Frequently Asked Questions
Huge discounts at checkout: Over £100 you get 20%, Over £300 25% and Over £1000 30%
What gauge are your jewelry items?
We offer the standard sizes for all of our piercing jewelry. All of our tongue and belly rings are 14 gauge unless otherwise specified in our description. All of our brow rings are 16 gauge unless specified otherwise in our description.
Do you have a Catalog?
Our products are updated daily. Therefore, it is not practical to have a printed catalogue.
Size Charts and Measuring Jewelry
|
|
Length Conversion Chart |
Guage |
mm |
inch |
20 |
0.8 |
1/32 |
18 |
1.0 |
. |
16 |
1.2 |
|
14 |
1.6 |
1/16 |
12 |
2.0 |
|
10 |
2.4 |
3/32 |
8 |
3.2 |
1/8 |
6 |
4.0 |
5/32 |
4 |
5.0 |
|
3 |
5.8 |
|
2 |
6.4 |
1/4 |
0 |
8.0 |
5/16 |
00 |
10.0 |
3/8 |
|
11.0 |
7/16 |
000 |
12.0 |
1/2 |
|
14.0 |
9/16 |
|
16.0 |
5/8 |
|
19.0 |
3/4 |
|
22.0 |
7/8 |
|
24.0 |
15/16 |
|
25.4 |
1 |
How do I measure a Naval Ring?
Measure from the end of each ball or charm in this angle:
|
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BNOiMRxAYgGnz6I+ZdxuNo5f3ndLVFa5t7d5FDcCVUkA/LoDvgD8ht1/Kn4n9Ud6b3x2GxO6N8Yytq8tj8AlQmJpp6XI1VGEpEq5JahU0QAnUxN/Z5z7y9a8rc1brsdlI7W0DAKWpqIIBzTHn0HfbHmq9505J2XmTcIo0u7lGLBKhQQxGAST5ep6OT7B3Q+697917r3v3Xuve/de697917r3v3Xuv/T3+Pfuvde9+690GHbvbmzuldmVm9N51cqUsUiUWKxNAkdRnNy5qeOWSjwOAoJJoPvclVJC7kF0iggjkmmeOGKSRfcSB5nr3WuN8hf5qfzO3Z2XXbN6yw3W3xs61gykW36beW/6jJbu3Nm8nUh4arErtXamKyG8nzdJNE4SGn/AIDXU0qWmiammpauZRbnb5LqexN9E13GBrVXDFS1dIIH2ZNaeh6bLSBFcxEKf8nTimK+V1bR0GfH80vtag3LUwwVlVidv9T01Zs3H1HqeqxaY/cnduYrKv7V/wBoyOyjUpJDj9R7/VjcWtzcCIiMCtQpYf4f8v5dEs3Me2Q3CWzTr4xIFKitT8vQ+R6EfCfJP+Yr0HvfAYfsnsfb3Ze0MzU1VFt+vy3TOQhwW66l41SjXK7rxm+M/uDZ+4pHaK0VecXtiWQyiXI4qKNZ6kpFlLIaRwkx0qWBFBxpqqRp4H16NkuYTGpdtMhJwRxHkfz+zq0H40/PjrHvnO13W246Gv6n7rwb0dPmuuN3tFTVE1TWrUmkbA5HX9nmIK40U328kDy01Z4nNFPWRxtL7RMNJOcVp/Kv+DP2dKPIHpHfzcaI1/8ALv8Ak3CFDMuxTOoPAvBkqGS5P4At7kT2lfR7hcskf7//AOfT1Envqob2p5xr5W3/AD8vRIug/wCdB8LOnuieoes94ZTs+r3nsfrvaG3NxUeD64yNbSxZWhwlJHPFSZCpq6KjrIgbaXRypHuF+fvdXlGz515ptGkuDLHfSqaRHjqPCpFes+/Zf7hP3hOavan275ktLLZ49tvtpgljaS/jB0MgoWVVZlNPIio6Eyb+fH8P5HEeF2H8jM9JpJKUnXGFhb/ABKneUbm/9bAewefdzlo4itL1z8ol/wAr9Son93d72oC1/wAxcr2614teykftW1I6a5P54nW1esrbV+Kvyf3CASkMi7YwFNE72BVZWiztaYSfzbWR7bPutYvX6fl+/f8A2qj/AJ+PSxfuAc025Qbx7wcpWx4kePMxA+VYVr/LqO384jsrJNFHtf8Al7/JPKSTE+MVNJSwCRbEgp4aea9/8bD3U+5d89BBybfMT6gf5unF+5Fyrah33b7yvK0SLx0sxp9tWHXD/h0P5nZZ3G2v5ZfckqAeg5OtMDAn6eQfbQJa/wDQ+/f1+5nkJ8DkS6I+Z/2Orf8AAkexlmqndfvXbErf8LWv7O4n+XXh89f5o+XjjOA/lqV9KZiphkzm4YI49DfTyJJunFOh/wAWK29+/rfz9KB4PIxFf4m/6HHXj93X7o1kzfvL71MbheIihJNfkRbyA/lXqYvyc/nVZxtGE+B/UWGGm5bP7wwysL/S0s3d+PiBH5Glj7t+/vdGXEXKNsv+mdf+t46YPtP9w/bxqv8A7xG9Tmv+g20v+AbU5/Oo6DjtDfH87bc3Xm+8f2L0R8bdqdc120dyw7yqcfm8JV5mj22+HrDkZceIu3dwLJWx04Oj9lzq+i39nPLO4e7x5k2Fv3Pt6J9XFXuXA1iv+jny6DHP/K393la8hc5C09xebbvchtlx4Q8KZVaXwm0A/wC6yI0LUrkY8+jY/wAlOpjn/l0dHKjEpRndVFdjyDTbirkYH+gDE/7D3kj70Lp9w96P8QjP5mNa/wA69cuvu8OW9qOXgT8LzAf6UTPp/PTSvz6NL238x+rerchNgoZJd3Z+nkaCopMTUwRY6mqo2AmpJ8oVqWlqIOVkFNBULFKpjkZJFdVivqbeiyZj+Z3tfb7Q1eT2PCMUHj+9Ee53WupoGdRI8S/wKVZ6pEa6QuIVkPHkW9x7r3R6+ke/up/kRtSXd/U+8MTunH0FfPh87S0VXTy5PbecpHkiq8NnaKGWV6KthlicK12hnVfJC8kZDn3zHDr1KdDL7917r3v3Xuve/de6/9Tf49+691jmmip4ZZ5nWOGCN5pZGNljijUvI7H8KiqSffuvdUl9hd2Yvt35s7Y2jmdw4/E4fD7Hydd11FuPK02BwOPzNfnWxsdfJWVcb0kWXrWxVIY5bSVH3lVDSwkSBUcw22eK2uVnmSsag+QJz6V6blBaN1BoSOiadmfGPCt8n93bxq8B2HTZLKvtTL7Qq917bz2yYptwzRLgshW7OxGVp6HOVdNSbgwVLVnIeWGWasrox4KRYw1Q6YItwfcHjYxajropoaNUHK8CCK/7bplZZLZYIwAxAoK+v2EZHRVu5D2t8Vd99JVvcvTW7KbbsW8HXL7mwyxnZuV2Zg8tJTCPGnK56vgq9xJtyajnWHJVv3f76+WplkE5jF+2e4V7sWy7lsslqlxFcRaFZm06GwpkHaWytaqStWo1cHoLbryJt++7xtO7SO0V5bSaiFH9ooNRGwJoKMag0rSo6d/mP3j3V3M0e5+pNvZExbhq5Nt7ESWgrZavEbebLUmJzW48XSTQVWIymfqMvWU8bLEZloxJG7rKtFMSGWvZILJBZgiKQadVM8MinE14AivnToSJGGnaO4VNS5860qa0+Q6S3zW6O+TvRfV8nzb6Yh29uba1FjZt29gSbb2xQwRdS7qjrKXLb1xlbhsWsNVhOuZgcmstVjan7WmaohapLVFPTZKRNNvlxJt0G2bnBFqtq/qKqmTQ2ns1gaiq0JCkkAk0p0Idk2fbrncJhJcMDcU0ippUasjNASaCnmB69Wrbz+To+X/8mzujfNelZButug8Dls5SZNSmX+13XszbG+dv1uTTxwj+KnD52OnrmVVR6+mndAI3juKPbOkHP/LQDVAu1FfX/i+oi96IGHtpzvBKO9bVwftUj/N0eP8Al5bE66zfwt+NWfqdhbJqcpX9U7XlrcnLtTAyV9ZUx0YiaoqqxqA1FTUN4xqkdi7H6m/sp9wts2+LnjmelhCGN25NEUZr9nQr9qecubJfbPkmE807kbdNvjVVN1OQoA4AGQgAeQGBwGOj1023NvUVvs8DhaS30+2xdDBb/W8UCW9hNYIV+GFR9gHQvl3Tc5/7fcZ3/wBNI5/wnp4REjULGioo+iooVR/rAAD26ABwHSFmZjVmJPz65e/da697917r3v3Xuve/de6DXuXG1OZ6k7NxNFTS1lZkth7roaWkgjMs9TUVOErYYYIY19UkssjhVA5JPsy2eRYd222V2ARZ0JJ4ABhnoo5ghe42LeII0LSPbSAAZJJQgAfM9Ul/C/M9l/HX+VxtfZ24MJmOtexancHatPHRbrx9Zicvitv0eTq8hU5daKWMTxwVC1NPB5Tp8cVUZFIKggf+8N7Zbhzzf3dhdRzW7xRdyEMtQgBFRjHUX+wW3bjtPtttlhulnJBdxzzVSRSrULkg0NDQ+XRcuhcLvvszcOOwuER6zd+5TJkkjjRGraegeJquGXK1zAmCeCgj1yDyRwQMWVLqAfcXdTP0cDsH+XNLXda7+rtyZLdtHmE2fuOsppIarF5LHpkIsZPURF6ZK2RoohWaHMqmOdAhMZuDfx4de6Mr1h1FszpPGY35g7b2u2y8rnev9s5buzCbdqoaLbed2jlcU+f3zl49n0NJV4zH57a25MkMq81I+menxMwhZGrquWsUa1nAjYd2mgPkCP8APn/D1WjA8f8AiurNFZXVXRgyOAysDcMpFwwP5BH09p+rdcvfuvde9+691//V3+PfuvdBd3VknxXVm9KpHMZkxIxzMps3jzFXTYiVUPBV5I64qCCGBNwb29+691QB8hfjvn9z4Ze7tkLJl90dcJjsLm9pTu0VDuDbG5NvT5TMYN5Y3p3Rs6MtNGDI+nUwSMIzFm95g+nXvt6VXVvd3Xvya6xg6c7k3IvX/Yeydu7jo+pO2t/7/rY6LccmXgNTDsTuDO7lbN53FZGmraDHrVM9XImTbG00kQR5Tifai2uXtniYsWA+LAAbuHGnngfn+zqsqeIrUoKig+X2dWiy/HfrbFdb7VxPbG7c3kevuoJ467JYvO11JV7X3xJT7V3BspKnfGFq6TLS7nxGXj3bNUQ4eaWpp5KxaJFif7eNHdvbn6uRpHRavWuPIkYPlinTcMRhFA5xSnyI8x6dER/mu9jdffHvotKLq6g2hhNy7BzeGloaXEYnF4rE9a09DtzK7oXbtJHjZ8RjKGp3dtbHvjmxKpI0GJy4qWg0S0gm9BLLDbSS0/TVlpx9c0A9AOqy98kcdTmpp/nPRE81/MjzW2ut9v1PxEgV9qbyx21Ml2fvHeNFHtbb+2qDP7eeq3VgqjPbp653lgabsfamOylKaytkxuWpY6pUpIMfmKgxY2VZcLYBPGS0Gpqd4AGfQ07mx6jGeqRicnw5JO0A0Fa/s8h0YP8AlsbR2n2jhOw+q97Y/M5frXujA5Dake385VywZyXrrZ+0tubO20dy1dI6TPurJYLYdNPkKjWZnqp5GY6nYBLt25Xm1bhbbpZS6b2Fw6tQGjDgaHB6T7ttFjvm13uz7nEZLG4QpItSKqeORkfbx6v66u6z2b031/tXrDr7F/wXZmy8TT4TbuKNRPVmhxtKCIYPuKl5J5tN/qzEn37c9yvN4v7rc7+XXeTOWdqAVJ86DHXtm2ew2Da7LZ9rh8Pb7dAiLUmijyqcn8+l97QdGfXvfuvde9+691737r3Xvfuvde9+690hN/8AZ/XvVmGk3B2