Robusten industrijski čitalec s tehnologijo branja 1D, 2D (QR).
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3/eheG0udwua0Xe/9rES58cANF+c9CtiYZrTdu4Yvpf4j7rgf4cvYXAQCZX0zDX9dfgu4r6/CLX05hZ3EeRj4ex6XWj7Cr5KsAAMcnv8TvP/sMBbqnF2WQxTBoGYXhQK0QCp6tVoUcjlp3odUr67M4ZNrUP4yXKt4WytVuzMKF2lchkybD6ZqG/uVaIVxStiYJzecr4mohqBh+6J/zzB/j838gBQA8pfwCCvO/jOmZ3wjn/c/XdiF97ZOw/HRcOPanmkw8vuox/O53vwcAbMhKx6G927H+S0ouy4MohZI4o3m8o83JiskC6EP7SgJGSxLxxXvNnXA9WFjAENs/DHZgGNLVSXjr5PyuwZa2Pi7z/Byjl7LiPFy53odGpmvRHqkFrcMpytfANTUD6Rpu2wF24C6UilQc+B//B0r2/A1yNWq8X38ISY8/Btv4BH466sCGrHSsTl6FX7pm8BOrHb/+zW/x05858Nlnboze+xSuqRk89ugj+OmoA8nJq3D//gNMPfUr4dp3fjKGP3pKjsn/cAEAph78Cnd+MoapB9w5E7+4j9/9/rNFGWOx1F+4JogCwMXJX27rnXdNjNM17SU2AHD24od40VAImTQZ9RdavcplB4aFci+39XrF5junZlB/4Roa3optapBQ+KLqC9j9F/8Zpv5hSCTA46se9Yui4f/9ZIoMIx+PY8gyCrfbjSHLKCSS2fP4iCbpmiRYxz7BE9Jk3HNMCse1G7OWPMQ2GLbxCa+ILL5+8M++Vp7i15PkR7A89z2hqmL7Sdf4j37F13pCmowXDYVevwl0rXiEH/3PRbC6EohgXoSlxjY+ger6S/OfOAc7tnLzuPM9Hz93+Nre5+c8T5eThbXyFFxp742t4PDwCz9zNWphkm9ncZ6wpuZLGQr829DHYe9bkegEilcPJYZ9MMhCM95vG2ghGl/uQq+5FKxOfhy28QkYXqkN63cSiSTsj/Cj7xoDJlONB+obruHK9b6gf9+xdZPffkb8Qmlf9C9729J3IfVCrhWP8Is65yPUuhKvuflUaan46LvGBYVmKxXhdR740W4owSrl+s2orr+Ey229i8oOE9EdPzlVTULZtjwcrWrkXAVhRN4kOoF6FKH0ooK5f/gIlWy1ym9hKF/uQq+5FDyY/hVUaalo/k5oEXgA19BU1zE4cVjvFbEzH6q0VLD9w1j3x8r5T44xh/Ztn9OFFqg+tP/9Sa91WafPNAMATh0xCMcCbWOxkGvFIxvUqnnrTTh1JZy6FGtUaalRH3XaxifQefM2dmzdFNK1dhbnob7h2qLzqy0sSu2IHk7XjLCTJwC83dSOzV/9Mg7vK8GgZTRuFnHFkkP7t4PtHxb8r+szlSG9HFVaKl7b+7zfHA4vHIf2l2D/0beFcnM1aqHcncV5aPGkFAe4NQSH9m9HPPKx7RNc62jEt0+V42djn+Bj2yco0D2NiV84Mf7zSUzP/EYIeviw81+x6StchI1EwjUQ8i98TpjDUaWlYvznv8Dg8Cj+07qn8G93rMjOVAkfD5+IcPdf/Jcle95g+DYo+yreRllx3px+dF9X2ROeujFfL118rRs9Zlxp78OFN19d6K0vGXNNnIvh60o8jl6izb6Kt4UEntc/ODXnuY0Mt7Ym1LlDmTQZRfkaXLneh0HL6ILniMMSHJk0iZuU8onlLyvOw5h9Ap+53cIOnvxuoCuJDep0/Oif/m5BUWqH95fgRUMhBi02bFB7+5d1OVlBy5VJk/G9/+dbGLSMwumaifsPjV+I1v/Df0dLey8KdE/jZ2OfoLvvx/jZvU8Ewfnrs5dw3viK12//xTyCJ1Nk+PWvfwtVWioGh0dRf/Eajh74c9RdaMVrLz4vNK7xtlp8Ltj+YdyzT0Y9JLe+oRVj44ljl5XK66cb5+ywKxUpyFano2zbJq92gk+VxSfdnKstaGnrxVp5SljtRblhM65c70NLWx82HImB4IQS2uz795W4edZCG/35enFz/S1eo9KI+eF7jpEIOw2GbXwCd0bGsGPrpqiUT0QG2/gEOnrM80eptfehpa3XKwp2faYSd0bG5s1SYhufgOvBDMoN/gs952KDOh1r5SmLyqYd0TkcYm7qLrSi8+ZtOF3T0OZk4eTh2UgSU/8wzjZcw5h9AkpFKk4c2SWIiNM1jao6Bmz/sDC0PbQvPt1mRPgUFXCC09FjDjnLd7gr8vmFgPG8/9SNHjNka0JznUULU/8wnFPTS7YAVJWWih/949/NeY7TNY3TZxhcud7nFQX7vQ++JYxsnK5p1HuWsBzau91rJMRHKS4kBVa2WiWMpBZCxLaYJubmRje3GGvIYsOYfRItbX1embL3H30brGcDKnZgGIYDsxE5p88waGnrw5h9EkMWW9zse0NEhi35Gk/YafBoMl90ni1AQqWlPXwXSqw5erpRyKCwVNQ3tKKiqnFJ72E+ZNJkITzZ13XMv986z75ajUwX6hq8107ybu1QA0bea+4UUiLxewYtNEUSCU6MCDQMveXpaZhEgQY8zqkZ4aX6zpkFK49IXA7t246hERvqotDg1jW04s7IWNyPihe62DHSiNe8xSv3F7H0gZ9bDzUbPZ8SCYAwB7jQjgu51JYQfp1SoHBWYLYHIpMm4Z4jZrdFLAE7i/PA9g/j7MUPUZSvidicHJcd5EPs2Lop7nfXjZd1e/FyH8Hg3yngP0ox9Q9jg1qFw6LOxWGfjgY/SmEH7s4rHPzWBMo07jpDI6N+SUTDgUY4MSKQ75xfmLhBne63Kl6cTC9QUsd49sUTC+PUET3WZyrx0rFz826+N2gZDemcl46dw/pMZUIkyVUqUvzWm8WaW2aL0CDHI/sq3sa2F6qE/HviOb+vf+NbMLxSiz8r/abgdguUcWCDOh3S1Uno7Jl7LuZyWy+q6xhIVyfhRX0hBi2juDMytqgtZWiEEyNUaan46KpRtGdQOrYUzApJw1sHcbmtF07XNGTSZK/e6OH9JchWpwtutLLivIRIR0KEh0yajLdOlmN/xTkYXq7FoX0lAVPGA1y2D8A/KpTnveZOnL14DdI1XJnxuhhYjDYnC7fMlgWv8+AXhy50UScv4PEsOEX5GigVqVAqUvwCTPi1eM6pmXlteGjfdlTXX0JdQ6vfHkzvNXcK2Rqkq5NwofYgZNJkHH25kVvntwjXLAlODFGlpQbdRkDmyXMVjC0FGi+BimfytU8jO1OF5MdX4fmir+DxVY/i0Ucfxuavfhl/8uyXAABfzc2G+o/SAACZf7QWn/8DKX7zm98JZbz91y/hS19U4Md3Z3vxBbqn8dhjj+D3npx5Oc98CX/zzRfwlPJJ1Bz/714izDc+mV9UAACeyc5A8uOrcPxgGZ5MeSLqNlgoG9Tp+N4Hp/B6VSOq6hh09JhRrt8c8tYFN3rMaGK6wA4Mo/C5Z/HtBBEbYDZqashiW5DghLo4NBh8Cql43sBwLrcon9U5V6Oe134vGgrR4ckqne3ZmponW52OwueeRbZahRc9W04frWrEnZExnDi0a1GdXRKcCHOj2yzsiV6Y/6zXi7eNTwiRSEpFKsqKZ9dEOF3TaGnvE0Y4vou65mLQMioMj9dnqpZcmL6Q+gS+kMo16hnKPwQAPPzwQ1AqUgSf85MpTwgNv2xNEmRrvOex/uTZTL9y//DJz3n9+/OfW4PPf24NAOAPnljj9TffxudzstUAuAzT8Y5MmoyGWm7EW3WGwf5j5yBbk4SifA20OetQts17Lc3ltl7cGhhGh2dfeunqJNSe2BP3cza+6DZySSKr6xhsydfEVCht4xOormO4SL4E3eLj26fKw8qL99bJcuhfrsVLx85BuzELtSf2QJWW6hUBeaPHjOo6BmP2SezYuinksP1gkOBEEN8tBuobrqH9g5PYoE6HbXwCXy2t9DrfNv6pMOLZdeBNYUgMcCuB50tPAXBis+0b3okdxVsbJDq6nCx89F3jinQh7vSku7nRY0ZHjxkt7X1oae/zmtQ29Q+joroJAFD43LMoytfEvLGOFLxL0fBKLfYfOwfmndBz7i2Wo1WNcE7N4N03Dyak7RaCKi0V3/vgFOoarqHpUhe++ueVXlm0hyyjQgfm3TdfXZoN2IjgBApf7ug2Y4M6PeA+JJ03b+Pw/hJhMk7MkMUWki+7I8B6nED3kcisRLHh4efzdhbnwemaFjKI1zdwf9flZAnzFsuhodTlZGHPrs1outQF/cu1Qq87WtjGJ1BR3YRbZgv27Noc1+uUogEfXFCUr0FLWy+GRkaF/XSy1SoU5WuwszgvYnWLBCeCOKfCi42/7+S3GAgcDx9qnPxi74NIDILNUSy3RpIP42261IVtL5zGySMGrM9URjR9E9/JqzrTDOfUDPbs2uwXPrySCHch8UIhwYkg2ep0v5EKPwEZaCKSD4vW5WRBujrJa+HbfPmQfMuf7xhBJAriXvfRqkYcFa38F2+hvke/OSQ3j6l/2GunYt8N6N598+CyE+14JeqCs1aegtNH/yseefhhPPTQQ8hQfgG6jVl4fNWjqD7237DqsUdw6rAeq1Y9ColEgm+9bsBDDz2Ezz5z49FHHhbKaag9iEceeRiffeYGADyzPgMNtQex6rFHAQBPr3sKbrc72o8zJ/xahyHLKGRrklEkiizbUqDBicO70NFthnNqGtnqdK+1Ecy7FdyOoZ6ggVC3GNhSoMFre58H68kB5VsusTxZCZ0KXU4WvvfBKZgGhjFkGcWQxYYhiw33HJOQrg68WDoQzqlpDA6PwvVgBmvlKUIEVrY6HbqNWcvCFZkoRF1wHnpIgsdXPSb698N4xCMk/PHk5FXC38XniklOWuX174cffsjr2MO+P1gCZNLkOaNEXjQUBo3y2KBOX/C20MslQIAInZXSqZBJk7HFEwixULbka7BlnoSYRGygTAMEQRBETAgqOIvJlxNPRPI5yCbRLWspibRNlkPghnNqmupKAMgm/oT6HEEFJzszHezA3Yjd0FLADtxdVN4fX8gm/pBN/MnOTF8W2byHLKNUV3yg78efcGwSVHCKCjS44ln5nog4XdO40t6Hogiuuieb+EM28aeoQIMmpithbQJwdmliuqiuiKDvx59wbRJUcLbka7A+U4WqOibhjOF0TWP/sXNcmpcI7txHNvGHbOLPlnwNcjdmYf+xcwlnE2DWLrkbs6iueKDvx5+F2ETiniOW2OmaxutVjbgzYkNZcZ5XDHy8wg4Mo6WtF+szVVFJXEg28Yds4g9vk1sDwyg3FHqlDIlXnK5pDI3Y0NjcidyNWVRXPND3489CbTKn4PDc6DGjo9uMoRH/FCzxxPpMJbIz07n1L1Hek5xs4g/ZxB/eJmP2iSXf62U+cjVqKBWpVFdE0Pfjz2JsEpLgEARBEMRioXU4BEEQREwgwSEIgiBiAgkOQRAEERNIcAiCIIiYQIJDEARBxAQSHIIgCCImkOAsFxwMSksZOJb6Pggi3mGNkCzgW2GNEhjZqNzRimFBgsMaJT4vjIVRIoHE6z8jgr0bB1MqnBf8BYrLLAXj8P8t/18pszTN7MLvxQGm1N8+rDE+niuiOBiUzvmeCQ4Wxjm+meWCgykN2tizRgkkMagoDisLtFphjfqVogxrnLWX5zuTBGgz/drnAPaf671EkjAFxwGmVAIjauC/5VcNTG433Px/9ozAH5CDwQFGD7vbDbfbBOgCf2SsUQeY+LL0YA7MGqOk2T57HbcblVbFkjXOC7sXK6yt3kdYowTGDN+y3k/4BsjRzQAlJTjenehPQkSMVgPe960ODgbG47G5vFx/FW53JbSxuVwMEbXBdj0YhadtdVjB1phm25aresjFP3MwOGDVoiYGdxie4LDvw1rpxtXdGfOfK9fjfDML45yNrxaVAV88CxS4Ucn/QZ4B7Rw9Em2lCVpDfDTOvvciHrVwQsTCKNHhOI5Dxx9jjdCxzTivl/uUxdsm8GjPq1dzgPH6rfi6Sze6YPG+AdCfr0TNcSPEVUE8Opy1i6jzIeq9BXwW8bPzPTPWOH3r2rcAACAASURBVNuL409kjShlmFn7JdxQi+vk+b77QDbxtyl8nj8+RlA1zc1gjeLetAPMAQO0Nd5NXsD3Ln7HomcKdq7XuxfXEyPrKcvHe+I5Jz6+n0UgL4C+hIXVAcBqBTKCtdksjAorKisLYnJb4QmOtnJWBEJAnqFFK9PtPUyT61GpNUAx51vUQiu+DtuN4zUFc/RIMpBRchzx0YmevRcHUyoatdihZxQwslpUuk2o8fRGrurl3BBfm+Hd6xDg3G8Zdt+eiwPMAQZ6/nilFvygyfe6GcYlamjYbhyvqYRersXuZoDpnm0EFcIo143zGdbgQ3kHAyPbLJy7O8MjTgrRs5/PgNXhANOd4TnPjmZ2VuBaDVYUBDieEHg6eW63G26TFob32cA2YY1QWCtFo+MDAZ4/Tnr1GVwbcEAQxfdh0JogbvMC12EHGCOEXryppgTN9kpoHQy6+XPt3mI2++xumLQ+IyttJWfTAwwcvOflqh6Il+9nMbDvw9CqRYaccyG2GhQBXG28Jyl29SLmQQO868gEnagHWxq8EXAwKNUBpnCULk6wWluhzeBlRI4CfQlYa7itnRVWT8XhiuF7Lj7HMzIEN6fV2iqqYAoYWj09nRjDdh9HTYHWc9t6wNP5cFhZlOgLBIGVa7VBxBae0a0BCk/PUy6Xcy6CEj0KZguAVi6HvpJ3FciRIa4uQmdFjgxtK6yJ5LwXd/L4dxzAJg4rCxzXCb1y3XHRc87ZWVsaZj0BDjBGFs27ve8wcB22wupVlz3PKNejkvcOyDO8n1X07BkZAb4/bSVMWgMUCgb681z9iZfvJ3w4r4lEIoFEB5g8HQzOhejvauNFPZZNa1QFx7dh4Xtm5/VyaCvdHtExopsVNR5eBTAoVViDuN3EWGFtrUFBXHxV/L04YA2xWyTP0AJskF6+wxq4d/VJkOPgrltjcovmg65CH7RFjxIen/xxnecDUBjQ6vHdW30nsOZEi0q3G+7zwAHeVWS1ImAJIjebLkbzAbFAcO8oDJ7n9reJ1drqP58YF99DMLTY3czCWHoABm2lT/0MVoe1qLTrwSg8ri5RYznrTtQhvFfvgJUtQUkJL9Bx8v0sCPE8epA2U+iwsnjfIBZWHY63GqCIsts1eoLjYHDAoJ3tefCI5mK0lXY0s8dxPJA7KWSx4YaFbPPuuOjFzd6L74jGgW5GPOIRod2NZohcDHxZLOvtiwUARzeYVi0ynvE5LjTC3HWXepLe0c0APg2g21SD490stAU1/q5WAMDs8zh81Vqux1VTDVqtVkBbgJpWBt3iAhwMSg8A5wV3S/SeLZawRgm6C9yCu8grWEdkk+A2jV/k+kpoW+E3upmrDrPvWzmx9bijAU5sDuC8p56Zgkx+B/n+2Pdh0Fbi6vlmsDoj2Dj5fqKGoxsM9CiQawU7CnYraYY92m5Xd1iY3DWAG6L/akyBjwM1blPAImpE55S4m+1ut6nG53x7s7vErzzuXHtzic9xuEua7eE9RoQI5V64Z/P9m93dXOI5XmMKeC4Ad01Ns5v7idi+JW6hGLEta2rcNSXNbnvAskS/iQX2ZndJwGtyz1Fj8rWd592LnqekpsZdUmPyqS/B60iNSWRT8TObavxsXBOwYi41/t9QCfdxeNexOWziWx9rTG6/519q7M0lwe0f4F15v0+721RT4m8j3/aC/w58bCd8f/x1TDX+9vP8NtD3E3d1R2wve7O7JGCb6/tdBGmX3Sav9iNa0H44BEEkBg4Gpe9n4OqsH40b1fqG+fKwRki6C+COb9/iiuKRpb4BgiCIkJAXQM8qIJHwB2pgclcGDzgh4g4a4RBEvBLGPCZBJAKUS40g4hWrFa1IlJBcgpgfGuEQBEEQMYFGOAQRDwRKyyPOAO6VpqUUjIMNmK4nUEoW1lgKhjEmaGofYjlBgkMQS07wtDxihDQtdj0YRbdfup7gKY1aYbAWCCmQCGKpIMEhiCVnjrQ8YsQpakoy4JuOca6ULDXxkYaDWOGQ4BBEPLDotDyJnJKFWCmQ4BDEUhORtDzLPCULsSwgwSGIpUZeAD0MUCwy8ahcf5VLiBtw10eCWHooLJogCIKICTTCIQiCIGICCQ5BEAQRE0hwCIIgiJhAgkMQBEHEBBIcgiAIIiaQ4BAEQRAxgQSHIAiCiAkkOARBEERMIMEhCIIgYgIJDkEQBBETSHAIgiCImECCQxAEQcQEEhyCIAgiJpDgEARBEDGBBIcgCIKICSQ4BEEQREwgwSEIgiBiAgkOQRAEERNIcAiCIIiYQIJDEARBxAQSHIIgCCImkOAQBEEQMYEEhyAIgogJJDgEQRBETCDBIQiCIGICCQ5BEAQRE0hwCIIgiJhAgkMQBEHEBBIcgiAIIiaQ4BAEQRAxgQSHIAiCiAkkOARBEERMIMEhCIIgYsIjoZx0o8eMzh4zhiw2DI3Yon1PCyY7U4VstQqF+RpsyddE9VpkE3/IJv6Y+ofReZOzCTswHNVrLRbtxizOLs9poMvJiuq1qK6sTCRut9sd7I9O1zSOVjfB9IO7KDdsRrY6HbI1ybG8v7BwTk1jyDKKxuYu6L6yDm+d2AOZNLL3SzYJcA2yif81XNOov3gNlz/sRVlxHrQ5WXFtE4CzC9s/jJa2Xux8Pg+H9m6nuhKDurKSmFNw9h87h/vOB2ioPZhQRna6prGv4m08IVuNC2++GtGyySb+kE38OX2GATtwFxfePAhVWmpEy442tvEJ7D/2NrQb1+HUEX1Ey6a6ssJxB+H73QPup7920H3f+SDYKXHNfecD99NfO+j+fvdAxMokm/hDNvGn7wd33U9/7aB79N6nESsz1oze+9T99NcOuvt+cDdiZVJdIYIGDXR0m1Fu2JxQvRAxMmkyyg2b0dFtjliZZBN/yCb+dPSYUVacl3AjGzGqtFSUFeeho4fqCk806spKI6jg3BmxQbtxXSzvJeJkq9MxZp+IWHlkE3/IJv4MWUahjfKkeyzQ5mRhyDIasfKorhBBBSeeI0dCRbYmGbfMloiVRzbxh2zizy2zJa4nwkOF6oo/kbbJSoPW4RAEQRAxIaR1ONHm9BkGRfnRj/0niHiko8cMdmAYQ5bojgCy1SpoN2ahiNaTEEvEkgmO0zWNlvY+lOs3o+lSF4Yso9DlHFuq24krTP3DeOnY2wCA5ncqsEGdvsR3FL8MWkZxzz6JoREb7rum8Wd/sh4/uvsz7Ni6Ke4n7Qcto3jp2DmM2Sdjcj12YBiNTBeUihS8++arCV2vLrf14kp7H2TSZBTla1C2bVPAczpv3obTNY0d2zZhZ3HeEtwpIWbJBOdyWy+q6y9hfabK67htfCLuG4pIM2gZxdmLH8LpmgYAjNkn4JyaAQDUN1xDQ+3Bpby9uGTQMoptL1T5HW9s7oJEAgwOj8a13QYtozC8XCu851gyZp+E4eXahO3M2MYnUFHdhLXyFNxzTKKjx4z6hlZuge3GLLAD3OJVXsjXylNQUd0E7casFde2xBtx4VLjqWtoxdmLH8J66+JS30rMMPUP42hVIw7t2w6lgvsYOnrMaLrUBYBzg6wkbOMTuOeYxJh9UogGGrLYBDEesozCOTUDtxuQSPx//+TnZcjXPY1yw+ZY3nbYvHTs3JKIDY9zagYvHTuHf776xpLdw0JpZLhv462T5VAqUtDS3ouWtj7UN1wTzlkrT8Fre5/Hi/pCDFpsMLxSi0amK+ILWYnwiKng2MYncOV6H9bKU7CzOA/KtNRlP29zo8cMCbg8Vb7rDwYtozha1YgLtd7uDV1OliA0y90NEE6usfWZSqzPVEEmTcYfPyXH+b//PgAgV6OGUpGKbLUKO4vz4n6dx40ec1A3WlG+Bju2bYpYlJtzahpX2vsCrqcZs0/iRo854XKEtbT1Yq08RWg7Du8rweF9JbjRY8aQZRTZ6nSvZ9LlZGGtPAVX2ntJcJaYmAiOqX8YV9p70dLeBwAofO5Z7CzOS7iKHg5O1zT0L9cKoaCyNUn456tvCI0h71KpPVke0K0RitAkuvvxRo8ZLx0753WMTyC5Vp6CbHU6lIqUoM9YebAsFrcZcdj+wMJ6aN92HNq7PeLX25KvQf3Fa14jAPG9JNJ3eLmtF64HMzgZQDi2zJFgs1y/GdX1l3C5rXfZd+LimagJjtM1jY6bt9HY3Ck0urkaNcqK81bEC7/c1uu17sA5NYOqOgZlxXlgB4ZR33ANZds24Qlp8oKzCOtfrkXZtk3YsS0vIUeKW/I1qD2xBx09ZnTevA2Am9j2tYdsTRKyPaKcreZGOEpFKpSKFGg3Jt5zB1pMqVSkCGLT0WOO2JqV7EwVivI1OLR3u9e8xlz3Eq+Y+odRXcdgrTwlbJHcWZyH+oZrqK5joFQsf89KvBJxwbGNT6DpUhda2nrhnJqBdHUSdmzdhEP7tofcGxdHsCUqzqlpv2M3us2wjXPzErkaNWzjE6i70CosJFufqQzbldLS3gfb+ASUivKEHO3sFHVAbOMTGLNPgh24CwBwumaEBpGf2wkkztmZKpQV5yV0feEF1Tk1g/0+o77F8sP/7+8E0Y5VRFyk4NuCRqYTY/ZJSFcn4a2T5QHcpma8k3sO/IzUN9+7iJefnv2rTJqMC7UHsb/ibRheqYVSkYJyfSHKtm2KexfsciKignP6DCNMdnOTdtvD8qmLfbFVdQyka5ISdjSk3bgOZ/Gh17GTR/QBn8fpmsbrVY24Z58MK4vu66cbUVacmKObQKjSUqEKMK/Hiw3AzTuw/Xc9wsSJz9CIDVV1DNZnqhLWFvycXTRGHEOWUcFVGcncaNGGXx7Ad1z37NqMw/sCb5nwaVsvlNcvwpoSvDxdThZ6W99AXcM1tLT1oqqOQX1DK95982DC1ptEI2KCU9fQiqZLXcjVqHFoX8miXqBuYxakq5Nwpb0vYQVHl5OF2hN70Mh0wumaQVlx8HUAMmkyGmoP4vXTjaiqY/DWyfKQrvHtU6GdF+84XdMYGuGCBsY8oxz+2FysladAqUhBUb4GRfmahBzhxQI+wi/Y3FG8UlXXDLcbqD2xB1vyNXN0xOxgkYfn5xAbHpk0GaeO6HF433auY3uGQXUdg+sfnIrovROBiZjgsP3DWCtPwaXz4S/efG3v815J/fjFXFeu92HQMpqQawUAb3dRKHz7VDm+/o1v+U1snj7D4I6n8V2fqVo2kTb8Zly+vW5eSHI1asikyULvn5u34URlJfRIZWuSsGNbHmTSpLB+53TNCJ4GADha1QilIjUhc5k9IUue/xv68RX8ZfVt/GW1vystGDJpsjCv40bQLcGICBMxwZFJk3HPbIHTNR22T/TwvhK/Y+WGzbhyvQ+NzV3LpicfCpfeOYZdL7+Jzpu3hYa28+ZsGK07+H55CYfNPoHB4VkXkjg4QKlIgdIzYuEDBAAkZJDAQikrzsPJwwvrXEgks+tVnFMzCSk2RfkanL344fyh208fhPUWgMnr2L91LzJ2vQrrkfmDCm70mHHPMYmy4ucjd9PEnERMcIryNei8eRuX23rxoqFw0eVtUKdjfaYSnTfNCxKxREUmTcald47hcluvEHiwjDTGiw3qdPS2voFByyg6eswYG+cWe4aSjVepSIFSkQptTpYQibXc4Ou8c2om7LmdRJqrCUbZtjycvfghWtp6Q4tKS9mKC7cUeCf3Cj78H5p5XWwtbb0AgBf1i2+viNCImODsLM5DlSdoIBKCAwDl+kJUVDfhRo85YedyFoJMmuxlQ3G0VnaCuhfnYoM6PaDblI9aA/gMA3y2AS7zwODwqBA4IFuTlLCpWuZjyDIK/cu1S30bMUeVloodWzfhyvW+MDqdGmh3nQNrBzCH4Dhd0+i8eRs7tlKUWiyJaJRaWXEemi51wdQ/HBEf+5Z8DSdiTNeKEhxflsucTSiIgwV4MXG6poVMyoGCCaSrk5C7MQsqBQUNLDe0OVmeuVxbGG2KHErF3GcMeurTctgoL5GIqODwmZ9b2nojIjji4IFIiRgRXwxaRnGlvQ9DFpuQJy0Y0tVJyFarkKtRQ5uTBdmaZGSr05dFveAjyaRrwgsQWO7w+fRCDpyYvI53sAMXQohYA2btTsSGiAqOKi0VuRo1rlzvw6kj+ogMVQ/t244r1/siJmJE/GDqH4bhlVlXkVLBpbORSZOxZ9fsIs6V8N75EdwGdTr27NqMK+29wt+ka5KQq1EvqNxE352ypa0P0tVJc7pKzWf24s8vef6h/T/xr2fnn+/R5XBLLyI5BUDMT8QzDZQbCnHLbIlY8EA0RIyID3Q5WThxaBda2ntxZ2TMkyGam7MRT3pnexJ2ikOkszNVWKtIWTZzNnxKH+3GLJw6ovdyo25Qpy9ouQHP5bZeVNcxS5qdeiGY+odxzzHp1fkIhObIRViPhF9+pKcAiPmJuOBsyddgrTwloj2HsuK8iIpYtHG6ptF4qQtsv39esGjAryLfsW1TwjXALxoKhXc6aBnFmH1SCJAQb0vA2zFQ9NVySG0DAPsr3sbJI4aAm4kthp3FeVAqUr1Gk4kAH0UW+L3+Fr92/RarpMCv8SjgAlZJAacLkEmBX7uAVY/9Fk4kQ7YqcPmRngIg5icqyTvLijeFFj8fItGIgIsWvuk4FuoKCQfb+ISw6dSJw4HT5yQCfLRaoDpj6h8W9r/hsx6P2bkotuWQ2gbgwp+PVjXiaFUjsjNVKDdwub6GRmyoOsMsqMxstQonD+u5LS8yVQm1HocdGMb6TGWQDBKPwvnjf4FTIcfUlAMzAFatUmHVxz/Fr5+exL//LB8q1zDW6v4UslWPBixflZaK9ZlKDI0kTgLTRCc6ghNu/HwoZSbA8JdPty9dnYR333w1pmnfBy2j2F9xDhXVTXC6puNemMXwkWdDFhvG7BPCfEYoQQS5GjWy1ekoK0680d1cDI3YhAlzp2t6wSNldmAY5fpCz/xYYgmOdiMXobb1G6cF8RXz5MZH0dOTjOfT7uNDVyoyP7Xh16t+C+dvADwGrM2QY+jHw1DqvFMPiDPZ3xkZw46tkR1REsGJiuCo0lJR+Nyz6Lx5O2J7tsT78NfpmkZFVSOkq5PAnOfWg5j6h3HLzDUUuZos4b5v9JiFVDU7tm4S7PNecydcD2YgW5MsZLHls+U6p6YhW5MsuBf4zewALt3NlnwNvvfBKeSVfBNnL15LiNxiwVLbAFw2bX77cS6QIEmISgOADZ5tCoj5GbNPeGVuSBT4OduWtl4crWpE1ZlmHNpX4vkGfotPRwCNToFVUgX8dkbKAIBUKH0Ov9fcibMXr/klBCViQ9T2wykrzkPnzdtoae8NmLomXFRpqZCuThJ6ffHGjR4znFMzeG3v89igTodtfMLPZ/7Rd40YGrF5bTrW2NyJf776Bt5jOnH24mx26Y4eM5h3KrCv4m2vSCPb+AQO79uObS+c9ur9157Yg53FeSg3bMbZix+io8cc96Mcm30Cph/cFf7NZw8QBwcAs+ls1sqDb8ZGLD/EiTYvt/WikelCVR0D2/gETh3R48mn/xRPhlEen81+IZnsicgQNcHhgweutPctWnD43rzrwUzcrrTne+l8mgz+37Un9gAAKqqb0NLei7FxLgqr+TsV6Ogxo+lSFwYtNrD9w8LoqOoMI7hQbpktyNWocfKIHvsrzuHWwDAGLTY4p2awY+smlBs2Y9sLVWD7h7GzOA+H95UkjOBsUKfjR//4d8LWwLxLjR0Ynjc1i3