3 Replies Latest reply on Aug 30, 2017 3:10 PM by Steven Si

    Can't print image with ~BI tag with b64 (GK420d)

    heedoo moon

      Hi All,

       

      I am trying to print image with ~BI ZPL tag. It display on ZPL viewer but printed except image. (it prints label properly)

      This is my tag. Anyone can advise me?

      Thank you in advance!!!

       

      ^XA

      ~BI

      25,10,1,iVBORw0KGgoAAAANSUhEUgAAAMgAAAAtCAYAAADr0SSvAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAACXBIWXMAAAsTAAALEwEAmpwYAAAB1WlUWHRYTUw6Y29tLmFkb2JlLnhtcAAAAAAAPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iWE1QIENvcmUgNS40LjAiPgogICA8cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPgogICAgICA8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIgogICAgICAgICAgICB4bWxuczp0aWZmPSJodHRwOi8vbnMuYWRvYmUuY29tL3RpZmYvMS4wLyI+CiAgICAgICAgIDx0aWZmOkNvbXByZXNzaW9uPjE8L3RpZmY6Q29tcHJlc3Npb24+CiAgICAgICAgIDx0aWZmOk9yaWVudGF0aW9uPjE8L3RpZmY6T3JpZW50YXRpb24+CiAgICAgICAgIDx0aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+MjwvdGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KAtiABQAAIq9JREFUeAHtnQeYVdW1x9d0GNpQRIrAYMGOvcUW0agv9hpLVAz6jBrjl+SZaExCTDRNTWJM0xjF+jTRzx672AG72LHQFBEVROkzc89bvzXzPzlzvHdgRoh5Zhbfuaetvfbaa6+2yxnKEgfrhE4J/AdJAIVPCgVLGs3KqsptcVnByv1fV2Tgz5LyxMrK/Np/yjoNBKl0wudZAgoBofTcuPIX/NzQ1GgLZ79rixZ+aFX+srAkscqe3a3fkKFWVlERIin/PAums22dEjA3BP5Z0mSFpiYPEIk1NWIk5ZZ8OMcm/mCsPbneSJtxwLE2YZOR9tZTk9w4/F2EGTeYThF2XAIFD9NtQRkhOtxWW1id71alBNDzCBmh8Y22xKqtpqHMKl3z5zzzhJVffpnV1Q22qpeetNV339tGbLtTC773bTmJVye0WwIatpUjwDaOTuNot2hXSYGyQsQQH1uUWXWTjy+6lFnjvLk28/o7rY/X2HfEMHvXz/1OOMK6Dh5oTRhTi2PrjCDt7BKMA8VftmyZvfvuu9bkYbuYIRBdunbtav37948awCmG187qO9E7KIEmL9fk8aDKB+EVlQWbMfkZW3zxxdazfoSVP/6Yle34Reu/7XbW4AOUyqTgGVhz7Og0kHYKXAYyf/58O/PMM+1vf/ubbb755rZ48eIwAN53797dHnnkEfvlL39pp556qlVVVbWzlk70lSGBGEbEbJRnS674TUmZlVdVWOPc923mrbfG+GJJn562cJrZ0P8eY3WrD3GH56WwDQp72U4D6WBPYAjz5s2zpUuX2oQJE4pSIcooasiwiiJ2PlwlEsA20PMGV/jKpjLDTRV8cmrOi6/YsvMvsF7169rCp5+0so03swFf+II1MXO1tMHKqyu9nGcKRJNVwtl/ANEKFyaRAhgxYoQRUTAGUqt+/frZSy+9FJGjM7X6LJXBldwtpAllbyxYVXmlLWlcbLPvu9+6OFsVfXtZMs2s/4nHW7ehg62p0OSDd8zKoXMM0iyHT/OrWayPP/44xiOixdgDUNTASLjuhH+1BBRDfGrX5V/tkWT+q1Ns4Vljrbb/MFv41ONW2X096//FUW4YNVZoXGrlFc3pcIuZdM5idbTLskqfV/78fUfr6Cz36SWAW6os+NijusLXPxbZ9Nvu9qles5qBfY1J+j5jj7M+w4d6HtZojT4wDz/mhdSHnSlWB/sAAVZXV0dpUiqihlKsuro6mzFjRkwBgydhd7CqzmIdlEDEbA8FZT5zVVVTbh9MnWJLzrjQelT0s6YpM2N80m+PUT7t29WafOxR5ukVs12sodOXwL+1gbSlWGpAtOIz+GlsbLSXX345an7hhReKcvDhhx+mxkFbPmues0z+O8m2FC/LlxcmoGQo27rMtaOg+InPMr4VY4+ZVrPh5jZ/8tNWd/Y51mvEur7C7uOUynKf3vVA4uQqMKoWEmEgMFiKSVXFgtiKwIrQyjZc16pfZ57rXbF6VY9wOPNM9yqjZ8LX82JnldWZMoDO2TI1NTX2rW99yz766KOIJFkcZLVw4UJbZ511gh+905glS2dlXYtnnfN04UF8CEfn5eGCly+rMnrOffZa77Nn6KhOcDmyz7K4vENe8d7V1bFbyTLKUifPKei0uWuGFvWOR4lV+NaR+dPftAXnXWpMqzR8ON/XO8wG7rarFao9ejT4CglG5HUCPhucQiWesNLX3cV4+iZ3kTIbjORettxSAQtn0FseNDQ0OOMVaaMpR/ksL9wvWbLE4JH3KB5pDcqZFSzvARlxvi1STL0vxRt41El56oM/yuTpUV+PHj3sq1/9ailS6XNwobsiMkkLdeACfsWnziKTla2ecWYaWvxRhvUa5Mu1aKhsMTlAA3mpfSrD82IAnmQs2YKHLjBdDi88z/ZxwRftGnjuq+Dh112Hy93bl/teKtIh3PZiPyp8DFHlplJgFipx3XItbyjz/vNprIpkqc2aNMHKp71oDZttYU3PPGV1/3O61W2wfhhXgWlgp5F4u90Smg3O74FKhPT222/HTTEFQkB0Lnm2cu5SgkBYNHL27NlpY4Nw5gd6KDj0AMpwUDcHgiJ/f+ONN2zq1Kk2bdq0WG9gIY48v3fv3jZkyBAbPny4rb322jZ06NB4jpCpu9Si3KJFi2zu3LlpXRmW4pKO69u3b9CCRzoKvubMmWOkSkQK2j1w4EBbffXVo1Pfeeed6PBSclM7JRPoFsPN89Kee/imHniHdr5veK/nOBt4Rq7IeObMmSETOatevXrZGmusEQfyHTx4sPXs2TPYAaeYkSMj4IMPPjBm85BbHmg3urPaaquFvLiGL/qY9PSVV14JHUTG9PGAAQNs3XXXtY022sjWGbGO1XatDWMucyOhugXvzLFk6QJvqxvAsoI1de9iNX3qrFBW47NVrke+j70sqbKlzkiX8gpbOH2afTDuOqv1+2WLFsQgfei+/2VVPXpGH1eyOdHftZhgy5WfHCpp+AUXXGC/+c1vbIcddrAFCxaEQGlAly5dQkG32GIL++Mf/xjKyPNsJ0hAUnKM7cgjjwyFwstCX/jQe+yxx+zqq6+2ww