3iFKKYOQR/w9aYu+PfrIhf6Lt7YEH2wMw2TuzOy0ae+A3dja2T1Qm4zSy+jkOj9ZB8waOEABMGzNeiZBaxEe+cy0Z+CmpqNwtgRFIwy3x/+sEOeA530+8KznwaytxaWynL/U0pWrzsKgtyJLuYw3bRamqa0AVS2KIAlh2ocikCFIRvyVaYdf+QQSNFx5GmxcRszaIQ+pEwq7bJ8ByXhU5b2RE3rom1CNkL48Kiak4yRYp3LhFZdeXAJoMMqBZdRgDymdZjED+uOMs/CdIMKxIrnDOLBYULu8J01O393KKPeEQRm5tr4CesWmU+DIEaAokgGtLtdFOkClJ1rTLId07SSONW3jVOtVnpNAG58VxdWokTAxau3N9UDpAHIiJC+zLFjbpPlmnan2q2y3kB7ncjVN27B0tTA5rT8jPSILGdsSMMARjArZOcsIsIcU5whEtE6EKnoheLgNN6EHPOoZSAoNKfymAaocaDJdde27yDc+H4DeGOD3fwf4n6+AUc7kIgYsq0x9zaE3tM8Au0H9bYiPXvV7bJ/Y/sGXNkAlsDa1bBIYioTgIBb+8n7iWn9GpSCdaKQjit83FHHQ59Vrzfz3xEpg4X15BfqvYULkhz8yzxpgMIFfGj7KOcgIsIcURw4ALgEwjSDHXtDIzXX3D20Eoh59MuDc4d+TwSZ+10JwIO6n/AcfNfAPHwLe+fvA1pmYnsu0Oh04eB4Y+D4YTTHg5JN5hnusoukleUmtl9K0ZLvxNnHoNWMr75P8JuvLIE5MAJqVkVk4SthV1qe87bhDq+Ndzao0wSIVuGo/VLbYv7ENC2DQABllQEaAPaSQIwC4GESZ2ZSZb8qgBISjQsZz7sPHyc8Dq2+icGDVYk+j42VjA7jgJFBWybOxHiscaqtojawt9nFMHSQ+VdZbWg5DcbhmIL2Exxb58HpIk5q3qbrxDOM+Y3QFryt7TvZX+H1o0YS/ziMHGCQC+mTK0xh4F3gmXXztDEAxxhCcm4ycyiHFD2QcAWAIbDWOMRlAxoFo+piuVRqf5PKkHGQ5rFxQEJ1iwrmRAIVzwOd8AcwzngVceLF3cikxqdyBo20gk4GUZgJzbZ195xMBB5UhR5s1/e5g+61W0yYWqbVl5r/oq4TzZeWCGbYYpMffKGnyeiTPcpppQJuOK7L6inTl40Cpb3/Zr/7i1KvpgNoAFMO2puRPNsAoB5dRgz2EEBHqugERHY2DG74xk41TFK2DtO9KuJK2Yinh7kR5IK6vWlBAohxJCNCJk8CDrwZNpkn6mul+roMtW5HFNLrsXpGHxl0mn83wdoUalxnaRG4JyO/fz8HI00r+O6DBu9AGA7wyn6ySyWLAcvCATUlfsgR6bpg76ox8HvFlSNhaYun4e9eco4lzI8Cei4wAe0g5dnTTAnQZwiouBqyODRTtdQyDSS5A4KuA4n1IATksLNA0GWBAWxPPSM6Q34f3/Anop38M5raPx+ey9IaeH/htiE+O3nfZNivSSrRVk6YfPmsceNY+Xf78epa3EiKnhYIlExTXqFkeyXLWpCyUgCGvI2+n5Jmk3qljredYdecZsi6Q9BSSqAqG7UdAdHSYcBhFkxFgDy8lEY5JzRJSm0ycN4ifgZRHs8Fxo4RDhetamFH4HNKRnxPA7tLUPNT+IQu8/8+A//MLwO23ZdyxNF8PQlUk37Wwre6fdFrRQDqxPdhNfOLgP/AJLou04GVAOont63ACxASXa50aWMbogsQJGYnOwYmP5GcZELAfX88iCXo+HTBWRA2gf9cCULOkpzBYH71c5yYjwB5eCoDWyZFqQqsOBKk9QDfvuUYUHSBApl1l5uoK586wiSnyLEtgNgUZtg/BAHBoMqitQgfqSJEAUDVxUV41fdEGYelrSEdOMtESADJwje0yEI0hy2W6fqVYDEo080yTHtCq47swMHElGrH4WdPgezWX1VEitQBqY/sJNV3U4N8MAFOMck4yOrkOId3AsfDEP4D+hRzkDJEOYL5Gv0sAIBfBIYAAl9Rz3KcFQHWSWAX0wzlLIU8O3oYc8OzPAT3+ScAVD/JOL0q30tO83ZnzipnDgxoopy00Tdj4s8qI5ZGEYMU2YyYu+54Ap8bV8LyJEk2PUzGrFjLEqINAGwRvV0Bd8c4AiHVS3qf4nPw97psb8+IvQ1o3udQ68q+hrqvCCli68ZDEeDtVAGarokhGyWUE2EMI86AboA+/ydbds2eGPqdi+gHP8grp8e9ZmXgqHIBMr/R09BrCT+QYuIaHH3Q1cNU1QL1MIg443ZF47MGBTKmZAKXkOmuPcAJrH6s5vG+A3IxF4zeTdu7USxM4UgmaSsQHr49Rnok6IuuvWAbGA2v9NBipkCunasRBBuysvKlmr2jfDDTjxMMoBE8J8wk0fixBmI57wp6bjBTBIcQ5giMUIMxM8nKu2HhlRQgQ15QOGs+afDf6fgVdKJkvMxGI+t2QtCwIAD74AeBtb4Y5czpuV8gyy9tCTgDIJ4X4OK9z/JxzmjwCQ/KfB3aghTQE2PX30WoNml/WHF3G5ODa/aaF4smGSC2YNMQs0hqcD5VWC4VWFFSRYUCbFIAv56UItokybEykCfoGCO2LypE71ia7bY2yn4wAewjxL6qzACoQxc1dtLhQHpKkyVCcafhOSZ7ClFVMdX4tWXLb/Zdr2v0Q7e6x1q/ieu33+W0LWWSEujhhRR2Stf79jVk78tMZJNUgNWfJ/wagCea1DLcCazPHgLCnSoXTLjwbNeK0rrIHNQ7bGGR1zp1wuuYa3x/xvkgttH8/0jr2Pcxujto2X8prOF+V1En+RhHIURDh6BimdW4yAuzhxXprymQDVg2oB9IBzn436iAE0166DBWnlgZ+/lHuDR6O9Uy0JTDujZT0kGpYmtNJRgX0z4V/esA7bwfeRoO0A2tTxzT18HuqJSP5FCcWAWTx2HDncs1OAKdGRyjUa+bkMn0X9L8J7pfXMXOS8TKI/umjYkO7rYj0iJRx2u9B8xXNGZI87kYN9pxk5GAPKUTBpLLR9OZaEkHZDV9oemFARe0FKVBELY7671A0VQjw6zXPbmRYA7hhMI5ldg7mqc8ArroG5tLLEm08cXANaNDg6UtveOL01we9tkpKQyxS0hqiVTjHLPfp5/fEMgN+0xteZC02dyisTLZpbA/0/CZJ0DeZNi0dUlntmOPR8HtTb2oWnSH58/DBkEn6TrDFQU409bhb4bnICLCHEGstrDWuaQwhgGKqTqgxjZLz497joWWUgecDe04uVU2cL9YyDcnAgSK4xnKgH2gZ7/vox4Ae8zhQUydLZQ1TpYc4Vi1GNLlPcZLxe7jJzYEqzQNpGqsmDPa8LBdfDCIlpMu1/oTDDQ4z2e3ys0l/SbTg2AYmA0FeEelc7LnprkaMLuCTatKm0fE2UGPq7+8rahKuuOPzN+u6HowOGSWXkSI4PwmBOblWAGFpr4wfHeZoh5xX+br7AJg+PU4faHmqO1IZ48/iev/7YHZ2hOajg1EoT7L7lDRpg1Nmn7CzTCsfyNCARW5098rVWxy0OJ9L4jetPFmbhfKzWFQJ0Hxi7Jffmu4xYoBNCd8af1uhgfM+C+WRzrrA5XZX9IiKIcfmcI7y7s0LT57AKAeXEWAPI0Rwzq0BWAf6FzqLbQV7RQdClLi3XANpIOXp+iRy54YNXt+BBQeklYvlbawF3vZm0Mu+A3TDR/P9YJXyaIsskiB7nhlRAoJg92TDmnnBVw152Z7BS57VX+MxlQmGBm6RRoq2ui7mI4A9cuesTsnEIJ4ZmhB5PyRHJMaJtbsuKJRscxrWRnl7Bg423euh+3sCgHqK8ii6jAB7GDGAgVkDaC3QA0ObM6tam6QQhKNLG2CDGg4fPHGU5aCtrUqSm8gYGKCpgb09GHIZqKuOOO33jMPUHE7imlkdqRDSTdJWQsM8mPWr0ALAxTZi6VnxXU5A0Xkp+lOLoCCRxqABLSZRrlXz37M2UibHJGxtwCnJtdmkf0jvi35SC3QDD40zF2JczXVOMnKwhxQCWSJY7kjIlr1yp1B4ya3higxMDBzPtU3VzcC4Vy48xCcxh4NpOxBCFsoaPz3u8TDTGczJC+NKLiggEurcrxjK24BPJtnCgY7H7E3l1EmXlTWkYTg0iXO4TJqvXNiwcoIQFAYhL38CjoL/zdxCgacVYW4rNZqo5erbVfJFBv5z3ylDnGgSdiXel/Q+Xaj3NgKg8VSDc5QRYA8j/qU+AmA990rJeylGFMTAfxGCIwdrEGmi+Ys6d8i1VYTPAdSEAylGOAjwNM4Bn/KpwFOeCtc0sAHQJJgo4AWTru0f4qI15xTfmCY8a83AIXw83pP/boLWlbaLpqVxEEyWNnflSzTeAGpGLO1loB6XowpnZNDKDSuL48AoKSGWfmzfAYdSEjGS/5jUaegdzSIXRN+xE2VDddfgNzka5YAyUgSHkO7Qu2MArXOeUK6Vl46PcF+QPrym5ww1x5SmycjriQdYpJEMVvSArJqjp0/B3HA9zHKZ8Im87Dzel1MM2sY12sjmixz4UtWUIxRaVdDcZHnZF15PiPaWPC+/xp1mvB25hs7LwfOPEyanYKJTjGEtB0IWCYEhtArlYLx+vq8EEu9j9LgO8qt5Y6zcFc30INvNKVNHKNyIsAeWEWAPIa1rAdAlRGKzFybRiRF+R6r59dqavkOV5GO1gH65sis4JzQ3CecsA4hwMAPgnVpv/r9w3/4NwPXX9eZ4FouaO7UcBxiWJ1EKvCH/QQ4SuTYVviXkgAIKEbAFGPOJjsfxkpgGEmu4q/fQ4pG0bEJLl4Vi5YkTm3BuBQkn1voFD0LDFJNG3N6SMyQ9yoqJgRWJFVbjeNPiJ76FgoiK1SbbKFxGiuAQ0plMBUAB9TLNM7zPUXO1tjf//EMxrTjgxGIFno5mzqUxqogaR/ASc65XPttbs6kW7Ha2gdtuAZrGJ9ytagolzjjSA8RDZgDHJFABQ86mvj39jEBdbK5TQI63VxbLGtIi7h3Pn+MNyrcIjJRFZ+IHzpinm6UT+4SBuenfl9guCa+cc+RpWiJPMVn05xf0E6gkEVJrozP/Oz+A6Qsc02MLYDaIaBOjBntgGTXYQwuVgOnHwEAoFfuSaDGR3wq/MSBDTNLsC2Bxbbn/xkM2Y77JX+SgFMpKzsFccy3w1KcDR472nCJ7jntWsrINhIHJ9uCAy9uIc66RuzSp6iX3V+g1wj5ddR8E/kyY0HjZuh81KyL+Lsrs2MQq68WbJLVU2KQo6Rfqy2eY1ttrzMzhllEgBkZrdUkjsc/GsuNk0E/OuioOACgNMMHqV3IUJqMGexjxfNg62DDNlpUihAwhMTm5AyRwdCENl4Fs6l3PHEVItZ1Vca8xukDxUCfc5TOfDfvMZ/u8nEuX2YZ7eH1FwH9SJtYWQLqXQhY2pkQfZGUL9ZCRG8JBxtNNuUqT1CH5vbucHKKYpMmfMWn+vMwJhYPodouWSvK3zzilMBDBFkB/2GHiXBviTYX2DdZWzHYKgK7t75um17+n8ArZiBnnIKMGe3ixQK6JSYogmF98tVE09Zj22a/G4VxfnxkZ4ShBqu3ECwwAs41EuvutTIensVyAdndAbduVB4nTTtZVaopyP9LEqYZUS+XlgjGJ915K8MAnwMTagOdtrM3SyhZDiHySummaONMu2bSaKnOU7qVAHTJxcJSb5uj1TctpWPp8e8ik39k92raOvvzsXeDausRUxlMHq6h7GSoYv7hmlIPJCLCHkt7MM/1XcQvbbAUQgzYFvbhIIdFw+2WncYcjaUKbHsG4M0J6+YcAC6JcsBb0ljeBvvObYG74aL8fLKM3fNHSpamSH+5NW73lkr0PFIcWN/3lRJCky+rpWHsQucjrJoCXhFYhyTdrl/A5AFn3L7US0n7MeHjhmJKTXdAsOXCHX+REHVVINpn0S215mSWto0ziPG2N10hagniqowZ7jjIC7CGke8ddGKk8EoBrG4MkYPdXalSJKMDIB641/ebIUekiAV5gwBWAQqYrTcLbbgH+4UPAfJ6A/ZAjyQAouv1wQ34SpBwD6F6hN7GeAVBJlmnAcaRtSs4XLERWAcI5yAqlef0l6GpcdbJ/A6cdxP2JE9Dk+SWaspHxuyZpI96HWV14xtzK4YDNNX5RST4h8hv6BQomlgcwJYDJSMEeXEaAPZQwDwXlgKIBAvOGJZ7fDCxkOJDgOvvcmY0XPNvotSJe0pBWAAQNOOL9F18KPOJRwNpaEh0RYx8VSiDdEwHRTA1iRdkReGUBPBKcVsW+ZvGprI0MeFxr3paybaSWmGik6AGRnIvtGDlnSsPHZF/xHzinm4fm8XSYxRIXH6T1lBNjrHkATiB9joXysQpH/ZYrBhT4EP21HPH1HGRU9w8hHexkSsSQRsTjT1PtUgx6NsDlxtQZx5vwE0ElS09CleY1+C8sLCz+5hzwvM+D+eznwUxnIOd6k5QN1MSkls4yzvsagyGKIhRFs1ANkIRu8Xu4Ayy22YBzjwAYSp/pJydKnzVspRbvS6Zh84h7SfuwKqVgxfJKYpZjxdL8rbWpM6qbSIyw7VXLnqnuxB+IZHp/23776MbowdjoPmeN3h1lWEYN9hDCdIFeCwWirc5DjEIkQeLcSBYGCA6W2OYrbDAGoLPGwAaTnA2cZHWUKGuqUQnzW2pSZQXMZiC2k5YxBoWxSXm4JEM00RTzwStDm+SEEZ1I7J/qFBvul6j5clAc0jIlVRGeT6gelg5vE0mLJKBlkJ5pJugOyZ2mHK2JINq3MVtAQiyPLvQrap0J9dRTPLwOQ/RH2qF5qxORBVE1hsEeXEaAPZQYCJ0CABto2g/dY3zQqTtwsSD6hC7o/vbe8V7940tsEx6QPZdpx6KsBr5s9PbfAr7nJcCNN8TtCvm9hqcreOQ+q54bBntOThrh3p5WQKx3cIat7AHRNhkXysBziBeObSP5Zul8in3FIwVSB1ZCTaDXdCMYK3xnthsXwgRtkj5jMwNrNz5t9nxLfF6EkDFmoFcKoprKGi/mZyTYlgTapBFhDywjwB5CHDkANCEiZUNQBmCU+3SjxplFvCLjR6WnPw3LYZ9NyvNykAJLg2tPWR7h80c+DHrXH4G2zsJrRv0zfBGuHJOB71R3aTL50tWMp07y6duRhzYl5TXsd9FmETgggFbUX93wWgBvQicg9V3GEDz2nGxPbuFoWMb3cuhXnrAURENlk1SMQxbqsOikeA+xaVWEpMVCh86M9Y77zRbAeC7XucgIsIcR/06uAczUVbTNxDSPmlrnNHKKc0vEOCaaDwdZQhzp5CgbI0akwcskaYRM/9w8Alx8Kcxk0t81wDVSX1EekAaALbJgbbOfeZ9wt6zd1C6gFJw08DbatRACQpTkIzXeSPeIciVM9hDHnDjLOAWhx+JmlAp3SLEG4ifw8oaITjGIZKBouVp7rlBI+0k5/q3GzV4OLqOT6zDiR+MEQKqpskHJAYbzadybnZj1jHtUs2ShWb221Q3yTqPoA/HTM6QkCIH9Fp07ndMLz//nMM98NujEBfFMrqivSCUppKtoxMFJRWklslVYFugdQQLQ5dE4yeoq7jBkzqoImDGEipK1Cfx5iLYxAJzIK9Yhen1Sx5iRoKzE9cowLF5mY3rOtfdekXcqRs021VCltRL7IlS0fz3goxP6F3A/6oUAWEEAJ1q3wfqowR5cRg32HCVonwCt8esSTKLOFrXQ/re4aQh/XoCVFv6k7djFtQkjfpPLIKXITWOICOb4ceDyKzoNFnGysIlWJuq5Io+kbDzKoAOXpO1EVEF8hrWX5jlPTmXIwr/0I6+T51kcldyrlre95Ha5YzK5F/mJwuF+3r8y9CTlqXvDn5h6aix7n5LXiqUnALnvKFmpvEONyI/TRJ2st+0IsAeVEWAPIZvrayDCiYwb7YQP9OjwgH9xPX+L7nv/l9MKqqNMaredja7tHRudLQpFwE1lDhrRyfUnfwj3Y68Fbrk57gCWbIuYlIPRIyktmOWpa3D+40FMTtlGkmPu24F6w5hrtYyrDH0TueGg8bkVk5VsQ5NXWN3fYeiZ7qp8hvO1iamfcMAdJUASSPuG7+NbTU/+EtiEzTopfkxU3yFZX9TLfftrFC8jwB5OKiI6Hl5MHoQfJAVWf2VolZHcMSqCLAuWt2yQxFvBH1NGRdTuGGCw8ZYM92D+/uX7gTf9MuiOO/oYVx7qlGhs3CmXgr9MXzrc+Coo6aSSdEM00WVdRbuFmxOtmtEN3CGecJMcIAfMf9lWfBKTK7ryCqeXhibQ5D5iVg1zL/L3Kn7mzcE7mxOoDIz787YC5RG0cfn+QJOC9kHgUXoZAfZwUgDY5BekBzmI3xKOmZP8Mzf/eTpZTCbb6o45O7IdqWTehj9nkgEptUbXrVKiyQRYXwfC/rW+wIl3nWu/IkOfFucrWduoHLDmfWftIrXz8DvnvjmgxhZhYUhDTr9oyjMaIqY1sAAktkd3XXOuETrnI38+zlUsYiBtDPYuyWPD9yU6WAMzMBWTcXB6id1o+7ZNHHDKhOZlslwsMMrBZHRyHU4KADPqXuhkSz0xkHsRmhQUaoE7V4zwGBuWFx840rkDoSEJbS+5T4ImEfCc5wOf8qkwVz7Yr+xiiRogarVJHlLT4+FVzInGl+tyLdSAWDF70HLdyia+2iw6jcQ17rwyfQVToAwrq9hn3l5p+FPfvkNb+PH6BrM+AKu0SgD4HdGQZaG/Aya9Fk384LSS5YnACWi8e2pB9BeS8oeymhzQe58ASspDwEcZkBFgDymmUwVJgJ2xNnVsBUuM2MmxQcNTzHquSXC+lGscUsORZrXUpgDEzbMjYCihU0QEXH4lzIOu9sd3k0MKX2nZSQzkQXOfabuJBhkde6IM4t5sskAKIomviEgFzKDgGTYJJtZCF3GQTF6Mp+X14NaDZTuO9X2NlOpR6s1XYUStkvK68QoQm7TkO5T6ywTP2s8+SCrIfjPsOdmRYlvEyYMvvXxfB+ooXkaK4HBiiFAQIXFapQ4m3awLJmh2nhaQaMLJun5dGY4fuSZpGXgkq3fCd6GlJU4wY4AP/D/Qr/8K6I7bQTAx9CvbXEVysjzcrK9Q4qEP9eb0xCB1EOolTXXGH8tJBOw6B1Cwa1AmhcDxyjhVrfdkvHPvmOpBLXr6lTSk80zyn/k5YSxtwSvzBLVtCnlCYZEBxXqm/K12bHzeugCBNjEqZgeWEWDPUbrXzQI0S4/XkOYZ4yClc3bAa85jMrnmk5yaEDGYrUJi6Sb8rRKUzj3rROmSUWMs8CfvBL3+f8Hc8vEeRLt6+DhcKwvdpwcxHIOCJWiNCHYkBy+vs2izWGeWL9eMgaSsHB765ae6882w9Pu0+z7hBeR1tMkEaHLE19II+UitnoVeBEgNIKhTAuKL6ABp5QxO9gjg2uXDG5RC2anvQ0IBbe4ZRZURYM9R2rZF69yUiNblxtbGWthuN/0YCuTvSGNfuXdehvMwp0yqbVE2wIeE2PPcvE3SB3JtLXqhbX8vK49jAB1KwY1OCXIxVEjR5hLNEtABlbeLuJ7smGWE463jHXo6hGm0WtqhrU3CNWbRC7z9YjlEw3PnW99fqQNLwlPY40C221BHU6AiRPk03j9xBIqy9vOCthCFKwfsXTQ4CqDCKAeSUdU/R+le/SMgHAF6T7j/jY8dAgWvBvW/Of9Q1DyHTVKK2mvk5yRhCeQ0QHw8XTHVr2xSNDZ0yTsH87RnAtc+HLjs8u5EWerN2MRrLpaZogcxzQMv8+NOJu7cC2Xh6UZAFUBNROkZWsbksM/LzSkZ0T6xrAy4DC+z8hxPnxMo2UbZwlyP/ci0RGKlTmif5I2gXqsksC0J+apBxs9GFGV8KYm3zOWAn/gP0i4ECFN4J+8oB5ARYA8nawTMJIdqOwdXr0b1khz3ghyw+PUwKOO2ddQDBBHn/ZCCBgRgMy5YghYX7uE3j3g08OjHwDRNF0WQHn3DgUyuRpN729LAdV6O/oyptCE4iBnmUEtWvHVaNV80EPhivtYo0c74gokAohxMwkdm3nPQSznvrm25yc+dT2wS4ZEVSTxq4j/q2yvcl+8lIDuP149imqllYZL6SS+k73+wVChO7DY6WKNMMeLGgWWkCM5ZCABmAFV80EruEGCgwUAx+VEsTOC/yb1FQTS4vSFC3jxgPnj6HXUDJk0jNW27AW8t6LoPA+/+E2DrbH8Pd47xSsmKcm+zXHxh2O9KvaMhkJKuaR27fEl9trcKhBM8N48lxyvpAM71Kun0/Z72j+zfwDPnBymm9E/cqYzk3gim51KHvGXMB2DYZCgjIjLymVhZ4k8mmV2M8oAxowZ7LjIC7OGkJELhAcz1IUcdiBgTmtX0GicUTk8JX0p4zIBHLnVZrDolIBuHkWbo89PjdAEyBvTbvwn3yheBbrzBA64oM6OVk/IguU/shhV4UPYox1LOJcp6yQMS+aAniE11RFr9Ygd9WS3XeBPO26RmPu8X2T8ihCm2Q7gn2zDcmli0tKLSodY7TVfxsf4nStLhjRG1XuYczWageC/6yTE426QjkjABUOznBxjFywiw5yjOa4Uz59wkmrfw9EB/OFxqdnOJgDUAKBxYAwpE603RPpVxmn7nVEIo16oKti2wXPZcI3LnyZCjLQNuEdVA4rtW5swgTSvT/xXKlXRipdoyR2A2kTEATMOWmfUwUP/+c5e+0iDRicQjLVzvAOMpcO1YnnqRNUxi/5uQSfpbp4mG3cTSQg1/T3feYpn2aVREKPm+DaMMy8ilnKM0TYuisJcT0Yyb1iGEqbf8O/8xESQ9oGlFXDhQB80vcIrR7GTPSS+9XGrL41hJPoveEw8i4PFPhDlyFLjwwrg4gZdZxsQmTrPuv1lYGitHdr1LM67uMmYQS2L8MPyWetRxnL4MAwNehm0RJTtdRS7cUXavPLmg7x/mpxLP9O3VlYoAawSxQdTxpCb2dWLhCLAk/P/tfc2vbdlx16/Wuffd9+X3+rU/utvtNiQkODbYkhPjABGEhNgJdhBkwoQ/g48ByAwiMWCAxAiJUcQAZYQCyAGCIsggSGBkBSJkFIOT2N12sN3ttt39Xr/37jmrGKxdtX5Va5370TGTeFWr3z1nn73X1977t6p+VasW2uIFBmsxh1fnTPkic1R1X5p6ff282PJwzjY7mFVGD+ktVb2z8hFcTRbAXlP2hwN2u/IehToPZXlanbliO5pAYRYBMNqK/VJXHhJIT7XHeAkdnNc9KjUbEH/szwIf//PAfo9Kmx5m8569725q23HoeL71d9YHirO9uI1wAA6/0Qolr4JMf08RKJSPdjImyfdDE88Rz37gJgSjqjiJRJg4QPut0nx5jBfezPbwmx2Xfg68rOQg4welexLjaAcv3xYJo3ZHFQq9q9B3QfFFLLlUFkVwTdmfn0NV7ylrr7YJYXZcmOMlhScdjX1Ft/iY/+KogUwxxKiB5IhRDOcAE1+H0Mqy116F/u6XoI8f9wxe6fxs6vc40phLITuT8q6zfjy1hdsZHIe0WIDHOazCUjb/MU5qdP3gGKTx9f7peK7XO4wM34jJNLhxmzOrZZbgxY5Pb5zQ78xNSywkOL4StzPms5Vthww+lv42Dvbu0mCvJgtgryvtJbnDL14Jji0+NzqAHGSAcUVUKwxFSgirsReoVz9ysF0piks0ZxDA5i8DFwDIbgf91X8F/czfBl75SttZVhG05ylHSmY3L3CIY6YRvFLYFWgyqXkymbTf65qI3ROu3/ejEglgNlgFVF9Y5ZbGLl4714TdNpg5FPPdSbRy5yFoYoItppBQdoikigTxVtTMIUeTJ2m1Ti1kT5hrtdgBuIElV5IFsNcQVcUX//eXUGu9ayn5dqVsCV6QXOx6MVgk5w9gik9709rWMO2SvEUHa8sK2yGBON38Qk/oAU7552a3KvTRI+Dbr7c42NCb3jY+bqa/g6cd0w5oprVm0AthTIjvu/+VBKxUR6g/WQbDsloKR2ImkukNOzdv33PMYRmANFE6HoPMoMaMgjnS+kzdA/y9Yf1++/0BWUbGd5NTK1xTJM/Aoey8VY3QXzECF4NTcgfFTX5ulxyXBbDXlB//+I+dKPAsVLErBbtd6VoFOblnXtZB++KwqRJzDmid0wvTVHTuDdejuwMcexUY5FQV8sMfAP7SJ4D79x3EbCtqpu6OFDY/PllowMdLMr+PURoMptmA9VVqaRUVUypZAw73YcKHc8LrWdtCaB0BaZ9QmSo6fhOYCnLQE3Y2TcDMPWPUNiAkmsn1dodVtm/opg7EtznL/ISTqvrc/nDAkstlObmuLzuF3i4OroU0HfJHkPYK9JfdchZkEznGK7oXI5jOoLL42sGJNUTJC3RLPTiDQOM+RRXyU5+A/NQn29Eat7fJ1zoAczno2vHMkRS0XHKUsROMQTMAyGD2U+uOgFd3Vsmgqdr3OgFfa3uPmKCctnb9UFd38DEw+3VuobDjsDtF+ypWczAhUAVxptH0few4T/peHt/M0AcezR6VIPb8+CgAgN4/Pz/g5iIKLpWlwV5fdgK5udvtUMpuUMhU6xQU67YoYbYTgJvfrnbZ9TVyrqydJWcQgKFs6YWDmbtjCZlFBHj8FvQ7rwP7PSk1lKQm+VIGXYi5VmpXT8/Y67oodM3rYDMdtFsCnWsro8YcsR0M87LmDNyZugy0CPG0s5C44Wamz2rcJjnqMw1qv+hQiFec7+yodW6NZgcnD+gY18rqLVz7pgcujYj9kQdvPnqEJZfLAtjry76U8mi326Enwu5iK7eAaH7PNDkT3s7EtCDjVdupXZsVTHYsZccEB7UjvBoj55s6piKon/0V6Gf+DvTlL/eX2l/ayXXZy2/fU6SAt2trTE38nnGMLLwNebg4aZFGY3hdvXFXuqGRPu8jNkxGxntyPcnhZc4kA2O/p4kf9sZKbIcNdnBo+UyJyQXRhA9FDnxI6nA3OfgpoD5vbeHwlPbT7d/98ldXHMEVZAHs9eVQijzMQeh5MUFVnW6GCKA7fkAvg2OZ8WYTasBfWHi5HfjE4z+7BSjDtdm0tS25vZZvfQv4/d+DPHnSwZO4Ym9eGpTshQ8LkSbaYtQD59Lf81GD9CPb95oALGzznbnrpADShQhTyMZrG2gG7TU75sLii3G1GgNv1KTzaTZZok+a4dwYPgZ3cJJJzw8WaaM9LMsahI7I5PgKxBaNFeUjvvkTH/vI+FwvGWQB7DXljYcPDyLlVaA7JXL2d38Y0+e8HYw5dyxjkUI9DpGTsmQ9mU3v7YOXSV8HXpaVEE7zxyIvvBfypz/SNj4EAlg7V4sIOLNzZuBpYBecWhOnVFCsJiFfmY3WpIEFuoB+K5KQNTsRafJyEJ0YHkKgPoawTRJkU1tnvPSUZmDnGD0BHUi3Yz4JIgCl/Yb8LORxIe20P28SAXqgnfUZAKdry5jLZTm5riEigjcfPYTYytXJ86VacTjU4157xGe3GOjO4j1N40gxs2FPLXZ0jR9CXbOcsP4bgHqoKH/lr0J+9tPAySl0c3KF/ZeIrhg1ym7qc2Yo45Ul1VdK14ih27LX1C96+0d+2dpm3wXsKQoTFPPCc63TLhdvC5vaxqMKIbAQbc51jrkLSGfP1InOlrV2sFZR75vTT4II473z84cuN3L40YqxfA4KMd3LB1fp1usDtLSF51hyoSwN9priCwoECJoKaRyj04cAJ8WFKl0bNErT1LJnPbeH6u/2nM7PMx538rK19gAqBVp2A5XAnOMsCYrQ7yLSNwME8YmDNhq1X/F2sCYZd3jIK6+Y72WFkznQvDrMQETp+kBP5kkL5JQjjt0nGOJA8xJi3wOL722qa3AcpjArdjzNqI4QrtVnEx+QqPGzOkoVh488SdHRPrvcxtrV4EqyAPYaoqr4/a99FYoWaB1+Q3sYQxwqObd4OamV5efY74l35ReOOdUQB5qAeNpuRCXGNCHJ9UoB/sOvQv/hZ6CvvNzCyawNdP2xOjjqnZ1x3FZrwBCexX0lYOSJJ1CGHpUwrkjjUbAWDJNB51mm18WOXXA80QgGusPCByBprzypwrVkX3EWO9CfERAAHiXC+7U9F7C3olNKMqkEpnF3Ln1Ct6yk21eUBbDXlA/94J84UdVnZ07dWuvUW5w13aC5JMANCbEZbKi68DqEEKjOa86uCQ4WAzBrFtBW/rz8FejnPwd9+GY4l8OvsgMtcsLiE43FlzL1yZquHctJYzi5TdcS5/UFTTOFb9EgRc4x2vSBkpnhaQ4pYydlfgYC/cztHiZPczLFnA75ubDiTevOEo5I+qv8nE2voEiXfk7geUlzpif7TIGT5eK6XBbAvg0RaWrBsPoqa5bsWEoJYcq2zp8f+KCN2nXovF6IluFIBHqHZunzZAY8trqJNERVBe7dB977IuTGjQ4+xLtiVr4Vuf21yAQHjEGziuDKZnrmRGft5uOdq96uIsD0HSD4XmznslUQ6I3UF7svNhl1TT06+tzzbwpownFebNDHLefP5b+da+XzPbKAAZMGiKLMJiZH9FwpAWvk5DWWnZ5RNHpg7WpwBVlq/vVFATkELk815gtgaoAuzBwbm/xhO5hjpn70JHWtgjzbpBhZZQEgYsgTIpLUCvz8L0B+5ueA+89AD4eZ1en7Y3k51EBPD0h9y2v685h0Z09vj30eAG8SHdBDv8SBbqZlRxCJmikPhac/3DTxUmQES/T1TqPXXZs1YPY/Wxb5pqYO9vEyZxs/dn1qsXSEOb+rcNpCLlvywdQIsedC57/HsT6ttS4O9gqyNNjriwLYu26hUVs9xlNmJ4oFrYeCJ7GvQOQl+3sSN/kLrVPErcPdDOSXtHutg9y9C3nPc8Dpaa87dSJYwaDXlgLsmU7gPolVnDRXb7uX23nYsF04TUTT4HpEsMzjH85heiBgZOcqSzKTydEzToTaAZIjKYY2ihxtWdCht5udx8c170x3xIcm3rD00zTCSq1amxyP0MGKu6r6oK5dDS6VBbBvT3ZAN3FzMuzIi+X9nnLQfloYYI6biQkbXiz6PJizoFR7SmW3EyJPjPTi/+ZvQP/pPwG+/gdAKYHmAC7ZbgYMbpFOyI46Oz6ETk3GlYF4ZtIPHCYigA4NnEkwq6WjSzC/J7kl0McZEvsXAXDc38pNDX8A8s9jTO0Q8xuK5NjZ3CnXtTuN4ed0niA/T2Ig70q1AtCbAnmwwmAvlwWw1xcBdFe1WvBNfOiTR3oWJmQvnvOTqjhkMJiE9HSNK8aUIn0eQYC874ggECsR6Bf+J/Tf/Rvo669HADsyiTDtADBg93R90afkiB+N21nIF+LkwMlThqiJ4GiiCSiVHcxdzHAtAeTGOQzhc2BgH2/GsK8XWOPU4Xy+Bznf7Dgq+drE0/I5GYC303tMb+IRoi7gI9QXNgAAdoDeunS2XbIA9m2IqGIXXiAGR3vxyRy3F71s8aF5yemwmihHD2QvdvJAZ37QzfB+dmvrpDODlnd2Btx9B2S3G5xm2b0VKArpYNUdfbGenqhldCbRu9zH8SjYzPqBKXWggO/8OzRqVnayiwftmCcGnyBnT4mNSddifRn0UTW6T6QcfqHkuYo7FxBgs7fKjqWJiBdKhHy5vebZyAYgDtPi0mAvleXkehuiqps1H020Y8sunYvjOFbyag8v/ySg3ou1f7KaihFoA3hzYD6OYIIq8Km/BvzET0JffAmiNZyraJsN+jFynrlvhetLkwzoGh8X+s0nreQzGqgB63YC/+DRpzGpmGgS0n8DXefAlpxorR7egkWOTEB+M30StQ0LUa2OyQ3zSwwYObUigXl4pqjRrBnnQvNgptuj2sd/ZLV7/5xfBk4UeuuSOW8JFsC+LRHBAShQPYScrwD4qW3nor0cRWR8nyZAO10dtf2W19K7M4XqldwWEBiCwFL7yjLmPeX5F4AXXoTuzwcnGJvmbHprKs+rTxEFGRTd+QbGgJ6LVEk7ZjOdjwHjpKF1XFgwAKCBGUzZbL826qePkfeXnEZxEe/W7ww2G1D7zryaOFnl1iGAbtYlw12VfCRZNmGSBqAS5gyeZkWiFttppAiu4VlShUBOADybHXlLRlkUwTXla9/45h6Q10TgiVnGZB1RYwUSV6pz3jZ/ZoqgTB7ikNA7xZFm4M8bFXodIJpCBPjvn4f+y1+GfOu1QE30CWJUW4Iml/smERw6TCkBF58ySUJzzIufW5O0daZtmI8e7ke1RRHal/iSUptzwIZ+bxxtpwFCg4axMi99SAmIODnN41EkFpIAOqwci7NiMiZ4JIwnJzbhWLtTH1T1ucdPn2LJxbIA9hoiInj2/j0UkSe2WglIjp6ZAwbdtGetlTPpM1D6Fi320qTFAIE3nTnD6HvI9pQ83MaLugleCvS//mfoL/0z1G983RdHREZiPmn494u0Gfbt6JGffU6Zu55s3Gb8s51xETQxG5AVw5ypapg0JLYxOvpi+faDhAqNuulRtPZfcIbluzgqksTnJseft73z0jE6T4lm3oDcO9UdX1dQSk8Pa9uYS2UB7DVltzuBlLIHjmuvbPYGhxWdaiBxbCuY4MplU5ocLQJ4voBhRVZa/BDoBDrGMatVteUj2J04yPf2J9BjH4fYC9/B2vvvw6LDRJI1Q6cRiW4Ik8V2TuGxyULOIZ/UrD5veKJaUrYyp2w4VpmoTq2RssmmP7fZJ1HHMtpifIb8oR1jmFl4Ro5KNP1jtAB1HBH87csVTf47v/fVr13lvO9rWRzsNURV8daTp7hRRGZB1u5YqjW8MA4WFKO6/eCgZNrfjK80vrO/XHDtyL3zW73B6TIJD2MONrddVIGf/iTkQx+GvPg+T1fYzm+lCoOTg043bavqdHeBIYUfrUQLGvLGh+YVVgbWnK4v5GGV7qCJ+l//Ns2f0DsXHHTsJHTgl36fHMQcJ6WtuppZLuE7tYFiYLu2bH3IqrYOGKlQiMpYySRKg7qJrqHmafB4y5lv3WD/1o9+8ANYcrEsgL2m3Dq7cbbfH35oFjY02xBPSPsM50wiDrKO0WmF7TQrO2u+Mi5PHdqWvjPgc9rE8kMfAH7kQ8D5eXfQ5DAx0ojaUuEavO9MX2Sg5z5z2zo/LAH88vjZBSrxHAbedFOQ54Tcf/9O0QF2RZ6YHPwoREtTYtikEPZoAr8P6hOTCsIJwdIhsz7PRIrMX0ceQScTmvXTJod4yoz3nd4uG6E7gKfEXXJEFkVwfbml0BeHfbY4DAnRzM9pBmeOFj6PtTXtyBz510z2+WkUHcBmPkZwN77XNWcR6Je+CPzmbwBvfDdOFEjVBR40Jy3py3I5eiI75Pj83BOmFgx4XJP3fvHgdQcZjyXQtd1OGegwYZg2ucFPdzRNQLPzn7F+jnQIFxk9SmjLW7Pw0lQwLRFNgF6QX5M9a7MJvv8dwXWm5+LIMYqhbb89wMoJe6ksgL2G1KpQxd1a9dngPErnMai1AxFoXQikg2YFAuG8kMEohcC5YqgLdA5APCQBlLfJwLIU6H/8NRz+0S8CX3tl4AXZu6+pDbyJ4Sz8KzvevE048nrnKIJZ0KXOzh158bAAgb34DtzbJFOYDaZELl6dabgSwJPbwukBA52CDox9YcY8+YtMnqig7/cZOCmekosah01nXy6nCCbH7gM4uxJb+30sC2CvIZs5/ELLB0tAgxgd4Oa2SNsWxa6nl98f7VLiWzCJn7XvIPB1bcTbhn6efZ554imEjEHW/68K7PeBl+waVUpvOA7Q+F7S+Q64PKJbe3IY2rBQgsdH4nkQgiqRAHJZ0TtG7TglGS8JXbN/gpa8dSiEkBl1wCuo+CYwsUzHspasR775Ramh3WhiTilfdoRWCDPF3OqPuY6xw8KPS2VxsNeQ2gLY3wfoPfdOTxYaRA/5xLm1nRfsN5PJggSWTh1cLcCbwcuA38oZKIxagY//OZR3vQvy7ucoIoE54eRcQnPG2TjI5nzhsrnN5n23SSJr6INGOwFebOZ1ioCiGE7iMQO3OdkvK2nT+TgjYw656nlZycHm0Ro9meExGXhQcmgNOQVmxC56OFa/tXR/ByqAx1BnBdM6GR2unRo0WHKRLIC9hpzv9zg9OflBVZya1lOB/IR3bbB0YMsrtgYFZgKsDojHeMzk3ArecAJClbkpOkEVyI/+GeDHfryt5OIwr1bp8EqFDf2sSHc6kZa8aepCdfm32SIFio6vNK5Am9S6bygC4WwVmE40OjP2g55IXnJ2bBke2feC7CDrvKyKOQ4Lhjud6QTwz7w7A1coF2C0QjXna+jPXM/OFns9DAbfQ58YcVxa+5/CNv9cclSWin8Nefr0CQB9nrU65krZsVOkB5D7VjJsLh95gpkKaB8jl+kRB/kvRvDt8bd9FZeDDml4HEhf/+8foP7OF6BvveVtspc+8LboKkxI45faBY/3nEc++CSSfuO/Np4BoCcjF5eUTs5ks52vHKgU42dBQJ7wUfK1pLGXngA8hFsxYg8aKQiQXe2OjSetNWjUGHnnkae/iIy9giWEYW59HcDjFUNwsSyAvaKoKp65d69U1ff4q8C8InOJDmKTFH/s2GLQagei0wn0I4MRkv5BAOrlSty6JThd0LnLwCFLAf7tv4b+g78LffnLkF3cXZb7EJxZHI1A4wLvL5ynDBCSNOtEmfZjHOnQOxAplsmijR41gagZu8If8yTwxOEfmB+VDoVZ3EufcGvgTtmw9s5Ozpke6xxvxt48NBovzAXhKqA6dDDKHkDVhbAXygLY68kpFA/4mXLN0gC2FNdegbgvlGuSpHXyiqXsdHLgq5E3DSFg2z/BS+//xIMOKNtLnverUlXg8WPgje9CD/sA3Dn5NYelDdxl0HDjqx5AlMx4cN+237hMzyNrp9J4hdA4khzr2gcC48Rn9RC32z360kOzouo7hHx1/Oz3LTQ6NWX6RSbHSaufQyanuJRRSY5Den2RwUG4wwx2lwRZHOz15CaAB4Mmaaa7m8VNc6n5xQMGgPQy7PccwkRcKeeRhSX8FrTVPIic5yDMyW71DC+qal9k8MyDDp7kxLLzgs95Yt5zisbLdKYecE/HKLoisLxZ43MQJO3a0GXgmJMjiAGYEYknUOnGfhys7RZa/+we+RgJep5CKpP9S8MtkgEE7R7PQq4bkOapNY/yhFP1yerq8BhC01ohzwK4CZGHVy7k+1AWwF5RDrVCIPdV9XmAttem1VCcTNu2rQYSNUDa6mw9vjt3fDUOJd6wl1gBIgRg3utWTdJ4rNwj/G8oWhX4iz8N/ORfbm2otZNvG8iCtO9wPWvBuVwQvpBmntMf6tbnImnBgAGCu7h7BdHb3p18PfMAOdwknscyW4UXyvX7Qoe3fxyruF0T0yIsbVX6vl3Qm9BOUBq87l+8CFDzLMVH5Ohpb0/kNoAbAiyAvUAWRXBF2czHHwD0uZDVyhxbRg0cWyiQIgxMAlgJQVGiAHpDpspPL4816a3eaerC7fOQz/bhQ+hrr0LPn8LiS2cOtVxOdqpxe/Lih2POqqORFNiA0vo0+d2XjhLX7LSlYZrqhYrbUH8AzdmoK5xlTU5DKDpFkBxivDqNfzcVmxO5+8eh+mBDTE6YMdp51FLDL5CJU/a+ArcXA3uxLIC9omyRAD+gqnfqtgWJx3WWgt2uhBdomlqQACo6oDpf66cCQXOdvT7d+TKSk9lHnB1Age+176UAn/0V4O//LcjLX2mbHh4Zj2FJKDu4ijglcRGgMiUSxpocgbOICwZJCYUljXY7nsOxxsG8JIMUOfaDr2nicAxt8OcB4e+IiTyx2in9BFfaAz3NjPZlMo7J6Oy6vBwbw03ZuKdV7+raWfZCWQB7RXnj0SOo6gdr1cJ5CIoIdhaSBcWh1gbGW2gWn8vhRzMwNpuwe+vpJQ5eYvPYJxpgu8a1H/s/O6Iw6jDGNOI73wa++jLk6VPMGF2bMNgZpeY087aYWR9TJOa/01daIvgHuoDOycnOo7PMG0sgyNrjCKjzFV6pkUr9Yw10IgyIs34dVzAjKPd73tspoZaLWnBE5KrAnEqsYZJ6h0Kfr7pCYS+SxcFeQbaX7+zJ0/MfCeZvKdgV8aByfulDYhUKYQrAhK5BOmhRRALo/FZMB9S+Wiqa5LzNiR+z9pKHnzNo2TkKBd73EvDRjwF37kC1Bm4yeO2JDnG+mJcmURxs5mC5fxqAGV0xC077hHRM7Eo6HjrcOdhMzUyVunTYWdzNaUm8D50w8p4OxNpLVzVHEXXOL9deT2CI5se8jAu1z+8J0ZqKC1r2DQHurziCi2UB7BVkw417qvrHqibHlpT2wFdF1chLRu2qUwHBoUXnZSDIcZrWGDXtdVNzbaW615d4SvaWS2qbt8806J/9eeATnwJOdi2/rF2frhnMewZXayeAzDfPVtgHAAaZ9KoeReETCmukQhNKrKRr5Lm/G+hmSoH5UFsRJdSPqXO+eQaHuvJ58bdIBcTnLINmW6mVL40zSR69/z8S1hK2Nu0UuLPCYC+WBbBXkEM9AJB7qvrAju1K8f2bVCsOqq7xDbSASMh+n+Mz+bUKuhqFG5mX37390mMzp+CXy2RzmzXI/IaotvJnuDU4gVKYU2pHycdCmFnX8AMQc5xnUN8632zb3PQmb2NdpIMxK4nU1wy6cXGBg8coigCWDXRpg8ZAlE+2XJnQDXM8zOx5O2ZOvlGjDXcoXfe9lx7IoTsANy0O+Iq7IHzfyeJgryCbU+E5QO8B8AUF7pCo2jjXeEHQWlkqhTux9pq1wmyV8TtZU8iQtesyrtXOUyrDtUApwK99FvqLfw/6SnNyWdusO71hRwdq0I7b8tH+qAUznMbI+8fado5AsLFIDsSopZPzMA3IbOWRj/tmEchc5/SxGrRwu9YBeLY0dbgJ0WPGxDlZJ/DJYiNxyEHVF7CEVtKdz0/AJSKX/RwRXau+9PjJ2vjwIlka7NXlHYCcFQOLzdFi8a6ZFgDIj2FarJ3TToyPvsx3jrXfRADRHmkQgnTSy9xjR4n/VFrWu50XNFpsytvXXoH+9m+hPHoEkeLJS1qdPQM/O4titvxedqYMxm4Ft3jgnXmFlKbJxA1jpaQsW+gTZ7KywP2wq4rTDYnT9nhcGeoZ7spGDcwUxn6ItHXWnP3eEEfvjUCcVUNnUw3bIoZOQ38PNMjLsDhNdgr94bu3bxVdSV+OygLYK4kCKrcAnNiLWeu4yWD2ajctt71aBq6zWE9ge5GLDO9Wu8bOyAlbdHvPWt7ZBjiFL/Kymf/NmfRDsP+DZ4H3/3HIzZvd2RxevA28KM9tNg8LaY7BfDTvPwHOkCzbQbf9qXy9RnPUwDWkY3QHfTynf1Z3fDHwSmt4cK4NmjYY1JVOSDy5NSLxvL1g2SZYmryGpWx0vt+/kVdoE00fsBBLrXwd8IcF4VJizltVfR+A21B98w9V8B9hWQB7iagqnp7vAcENAMWzQGnPkmUAW23Twa66Bq008quudHUA1JEnBLY8tPQyVtO0NpO1LStthQYm9sgLJiJN+yZniUBaesJP/wLKJz4Fece9tpLL2obe8Ii3zK+q9wsDqFAJKYKg50ggZx/XKG0MrNTs/HONFcS/Zv7YV4MRTZAcZL7jQQ7hon9BdYR+0xmGd8n4R1/J1Yl1B3zTXGsab7UIBCXc1mAQBDqDgVjjJBCX1c4BOwsrDDxc204az6vqfQALYI/IAtgryKEecLLbPQdgpwoPx7JtsW3TP84DW6TEpbCCnsLQtY1WvlbSTP2Z39b/q05A2kz6pEX6G7AhTLGXqMASKLcXppCmFyk8uXMbcvdua6UqGrFhG/2BcMaArPdPzbljGrfq1gZqGzMH0kajbcIrnn9AvcCeGKeU1D/MQBDb6Fi+2LgHGjsPh8xb9InjAtixFCwH51sozCyUS230P4VqEsozIeHe991px1V/xuWUkqsZLQo96rBLSW3S09VP66Buvyc66A6AW1hyVBbAXkFunZ3h6fn+g6atHuoBh0N1/nFXdsEMzTlYDcCaSarpnRBfubQjxxkAX+ZawLyk/+r2YVVtDik1ONmAohpAbRRG8Ep355ZAULVCpUD/069Dfvu3UP7G3wReeJFAqroZ61