jazz
Well-Known Member
What are some good, secure, affordable eBike locks out there? Thanks!
This one gets good marks on Amazon: http://www.amazon.com/Club-UTL810-Utility-Lock-Yellow/dp/B00CCIM1YQ
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eNOc7NAJ8SNz7VH6OpJqxZTH6rWQnWoVckjs9w4whtlEKmaieWlxGGvHesLxPxbbuJG9F8mx04AGZuha+U/wDFkYCxZlm0aemk0js1nCmUtMZIASzJP0nTBv3lOp0lVMt0FhmY5uSwxh7KDViPpXfvDH4plzYWuyGnY96ky0jo3bNG3c9rvuUSRrgd8/BWhh1LgLj230kL6B1mpaeoLPm5KYCPp3ZAa12e0k884HPAwVYcWcfm0076OKs85rj+ukhOmOE/VZjmR3nP4DlNotct0qXRsdp6ON78jGS4NJaMZ7XANz2agor531EpnmdnB96QXJeGYCnZUVTy64VMgdES4/Mtz6R9ZXV+AuOX3bNou7wy4xbMecDpsdn7w+K4fFK+eRz3AuPMrd8EUzajj2hM5Ia3L2u7HvazsPb1kdGB3FCEJ4Ao9bSU1dSvgq42yQuHWa7l4qQkPIoYHDeJ7HSU9ynFBWB9O0jS47g7d/wWPqWvieRnIzzC03Ej+jpRpa0PdPJl2BnAxgZ7lkXyvLSS7O6jQhtfJvwxbOJa+Z9yqG6act00urDps5PjgY7FmeIo2xcS3RkbQ1jayUADkBrK1HkfbHLxm8yxte5lM9zCR6Jy0ZHsJ96zPEv/AJouv++zf9ZTgK4LT8FRslrbgHsa8C2VJAIzvoKzAV7wndaa1Xtsla1zqSeN8FRp5hj2lpI8M5QgPPC7GycVW1j2hzTUsBBGQd1qaGzWasbxO+sq4ad0cpDS6mc/oG69njHfywN1EtlktljuUN7n4ht1RR0zhLHHBITNKRuBox1TyznkmLBWQXT5fpZquno57nGHROqH6I9QfqILuxAEPzOSHh27GjuEVRQRVUTHHodJlJ1YcCd28jsr6rp6ibjWww0L4YpzaotLpYw9o+ZcTkduypWGCg4RvNvfWU0k4rYNPRSBwkAD8lveOW6u4blQ/wCkCyTmtpxBFbWMfJ0jdLXCBwwTnAOdsIArbJYLTW8GV9VV3Gmp5xPG3pZInkwbu22H0vV3KhqbC+GzG7U9TFU0zal1M4sBBaRu04O+HDceCueHo47nwpdrTHVU0FVJPDMxtRKIw9rdQOCdsjITfCLfOK6u4ZnkY6K5MMTHt6zWzMyY3AjsyCPAoFPPD3D2i48P1lYYZIrhWBraZzdRcxrwCXDGME7Y7Uzx9S09HxncKelgjghY5umONoa0dUcgFbG60s3lJtkcUrWW+3TRU0DnENaGMOC7PrOTn1q/4k4IoOIL9VXNnFFviFQ4ERlzTjAA56vUgDIcNcC1vEFHJcH1MFDQxu09PUOwCfV/2E1xLwRcuHJqfWY6qCqOIZoMlrj9Xx+9bGggo+I+CDwrT3Snpq6gqTjpHaWzAOO47wc9meS9Xe72zhW1cPWV9ay4T0FaypndCQQxoc448etsPV2ZCA5lJD5JLu+mY6avoYKp7NYppJDqHqOB92Qn6GxwSeSWve2ghmuPnzYo5WRtfJnpIxhrhnI58j2q34l4OfxReZeIaLiGiZb5omnpJJDmLDQMd2O3mMZOyc4OvkHDPk3krZWtqRFWkFrHbkFzRkezdAHPOJeEanheKn8+raV1TO0O81ic50kYI5u2xz2579mVn1vPKhZxHc47/STGoobo0PEmS7S7A28CNx7R2LBoAVauss14slltVxY6GamuEYMZDBqY4jVpOfbv9yya6Pf5qirtPDFtp5Yz5tbY55I5DoALmjSc9u2fD2pAMXW+fM3qItOf2cKskkcTuB7lY116lrdnsYMdocq06nn6I9qUQ635PPJzdLfWNul1NPHBPAWmmBzJuQWnI2acgHIOdgqm+eRu609W51pmjqaZxJaHu0vYO4jt9it7T5Y6emtdNT1ttlkqYowx74ntDXEdoytTw15RLLxCyfU75PfARqbVPa0OB7WuzgpRTjUdrls7SamGSKRj9EzZIy0kHkcEA81c2Sq83rWU0+OiZ14ZPpNcfWujcZ0dvvtpdWUs8FSadpbIYZGu+bPh3Hf3rklBLUVdR5gwiSamyIwP61vcO8qOccoFyO+2Oplq7RTzzO1ucD1sY1DJAPuVgqXhW7PutlgknwJ2MAfuOt3O27/vyrtPj0AEhSpE4DgPFZGkAHPz8h+IWQf6J8Vp+InExt/xH/esy/0XeKjXQQ2/kcdjjV476ST72rNcSf8Ami6/77N/1laLyPHHHAz200mPgmbpTQ/Lt2kdD0rpKyVjRp5dfc/giUsLIN4MoF6AwtlR0lvZUthkpoujgcOme4A5ceTR7vcCot1tUcvEbKWkjiiJYMAN6ueaj8RdWC5tJGYyUhJWuZZoKWMRVUEb5WjVqaNnBeJ7fRkaW0TPFu2U3x1noNcsMyRK85UusbHHVvayMNa12MZyo8rA3Gkg57lOmPR4BVxbuKLlaqF9JRmCIODgJRA3pW6hg4fjI96iW2COfpOkbqxjG/ipxt9L9n8SoJ3xi8M0aeH2WwU01zKTJzntSh7u9XPydTdkZ95SG2wfUPvTfSIEv6Xd3RT6j3lIXE81cfJ0H1T715+TYfqu96Xx4Cfpl3dFTqd3pNRVv8mwdzvek+TIP2vel9IgJ+mX/Ipy4ryrk2qDvd70nyVD9ZyPSIB+l3/Ip1uL84smtvqsdJn+BZ02mL67/gtLxlGylu8VO30YLZBG3PcGbKSFkZ9CrfpbKMb/ADMCGucTgE+ATjIZXODRG4knAGOat6SCjktAbK10c/SEtka4DIw3Y59vvTYpqHPXrZmuacYDAQfA5TyoTbtww6y01M+edrnSR65cfRP1R92fU7uU7hngut4iqmQSVTKKLTrHSdZ+k8iG+v14+KhdNT19wtVJLUyvjfM1kr5XcmlwHswM+9W9lufTXiSeaeRoqHPc9kR0ucAM6c9g29wSgWV18mNytDTLa7n5y8NOpukxOI7gcnOe5ZS3UVxqK+M0NHK6soes9keQ8tac79uRyXRYpnWm6U7LdK+RkrntdE+Uva4NAIc3PLmsve71VcP8cC6wsayYta+SMcnZ2IPiAh4aEWcnQqe7UdRbaW9ULo4ur87E040OHpAgLVUdXFW0rKiE5a8Zx2j1Lil1rqhpqabhyXFNcZGzSsaQ1zA4Ahu/Lcnl3DsXT+BrBV8PWDzatnMs8shlILtWgEABue3GPio4JqXyJHjBpEhSpCphp873/wDVNPPEjvvWbd6J8Vq+IqWeBro5GGORkjtTHbOGT3FZV8bg123b3qNdBDZeSLA46j/3eT7kXSR44luUw6pZVyxxN73anb/j7V78kdPO7jWOZkL3RRwvEj2tJazLTjJ7M4Xm6OxxDcXjDgyrlbG0NydesnJ8Nz29iSfQGe47aaOkiqCel1vOYwNnPGwGd84wT/8AK0Fho6SqvcvnnSPhEDvnWnBY/W12Py7Nj7IFDJTChgp5oZJ/N5XtjcHgNc7ALiSOwZ5+BC6bbbDS01O1r4ozkbsa3q/zVKLtk3FR+/Qm2wTUsmcn4TtxpzcIb1LDTPOlxLAW+ljB7hlZW7UNFb3iKmuHnTOWrGxPiusG00Jt/wAnmmYab7M5xzz96qblwtbKmHoZKeKKHfSI2huk9/iprYbcYRG1uOGQUbq+sqCNOWknrbDn8FCr4+ie1uoE43xyCnFnRVFTHE4ujEmB68ZwVBrt3N8FKuoJvoSLP/Wj938Vc+Z1WXjzeXMYy8aD1fHuVPZ9um9n4rUMv8kWp7aeIyPa1rnPyQS0YacZxkD4qnbjxHk6XRua00diz1/+hbjHRiZtfbpJWjST1MFmcg57sgkj1gKR5/RyPc5lrxGNJcBCDpGok7+tuAo83EM0sL4jBGGuaWtwXdXOc9u/pHnyRSX/AMzY8R0jC58TY3OLjvgYB9W3cmprpkfKux5k48/qSm1dsYWsFseH5Y7QYg4luetv4Z7E35xanNje+3SE5fkNbpbJqBwPVg4x7T6kxJf3SVwqXQkfNdGdEha475zqHL8kO4jqH1dLM6Nminl6URjbLsk8/al3LuNVM+z+5NfUWPWzFC/TqO3R4I6xO5zvtjbChwOtTZ53TQvLOkf0TQzmCCAOe2DgqTTcXTQ/rYdfWySH4z789gG/PZLFxU1jmE08zi2R789MAcOzts318+fdhLmPcRV2r9r+5CfU243GSRlEwU/RuDWOycu30nGduz4rzcXWtzYPNGOHWy/AIOnbY5+lz3Gymw8TsheHNojkta1/zxGdIaBggZGze88/Yq+53MV8NOwRvYYW6Tl+WnYDIHZyTW1jqTVxs3rMWl9STcncPOoSLdHVCpyMdJyx29qa4/yOKqluPQpIQPDowqyMapWDvcArjyiwyx8YyRtGs1VJE5reWOrpx7wrGnecmbxOGxRWW+vX+DAMnkZsHZA5A74Tgq3E/ONa4du2Cm5aeSGRzHgZacHBSMjL3Boxk9itGKSJAA5rmOz2tIV9aJ6erukUwnZT63h0rHP0aDkZLTkezfI+Klw+S7i9zAW0EelwyM1DPzWmsfkfdUUMhvU76Sq1ARiBzXjHaT37+vsRzAsblduHOH3SVQuArqhzSGgTCV/fjPYFV8G8PfprcrhfLxCfNHsMMLMbEkYy0/sj4n1LQW3yQ8P0cjZKqWprXN+jI4NYfYN/itzBTw0sDIIImRRMGGsY3AaPUE5ZxgTGGYKg8lcUVa2W4XN1TTxuaWQMh0ZDeQJyV0ADAwlQhRS6CgkKVIUPoBj79wZbb1PUVNVNUtfMQXdG5oAwMbZBWKuHAVjpS4NmrXb9sjP/AGrqtR+rcsbeh845cXZrdQrdqm8F2uEWuaIvk9o47PfJKalc/o6pmZA/ByW5xvj1lZa7an8