ZjltBrL3zu2WXlTvMlO1OF5u9UhPWbiurGhNv7Jhh85o0XDYUo1J9EI9MZtgt10DKKRqYTf/SUHP90+W+ieLfEXER1i+nFBg/4bk29PlMZt8NfPpqK7zHx/3tnxDZ7bE0yZNIZ4Ti/xwuPRALcs0/6Hb/nmMQ9+yRcU9NCEksAcD2YwZ2RMa/rJSLBtgY2edLpc8EB/HwGl+bH7XbjRrcZrgczqG+4tixT24jrVLhu5KJ8jZC8c7lgG5/AyMfjABB2Ut/GZs4WH4/+fEXlZow3oio4L+oLFxQ8cLmtF01MV0JtTa1UpHq5vvi0PPxHL12dhKJ8Dcbsk2i6xLkGAE5EdTlZGLJocMtsEXZ75Ccy9+zi5q7449ocbi5ofaYSHT1mYSTAJ6/kG+l4HQmGAh+Rds8xKQjNnZExoQG+M2LzCyZYDqltsjNVGLNPCM/G151wG0ena3rZiQ0AtHgWwyrTUv2S+l5u60XnzdtwuqaR9Phj2Lb5T4QgAy5vmhnKtFTcs0/iPaYzIm5+InyiKjgyabKQfG++4IFIbE29lGSrVbhyHcJoTiZNRm/rG7jhEQT+mCotFR991wh2YJjruXrmJ140FEKbkwW2f9grXcupI3oU5Wu4XRtzsoQe/KV3jsHk2bBMHCDAr2FJlBxRtvEJdN68zWWLtk/M6wZan6nE+kwVt2VBWgq0G9ctiwAC7cYsMO9wblbxFtPLUTgWgtM1jSaGm385tHc7Kqqb0OjZ86elrRe28UkAbigVqbhnn8A/9v4I9Q2tKPN0Up1TMzhxWI/6hmtoYrpIcJaIqAoOwAUPXLneh0amK2ASSlP/MJoudQk99USd0CvK16C6/hLY/mFhNMdv8gTM9sD4TbX44+81dwp73+zZtRkvGgrhdE2jqo7BkMWGbLUKh/Zuhy4nC7bxCeF4Ub4m4IK4K+1cKpBYhmQvFN/UNrI1SdBuzMJaeQq0OVnCZmtKxfIPFuA7CIlU52MJH5Rz4rAeW/I1aGQ6hfVYa+UpyM5U4c5PbDjzrRex68CbyP6SCs6paeGc9ZlK4ZurqG7y2+SQiA1RFZwbPWZcae/zBA/0CvuR86G+jUyn0KMtfO5ZlOsL4zLkORRUaalYK09B502zn7Ca+odRUd0k/LulvQ8ffdeIlvZeITKNnyj/56tv4PWqRnTevC0ct41PoKH2IPQv1wrzO+zAMO67Hnj11GzjExgasSXMugLf1DbOqRkhWIIP+eYj1wBuFMk3yLwwLRch4tceZWeq5jkzfHj3Kn+NRKS+4ZrQkRLvGaVMS0V2pgpf/fNKFD73LHI1amFJBh8VOjY+IYgL7+o+e/EaCc4SEDXBudzWi4rqJkhXJ6Hi5T/Hybf+X+w/dg5KRQo6PL0VPg6+XL95WTQc/EI1X/chO8CF/jZ/pwJj9glUVDdxubM88y0/7Ppb1DVc80SsjaLz5m2sz1Tiex98C1//xreE9Ux8XqnD+7bjmc1/xf1+3+z1hfmcgvgf3fCIU9uY+oeFAAHxHkCDw6NwPZgJuvixKF+DonxNxFPCxBL+WWXSZLz75qthb7gWjGx1OmSeDNSRKjPW8Dtzvrb3ea+gHL7enPZkYSj3RIiW6wvRefN2QK+KTJosLB2IVCYUInSiIjg3esxCj/4JWTImf+kSJr8Bbnh7Ql8o9FaWC0UF3FYK7MBwQAEVbxXNrzcBuBHPLU9jqlJwIyXX1AzqL16DyyPMT3jOvTUwLETt+ZJI7rRAKBUpQUe4vOCO2SfB9t/l/leUX62jx4y18uC/jyey1el+WZzH7JOov3gNh/ZuDxq1txjqL14LOD+WCMEljc2dALiOhW+QjNM1jSvtvULwDQAhqEbsVQG4dkmC2a2rm5iuhP1WEpWoCI5SkYLC556F0zWNW2YLOnrMeOtkOZ5MkeEJ2WqYf/Tvy3I4ywcAdPjsUFq2LQ+NzV3CBLD44+i8eVuIWON3HyzXb0Z1/SXB/3zi0C6vAAz+/EMid9qgZTSh3GniBKfiYIFD+7YLSTsDbbbmSyKmttHmZAmdLzH1DdcwZLEJWSYiAe++DrauKd6DS2zjs1uOb3uhSjhetm0T3jpZjveYTm5ux2ebaH63YD7h7+unGwU3LcDNF/Lu6uXgXUkUoiI4G9TpaKg9CKdrGs9s/ivcs08KlUW2JgluN/DWyWhceWmRSZMF//GgZVRoAFVpqehtfUPYZVDcE/vou0ahseWP8xFrTtcMZNLZvUC+fapciLrxnUjn54LKDfGdMZkPEun7wV1MPfDPk1Z34RokEu/N1sSZB5SKVM9/iTt/wy+K9l1vBcAr1D3arJWnxH0P/wlpMtbKU+B0TUObkyWMclra+7BjWx5a2rg5Yt8O7M7iPC4i7VIXstXpuHK9D4XPPSv8nu0fxlp5iuA5IGJDVIMG+AaWn6/h/38sMigvFXxKn4qqJhzat10Y+gdbvKdKSw3YcAbrrfuWwWdh6OgxI1ejjvtefiPDReW53W5I+PTPHpIfX4XLDd+M+2eIBBdqX4X+QC1cAUQ3FkhXJ+FC7atLcu1w4JcXiNFuzELnzdtCVvbX9j4f8Lf8wvOXjr0NADh5WA9VWuqy9K4kClEVHH6yfH2mEhfePIiOHjOq6y/F/TB+MWzJ1wiuL/F6imgjXZ2EkwHCzuONk4f10G7MwlPKL+AHPxzBk59/Atnq9GWxliYcNqjTwZyvwP6KcwFHOtFkrTwFF2pfTVhhV6WlCt+YdHWSkE7Klxf1hWhs7hLSQCXqiHg5EVXByVano/C5Z/Htk+VeUSXLvYfBu746PDnCoolMmgztxqyEWbekSksV6sHmr355ie9madmgThcWB7P9w1GvK9nqdGhzsuLejRYKfPRZUUHwwCOZNBlvnSpHR7f/UgViaYiq4ASKton3hJKRQpeTlRARU8TSE42otOWOTJocUi41sm188dBS3wBBEASxMggqOMthYt85NR3R5yCb+EM28SdXo4Zzajpi5S0VVFf8ibRNVhpBBUepSBUm/ROVIcuokBYlEpBN/CGb+JOtTheySCQyfCLZSEF1hQgqOEUFGjQxXUJK+ESDzy4byTQvZBN/yCb+FOVrcKW9F7bx+NydNhRs4xO40t4rhPVHAqorRFDB2ZKvQe7GLOw/di7hKojTNY39x84hd2NkI3LIJv6QTfzR5WRhx7Y8vHTsXEKKjm18Ai8dO4cd2/IiGvhCdYWQuN1ud7A/Ol3TeL2qEbcGhlFuwH3MbwAACuFJREFUKER2ZnyvleBToTQ2dyJ3Y5YQjh3pa5BN/K9BNvG/Rl3DNVxp70VZcR60G7Pi2iYAd8/swDBa2nqxY1ueVx6ySF6D6srKZU7B4bnRY0ZHtxlDI6PClsbxSK5GDaUiFUUF0Q+FJJv4Qzbxx9Q/LKzH8k3YGW/weemK8jVRD+mnurIyCUlwCIIgCGKx0DocgiAIIiaQ4BAEQRAxgQSHIAiCiAkkOARBEERMIMEhCIIgYgIJDkEQBBET4lNwHAxKSxk4lvo+4pWVZB/WCAn/rKwREiMb3m/DOZ8giKgyv+A4GJRKJAj23bJGCSQSz3+ik1ijJMjH7gBTKkEpsyKaSw8sjBKRnSQSSCRGrMimkDV622Ee4XRYWaDVCmvMbjDaBKgLEes8eJc93zfGGkuxFJ9hoLaBNfreb+zbiaWyx0pibsFhjZAorNDWBP+7Dia43W643W6YoPMWpuNG/xfIvg9D62JuOVGpgcljJ7fbDbc9A8aVJjqsERJjBuxiO1Ra8f4cRpDrr8LtroQ2dncZA3zqwlU95BEolTXqANNsueczrHMImQPWJap82t3NKDneLar7LLqPA61M9+z9OrrBtNagUh8Jy4TC0tljJTGH4DjAdGfA7q5EwYKKLkFzsxYGr9aEhVHHoqamJMDluJGURCKB5AAz+wtjKRjG6DWCcjClAUZVDjClRjCiv8W1N0Wux/lmFkbGAe7eRb0rsctMbJeEdqNx7775vE/jqq1EpUdNxKNloWcb1C0m7s2LhFs0giqN6woQgIDv2uc5HQxKJeKeODcSMLL+DaZcq+Vs7VeuA0ypAobWVhgUwTwRUUReAH3JcXTzl2W7cbymGc1g0M0/l9WK1poCaOFdL/hb9WsXHAxKjQyYUgkkvH3Eo+nZH6KUYWZtamQBP3tchNGn/fAfgRELYQ7BkUNfOU/PS1sJd0G38FK7C9xC4wEAKNiNZnZ21ONgjGCbz2N3hm9BDjAHGOjtfK9Xi9lBUCsM1gLhOFgjFNZKr1HVbEU4DgbnPSOIZrDG+G6g5Rla715dANj3rajkn1VrmHM0ENc4rGChRUaQCuVgSmHMsHveqx16RjFHh4HrXGTYRaNFIwtO1CCMHs7H7Tb2x6ETRGRWPAK9a+6b4e2yGxnQ43wzwPAts6MbDJqxWyuHvrIGx3XeZQIsjIrZct2VVhxgAP1VO5pLStBs93xXMUWOAn0JjnsUh+0+jpoCPQr0s8/FHdMCDgbdfL3w+qZ92gUAOM4A591wu69CL+c7zFx9amZnvS2tBisKvI7LfeyxF5WmGuH+uBFYLEdby5fFBQ2wRki6C4TGv6Dbtxcgh/48X0lYvG/QBnlpVlhbRY1RRgbEY6CagtkPwmFlUZIxq1jaghq0WnkPfwn0BZ5C5BnQLgPfv7Zy1p2UkRFgZLhMsFpboRUqANcgsdZgUmyFle+NSiSQKAxoZa1wOKxgSzLA1w55Rrw64sQutavgP4lA71qeoUWrQeH5ruSQywG5vhJaw/tgATi6GWj5jqHW0xEzaWdHLg4rWLHA6Y6LvpelQ16gRwlrhcPTmBdouWNgur2OQa6fbTPkGV6uVXG7AAAo0aNAaF7EHWY5Mrx/6ClHjgxtKwKaQ7t7VqTYbrDNu5eZW3dpWJTgCL0QD96Nvwe5HpVaAw6UGoO/NIc15LkMq3X5TAA5rCxK9AXz+O9nXSqKRJ78kmdACxaBNSRM/7nDCjbQPIjVigS2EAK+a4+InMcB0chFi4Ka4+hmuU6cb7sLbSXcds88idWK1pJmn3mzOGg65QXQg0E3043jvACIj4k6DrMudB2Oh3MNkStRF9YPAa7TAzDdLBgjO9uRJRbFogQnI6NENOz0H33waHc3A63BRjfw+HRFjdEcDYevqLHdxwNeE6x3pY07HAwOeI34RD0t4flZGCXdnuG/G/bmRB7haLG7GTAc8HFzsixYvxGNA92MeMTjg+8cgHCJAtSIRrWOhJoFnvtdy/VXYaqZrSPaghoc1+lEnTgHGEb0vPwciLYANa2iuZG4gRtdGAziTivXyBsMx4WOmIMpxQHeTe42IVj8kh8OBqUHgPO8izLkH4rusEAPGHQwaCtB3rTIMKfg8D0L3XFwvuFSzjXGT6jJ9Vdhgk6Yw1FYK3E10JuR63F1zkgjOfSV2lkXSTeCVyxtJewZs5OBOphE1xS5WXSAKULRP5FB7LeXQKKwolKwicf1qPN9fq4nq1sOIxx4Is4qrVCI7dDdDSvjgFx/FZVWhee4AozejuAdcTn0V02ATlROKQMHtNjdzAr2OmDVIj4l2qcueO490LsWT5jrYJq1iXY3mktELmSHFVZm9luU6ABTpRaAFpV2PRiF6HpGFkKDr1i6YBRtQQ2AGq8RmrxAjxKRa5xr9BXhj3DkBdDDINS1+Uc4Aewh16OyJoDrjlgwy2g/HAeY0gPA+avUGyGWP3wPPq46VcsNftS53MLyl45HlvoGCIIIFweYAwZoK90kNlGENerANttRudQ3soxYRiMcYlnCR0L6+teoh08QCUd85lJLFELM1bXglBlClM0Ky0hArFi8FnX7LL7k/ub7LbB+izSJ+IUEJ+osPGUG+74BWpN7GaZ2IYjAWK3gFl96osvEA1u5/irsQnYODsHtRR9IQkCCEym8UmvMnUJE3IsTp3CZTblhRDtTOhsd6OnVBUrxESzFS+Bz44dgNgiUCBaw+tjVn3h/XiIUHLCywbNRAPyi1wOcx8DBwMg247xejlBSHQVObzPXt0VEGhKcSCKk1uBTk/imzPBPzVNpPRAg5UYltumvwlQD1PAjnIApPhxgSsUJGwsA1j9NTIYxzlxyrBEKRi8sRuSSTAZPReJvV+/i4v55iRCxwtoqChkP2PJrUWnSwvA+4wmc0EMeNNVRKOltuG/LyM4ujt2dEXeLlpYNJDiRRJRaIyMjcGoWh5UFjs+ul9AdFy34FFJuBCBgig8rrK3idQxaaLVcNoZWw+yaFkNrsBX+S4NvhgUuyeRcqUhmF94Fsmu8Py8RKtrZnG9+eRLFp+1GM2uAQcuvSwqS6iik9DbwpMEyQOEZPcvlFIYSLUhwYozV2ooSIRmjv596LvxSfARMCcTNGdWI0tSL83XFA0HTE4WYisQ7fVL8Py+xMAKmygLA59oTMowES3UEhFinPEJ3HjgQwj5CxMIhwYkx2oKaeTNEByJgio+AKV68M/HGIwFtEFIqEi7ljffK7/h/XmJh+OZqDEqwVEfhpreR63HVFEzkiEhAghN1fFJmaCth1zNe6V1CmaQMnOLDP8VLqSdNjDjlkHe6+jjAzwZGsHOkIikRJn4Dp7yJ++clQsNnN1hjRqjRZ0FSHYWa3kZ8XSElEBENaOEnQRAEERNohEMQBEHEBBIcgiAIIiaQ4BAEQRAxgQSHIAiCiAkkOARBEERMIMEhCIIgYgIJDkEQBBETSHAIgiCImECCQxAEQcQEEhyCIAgiJpDgEARBEDGBBIcgCIKICSQ4BEEQREwgwSEIgiBiAgkOQRAEERNIcAiCIIiYQIJDEARBxAQSHIIgCCImkOAQBEEQMYEEhyAIgogJJDgEQRBETCDBIQiCIGICCQ5BEAQRE0hwCIIgiJhAgkMQBEHEBBIcgiAIIiaQ4BAEQRAxgQSHIAiCiAkkOARBEERMIMEhCIIgYgIJDkEQBBETSHAIgiCImECCQxAEQcQEEhyCIAgiJvz/KfhTBjHfA0sAAAAASUVORK5CYII=)
Reading also damaged barcodes.
Image Sensor 1280x800
CMOS
Illumination White
LED
Aiming 650nm laser diode
Depth of Field EAN 13 (13mil) 35mm-280mm
Depth of Field Code 39 (5mil) 70mm-210mm
Dimensions (mm) 95.5(L)x77.5(W)x172.5(H)mm
Weight 180g; Smart stand;
Interfaces: RS-232,
USB
Notifications: Beep,
LED indicator, vibration
Input Voltage 5VDC±5%
Current @ 5VDC Operating 272mA
(typical)
Current @ 5VDC Standby 81mA
Power Consumption 1308mW
Bonito Usb DUO; Near & Far- LONG RANGE MODEL:
1D | All major 1D symbologies, including EAN-13, EAN-8, UPC-A, UPC-E, ISSN, ISBN, Codabar, Code 128, Code93, ITF-6, ITF-14, Interleaved 2 of 5, Industrial 25, Standard 25, Matrix 25, GS1 Databar, Code 39, Code 11, MSI-Plessey, Plessey. |
2D | All major 2D symbologies, including PDF417, QR Code, Data Matrix, Aztec, Maxicode. |
Image Sensor | 1280x800 CMOS |
Aiming | 650nm laser diode |
Illumination | White LED |
Depth of Field EAN 13 (13mil) | 20cm-180cm |
Depth of Field Code 39 (10mil) | 20cm-140cm |
Depth of Field Code 39 (100mil) | 50cm-600cm |
Depth of Field Code128 (100mil) | 44cm-980cm |
Depth of Field QR (55mil) | 25cm-300cm |
Field of View | Near Camera: Horizontal 42°; Vertical 28°; Far Camera: Horizontal 16°; Vertical 13° |
Scan Angle | Roll: 360°, Pitch: ±55°, Skew: ±50° |
Minimal Print Contrast | 20% |