pXb2jXu00rI/XN/Tk2HtWWtSZnmLWeY2k9kqKrT4KS8RWkOrdoB2kAk724pkCalm33oW9IGCezTu2gAyVzJ9u1DMbtAzn1QltLiJEWsW2F+gTmZn6oD52rJnoGRzGUATTTD8eCyhL9wDdxI7qidq93q+ozWHJUFsBeTR6o6kdtBldF1LYwmrUGKMb+qwDmDRD0v6YJi4cfmRbUzWXnIYmeAJJG5tq01+5AwkDoH7eoB6H2qyjwO/8L+uv/HvjkpxrANvXSe2UhUpomAvb8W1+8ea75EJfamxnGwPtuGnUpzZ9EVITDeQj4twmtjxONBEBaaXbmaJqYbKjsPhUPieNo0HaNbFmzFNIsma18VipVWfuunabYuqkVEdscgBNQskapqRs0FqxEdydYolaOOFSH6AcPo4Pfox6eiJuqeOfRiIklC2Avk1oVELwb0Je0rSTYnFyHYCLy6iagm4z8QI/LPtu33W4HS5IdTEcghDc5nVnK3FE2WaDQrlMHDHaauGZsbS8FuH0b9f4zkJPTjdcoZJpSXB9rnFTOuLCg/+5jijg58O++59aGIoMSRQ6czoWSq8odSDxqNia6gW8f/2hFR24zcrbO8FJ7mDahXLtlu9jpg7SMmOJn/TnpPQvcrbg2Hp8F0+r9Ont20AGV6ffLIw1oApr4DRpNU/webcB/Ii3py5IjsgD2EqlaISrvU9X7xs65pknvV0iCTWATFZMeVuRbuICwA5EP3Qqzi+ldNm7TXioOeG+FGfiIsAFrV1DFVG+pFfj0X0f5Cz8Fff69KLU6NGjiG4+9qp23IwDhdiMCclz0EKBy0757yFUoEOip/9Lxzi+nFIDWrrEoGi8al+ADSyFc7DCSWI6PtwicOg5aMt/brmn3CAAeO+NiL39WmS9miYsTjhXEqMzXxv3VTEvfyjmB4B2yEPaoLIC9QFQV5/sDIPpOADfdZAM8btIevmBgmmNqwnXVBDKxws5XBs84OXfc2bK9TQZoeSmovbZ6FMAEKpFuUFXIu94NvPs5SN1vpm564UCQQOpSoASUXUXHx3b4TJw0g7By4uqq47gRLjFo++aFDPqu+fVENJLaMezo6h8jZ9wtA9ZkkwUxzJjphqfnpg2pTWpG9QxTMBh+g/YZxjgOUXDQXUGb7X2lEdDQP1HVe3VbwbhWc42yVnJdIvvDHqp4PyBxMiIuFMCgrTpfml4u1/6yd9iKDSZwrM+5PXKStOtHQGAT3MzX7kgivpLbXwr085+D/vI/h37zmwO/HPbGonrCFjhUr3DZRI+4SZsWI6imukCTCfG8PC55K5fGahRvXNiXiz34FF4X70/Ku3BEXdfhBlGfnDOOqSqdUvK6+ZZ5RomgbY6Y1YFWpI8t3RJ+BLtDTo50JD9j02kxmgmcuUwVL3z9tdexZC4LYC+R//Plr0MELwITbUcjcPFf3lnWIwvshSgEbQkbXUMFkhMHQznB2iR+LHqfyeS0dw3bzqd5gigF+t/+C/Rf/BLw6jeHMse9xOJYcdJtBlf7Yvlvec8y11TBCwZi8prWv23cpFMcra74CIetTSaKoy10COOJfl9s3MP4Mt86qIlZSbU2pnvonUWnPDJXM3W+8UOSv0souO/HZfdmBFQZgHZGdejwm9C98363n5956fn3LNX1iCyK4BL58J98/+l+f3jJFxWgm+wlvaAAOS2ac0i1VhER3WI+zQth+lSwJC2Zi1oZW4HONTq3aSbpBny2AokKm5lrfeUW4l/0NmC3A05voOzKVm4CclKVEqs7ONaYOw3FmKm69UNVUcCUyvaXeGbfr0qS5g2LaOiAn3ngrLEbPRIStfjx0Rpp59KAtVkBIIolcsDUFnN+MeN+TCsNs+7MlKfzlLTWwK9qrGt2o2d193GvCpwDqNIGWyFSBdhDpKjIDQigVW8A2AF6iqaoHbBkkAWwF8jmzHpP1fqn6hZBsK2cqjuRN0op3xSR1wR4VUr5ogDfRXs4n0iRcxF5S6sWiOylgeotVT2IyFMABYoHENwFcKaKO6r6TkDvAjgDcFsVZ2gPcWkhMXoGwZm4n1p3Cpy0UFndASgQ7GrVU6g2YO/RDRuqa9wmjzWswwH4mZ8DPvJR1BdehOwPm1NjnEhCnoBOPhKP2DU4LqNrd7RZIFqPTHsf+GkxcxfAFqxPC7McnDsXGbxTzdFUtW70bluO19ZxbIEdsgf0sBVQATkA2KMFUNXWBGHjYr8BujRGQy0w9yDAAYJ2L1o5T7aGbsdwara4Aju0ueWEoFGgKFvARmn3P3i+qs9PLahWpEjdphmbievWxqcieALIIxF5UwSPATwB8BiQgwgeAvItQN8A8AiK70DwDYF8A4JzGw8BDgo8FWCnO9xC416fg+JGKfI5LHA9Kku1v0D2hwMAvGu/P/zjw37/YYV+G5Av7Er5H7td+ULZ7V7ZlfId+EMLfTtEv/a1pTu0SW+HDTibA7pKrfWs1nomIrdkmxhV9VSBGwBO23VSaq23AH23AjegeIyGtADkFECF6mnVatfcVN30RMFOVU9xciIou53s92KRC2gu9CqQfYvukhNVPa2qZwDKpq2qK1zqjrqdQB6o6tmmwx4APBGRb6MnCBERqaA0AQI8LlKqbkuONk1uYxakoTWHHbe5o6iqCOS8YbkcADwC8KaInEPxhgJvbQB4AsgtVb0tbTJ8VYCn2tp0APB0+3+PDrDVYge2CdKZj6p6gqZTHkRwrooTQHcQORfI462VO4XuVPWsKZ5StWl/JwDOAoQqTiAoqjhR1VOQO1GBQ6P3VaA40TYwh+0+bAaU7AE8geIRBA8F8kYp5aGI9+dAf8/f7nO75HJZo3qBkHZ3E21Z4BO0XTTXA3mJ0NidIHL9m3Y1pzGWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLFmyZMmSJUuWLPkjL/8PDY6URagUltgAAAAASUVORK5CYII=\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":22.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"4XL","Color":"#ffffff"},"color":"#ffffff","size":"4XL"},{"id":"6521348dfc51ae95c3232dcc","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"S","Color":"#ffffff"},"color":"#ffffff","size":"S"},{"id":"6521348dfc51ae95c3232dc9","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"S","Color":"#0c0c0c"},"color":"#0c0c0c","size":"S"},{"id":"6521348dfc51ae95c3232dd5","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XS","Color":"#0c0c0c"},"color":"#0c0c0c","size":"XS"},{"id":"6521348dfc51ae95c3232dcf","item_group_id":"6521348dfc51ae95c3232da1","shopId":"6447ad5695459c5c579ebc2d","title":"Unisex Unstoppable \"Pink Patch\" Patch Tee ","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\">&nbsp;</p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4627%; height: 215.569px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.4623%;\"><col style=\"width: 35.9432%;\"><col style=\"width: 32.3817%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5972px;\">\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 31.3148%;\"><col style=\"width: 36.4762%;\"><col style=\"width: 32.2294%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/unisex-unstoppable-pink-patch-patch-tee-32da1","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/9464b52982c1dfd7cc76bd3775b176c84bc269a9d2b3e2e2694ff557ba4686c8.