Men’s Tops Body Measurement
Men’s Bottoms Body Measurement
| International | US | UK | EU | JP | Chest (in) | Waist (in) | Chest (cm) | Waist (cm) |
|---|---|---|---|---|---|---|---|---|
| XS | 34 | 34 | 44 | S | 34 | 28 | 86 | 71 |
| S | 36 | 36 | 46 | M | 36 | 30 | 91 | 76 |
| M | 38 | 38 | 48 | L | 38 | 32 | 97 | 81 |
| L | 40 | 40 | 50 | LL | 40 | 34 | 102 | 86 |
| XL | 42 | 42 | 52 | 3L | 42 | 36 | 107 | 91 |
| XXL | 44 | 44 | 54 | 4L | 44 | 38 | 112 | 97 |
Your bag
Holiday offer · Ends Nov 3
Your bag is empty.
The more you add, the more you save.
Start with our best sellers
Add to bag — Navy Blue
Add to bag — Cypress
Add to bag — Vapor
Add to bag — Stingray
Popular searches
Trending now
Suggestions
Collections
ZR Holiday
Buy more, save more
Mix and match any gear. Excludes corporate orders.
Ends Nov 3
Shop best sellers
Lightweight · Breathable · Moisture-Wicking · Four-Way Stretch
$68.00
Buy more, save more · mix & match any style
Ends Nov 3
Add this + 1 more, any style, and this is $54.40 (20% off).
Color: METALLIC SILVER
Size: SML
Size: SML
From our men’s tops chart. Between sizes? This fit runs classic fit.
Fast shipping from our warehouse
Embroidered and decorated styles are final sale.Details
The technology
Wear it to the gym, on the course, or at home on the couch—the Jim Long Sleeve Tee is a performance-ready style for any and every adventure.
Stay cool with quick-drying, moisture-wicking fabric that sets a new standard for breathability.
Move freely with four-way stretch performance fabric that keeps up with you while you play.
Conditions
Fit & sizing
Full specs
Good to know
Complete the kit
Mix and match: the more you add, the more you save. Applied automatically in your bag.
Jim Lightweight Performance Long Sleeve
Your new go-to long-sleeve. Whether you want a fresh gym essential or a versatile golf layer, this tee is it. It’s lightweight, moisture-wicking, and stretches to maximize uninhibited athletic movement. One finishing touch? The perfect fit.
Return within 60 days of delivery for a full refund, or within 120 days for an exchange or gift card. Refunds are not available after 60 days. Custom decorated items which are made-to-order are final sale and cannot be returned.
Overall rating: 4.9473686 / 5 from 19 reviews.
Review topics: ["fit","weight","fabric","attention","shirt"].
"The lightweight performance long sleeve is great, I wear this and use it during workouts daily. Fits true to size. Drives quickly during an intense workout."
"Not received"
"Nice loose fit. No restriction."
"The mobility of this long sleeve tee was beyond expectations. Zero binding moves like a second skin"
"Great Fit and Quality Material. . . ."
"I have worn Zero Restriction golf wear for 20 years+ I really like their excellent quality and attention to detail with their styling."
"Lightweight long sleeves all year comfort."
"Comfortable and well priced."
"Great shirt for layering. Great fit! Highly recommend!"
"Great fit and excellent quality shirt."