SXNzIsmOslaySPmHF5y5w9Xft2LX8KHHE9P62vH/KVir9VQwcTXPUA4mrmaDGS1zRrOee2fZ7V0WjslZQnJ5eSC+KUsIkUvRyBrTks04aWtIOkfi52y7VbZTPbKWU4zJCxxxy3AXz2+tnmcRnQC7UA3ntyGeewXa+Bq1tbwrQujcPmmdFIztaW7fEYPtV2vkyBGjVJxjUGk4Vrp2ktexmWkdhyMK51b4wVlPKPUsi4Ulild0bZntZr7jzG3sT5+yKjkFpiM1S0EZ1P96uPKTaKW1yWw08LY5JqculIGNRzzVHQXEUDg5rdbxuB2Ji+3avvFSyor6h0rg3SwHkxvcB2I5JYExzyebRyl9n4qxVfaeUviPxVgVmX+8Z1ug/14/+8zyUhK9YJIACuX8MVTNbZJGNe0AhuD1jpJIyBtjBCYk30LU7IQ9plGjKt/0dqB0JdLE0Shpy7IDc6Oe37Y9xXtvDcr5RF55TiQvezS7WDloBP0d+bceKdskR+kVdylyjKsqWzSVVP0zaiBuHOa5rtQI0jJJ2xyBKI7JUyVD4g+IaCwBxccPLxlgG3aO/Hrwk2sf41fPmV2UKz+QK0E6tAAZrzknLervsD9YfHuTdTZ6ymqYqZ0YdLMcMDTzKRxkvIVXVt4UiLSjNVF++PvXX67hi0Xmrjr66lMlQ2JsYeJHNw0b4wDjmSuZyWC42yankq4OjY+VrQdQO+fUV2NgwN1W1Vk6oLa8czH4lKM9ri89TGXHye8NEvk8zkDic5EzufvWVrOGLNTzkQ08gcOTjKSum3HJicFia9mJz4rIp1l8pvM2UYwjjodGsU0k9kpJZX63ujGXYxlWCq+GiDw/SY+qR8SrRdrU8wTfYoS6ghCFIICEIQAJEqRIwK+f0HLH3v03LYVHouWQvX6wrgLffmhV0I/DHV4lpHfvj/lKp7jwS2v4gr5W1ZjMlVI5xe0HcuJ2wVa8PHTxHRH9sj4FZG6VF6bxbeKahdUYlrJuq0EjT0jvcF1HDsujl3Ib8buZLdwiwzydBX66amh6WaofGA0bkNDd+sSQpcbrpwJS0dfBVNc6tyZKfGWho5Z33JB9WFHc9lU6OFz44I4mmOTrgB7GOA/4hq2GfX3LTXi0tqeGrnI9pnMbGMpyQch2Q52M79oHwV5PDwV9qNJ+llIKKOVj2TySMDgGZAOR7cLL3+0cQca6G9PDFRscXMjawgZ7ySdyq/guZl3tsdvm1g07jgxjJPbgj2nf1KVV3+vs04pqKriljEZe10eXZO/VLew+Ka7G5bR+1YItZ5NKgwRw04pvOooy6RzHEB3LSPUTv/LtxPEtlmstZHBO9jy+MPaWA8vauiS+USnbZg5sTqefHXjPWfI/x7u8n3LnF9qaqrqI5qyQukcwENO5Y3sGVJHdnmMwkNWkdWTxCsMKDahhkniFPKoX+8Z1Wg/14/wDvMQZBBBwQnPPKpjDG2olDHc2h5wd8poryTuo02XGk+pJ+Ua7JPnk+XODiekO5HI+Kn2xz5myVD7jPDO2TAIk3OpriTz72gHxCpiUZ2Tk2iOdaksLkXkVE+AUJjr3xPmmIeA/BjdnBI9nblSY6GWMmpiu87pJwTIId5HEaMj0hn0j7BnwzWSjUe9OUl2InRN/u/Bp4bVNkaLpIcU4w1jC5wHUdpxnvfnbuVZd46imlppH1csrnR62ueNJac523zzzvsqrUe9GSUOXIWuiUZZbz/Ba0lfW11xo4qmqlmb07MB7yQDldoOQSFxKxN1X6gHfUR/8AUF213puHrWfrudKb7/0ZnEklOKXYrbk4iNyx1Vh85z3rZXIfNuWNqB/rJwsOheuVY+ydEs1P5raKaHOcMB9+/wCKnJmkGmkhHcxv3J5egwWIpGa+oIQhOEBCEIAEiVIgCBUcnrI3kdcrXVH01krz6ZXn93v39TQp6FfZNr/Rf4oTF/aIrvWU8LpY3Vcz2vkYRkDXnAHrJ5+tP2ja+UR/9Zv3pqropKvi+4TVJLIY5nNac4ON+Xdz+J710vDn/gf1I7l6xjrzaa2KV1VKxhhaejY2M5bG0ch/Pv8AFae1cXyVNNJQ9EXMeWOaHHJaQ0B3sJGVp5bbS11qlpBG0BrOq0Yzhcqppvk+5Tx6uswOaHDvBxlaMJqeV2IMYZruBa6C1ca1VDI5rIaprujJ7D6QHuyPYs9UxhvFFRTSa44qmoOiXozq0Fx3Hq37ExIPOaqCoEjoTH6chB0geIV3cb9Pa4LbNpbUPfTYY6U50nbB/kkcsSiu4Y6lZUUU3yy2mpG4ngOYzINOAPpHV8Aq3iGmlgq29K0B0gLiQ4HJJ35KeJS7XMZX1Eszi6STHpHxVXdQ/pIy8Yy3bdSLrgGuWQtgxHJ4qaodt2Y/xU0rPv8AeM6fQ/68RGMdLIGMaXOcQAB2lP8AyTXubrbSSlucZDT/AN9qbhldTzxzMxqjcHNz3g5CnycQVkkLonaDqkEhdvkuGNzvvyCZHb5k9jsytiRA+Tq0yNYKWYveMtaGHJHqQbdWtbk0k4GnVnoz6PafBT28QVAk6R8ML5MvOt2rPXzkbEd68vv0zo+jdTQFvRmPrBxyMADOTvjG3YE/Ee4zffn2UV7KSokcGxwSOc5uoBrSSR3+CTzSo0B/QyaXcnaTgqwhvssUTI/N4XaYxHk6gSA7UOR705+klV5yKkwwmbTpLsHBGc8s4HsCMR7iud3lH8lSaaYc4njxakfFJG7S9jmnngjCt4uJKmFgYyGLSOTSCRnS1oO/qb8Smzei65wVrqWJ/QjGh2SHczk55nfmkaj5MVTuzzj+Q4aj1cSW9pH9e3712g7vf+8fvXMrXd23nim0gUUNN0cxJMY9Lb+S6adnO/eP3qjxDCqWO/8ARja+UpTjuWHgrrl+rcsfUD/WSthcv1blkJv9q9qwqPbIo+ydLhGIIx3NH3JxeWDDQO4L0vQl0MsEIQlAEIQgASJUiAIFRzespeR1ytZU83rK3kdYrz/UctRL6s0KehU206b1Q/7wz71neKZ61/F1wgbVmNnnDsNa4j3q/o3abrRu5aZ2H/mCp+J7Jcq/jO5uppmx/PZGXkbYHcuk4Y0qnnuMv9pFlw26Oipq2kZcXGrqmtEbpQ0bjOww455rO1nBN9dWyPayGQOy7UyYe7fdXdu8nraim84uNdLIWAuLIgG8h3nOVmrHZam73nzCGd28Zkb1tyMZA3xvyVtQkpOUJdfkQcvNFjJwvxDVUcdO5rImRDfXNz58sZ2/Mo4ogpYKOkppZQ+emiDNIOMev18k7PwfdrdMyouMpp6WN4yTMNThz2AJ8Pb2rP3CpNfcpJqiXDdW2dyAlhCUpKUpZx8gbSJFskJp9hgcjkbKNeiDPGGuBAZ2eKfZWUkLQxvWAGxyoFbKJpQ4Fp27FZxzE8h63fq3+KmKJbx827xUohZ93ts6fRf68RCvJK9FeSN1Ei6JlGVbw2Hp4qeQVTAJ9Onq77ua058C74L23huR0wiNVEHF8bO05LwC3HeCNRz+z61Jsl2IPSak8NlIkVjS2mSojmc54j6Jwbpc1xJcQSBsNuXMqW7heqBkLZo3Mia4ufhwwWnBGCM9hI78exG1sc7608NlHlLlXg4Ykc/SytpnZe1g9IZLsHu7nBRIrJUT3Rtvhkie97Q9r8kNLcZzuM/BI4sRaip55k3gvfiyg9T/AMCuvO9J3iVzGxWWpsvF9ujqXRPdI4kdG4n7wunO5nxVDiGVVFPv/Ri6+UZ2KUemCvuX6orIyNzVY7ytbcv1TllgNVcwd7gsTT+8Io+ydICVIEq9DMsEIQgAQhCABIlSIArJamGZrpI5GuaeRBWUvtVGwklwTF44ErhLO+33V7GyEnSctx7ljq7hG+QuIlr9Xi9xXH2aaiVzcrEnnpgu1yaXJFrFXhtTHK0FwjcHYHbg5V025UN3cLy5rKcVI1gSuGWjuz7Fg28KXBz2h9eAHHHbsrCp4GpLfc5qOpuksjoiASyLGcgHvK1tNCuMHtllCWSba5G3k4vsFBSyRVFyh1OYQ1sZMmTj9nKxfBl2pLZxC6vnkb0UNEcYPpENAwPXlTYeBuH6imdiprem+i4ubj3YWJexkLtEWoNLRzdk78/ir1ex9CF58y9vvENw4mumGucQ92mKNu2O4LWWHyaU8MMdTe3F7n7iJrsAeKieTmxNb/TM0OtwcWwhw2G27lq75xSy2xGkaxslWd2AOwGjvPqS7lnavIa02e6LhGz0zZHttkQc92GNIyWDxPb7VzLjex09jvYhpRpilZ0gAOQCSdgrOt4gvlfVyyxV9QHQDMgiJZHEO8/zyqLiG9yXyphkkAJgj6PpBn5zfnjsSwXrZEys4Ilv/VO8VLUahGInfvKThUrvbZ1Oi9xETCtaNlokp2Co6kuhxccnc5GPVyyqteSclMi8MsWQ3rGcF82Lh5rQ908/VDdbWnc7DOnbvzzT3mdiaMtq3g9G0tInbkv0k+zBGN8c1mSjKk3rsQejP42aiqobTF50Ya9+OjGH+dMOrZ3YBl24aMdmUxFDbzSU81RVzOe6F73AVTQQ5g6oxg47QM77rPZRlJvXYVad4xuZrXUlLBBO6C6ztc1jHgCuaNR33wB2YbtzWYuHSQ18ofN0jtRIk6QPLh2HI9Srrk2tfTBtGTuevpOD6t+7mmgaiOTRVFpLAACzG/iRzUqhvjlFbxfAscZJv54NNwpWQ0/EtHUVc7Yoo35fJI7DWjHaSuwskbLGJGODmuGQRyIK+eYq4STOhNK6RjhgtDjkjxwtxD5VZaWnZC60AdG0MHzpHIY7ln67S3WRiorP8lDWXQsmnHsb+4n5srMw4NyiB7ZB96zVZ5UampaWstzGZ73k/gqht/vN1qBDT07gZDp+bYSd/Ws/T8NvjPdLCX1IfFilg+gglUCx09TS2Sjp6wkzxwtbIS7VuB39qnrsV0M8EIQlAEIQgASJUiAIVSOs5Zi7tytRUjrOWau4zlcFrFjUS+pfp6Gekb1meKe4kid+k1Y5gOS5uc8iNIXicYAwnOJqgR8S1bNOd2nln6AK19D7qX1X9i2+0iFUTMpLPVyNLxK1hDC3vI5rn0zNLhz3aF0amkDmYI6rWOyeWNsLIWmCjkrKhlczVEYXAEHBDsjBBWnp543FaaNjwXXSmCClhla+OOk1FmdukLzsfYFluIXVJvNaKj5uR79s5ALezHqwnqR9RaBb6i1Ma+ZxkOpzMlwBwPhn3rQTv4lq6Zs1w82iaRqaCzW9g7wHZAUu6C9bI1Z6Gb86cy0MoGNdT0rsOqZiOvM7saO/1fFVFdSSU0rXPg6Bso1sjJyQ3O2Vow2eG4mr85bW1BYQZJslzfDP4KpvU01RURGVzX6WYDm9oyU+M908IMciLRD5p37ylsjfI7SxpceeAo9IMRH95TKeZ9NOyeMjXG4OGRkZCp2+8Z02kz6PHB6NuqwHE00g0jJ6p2TXmVSRqFPIW7bhp7eSszxDXubI2RzZBJH0ZyCNt+4jvK8P4grHziZwj1hzXZDcejnHLx+ASYj3HqV3ZFa2iqXDLaeUg8iGFIKeU5xE/qnB6p2Ktv0mq+iDXQwOcAQHuaTzbpO2cHb1JuHiCogkme2KImWXpTlvI+r1dngUu2PcFO74V9ysNNM0nMTxj9kpDDKNzG7HgVbs4hlZ0mKaHruLhseqS3Scd3JK7iOd0pkMLOs5ri3JwS3J379yM+ARiPcXxLvh/JS9G87Bp9y8mHPVc3fuwr2TiOZ8UjG08cZkOouaTlriWkkHmMlu6aob7U0Nzmr2RxyyTZBEo1YBPYke3uOjK3Dbj+SV5PqNo4vp3FuzWuPwK6ZJbKacEyRMdn9kLHcJXGS78ZMq5o443CEjEYwNgfzW+7Cs/iL9SPPzf9GNrW1asrDx/wBmbrrJQxtJbTsB/dVTTQRx1seloGHDs9a09x9Byz0LSaxuPrgfFY+mlJ2JN+ZGvZOhDklSBKvQDLBCEIAEIQgASJUiAI1SNz4LM3YLU1A5FZ27xHSThcXxOGzUtl2h8jMVRw1QuL71T0vFtVC9jshsRyADzjafxUurDjlpTUXCNLxhWvqprq+lrWsax8fRBweGgNDhuOwDK0OGOEt0H5jr08Jog0fENuAJfPJE7IIIj3Cra6upJKx8kPRvjc7Vh0WM555Wqd5IXt/V3prv3qbH/wDRTL/JRch+ruNK794OH4FbK08U8oq78mbprtoqYpuih0wjQyPkACclXV0uTJqNpjq4CMnLGvaTjs7fgnT5LL0OVTRH/jd/7UzJ5MuIGej5rJ+7Lj7wh0ITeZ179bw9s3WaNutjChTEuIBOQBstJJ5POJmcre14/ZnZ+JTDuB+JGc7XL7HNP3FSRhtDJUUoAYfFPFSpOEOIWf2RVHwjJ+5Mu4av7ednuHsp3/koJ0OUs5NSniCrgobeg0V4PPmlfZbvGMut1a31mF4/BMPobgxxDqaoaR3xuCZ6M+5P+px+EdKT2qKW1I5tkHsKQmoH1/cl9HfcVcTh8LJaOSgmWYc3H3JPOJh9L4Jvo8u49cUq7MsAV6GVXCqnG+r4BKKuf6w9wTXppdxy4pT2ZvvJ0M397u6Fy6MPRXLfJpWP/SR7JHbOp3AAAbnIXU+QWTxFbVGD+Zm6q6N1u+PTBWXI9Qqloo9dwgAGdUzfvVxcz1So9hpzJdGPxtGC4/cPvWboK99yXzEk8QZq0qRKu8M0EIQgAQhCABCEIA8SN1NIVVXQdIw7K3TE8OckDZYvFdI7Y749US1T2sx1TbtROybgswMrXtJY4HYjYhaKanw7IC8NZpPJcrunBl9Syj1A6siYAap78fWwU+KqqH08+LQvGoYSawrC1upX/IyPan5Dwraj9n3JfPZ/2fcmNYVJcuK6G2VzaOVkrpHOa3qNGN/apoazWTeIzbGuEexo/PZ+5vuR57N3M9yxh8oFBqbpoqtzTG6XUA30ASCefLZPxcbUE1CapkM+OnZTtZgZc9wBwN+zO6ld3EEs7mJsh2NZ59N9VnuR59P9VnuKxn6fUTYDUTUdVFCJ+gMjg3AdvnkezCk13GNJbrRTXKop6hrKo4YzA1AYyCd+4fFDv4gmlufP6Bsh2NT59P8AVZ7ijz6f6rPcVnb3xVQWKjhqKkSuE5wxsbQTyz2lVDPKZZz0gkhqoixurDmDJ9XNELuIzjui21/AOFa6m589nPNsZ9hSGsfneKM+xYWHymWuWWJjqWrjbK7S17mtx9690vlJtdZNDBDTVbpZpOjazS3PZud+W/wT3ZxNeb/Abazbedd9NGfYvLpIHnLqCBx9bQfwTIkCOkHeqn6nq/j/AAh3hR7Cup7c/Z1no3D1xtP4Jp1rssvpWG36uwmnYfwTvSDvQJADzS/qmr+P8L/oTwo9jzbbFbqCpfUUtHDFK/YuYwNwO4AclOme1o2PJMipDW81FqKnIO6jnqN9e3q31Yka23zIdwl1u0hWfD1N0dM+cjeU7eA/7KgUtE+uqMY6gPXd3Du8VpWMbGwMa0BoGAB2La4RpXH/ACy/gbfNY2oVKkSroioCEIQAIQhAAhCEACRKhAEeWnD+ShywPZ9FWiQgHmsrUcMqteY8mSxscSkdkdi8q5dTxP5sCZdb4XHbU3wKzZcGs8midXx80Vayd24Uq6+s85jnia8uc46ge0YHuC34tsP15PePySfJkP15Ph+SWrhmpqeYYFd1b6nO5uCpHwPijmY3VTx04dg5DQdTveUUXCNZTtpY5ZYDFTzPmw0HLnEbE+GV0T5Mh+vJ8PySfJcX2knw/JSPR63GMoTxKjAv4SL7HQ21z4y2GoE0xIPX3JIHvT3FvDkt+o6eCncyPoX6uty5Y7Ft/kqL7R/wSfJMWf1r/h+SjWg1ikpcsrn9xfEqxg5dW8F3u4ULIauujmfFIDHqccAYwezwTE3AN0rp5p62phMj2BoLc7kYx2epdY+SY/tX/BHyTH9q/wCCnVGvj0wN3VHK6fhG+RR09M6shFPAdmgb47exM0Xk/r6EwVcE8Qq4ZtQy46S3bHZ35966z8kR/av9wR8kM+1d7gh06/msLmJuqKqNx6NuvZ2NwCvWoetWXyQzslPuSGzt+2P8KzXwfUfD+Sbx4dyu1j1oLvFWbbQwc5SfYl+SYtQJlkIHYMAH4J0eDXvqkDvgVLnkDuHrUmlt0lQ4PkBZH3nmfBWsdDTRODmxN1DkTv8Aen1pabg8K3mx5+RDPUNrETzHGyJgYxoa0dgXpKhbiSSwiqCEISgCEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEAf/9k=
This one gets good marks on Amazon: http://www.amazon.com/Club-UTL810-Utility-Lock-Yellow/dp/B00CCIM1YQ
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