LvLb2zsTGrFarPZSloPuGX/dNFBNIKiuqGJAWOFHdiQAL+/de6px72+WewvlnvuPofrjHbxxeXq6DJ7Vwe4M5hJ6OhyE28miwMmTq6BdeZ2LR46skpKmKozkNAtfArtTeRogknuvdWbZnF9I/Gqgk7Kg2ZtnYn94sxtzBblr9u4WjpJp5cj/uPpY46DGwEystSytJHRReWcrqIex9+690vN+dl7GwXWtfvbP5Gug2TW4meSozkO2dw5emosbVRPE2QytDQ4qpraHGqr/uSVESRKh9RAPv3XuqH+pfnZLsL449vbe673Zgew5dnV+epts4zOY3LZvJUG0c/wBl1e2afLzxY2urszS0O2+saWor6TBVOL+6yFTjnZajx1VJBVvRFK9xpTI+0Vp/q/4vqjasBaUrnq/vqzI5HMdY9c5bMUGRxeXymxNo5HK4zLrAmWx2Srtv4+qrqDKJSxQUyZGkqpWjnEcaRiRW0qBYBn59X6Xnv3Xuve/de6//1t/j37r3QWd2Yh811ZvOjj5aHFjK2/1S4SrpszIoH5Zo6AgD+tvfuvdFt+P+3IRno8hLDHV4LfG0IYMpQzxJUUMmZ220eGqYJEkBQSrFjI5QCL6ZCf7Vz7r3RUvnl8QttY1qXuHr7H4vDlJIKLcuCgd8Y00QV0Sow9ZT1MK0ymIhPtpIpo4yAYRECwb3Xuif7fwPYG7cTtyvn7K7H2lhcZmdo56nwG6idzVav11VV82xBkqPC4qeh3rhsA1e321LX1NKtHBDTmOCeaCEwe690BvbVFj5kqX3xvzu3sWDCvWZWPb0eHmTaGW3Dka6trtxb4r6TO9c4hJt/wCYrq+pnlyte1SYY6h6emiSA+NXPGl8MQ+IfCrWmP8AN1VUVWZgO49Bv1/Qdf5zfmyqneG2P754rIqtXt7aBqc9i48RmYKuVqaHJ4hqHA4SsgR5DLOmNjSknlnPnefyzrJSppSpp1ugqWpnpy6r3d3z058jt7bB663zhurdj43+H7w27u7cu3MtuHMa89Rx02Q2rJuvcFZPiazC5DdMeQnqWf7rLxVABqHemqPDNrrfVzuw/l18msfSUb7o2JsXtLHMiRy5bZeWeiyEkpsizhBTUstbFM31alwxSMn93woNR917o1OE+VYmpIqrdnSnce1In1CStTbBzWJidDZ45KiCSjyUMyAhik1HE5QhlDAgn3XuljS/KTpOpj8r7oyFGAP3Vr9pbvpWgfm8cxfBaA62/BIubX9+691kf5SdDRoZG7BpABf0/wAG3L5Dbg2jOFDn/be/de67ofkz1HlZDHic1kskwF7wYDLwp/r+SupKSMD/ABJA9+69017l+SO3cVSVU+Mx0lT9rC809RlKuKjo6dVUt5Jf4amYnYL/AKkqhNwAbn37r3REt8fKTt7sKqbH7c3zj+vdt+eSOoyW0dv5PMZCrh8hCU+PylPitzBq+RdJTyTYaMXKmUmze/de6ALMU2158qKYYzePYXY+VpBPFVbyqt3ZHfWQp5rwRZPFda9R5He3eW4cPJKrRzjJZak2xGP1+Iah7917pU9Lfy++9czu3E7/AN25YdP4XDVpyGE2Yp2/ippCZEmkpanrnqqoOxsNhsloAL1eby+RkjZhUUsFQI5o/de6GbvvO9pS47DbM7G2Mdwz7RrqTceAggr6U5ep3HhqPJYqLcuBOYyeA25vKky2HzDJLE2So6uiqXaT9by04917p06vptwdr7dyI35nKraO36ofY5HZW/ts5vG/eKnibXlMdg94TYPOYFgeadMrUQ1WkpLCq+r37r3T711/Lg+JuJ3RhN7bG2Mamvp6+oy+4N+ZOSpebdFXPkZa56bGU7rT08NDYxUcUdPHHQY/GUcFLSovjJPuvdWdgAAAAAAAAAWAA4AAHAAHv3Xuu/fuvde9+691/9ff49+691jmhiqIZaeeNJoJ43hmhkUPHLFKpSSORGBVkdGIIPBB9+690S7aNbN0d2NkNm5yOaTZ9dM9fgMnUXZqWGp/yenrBNoXysIV8FXpv601WHAPuvdZPlD1zvTuigp8RtaqmpNu7foHz1bVwqGjz9YFWejxdA/6ahZI/UzrdRwPrx7917ojPX+7sPFX/wB3MnQzRZLHTmhlpWop45qaaJxFIJQpYXJW/v3Xuhl3skmUxz4bD7MOYNW8FJNNNSR42hVaxkhX7nIVwEYW8nqC+r/H37r3RZewfiFsfZG69kb2pchWbn7mfKVdTWS0VWx2ttTCtSGmxmBxdFCTTOYqqYyO/qeRkOo/Qe/de6PR1J8O8RX7Gat7IlzVFujMVdXUU0WPqkpHx2IOhMZHkqWaGaOqrZmEtS6SqBElSImQSRlvfuvdMed+CEuPrp8lsTdVFSPNplmZqbKbbzVRMvID5fZmV2+0oDcRySDzQryXlIsfde6m4na/y261aNcflNzbqx0H7aYfJ5Xb3YkHiU8SR1+fO3tzNBxwJMm1QL/oa+r37r3SrqOzu0qiw3b8eoszJIESSWfbdTFPOLBWKU9XX5uYoLW4Zxf8n8+690Dm54cvlxUjCfHOgo5nfUaKbr2kir0kltZKWty2W27SteQWLfayBTySQPfuvdI6j2D8h6whcB0PWYAl0SKpyFF8ZqvFxRlgRqaHCw7rp0Vjcus80gGrhjb37r3Q+4Lpf5RboxdLht6732hsfbiKrHDbVp0zLsNRYwzI2D249HJqAN46uoiUm+g/T37r3QlY34c9YsA+6a7ee5nZEE8Um7cnhI5pV5Mj1u0xtvMyRMfrC9S0TLdXV19+690YXZvXuxOu6CXF7C2btjZtBUSrUVdNtnB43CpXVSxrF95kDj6eB8hXOijXPMZJXPLMTz7917pYe/de6bspiMVm6RqDM42gy1C7B2pMlR09dTM6hgrmCpjliLqGNja4uffuvdJCl6o6woqkVdJ17sunqFZXSSLbWITxyKdSyxIKTxxSg/21Ab/H37r3QgAAAACwHAA4AA+gA9+691737r3Xvfuvde9+691//9Df49+691737r3SO3tsnD76w8mKyqvFImuTH5KAJ95jKpkKCopjIrIwI4dGBR1+vIUj3Xuii5rA99dT0OZj21PPlcbUQVKUNbjaafcGNpJpIZFp6yqwBhkyGNELEPOY1aFAv+db6j3XuqTpPjP8updy5LJp2tsGmy1fX1NbXVU2Y7Coa96medppKh8fTbVqPAWd76BI2kC1/p7917qyjpXpvtak25jqTcu6d19nZ4aGrK+ppDSbZSqKKFixsVYsuQFNRlR45qqsjDkanjXhB7r3R5OtuiYsFk4d07vlgyWbhIkoaFJDUUtBKApjqKiV0RaisgHCog8ETcqZCFYe690ZD37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3X/0d/j37r3Xvfuvde9+691737r3XB40ksHRHA5AdQ1v9a4NvfuvdcgAAAAAB9ABYD/AFgPfuvdd+/de697917rizBfrf8A33+JsPfuvdYjOAeUe39eP+K+/de65rIrcA2P9Dx/xr37r3WT37r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691//9Lf49+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691xKKfqP9tx9ffuvddgWFvfuvdd+/de697917r3v3Xuve/de697917r3v3Xuve/de697917r3v3Xuve/de697917r/9Pf49+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3Xvfuvde9+691737r3X/2Q==) 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How do I measure a Tongue Ring?