STYLE # L1102
Select Your Size
Add to bag — Sky Blue
Add to bag — Sky Blue
Add to bag — Navy/cayenne
Add to bag — Navy Blue
Add to bag — Blue Indigo/icey
Add to bag — Blue Indigo
Add to bag — Cypress
Add to bag — Rye
Add to bag — Racing Green Heather
Add to bag — White/black
Add to bag — Navy/cayenne
Add to bag — Rye
Add to bag — Navy
Add to bag — Tempest
Add to bag — Agave
Add to bag — Blue Indigo
Add to bag — Grey Heather
Add to bag — Storm/white
Add to bag — Storm Blue
Add to bag — Navy Blue
Add to bag — Rye
Add to bag — Blue Indigo
Add to bag — Navy
Add to bag — Rye
Add to bag — Blue Indigo/icey
Add to bag — Cypress
Add to bag — White/black
Add to bag — Vapor
Add to bag — Vapor
Add to bag — Lunar Stripe
Add to bag — Stingray
Add to bag — Nite
Add to bag — Hampton Light Blue Blue
Add to bag — Storm/white
Add to bag — Agave
' d='M19.579 11.47h6.551V18h-6.551z'/%3e%3cdefs%3e%3cpattern id='a' patternContentUnits='objectBoundingBox' width='1' height='1'%3e%3cuse xlink:href='%23b' transform='scale(.00794)'/%3e%3c/pattern%3e%3cimage id='b' width='126' height='126' xlink:href='data:image/png%3bbase64%2ciVBORw0KGgoAAAANSUhEUgAAAH4AAAB%2bCAYAAADiI6WIAAAABHNCSVQICAgIfAhkiAAAIABJREFUeJztnUuvJclRx/%2bRdW73TM%2bAMMIz0G3MY9FjJDYs%2bAawQEggr0AgQCABAmOQLRsLS/OABUIIiTXfAL4AOyQEQkI8zcM8FsD4ARIaHkN7euY%2bzqlgkRGRkZGZderce%2b7te22n1H3rVFU%2bqn75j4jMylOHmJnx1fQVlzbPugHHTK89fggCQCCAgASAwjkp7InHvQpmMEAAc97/%2bj//%2b9Hb/KwS3WXFv/b4IRIIJJAB2Oe8XcCSbJHf17lypnZ7BkPv0ozcCWYwXv2nu9sR7hT4V195iMQZ4mRwKQOmomb7rFdGAHFGT9QHbsmDR73NDDBxhs/ATLkDzAzs7lhHuBPgX3/8sII9CWxVNwGYgApwApAcRO0gPtHwQwZNblvTjAweDOyQLcBMjHnOHWHLjE//0xcvf7FHSN/6zR/Ye86tBf/qKw8xcVGzh50IZt4TkxzPKcP1%2bSB7yB0vKQXg%2bdySmIDZ3aE5783AWc1%2b7hA7zp1gx8COGNsZz6wT7IN/68Cr356oqDQBmIhADKSUYauie6DJqVv3k6GX/VQD9r4fqFWunxVy/pz9/k4%2bzyQmn4Et5R6xBbAFY8uMT/3jzXaAOwP%2btccPMVEGFtVtMGW7NfNFzROARM7X6z/x7dlalEAPKLEABfXrjakCPlZ/z9nHm6%2bXfdB9jK34/h0DF8ifP/mPXzjaPVtKtx68mvTJm3MiTJw/EwEbF8hNiKa/BHa5g5TjBl3%2bqVm3z3ARvh2r6bPgn%2bud2FFrBXZcYoAtckfYIvv9HVT9uRN84h%2buvwMswX9m4DVC3xAZNA88JVV3MeMbgbJBDVsBTlQHdsQlFtDxvVkJUal2hola895LGtjlvwwwYabcPWbZr0HfTkBbJxA3cMGMcwDnzPjkNXaAWwf%2b9ccPi5pBmASgV7j598oSlG1Vt7oH9dmJYVbDAkCReAIwifNP8lc7iqZo7ssBoLpT3r9DAj0GZpYIH2oB8nkXyKq/4GwBLohxMecO8Euf/fwV7uZyGsG/UfDRrE/I4FTZI%2bCTU7fmUdUmhpn/JJ0ABLMYRPm8SYM5Kh0hu4V8%2bcXUI2zUiRDG9%2byie85mZMfAVvzAloF5LtDV5J9z/nuG3AFOwfjYZ4%2bv/mcOXlVuoNWsU%2b4IG/hgrg9849SdWI8L8JQ/QyyGqn2SbUpsZt7%2b6k2IkKmc43YBkEBP7phO6iBb/Gz5dYZPOsRuJuxmifB3wDxnF3BBwAUzTsUCnMm/j1yD%2bnvwbwT8G48fNSrfcO3HJzH7EfgJuSEdStROotwNAZQcbPm7IQDEmFId2eerdsM5%2b8vVMZRTh6ma2NFIj8k6hFqCnczz7mbCVizC2TYDP3cd4JwZpzPjZz/7uSvc7TbdOHhv2itfToQTZ9Y3qnLfOVAUXkw8kFI%2bL1H215ODbSY9sQWEQDlO0hkq8HojUoalpl/9/sjn%2b5smw3YAYu71OLsOwFn5agnOd4TtDriYgYuZcYbSAd7jGe8x4yN/fxz13yh4HZdvvMpR%2b3Kv8o24gA2c3ydgoyadyGBvUgGdEpBE2QZbwCYB7X06xE0w5Xxq1jVVM3kU/vrEPh5gUzoEbKIy48dz7hA8qwWQTjAD2xm4mAnnO%2bB8B5wim/z3mPEuM37m746j/gj/WsB7f24gRc0nKPAnlBm6ExTgkwBPRAZUgU9i2jN0tg6SZMxmsMXEQyAoaO0Y3uyXwK6Y%2b6W0FAD6XV71PJO5A54pjwgY2O2y%2bd/OwPmWcLoDznaMUwKezoz35hk/dQT41w5eoW80aCPCxMW0R5VvUMz6RJCAL0PfiO%2beHPCNmPLKp6dsotWkg/O%2bqGiSc2M6BvAV2QGU4I93udZ5B2zFDWy3%2be/pFnh3SzifGU%2bJ8e7M%2bLG/eXNF6cvJwz8q%2bNcfPxSAYuIJ2HBr2tUKbFBMvKpc/fiGgGkSv90DnkTdicsYHqJsieCBMnTrq/PmgANtvKCjAN5RfrAzA/NMuNgSLnbA2ZbwdMt4l4EnPONHP/Pmypr66VrAL0HfSOB2opYAKNBF5bqd1KQ7tacBcB2%2bEcSM66RMMOUx3TRwbdNSYucStrscB5xvCedb4J1zwjvM%2bNKO8UOf%2bbcDaq3T0cFH6N6Pb5w/P6E6Yt%2boyiVSPxHom6R%2bOwNPyfnxCNyru5qCa9t5G4GX88rkwMyUx/s7wvkuW4CnZ8A7F8CXmPHhv746/CuD3wf9hPqmPW87X%2b5UnoM4CdDE5JP7/GUJvFPBPOcOsN1m9Z9eEJ6cAm8z4wf/8nLwjwL%2bNYG%2bWQndK/5EIvaTlMGdUInck0BOYuY1Qqfov79MgfvPRMAsQd/5BeH8IuH/3gP%2bdwa%2b/y/%2b9YCWlfSt3/yBZkHK6vTqK2Wcrj5doZ8MoOcOAdwTs36SgM0E3EvAyQScJMaUGGnK%2b9NUZt6mxJgmLn7eZljQ3DgCZ%2biDoK6cV8b2o6HZIYHbGuhEPIbuKvTlpQ3j/r0ZD%2b7PeOH5Ge97kfHSCfD73/3tK1vXpksvr54ccA3k7hn8Av0ExZ%2bfIPtzNesnovQ0OV/uVS6PVadUZtuWJlXujMJjJUHhPiW5JiYgnTDubWZME2EzEU5OL63by5n6N155ZOY6m/i%2beW%2bgO39%2bL7mIPZUpWJq4LKpMLGP0uxell/M6t7dzLb3yPHTZYXnmLeH8POHpe4Tv/MPD/f3B4H0wd09UfzKCnsTMo0C/7wK5SSCT%2bnZ9guZV7k16bPxXEvBePgYuThOeniZ86A8Og38Q%2bFdfeWhjcVW5wvdDtg3BOoFCvzdls75JOUrfTGxTsSllc68R%2bzTJg5IB9FsNvJrEDxXtAQ4E6D3g4TMA7C4IX3pnOgj%2bQT7%2bBCWY2yD7dXt4opMzI%2bh%2byCZKj1H7JJMwo9m2rwLv553uz/jazWEee7Xi33j8qETmovgTZOD3Unl2foJs9u%2bRQJeIfQTdnqq5iP3OAY%2bF94AvNCCBa%2bDu3KV88rWiqqqXf2/dMu5V4F97/DBDdcO3E%2b0AVKZiNwzcT1T79D3Q/dg8TXW9X