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/aec9270b986fd13c41e2b9289d3d0b813fa68a39dd844cc508e8c04fdaa74419.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/82258dc9ad651baf9816ab038b9e93457bc70df1c7139b593ddb16266ebecc08.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"XL"},{"id":"65213a49fc51ae95c32332e5","item_group_id":"65213a49fc51ae95c32332bb","shopId":"6447ad5695459c5c579ebc2d","title":"Women’s Unstoppable \"Pink Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4482%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.1146%;\"><col style=\"width: 33.1093%;\"><col style=\"width: 33.5896%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 32.4833%;\"><col style=\"width: 34.5865%;\"><col style=\"width: 32.9507%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/womens-unstoppable-pink-patch-tee-332bb","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e39ffc2e9d4da9b516a72528310212c8da0b9847b17c5c32c265dc278d466575.png_or.png","availability":"in_stock","price":{"value":14.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f1eb736a212c34621d53592550448ea73e970657bc17202b0bfabef83c54e176.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/6c0f8b1158d4e77f1a9a11ecb27eaf2a5793d9d42de622155a154c63a9c94c35.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f2688776f02b663100e55a870df9714e1ad197d27a6aa40f9822859d1cf305e3.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/d018bbb57fa52eaea8335b86b1698fbaf975a59dfb5f91385d1b4847681bdcd1.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"S","Color":"#0c0c0c"},"color":"#0c0c0c","size":"S"},{"id":"65213a49fc51ae95c32332c1","item_group_id":"65213a49fc51ae95c32332bb","shopId":"6447ad5695459c5c579ebc2d","title":"Women’s Unstoppable \"Pink Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<p dir=\"ltr\">Measurements are provided by our suppliers. Product measurements may vary by up to 2\" (5 cm).</p>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<h3>&nbsp;</h3>\n<p><img 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\"></p>\n<p dir=\"ltr\"><strong>A Length</strong></p>\n<p dir=\"ltr\"><span id=\"docs-internal-guid-a3ac3082-7fff-5f98-2623-3eb38d5f43a1\">Place the end of the tape beside the collar at the top of the tee (Highest Point Shoulder). Pull the tape measure to the bottom of the shirt.</span></p>\n<p dir=\"ltr\"><strong>B Width</strong></p>\n<p dir=\"ltr\">Place the end of the tape at the seam under the sleeve and pull the tape measure across the shirt to the seam under the opposite sleeve.</p>\n<p dir=\"ltr\">&nbsp;</p>\n<h3><strong>Size Chart</strong></h3>\n<table style=\"border-collapse: collapse; width: 50.4482%; height: 215.532px; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 33.1146%;\"><col style=\"width: 33.1093%;\"><col style=\"width: 33.5896%;\"></colgroup>\n<tbody>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Inches</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">27</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">16 &frac12;</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">28</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">18</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">29</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">20</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">30</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">22</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">31</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">24</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">32</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">26</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">33</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">28</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">34</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">30</td>\n</tr>\n<tr style=\"height: 19.5938px;\">\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">35</td>\n<td style=\"text-align: center; height: 19.5938px; border: 1px solid rgb(0, 0, 0);\">32</td>\n</tr>\n</tbody>\n</table>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">\n<table style=\"border-collapse: collapse; width: 50.6979%; border-width: 2px; border-color: rgb(0, 0, 0);\" border=\"1\"><colgroup><col style=\"width: 32.4833%;\"><col style=\"width: 34.5865%;\"><col style=\"width: 32.9507%;\"></colgroup>\n<tbody>\n<tr>\n<td style=\"text-align: center; border: 1px solid rgb(0, 0, 0);\" colspan=\"3\"><strong>Centimeters</strong></td>\n</tr>\n<tr>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Size Label</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Length</strong></td>\n<td style=\"height: 19.5972px; text-align: center; border: 1px solid rgb(0, 0, 0);\"><strong>Width</strong></td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XS</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">68.6</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">42</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">S</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">45.7</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">M</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">73.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">50.8</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">L</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">56</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">78.7</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">61</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">2XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">66</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">3XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">83.8</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">71</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">4XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">86.4</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">76.2</td>\n</tr>\n<tr>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">5XL</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">89</td>\n<td style=\"text-align: center; height: 19.5972px; border: 1px solid rgb(0, 0, 0);\">81.3</td>\n</tr>\n</tbody>\n</table>\n<p dir=\"ltr\">&nbsp;</p>\n</div>\n<p>&nbsp;</p>\n</div>\n<div class=\"pf-ui-body pf-text-muted pf-mb-32\">&nbsp;</div>","link":"https://shop.droplinked.com/unstoppable/product/womens-unstoppable-pink-patch-tee-332bb","image_link":"https://upload-file-flatlay.s3.us-west-2.amazonaws.com/e39ffc2e9d4da9b516a72528310212c8da0b9847b17c5c32c265dc278d466575.png_or.png","availability":"in_stock","price":{"value":24.99,"currency":"USD"},"condition":"new","verification":{"brand_verified":false,"kyb_tier":null,"attestation_uid":null,"attestation_chain":null},"references":{"supply_source":"native","shards":[{"role":"seller","name":"unstoppable","issuer":"droplinked","signature":null,"url":"https://shop.droplinked.com/unstoppable","ref":"shop:6447ad5695459c5c579ebc2d"}]},"additional_image_links":["https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f1eb736a212c34621d53592550448ea73e970657bc17202b0bfabef83c54e176.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/6c0f8b1158d4e77f1a9a11ecb27eaf2a5793d9d42de622155a154c63a9c94c35.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/f2688776f02b663100e55a870df9714e1ad197d27a6aa40f9822859d1cf305e3.jpg_or.jpg","https://upload-file-flatlay.s3.us-west-2.amazonaws.com/d018bbb57fa52eaea8335b86b1698fbaf975a59dfb5f91385d1b4847681bdcd1.jpg_or.jpg"],"brand":"unstoppable","attributes":{"Size":"5XL","Color":"#0c0c0c"},"color":"#0c0c0c","size":"5XL"},{"id":"65213a49fc51ae95c32332eb","item_group_id":"65213a49fc51ae95c32332bb","shopId":"6447ad5695459c5c579ebc2d","title":"Women’s Unstoppable \"Pink Patch\" Tee","description":"<p>The Unisex Staple T-Shirt feels soft and light with just the right amount of stretch. It's comfortable and flattering for all. We can't compliment this shirt enough&ndash;it's one of our crowd favorites, and it's sure to be your next favorite too!&nbsp;</p>\n<ul>\n<li>Solid colors are 100% Airlume combed and ring-spun cotton</li>\n<li>Ash color is 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Heather colors are 52% combed and ring-spun cotton, 48% polyester</li>\n<li>Athletic and Black Heather are 90% combed and ring-spun cotton, 10% polyester</li>\n<li>Heather Prism colors are 99% combed and ring-spun cotton, 1% polyester</li>\n<li>Fabric weight: 4.2 oz./yd.&sup2; (142 g/m&sup2;)</li>\n<li>Pre-shrunk fabric</li>\n<li>Side-seamed construction</li>\n<li>Tear-away label</li>\n<li>Shoulder-to-shoulder taping</li>\n</ul>\n<p>Anticipated Delivery Time: 14 business days from the day of order+ shipping time</p>\n<p>&nbsp;</p>\n<h2 class=\"pf-h3 pf-mt-24 pf-mb-16\"><strong>Product Measurements</strong></h2>\n<div