Measure between the tips of the balls:
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![](data:image/gif;base64,R0lGODlhlgCWAPcAAAAAAP///8NrdFIhKZRze+fO1lpCSr2lra1Sc9a9xsa1vc5SlM69xikAGJZ2iBgAELVSlLWcrXMAUq1znMaMtda1zt691pwphJwhhMZrtee13oQYc5w5jFIhSq1KnN6Ezt6t1pwAhK05nIRCe3tCc8aEvbVzrd6c1koAQnMha4Qpe3spc4wxhJxClKVKnJxKlP+193MIa4wYhHsYc60xpZwxlKU5nL1Cta1Kpb1ate+E52sAa1IAUpwYnIQYhFIQUq0prWMYY5wpnIwpjGsha5w5nIQxhK1KrYxCjMZjxpRKlK1arc57zueU55RrlKWEpc6lzv/W/+fW5/fv93MIe2sIc5QpnK0xtb1KxrVKvdZz3loAY5Q5nIQ5jMZzznsxhL1zxrVzvc6M1taU3saMzuet7zkAQmMxa7WEvXMYhIw5nGM5a61rva1SxpRSpXtKjEIAWpxzrVoAhDEAUloAnBgAQiEAa4x7xhAhSsfd6dHj7QBmmWajwou50azN3rnV43Ssx5nC1ta1rd8yMuE9PeFAQOFBQeJERONJSeNNTeVXV+VZWediYudmZuhpaehqauhtbep2dut9feyEhOyIiO6Pj+6Rke6Tk/ChofCiovKpqfKtrfKurjkpKfO0tPS7u/bHx62MjPbIyPfPz/jS0pyEhKWMjLWcnPnY2Matrfna2t7Gxvvl5fvo6O/e3vzt7f3y8v309P///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH5BAAAAAAALAAAAACWAJYAAAj+AAMIHEiwoMGDCBMqXMiwocOHECNKnEixosWLGDNq3Mixo8ePIEOKHEmypMmTKFOqXMmypcuXMGPKnEmzps2bOHPq3Mmzp8+fQIMKHUq0qMIprqYYXRpgihQNcUaMcAIiDhkpSpn+lBLByRcnYJ44cdL1jZM3EbJq1cnAiUA1bdqIgREAzBEtSZIcCaFgLU4pcdSwKeHGTY4ccWBo+REHRxEubo6MIOPKL00pTtR4scIhB44lTMKMgbEkTI4lJnK4cAPjTQXLMae4WLGkyJAROUy4YBIaDJkSYbwsWSJGjRg0c6TAfklBxJLDONwsceOiBBjgJbyEyZDBzYc2Wdj+cDmidnlKKF+wFKY+wUYGL1hMWA8DJsMSNkjclHoBgUOICOapNIUbSGThghLSLaEEDDCQsQQZ9Y3gRhgKSjZBDivUcEZ5AZJUQRGGFYHDDW58gcQJTVAwnAtgDHeEGxfYUEQSORiRgxImdGjSFIEtYQMLtb1QggkIHlFGGCaEAUMZhangAQ4mLOGCDhakwKGOH0mhxBVg3JhDGmUEoMERXKQRxRhixHGdghBAsAQOOLiQgxhUMIDlSBZ8kUUbHnCRgQ8fgIAbF21EAQUYboAABQkkTABBYTlwoIIaVDxxp0gHjEedC0cMYcIEEqoRxRRkoOGEGB9w1xkOObjxAhf+ExyxxqUgTcHGDXG4EJ0Lfn6wRBddqNGEF/alIIQWOhyRBQSeKaGFIAGscSWtGZlwhJRwuuDFByU0oUMNXKSgwhJGIDEECzZwoYQHLXygghcIREHCtNReZEIR0+HABQ4fNKGFDS2swMINIohAgwgtqHvEERy0QC4YWnBBRr0eoWHFpi98UcMSdwRwwgQm7ADEEFbQMAQHknqRgxZFqABGEmrEQXFHFpzARA5t5FBEDi9GIcYYAQhHnBglJPFvEiY0UcISI7RhBRozc1QAFDrQAN4ROmihhhVpyIEED0QEsUIJTMRFww0UnPABBARcIcPEUWs0RQlY4JDEnkckQQP+Fm24gMAYZURRxhgntKGGCxxk4KsSL29RWdwaQXHDyjx3kcMNWNCgBYMnCF4CDGqowW+C3hEI+UZS0JBFFj6kMWMO6ulwAhmdj2CCz0sEsMoVR4SRxBVBgHD6RmBs4IMbd7fYhhtjQAGFBhQA4EQUbeTeQatWNJEFCcNv5MobdLSBVw5hYHEFEwqUAAUM0FuwGRY5AA3aBnZ2r1HqvidBHxNYMAGFCZ2DwQnKoIU0HMELboiCBnwgPPtthAxF8AJvmGA0JtTsBOwrgxS8QAUugMF3NnCLAzlCgSFgQYJa0AITIhAGNIihVCDQQRuaoIYVxAAJI/SIBSKTwqw5gTr+bgDDBOKABUL1YAQayOFHpoCGHnCBDWI4AhB8gAIeuEEMIpDBDMijxJAw0Q1FeAAAOmEAAwCgDmXIwOO6OJIpHIB7AjEAgAyih0DY8Y54zKMe88BGhRSAAAdwhSsI0BeD9GEPiEykIhfJSED0MSF/TEVSSjHHgvyBD5jMZCYdwElNetIPj0TIH0+RFFNU0iGEGMQgQhmRUZZSZhA5hCpZCZFBhiIpp7BULGdJS4cMkpRTeIIuHyLLQcSilw2ZAgFCUYAAPOEUEUGEKl+BTIYo8xTKOYUpIqKIaVZzIco0RTMjsE2IdHMQ1PxmQqZQCnEGQAGloBdCzplOdSKknRb+eGcpuKlKVdgzIaUoRT4ZEE+IMKKf/0SIKUqRgAAwgADyPMgjEJpQgzyBoVNIAAGU85CJDsKfFS3IKQjAgCmsggBrbIhHSRFSkZZCAVMoQCma2VFVgqKlBIkAIU1KUohIwqY4HcgBCJCKmPb0IT8dxE2D+k6ixvSlPgUqUxVAgFMYtZAOSaonmOrQqiKlFAeACCVUuVWmPlSSUjAlRCpBVoVwYhIDwYQlBMKKSAyiEJgwyCcSARFUDAIWTKmAV10RCmg+hK2DKKtBYGGJQXBiIJH4hEAWMQlYsAKvBRHFYx+CiUVo5ZeCLOxaVbmJg3AiEYsYBCoGssoAiOKvAsH+hCMKggpWBIAVqIAFJzABWIGgAhO8FcgkLMEKTGyWKFKoamgN6xDEZuIgmBDFawfyiUgcxBFwJUghRBEASzhiEbL1bHcTgYlIFMK2i3CEIzCRiLkSBbSu0CZEMqHK5yJEtgOxRF4LwonzEoQVsP0uYKcrikL0FrwBGER28UuUawpSvg+h7yDse5BI7DcAibAtQSxRiNUSZK8CGYRkA9DZAETCvQN5bW8tbJRSMHMKEHaIhClskEKMmBV8HQgsIrEIDxOkvAHw60AmAVcbF4TBGD7uUFy8ChibIqIFkfAlEAJgDctVx4uIRG8Lsl4SizcACB4Ed4Oc1xMLBBaD0DD+UUzBzPju8yGaUGUlEPKJQkB2xAH4bkK2GwAis5a7CIbFIuaaiM0WeCkLXYUrUlFQh3hCzgixhHVDPBC/qlKVX74tbBHs2taiohCLSISW0Wzl2RolFKVosiBKkdKFPHoQc14ILHycEVGoGTanSPUUVs3RhryaElwNQK5hKgiUPuTVkgj2AUohiF0TgKYNAYUqk83VoULBFSetX7SnHWxGN3sVUHWItAdB7ak6NdsPGTckgq3RooI7FQ8ZhSofEWwLENUVMg2rQ1Qx72AnV5IFMIW+G8LvQdCbq64oBSldIfCHFLwRwWbnwk3BXIYUXBERV64UROuQVqgS48FWLmH+K76QV3w82AFoZ2hD8RCTDwLkXDWFKR7Mcoe4HBEol3kBnPyQWKjyECgPxYtzDWWC/DzoM4Vxoxty9GBrs8mMbrVCVGkIlEcg6akwNkHqqEc7CuDrXedjQocKda0P5JCMTPsiHTn2VOuuFK8hyCU9Sfe6gzKhCjDAKRIgiAFYFeUPkUKpXnABMliABDDwwhe2MEzAG0QKSyACEsTABiscZ2VqIIMIUmCEJxS9pRFYww6gAAI0MWEMJfiAFrrABA64YHYjyKfjp+AEFijhAlFwQgYQwAICOIEErrBAGYighi+4IQs7OCVTXeGGMyjBBTVYwQqaMAEKfMANlnqCG6r+8IYVdMENNTCDCLn6BBowQQhDuMIQgjgVMogwCl7AwfOV0ALeVQHaOK3ACEKAg9C9wQc