/HAR3k7wP15L//ufvirTH1e0Ej2oMWmXKHz8EXx9uxdlG4PWQbQLXJ3F38ngPsKRsAHjVDgHEdjtAL4wnnccY%2bjtHcg%2bPrjh7YcSp%2bpb6Dr2ciesZ/YY1jYvPtEeSJmkkCugT7V0G/1xIu2zVfgK6L60LBt1Fe5Bra%2bLEuJTeV2nivfOpEc%2b88ffbT3evYqfpKh2yTP1fVZuc3akVO/dI57k0zQTDLjhhzJG3QHn9J6hdspt0XhbrsqbgAcQCM16pRlKfHe8zi5XbpiuK2%2bSYuKf/2VR/a1Jb8EygI7gltIIU/iUp6Dz//YTH0PekrrFK4XQzeo8FxugB4rorCr15DEXejNpBTVeRT66DxO%2bV%2b%2bLwwQgwBbjPLWjy%2brflHx%2biWH/EUH9em6nk2na8u3X3QaNj9hK5MzaXJP2pKumukMfzppyeddh8JzuftV3hTXAy5LrSLwpTzVoU7d6sfLfeFymnche653qPjXX3lUvsRIeUyuJt4eq4LcUqni11XxSWbnyuNVWS0z7Ye%2b5CuvU%2bH7VE4ReketRAI9we7wosIlnx3y9QY/Xnx8UTkRQP67ZHLOf/3EWPVDxWs5GwngVOEJcJM2pQOUadgyFWsdANnsG/SF9MwVrhXFzhbLW1I4UAEf5pF81aFQt07blk4TOkgMEjtV9FJX8ap2r/iEsprGhnEQUy8m3vw68phc17dPOju3AP1WKByoHoQMy2s6BZfXq4jK9yocyJ0F7rpd3Uz5n5UjCgfEVaoyJW%2b0RJwYnBhv/eTD7rV3Fa/fM0uyxNleVEBlOKcBXSLGZqICXVVO2gF0yNaHvqTwhd3teVdRONCVwBrgsYy9CgcMuJ3TUXhiHaKVOlJUeKeNnDquqpO64Ak6ZoeN2VXhZurlnJOJGrPuI/jSY9s66o3B8T3pRoCHBi0CnwGEGcj6XAfd1R2BR4ApnL8a%2bOD%2bNJf9xoce5QidqXyJMaqddH0c2SPVjSyMzON1lAg%2bqH3JpC/s7qYrmfSeenplugYlcAOdJskzy3kj6ImzEIAq6FOTnmTRCU/FpEPuexoFiSgmvWqrjwsIeOunW3PfKF6/maL3RadqvdrzuJ6QJuA%2big9PTuX2bL0XvHTSdQRuXYWPrM%2bCWbcpVn9YAc%2bAfcGvl/aYdWXGU0fhQAEehoWNwt1fks5kYUdnbUADPgPXSL4EdjqOt6EbyULJqYzNk47dSaHfMuChwm7bAnCgfgfOauBwlm4AnLgFDtRm3YDLsYOBrzH1b3zoUVY3d4ZtrB0iq50m/cIDO/DFxGuAdyyTfvB8eqzIm0DdjL7QmXRTeYSuL7yZMLwAErMe69VqzI93VK7QLYjvqTy0W4d1FicQI/kJsgT89899U9XGSvH2BUQq4/jElL/ShBLJ28MYN6Ggpn3feP3GFe621yocGABXlS9Zr4HKdTNG6osqtzx9lRPZV/LzLrG27oIsC4c2V%2bBJgwk52771wkCSxRbElJdOebXrGF4b1Bm63Qrg/sMa4Lp9BeCVH%2b9A9768mgvAADiyCz0EOKO9p1bvGx96JC8OzP/8sipvAewrTmrW4QI5nZ71w47x/WrSUUy6267qjsdRTDqAyqxX7VD7O3JX7pHpXrMeo3UpnwjNFG8POslxP19Pk7sXOnkkeapZv8T4n49%2boxW58WUTlXhFtxU%2bAbaQgiATNwI7B3xcHr7079MwHU3h8rkprgPcp2ZaNJ/UL193eYWH84ZmHSgvXlCFrzDrVdCm1zcxSF%2blPYV6A/DedRh4e9UISm/Uz/5lgvpVp%2bRUbxE8uQtbkW4eOICOWe8C79TRBe62K%2bAAmlk33U1ogOd8NfQRcMyUoQ%2bAAygx1uAeF8UT5Tc/E1lAl6dsxcSTTNiQPHJVU99R%2b750VOCj8pzZHQHv%2bdVeHUcFHuvCHuCaT%2buakeGHplgn7gwPddPfp40/oua8NNhP3lAZs6fi39Qt6MTNUrp1wKPq1gKXzw1wAM3TM81KaIDnvKX8XpReOhdbGcRl/xqznvwx3QcAv/odj8KrQd08fSrRvb53RpU%2bSYFq8kfpaEHbUnl6Y9VdAUAM3DT4CYGU5fdVulUwUeU6hNVVMHl/Dt4IKG/ZkrbazXXJT7WStLsK2nyATAxMpUwPXYPqKsCUlAhIU30db3/8ZQCieJtnIYTp2TK212gxv8WKbTGFPnnrgb1phQMDlfvxcTmpqcc2R8Ddx6hyPVbBWVI4CtzKh3vgMpNm1ikCHw33rKzOcSl/YycqdCpnqgVIkOXSAlnfUDH5Fw75%2b/DMgANe5XqgC9zV1QAP7agfivj8YdmT/t0HXNreBc65HWYtesB9W9cCD/drk%2bvMvlwrshcDI39JQk27f8yqX2H2ZvfGgLu/S8CBZZUfA7ietyZwq4C7z1DA/jF2aIuNzwfDveG1BOC6vfEZ1bxr%2b5Mcy369TOaQvmiI5CasBJ7r7fjweM5BwAHoN1LcgSWV7wUePnvofoaMKP9IgZ9uLXkCcHSCNlN0dps6Y1q1x5cbVK7t7HaITuch99CmnrKV/f41oXk8737piVDeJinba9IalS8Cl%2b0hcGCvyqvie8oJ9a0BPh0CPLZJ2tEDrma919YKuD%2b%2bAnjt43W8HoDrjJ1O0Ch8m7BJHNk16S4CBwp04pKnAh7q6QL39UcoxCW721/5cd9evy%2bqfGDOK%2bChvWbqm4wkFkAmbSyQS2XI0lRYFXEE4FqPS9xZ9gSgDNFcOUPg/vg%2b4FSA2%2bzoZYC7IM2gB%2bC%2bjFVmfQQ8Xm/V3vy3mqvPrwOvV9wA8p4aqSRbBRd1hvRMgLvPDXBgaCpj4moEUGKXmdx6iwXoFXA9V4F7lR8KXMsdPR84ALgeduApnFveFq3AdfWtWoi6s10iUo8qRQu8MevSyIOBu3Y3NQSVe%2bCJZIZ0D3D21xaBS%2bEG/VjA/XUvmHUPXRd/bKpzpLHlJ79gY/nKbFHxH1cC7va1FmQBuIceb5Sd2w6jYmqAy%2bcZOWidIjwU6F3gvRs/AG7tWgCOxKC5UZj9PQQ4iPPCUDlWP5ZNVbnmy8uL/rn8dlvqQD8ScABN8HZM4IAz6x3guh6up/LEwJycy65UHa5Nx/s6Q%2bdVnjibFMlXNXMS4LIdL5TEbVT7m9GF7uayTtAl93QOAKP/Wm%2b9AJIxPUJD1wBX8xGylPM6wF27LIVHkVVSNTIwWgSpwG0uAocBnz28ka8dAAeQp7od1C7wmQrwqlwcBjwed5VJVE/VseI2y6QNSHy8mvlQkOW/JHCgYwZ9uiJwzWwuisqKKv2NulyWa35iE%2bacrIgqrvB/ibiYfqqvyYAL1J5waATcXeMIeG7vHuARvKbeXIyO2ydVnoBsvljQA%2b5uADXnDoDHk9cC98OQ5iLcuVS%2b%2b1D9Lk0HOGMPcNkmiUf8dGsTvC0B12uJHUn/80IbAAeACdwe95bJucENAHA1yJRzCLIQ3%2b1Pxd8jXlgu6HjAxY9fBThRHYEzlXs3mltX1c7k6h%2bopwfc6tHONlM1UqjKANr3BBBWAwcy9MmvufN1VPezPqdSfKuEMlVbfSMEaIH7CwrAInAgTGP6jRXArcx4ce4YJ7YamdzohKQlHeA6SVPf/NA%2baOcg%2bZ2bcqyZdQPGK2JGwMN1Lqk8LxbFauBeXKJ4ORZvouvJxkVm8OAzDoADrUtYBI7QoWLj/fE1wFE6MWndKd5vtii9C9zVVQNvh1Ee3EjhJqCqI7XXuQo43Dk9EfiFHqHOTWyXr5jCZ32/bBnADs5FCxwoprZqxKHAOw22MbWc3wPOS8C1/NipInBks13Nvnk4Ehg0nZNR/HsP%2bEqzrtPl5OvtCWEBeFfxM9rhFAi1wmUyoOvj7XOr8qpDuotr5thj468CHABP8bpXAJdt4txhesDVrDOLOedOWR64y1tZlZXALd8ScKCal%2bieF8HPIuEKmQPuZ5%2bAdcC1jEXgI/O0BricvxY4gyxKz9OXnToEOIjBRGa2qzhXp2RTef1JpS69DUHljRvpPC6N12mLPhbUqxe0BngFXtfla2K/4SN1qb9eCNjkGjfQZsvCcWk40LEAwTSuAV5fpwfOBpxj%2bQpXVA4S0%2brjmCQKh6iQ0Z3wiiq/LHBg2VxD7sMi8Fi3r/bTn/1idTJ1MljjxVeWIYyhaCshl0dvbLzQxKYc8uYuWhcqtbCo0I/DmZBXolrWfPacyricyKk8XJuZ9SkvJLVJHUL99Sqb3kN7wwlV8Gb3yHd0jZM6w1A7X2YV2w7jtgHQhuuOQZ3zg8he/PR/AXDDuRn5R%2b9VHV71jdldMOvV3yU/HhXe6dHV820IwKhw7z5QAzeFpzLJUZVv5aIyqR64tkPH7EAHuFyPAS%2bNaa7X3xcrwlkCTkDqvV0jAG/2NxY01BE%2bG3jVrY5lvSlk799iR%2bhV7oHHRnjg8dgIOKF6RmDAJb9ZRo2%2b0xWAy35bTIryNowRcP3YDRRXArcygDHwxGh8/T7goLoNkpziGTMoB3ky48FKnGRyp%2bMrqp69BBwowVDvGKELHFRUHoFLkdBAjBOQxAk3b3L2bsEDl7LU1JfVw/XrT7q%2bNpj16vjC49Lagjq3MRDUKuDRDRhwDZbrDLWph0b4WeVs8GPZ3FS0z6w3j1VdoQcBl/yHANc/9vxde58C9yZdjq02640bPBC4ntNrs59mJXfQz5F0xOhVHoE3zfrU339RVA/swJiJpTN0llq4yliClCY4s4ttX/5n7U81dHsDVCq/RMXuRiDlPElgzUnKJ2fSvSKo3Fi2c9naQe78PDlSXn9SvUO/smru/T6%2bLg36emKoLAKbtaGE9pUqhPIqleo4lY5lddZ5CSTfoe9AT8CDT71lH5u5emU0y81llmGL%2bfmiCJ2X7rmA3rvg7MLcuV7NyT9Q0YuTvHrNTMA8sd3nLnD5YxDBTVl6DcmZfAVeX4jmKz%2bW1KhzAXg5LwduNI/NevWVqMkfcOayY%2boXzfpgUqgCv6Ps63cgWysAENj5uxmUfzQomjk9eyVwwC9qWHp6tQe4nn8gcAD2GjBTeHUhmi%2bXkfw%2bqzPA6AFHOS/pfx2FW/LAXd54nfljDTzXrReHxVQd/sTffgFbuAgfwI4YM2cLkCP68iiyujaEl/%2bpWVfLEFQ%2bUy7L/1ZsDBRthcyUy24idSr/VIlm0hW6M%2bvmSoiR5DowYTgeh4znK%2bjRrPv2xvsiZp31WiK4iQt0/UqyXZCa2fo688fapAMZ%2bAg6E/Dgk29V%2b5r33M0MzMTYEbAlYMeEmcuN0%2bsp9ymYOa3Y1OwaAHUR3FeQblYBUYkReio3oHDWRoGjPp5QAsBG4ZavlNG0Ma6CkWsdKTw/SWvdQ/WotntC36wvKlzLcql57uJSA35LjAsQdgzsAGfiXX0JJeSLvs2ZXH9sdsDtmXg4R9/mlC/I%2bftLANePeWR6JOB%2b/wg4k1v3FsrxZj1G6pq/l6cDHKC6fnfdHPK3F9zxBB//my/k6J6zz98CmGWsx8jDPNKZJe/bJhgQH%2bzNpDNubIsWInRyLUnEfegC1aZvzaI4U%2blUDu1oYmq7gRuQ17ipHx%2bZdX8DE8r7a%2b06isJZf3gplGNm3bnA2n4H10FivoNJz8AddDdS8lPLJgICXvh4beaBwdurL8A4J8ZzQnLLwJxDfBD0sQcWFc6cb6rMlcjjTdco%2baP7c4cZqFx9NAbAq9si7sGVMQTuMjXAY1AlQSYicGmQflGhAa5Aq9FHMOsrFZ6vWz4eqPCYurHf1/zSr4EZ2IKxFfXnuXzXFA3cwrXkiR950CE3KgZj2ml0cYRXeRW8uQDPXhPC7mY66L4cX0Z3eObWqlcqt39O5foKkgqe66ATmy/35VSvNbV8gUpYfjVSuJr1CH2k8JKTWndklzD4pcnf%2ba4P4sUp4WuJ8CIRvuYEePE5xvP3Z9x7bsbmXu2PbHZXZulGU6b%2b57J8YBj9eIwD8oxguJFWDkw53Rk3uzEDldvNa4dV3RsXgjffkN5XkptCwtw5ETX7rJDkmuVFEE6LwDXTg4%2b1Zh5Y%2bE2ac2ZcMOOCCLsE7Li8vxc7As/5GxoGfBLg6EBEberTCuCsnxn5P2cF4DcDcADt8KwH3JfVA851Xf68JnhT4Fafnr8HOEisT2vSDbiDvh54V8t1U0YHPvqZL%2bAcnP09cwY/A/NMZXpVKvYTIbXpgpn0XBmXCDuMx6tn7upCJE6wm%2blueKISlHmVN9OsPeiurMasczDrek5QuZaTXw/jXE8PurbVmpHf/l3FGdpgnQ/wwKdg0gN0M%2blhHmWkdmDP785dcA7stgAuAGx3hC0z7mnZ/glWAO4V7s161xpQfS4UuFyAT/mGu46m%2bargCWPgtq9WuQllcE5UeX%2b2DS3wRpGhbU7hsVndpWFuu6vweB8Gaah4APjIX30eZ2BcMHAGxjlnk89SlyncGgJgqv24/pwHy34dCjbDMs0vM2axdQnIc/kBuqncK8ENwXSlTheozNqZWfdWIASbNgrrzrZpPqrzV4qkMnT0VywF%2b4k6ntBdKWTXNFC4h/7gF8dqB1b8tuwpM54HYwvCdgZ2O8J2R5hmMhNP2ljX1vy3qJxmuRi5oGZ9vY9wo8rdTdz3uNR2uc5VdtYdov%2bYuK/y5osRVR4H3LXHFF61rVa4zzZUuLZ5SeG9PAtpUfEA8PN/%2bXmcM%2bOMgTMA5ztgNxN4Vh%2bMaoGjmnVVuR2Yilk3Hw5A19z1oPtfWqjXvblyw40lQnnTZoROqB%2bnrlD5RKhfCBzfUqkO2XcqVbiadR3Xdsy6WptFhdN%2bhfs8%2b9TumrCcfuLPP4dTZpwx42xL2An8rZCogIPrnqvAgXp9vQeuCgrQeyrv%2bvL4jLwKgNzxHnA9R1IDPLbR8oiZrqzICuDel/vALQLHCuAIeVaYeE17Tb2mDJ5wBsbpTLg/E2gH0InWmYGT%2b80Ws6bO4o0edNjmWrMuZSloisdV4X7fYHgGFLOu7%2betyuopHLXCY7uqHdGsS0zSzHVYFXtMum9b3F6ZVikeAH7yzz6H95hxCuBsC2y3eWhnj2MVkihLm22LF1xgVt1Q9aPOrAPugcrAl9MUoAezXy2a6Ck8QPcvZR5ZoUrhCAq3a/QNrfPb8JZga/d9ssetSwr3xVO9/eCj69QemrU//fCfvonTGTidgbMtYd4BPBPsV47JvSakMq0OeLyh1FH5wjPyCrjW4YG79XDdlyQE4DQ54P5XriPwCiCBqi/X6zVSN4/NDWAP8Lgitwe8cWVteWvSalOv6enMeJ4JpxeEF3aEkx2w2bgXCDQ3wzUwwKxm8FThqM%2bxzfAumMqEU1jMkVCmGeNEDcSPk2tOfD5ulVKVLz88QZ2iH3dl7DPr5iKiwnsp5g9lPfiF9WpfqmaYfuRP38TTmfF0Bs7OE7bbJM/aB9BVeQPoXYVrPmTgHjrBqZy4fmV6/DFAK6tE6%2bQeH2PiPvQYuEH8bgPdNVQ/ewEMzLpF/e5bOV2Fa/E%2bf6cDHQrdmn5o%2bvCfvIl3GHhyRrjYUn5wbyU6X94Dvu8ZuZrxFIBXvjzHFRVwgnupjZaVb2wEPqUO8ITSe4PKW7OOQSeoBdA167ZCdQ9wPbbHpF8Gumvu4en7/ujf8M4MnJ0lbM%2blRcMZLZjKPfAedAPuLtiAJwdc/%2bmPAY6AJ7TAI0QP3CalBPiCr/f7OADncF4Z20sd%2b4APxujHSgf7eJ%2bezIwHp4TnnkvYPJjFfIaTglnvLooQ4Lpt%2b/S4D9g0%2bZ/7DH5cx%2bJM8qve4bl3nYeqvH0/3mmz7POvWVnlx5ekNhq2DtJl1b6vGXvTD/zRm3h7B7zznqg%2bqDwRNypvkkL3N02hxyhd/%2bp2B7itzCXIL2F2FN5RefG7nXNjUt9NpYMN/bhCX1I44WCFXwU6gPFCjEPSH3/Pt%2bGDX7fDC1%2b/NTOtwIEVwP0%2boChc9lV/Y9DGZOvcZjlPf0yhq/JHi84eAAACyklEQVSewuPNXjDBtiYf4VGpbTpTtU/lobOvTVeFDhwJPAD82fd%2bGz748Bz3X9hV/m3kx3W72q/A3L5LAY9le%2bCSvwbUqSMknYZeBVzbuAQ8Xt/KdAzowBHBA8C/fPhb8L6XzwH/hX1fWe/XDy8BPA/jnIu3iHoQuLn8lwWOUJTmvSngwPGgA0cGDwD/8WMfwPPv29aV9N71psBzK8rxFP7q8X3AfdkRuH6M4PYEWv5btLH9DXAgrKhp81jbLpGOCR24BvAA8N8/%2b01I92XYNXgok%2bc%2bBjNWjXvIPn92%2b7sqj5E6rgYcyTXxGQEHjg8duCbwAPD2x152tcjf5KycV%2bnI5FJZv79o1nvAwah/2LVTvk9ueOaBE/KXRp8FcOB6oAPXCF7T2x9/2eBWKl%2bKpKlE9fZ6Mjl/32rWqwLXJi4CH/nxaFku4cc1XRdwTdcOHgCefOJlre3SwAGn8ipPPnhM4JZ/LXA9f5TvwHTd0IEbAg8AT375JalRduzx48ndyO7XpTxw/0x8X6Tu9tuSsTXAR2XGeu8AdOAGwWt68qmXuipnlMeleb/8Ie5MA9NRgANAcsvH4vz6lyNwTTcOHgCe/MpL64B3zLoB13P3BVIeuCtvFfBemT3Qdww68IzAa3ry6ffXP5SjPFPrS/Ow7OrAgQz90sD99h0ErumZggeAL736/ho4UN30Cng4tu9z%2b048Ad6M7W8WOPBsoQO3ALymd974hmsDDgAT0zLwWObIlN9hlft0a8Brevqr3wB7yR1w8LPxeI4BB5xiv3KBa7p14H16%2buvvr3cMOkF86yUgwds%2b4L7MJciXhH7bYPt0q8Frevob7293DlReAQckEPwq8JjuBHifnv5m7gTtu21XApfz95rxA6HfBdg%2b3TnwMb37Wy%2bVOXXgxoDfNdAx3XnwvfTub3digzWB2mD/XYfcS1%2bW4L%2ba9qf/B%2b%2bI5h5udww7AAAAAElFTkSuQmCC'/%3e%3c/defs%3e%3c/svg%3e "discover")
'/%3e%3cpath d='M11.036 8.335c.034-1.393 1.276-2.595 2.66-2.616 1.382-.004 2.764 0 4.146-.002-.004 4.661.007 9.323-.006 13.983-.053 1.377-1.281 2.556-2.65 2.58-1.385.005-2.77.001-4.154.003v-5.819c1.345.318 2.755.453 4.127.243.82-.132 1.718-.535 1.995-1.386.205-.728.09-1.493.12-2.24v-1.735H14.9c-.01 1.147.022 2.296-.018 3.442-.063.705-.761 1.152-1.425 1.128-.824.009-2.457-.597-2.457-.597-.004-2.15.024-4.841.036-6.984Z' fill='url(%23b)'/%3e%3cpath d='M18.727 12.045c-.125.027-.025-.425-.057-.597.009-1.085-.018-2.17.015-3.254.107-1.376 1.384-2.509 2.756-2.477h4.04c-.005 4.661.006 9.323-.007 13.983-.053 1.377-1.281 2.556-2.65 2.58-1.385.006-2.77.001-4.154.003v-6.375c.946.776 2.231.897 3.41.899.887 0 1.77-.137 2.633-.342v-1.168c-.972.484-2.115.792-3.192.514-.752-.187-1.298-.914-1.286-1.69-.087-.806.386-1.658 1.179-1.898.984-.308 2.057-.072 2.98.329.197.103.398.231.319-.099v-.918c-1.543-.367-3.185-.502-4.735-.103-.45.127-.886.319-1.25.614Z' fill='url(%23c)'/%3e%3cdefs%3e%3clinearGradient id='a' x1='26.262' y1='13.646' x2='33.076' y2='13.646' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%2358B03A'/%3e%3cstop offset='1' stop-color='%2355B330'/%3e%3c/linearGradient%3e%3clinearGradient id='b' x1='10.887' y1='14.159' x2='17.73' y2='14.159' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%230F6EB6'/%3e%3cstop offset='1' stop-color='%23006DBA'/%3e%3c/linearGradient%3e%3clinearGradient id='c' x1='18.66' y1='13.806' x2='25.479' y2='13.806' gradientUnits='userSpaceOnUse'%3e%3cstop stop-color='%23DE0D3D'/%3e%3cstop offset='1' stop-color='%23E30138'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e "jcb")