20ARBsAZlIAaNUgHx1yrP5wZX0AMd8Hm0VAATAwUj8AAd0AUqoARjoIEwYAKNAgNiECdLwAFK8AVDQANf4ANBFQFhggcBIAVEQAMjkBhk4AVjYH0aAAIfYAQpoAQvoARvgDJGsAO9llBS8AJTgABzEABlEARWsAJe4BvXYQIfcAIQkBou8AIvsBo44AFK4ANnAHoqkAQqAAc8MAM2ICkswAIrkANN0AQnoCCswQJIgARauAJf4AIYsAVFaE9PAIBcYAWPMQQQ8AJI4AH+a+gBcfCDoCGASPB8M8AGbIACNjAEUFBRtEcDV0ADQHAFNVADEJAEKNMCF/ACbDAhqME0B+ICEiAQLpAXNlBRR/iIKRAEEiApG2ACZTCCDXMEniEENoADAFMDOCABTmACHZAGKdAAENhFGuAEI9ACEPAGTQAGPzAGRJACiMMBa8gCQUAEPMACDfMCS3ABbgAXdAADFNCH1WQBSoAEHIABcSAGc6AGARAFKTAC3NgCKsADTBAFLLABLDAELWADadAGd9AEdpBEUodM+hcFUbABXbAEQYAEOEAhRIAyObAAAwAFALkBL8ACiOgBCFQGcoACo2KESlAGTRADLZADG7D+ARIgJV9AhxmwABvwTimAAS2wAW4QAyfwBGdABEaAAmGSULS3ABBgBBPZOVGwBUbAAi7wBRxQjG4QAFVwA1xQBUcgAh/wA6TXATuAQxX1BEMgI2nAegFgARLQKTZQAywgAj65BDWQAyiAAm8CASkgECuwAxQQUiXwAh4AfmrAAzgwAjiABS9gBKIjjEjQAGZgBGVwBDbiAUQQBZG3BfhnT1OwBB7wBliwOllgAzSgOjQgBDVQBDWQBUCAAgJhAjxABmNwAbcYAzXQjH0EAmUAmvBjAi+wNzdwBZvIBTVwAyGAAmKEBFKABnewmsaZRC3lCiVwBXdzBUBwAzjQAp/++JZbeY5UAANHEAUf4AEewAEvwAFCgJuPBAI40AY0IkWfWAND4BhcQAVF4ANbAAM8EANBwAEQUJ5EyFVQcAVLkAWHASK2sTBZwAU+QAVfAAMpkAP8cQQuwANxx1RTAAYgsgQZoAVewAVLUgXEaYI7AAMu4ALjeQQxMAGARyo0IAMycARqMAQ0qgZH0AbKIohHYAMQAKNQ43gBUABoICUv0gRjgAM7ygU0UCIIMgMjwI6ApwE5IAQygBdFYKALwwVEsAMqAAXqWVGuAAImMAJEMAMzsANbMANGoAReCqQLgW8WEKcWgBVuWqd2eqd4mqd6uqd82qd++qeAGqiCOqgDHxEQADs=) 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How do I measure a Captive Ring or Circular Barbell?
Measure from inside the ring (the diameter):
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![](data:image/gif;base64,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) 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Ring Size Conversion Chart |
American |
European |
Japanese |
5.5 |
50 |
10 |
5.5 |
51 |
11 |
6 |
52 |
12 |
6.5 |
53 |
13 |
7 |
54 |
14 |
7 |
55 |
15 |
7.5 |
56 |
16 |
8 |
57 |
17 |
8.5 |
58 |
18 |
9 |
59 |
19 |
9 |
60 |
20 |
9.5 |
61 |
21 |
10 |
62 |
22 |
10.5 |
63 |
23 |
10.5 |
64 |
24 |
11 |
65 |
25 |
11.5 |
66 |
26 |
12 |
67 |
27 |
12.5 |
68 |
28 |
12.5 |
69 |
29 |
13 |
70 |
30 |
|