8/vJU3QYmeffZZu/322+3Xv/51KGUzi23//uAHP7D99tvPNt5441CUvBKKLxQDj8/iXp8+fULgUMagMB7adeONN8aaBp381ltv2d133223+orrTTfdlDJx3nnn2Xe+853g77TTTrNrr73Wttpqq6BBO6FDuydNmmQ/+9nP7Hvf+168O+uss+ySSy6xL/iCFPV9WkOhXd26dYsV+9/97nf29a9/PWhm+wOmqQfDeO6556I98IBxrAiceOKJtu+++9o222wTjgnatA+aqgc6GA6Lpfvss0/g0pfCRRYPP/ywnXLKKXb22WeHwbFFB1lDf3lA/x511FHhDNmNW+H9NXfySzZ1z92sz87b24KJE6xw0JG2ybnnWMWgIf6dR2wWcT7dUIk0HoFmPzrRyh6412o328qW+gbF6pNOtt4jN2iuGstww8tkVa1Z8oYk119/PWhtHvfddx+o/p2JBz0/BFy7ESQulHjkCtUmHep58cUXA9ejRZxdYMlvf/vbVuU8MiTuxRKPFol77cS9dpy55/mwYcNa4btRJe7tU7rwA29uMPFsypQprfCLtdc9WeC6cic77rhjK3zqpIxvHwkc95iJK0QrnDzNH//4x4HrkSs55JBD2sTNl23PvRtt9AFtpS90UPnrr7+e/OhHP2pVt0eGZM011wwZesRIuOdAprQT2WfrP+aYYxJkInl61pHqgeTrTqRVmWx5rkePHp34uCzxjCA59NBDU1zxQf0eOZJBgwZF/WuttVbixhV41ZXViRtZ0uR92thUSBbMmpWMP+iA5BGnO6F+zWS8n9+46fZkibd3qX/U0dSwLFm2qClBuz5+663kwX32T+5znGfW2iB5HNz770iakkLS2NCsG8ipFMRgYbPNNrNNNtkkvIwLKFaF8aKkX4RcV2h7+umnzZUmPK4T8za3Brwnnurxx50FB0Lke++9l3pKUqPXXnstPGp9fX14IkItz374wx/addddF+VImwjXWS+HhyL0Qp+IJCAlIGyT0n3729+2yZMnBy0XeqRbwuMMfxtssEGscNNGwjkAXaIF0Q1+aCseE1hvvfUibSCqqt5smkFZwDszIooiCBsUSRuU7vFcuKy6IxfoFJNjEFyBH8rSdupRWkM9PFdKhVcnsiAXVv1JDYmgSqnbqgZ80mAi8uWXXx4HfUSUIKWjHuoTiAc3snQ8gcxc8UPmnOnTc845J/avbbjhhtFvb775pkh84kyfrL/++jFbiO6RYYzceKTV9O9n9UccYzNvuNFq+/S2LtPM3r/qahu43WbWpb+ncR41mKut8mg3fdJEa7z1JqsYuYnNm/yc9Roz2vqNHOkDH9cJjwnNg/x/tuMTTOABPL9PvQxexJHSA+/N/Ze//OUETw9QRlGEMx4FmDp1ajJy5MjA97WAlIYLL3Fhx/3NN9+clnXjSHbaaad47gaVZMtQJ1EDD+P5dUqTe1fAlDZ4njIlrszx7OCDD05cAYIfoogiG3XV19cHjnihrBtuPNttt93CS33ta1+Le9EDh0NywFsDRJCDDjqo1TvhSoaeUgQuEcTTzsDFYwvv057l6YmeRA36RVH5/vvvT+txo0y9seqsra0NeciDu9OI6OFOJy0HrjuNBG+ucuPGjYu6aBj1cQC33HJL4CBPdwwpPn1DWSKIp1lxjQzciOOAD/RD9N3ofKzcfOgZusH1UUcflbzXooPzZ8xIJuyxb0SESRtunNzh72fdeYdz0uj6uNR/PXq8907ywOGHBc7T62yUPOA4r915c+LxJVm8yKNgo5uS/2sLKl3Bw3tut912zoOFZ3WmI0/m/v3334/88x//+Idh7XhHJ8ir1IPIk3g4D29Fjs80p4CBHnTwyHgE8MlDycsfeuiheI4nFOABGQznPR2DZQ7AQ7HNmjUrvCWDbzwj9D1djPMZZ5xhtIOoI++Wpa9rJgUA+L3ooovsqquu8g9o6sIz85yogsfkyIPanT0jG90Ln3tFE2gDtDEPWbm6YUekwQtTXu/yZbhX+8ChHqL9qFGjApVo6ullXIsOkYTJh2k+AVIMJFvwqZ/BNP3BtSt6jLH233//4Ik6s23hGn7EN31DNHLDiqqISsiaiMKZ/kSniKhkDtld0RSAB/gf5pMxV15xpR168CG2t0exLmsMsJ5HfsVm33WL9fIAwFTCrOtvsr5bb24VPfvHmOI9l0Pyv9daYd0NrfHVF6zHfgfbgC2285kqn++q8n4vLzjeJ/shGG35SedjUVxSCwaXzCIwkJSA6FQUkIHe1ltv3UoBEJAE8swzzwRZ0gnwBQzUuD/wwANjBorOZ5s4ykjKkTcOZmQwDgbfnq/GjBU8MEuCsFBktpPTaQy+AfjAgOs9fWMwiMF71GvFK+3JA+1E+UlHOEjb6DTaAB90NBsRwQOK0cjTzN/jhKSMpRYV82V0T5qBkRcDpXsoFXVgzDien/zkJ4HOOgwpLDwjHw6MAxzg9NNPN9Jr2ko6zcIn6S6OJytbyiNnlBrwyBnpDmk5DkZ8xMvMD/VRlhSVduCwMCCcZVY/SJEBcDAm8AXQABo91QPuvudu22nnnWOwP2Sbre29rXawpicesdqh69m8Sy6yd4840Abtsrst+eB9m33dzbEqXuH9C8U1Dt/fuvfr67R8/I5MYrPJChgITOA18AoYiBos5tRBzEagsIwnPLQGw+Co0Q8++GA8o7N4ro4RLnkkQiAn/uY3vxm4eA0B+HQgnUEnjxkzJvjSe84YKLNt5557bsysqSMpSyerrj/84Q/G7BveSQBOMaCT8bwYIeMDvBy0GJsIJINsZJR8hJM/q/0orqduMSNE+5FPKZA86QNPR43IjYPBOWQBmqKDDMCnLPiUw/HgTMQDZWUcOA4MYdNNN43+EF3ajBNjVvNi/5hIkUR9idOS0V155ZUx9kLp2wLJCPmRSRC5iGrMAHo6HjNxyJxM4qc//WmQyhsJDz1tinfXXXuNneSzUNCqHTbYBpxwlM12A6np3c1qZ5jNuOV2G7jD1jb3xedsyaUXW/cR61qlr5rX7Lm79d2xeWzpc41uHD5Iiew5yJb+cSGneeT48eMj13NFSdyrxjVUNJvAtUcRb3OS5qHK8R999NEUP5vHarzgHxUlrnBR169+9avA9QF5nL0T48wMFXWcdNJJiXuYtB7yXOrh4BqYPn16On7xjm9FR2OA2267LcVnDEK+DX3xxLUO8cBMip75NGTiA9PEo1Xy1FNPJbRR7XcvmM5MuSK1qr++Zazz85//PJVTMF3ihz7gyLbPp8MTj+pBl/4QTzprXOBKlXjEC8oepRKPCIGbHWdRxgf08dzXFtJZRNWrs9jzCJL4lHjge9RoVbcbYio/eBRoDMJ40Z1AqzLUrz5ijIgMPTKraJwZO/3973+Pcm78rfSP8m4QMWbh+lHvD4BZqg9ffyUZP2jt5KGKXsnTVuXXw5OZd9ySTBr7/eRex3128y2Th/38yuWXJwt9nmup60+h0cdOfhR8Rmx5gNdJlQjB7LLLLsGkBApDCEWK4/P+QRNFlWDp2D/96U9RTkouhVNHMmAFH8WWombr0GCZ+jzViTqYPJDSUJY6ORAu9/ACPrzBI9cc4uG73/1u4ulR0HJvGoNQ3hczEJ6rE3l/5513RlnqyYLuMRBNV64MA6GdHICPIdK2SO5qG2f34vHet7qkjoRymmrNy4NBs9rmqS2oMbEiOdImHVLcJ554IuVBBqo+ZUAPH/Qpig0w+cKzYgaSdZiehge+p6xpP4qP7GSR+lB14rD79dVEz41BY7F3TWPDomTyBecmd3rdj49YP5lY3S+ZsM0Xk4frN0geHTAkpoLv3WqbZN7rUxJMsqHB5VxY5tPFK2YgkYA5ExGemTYkzQIIcwDvvOPSgRh5enYxkffk6DwXPmfnJXJ73gHbb7990CLPZazA9DGhVaBQzf4mQj9AOsL4hhSOejhzkE5wz6Ib08LksIRcgXJYFh0J6QD8UKYUMLGg3JyFwT322CNo0nbvwEi5dC5Fo63n1J8/XCkjTeI517QV+Rx99NFBil0CtC3LN+1lXHHEEUdEmkJaCF+kYB7hohx03JGk7DCuom3bbrttyIwXvIdusYN3THgwdQ6wIAnAJ6Apco8awR/P9I5rgfiGR4BFVlbHoU8fZvuVFIz+1uQCbeK96Db537Cqqm7+VmPBAtJNlxepfGUXG7jrLtZl9TWsccrLVtm/lzX61G63mfOsrrabgbna8Udb3bChVu5/98r3R8S/SHJDHZrbBH/FIB2ki2lyfADFJi+HUUBnlMdToMhxxTy56RVXXBF42VwZgyOPR9kQOPDqq6/GGdqAhKgcn85g0A4/2fdx04IvZWKgx8CR2TOeCRi0krezpuFpRxiR6hFO9oxC0TnAZZddFgN82gZNOjILanP22YpeZ3mATvZAHqwTkJszkCdPx5Fky/CMtvqUdIzRGHswfmKSAQPQGhSygzZlOSNTBsZ77bVXOiZjDJOlrTaglJTHQeKA2NWAk8jqAn3FPfVhwBhyMaBuZEt/AOgW8szLFT7gB2BiBIAufP9zzMeguhkqytEdtNtX7H0jVa8117Eep55oH33/TOtWVW2NvQdZUlthhTdfscrBQ2zITrv4qNzXbnz3Fn8Qjn9RPMiVdpq8jt7PCgoP5au+5vlgeHkNVFF8FN5TpFByBoE0HuDzUmD48OGxzydu/AdhA3vvvXcMEBGsZp0QugBBMlinoz1sx6F3K3KmHk3/gg9tJhLgGUELskakZ5yJPszcsLi5s8+QAOCqffGg5QdeASlfy+MOnaABr1LwsWPHxlYbFh6ZWhVQJwtwGAz9w9YScHBa4pForEkSBttZUP9SVo5JfZPF07XkJMUnChPh5SShr4jLfq78zKbocEbJFcU9zUtfiSc9kFwxFIwIueSdk1RZhlLu8mOremXXnjZ41K72gZ1pi+Z/ZJW9/VPaLhU2522z3qedYnVrrRl/SVEzuvm6xUOxc2gwzFEIwdBwPBRAxwG8Q7lpLOAD1nS+mnDL/ipAjeSasKrVcPYqQQNvIAORsFWG9+pYhESHMP3IudiBh1Nnq0OpF8gaHx0IoEiKUvHAf6gTUDpJeqlObEuBotCn/KFuPDUyZq2AfVvjxo2LWSIZBzwgH9JRHBPA3i+m5GmjjIPnSiuhq/arXyVX+haQzOOmyE9eLuBnlTXrPKT8kpfKiqzuSfN0rXfZs95BW/xn37e6Dgvx2VPnq9z/GMNiv6/beCPrd+ZYWzr3bVv65ku29KXnI+LU7+RT/UQPp9vGjqtW5LM3aQRRZ3DecsstA4eOomEaR0jQd911l40ePdrq6+tjveLCCy8M/OzcNkqNVz/ssMPC24FAw5WC5ZVanYbCYBjq3CCc+9E7FARDU1mhca+QjZGCQ7sU6oWnsxSNlIVyeXrCW5ln2o/SIQ+mpIkKGl9QDwoDDgarKD5+/PiYusawaA84UizxrH4Ur7RN/SZHAK7KCS971jvSTk3rSkbCU30663mp84riqe5idBQ5cGsk1Iwm8PBNTR7tfbwxbJ897dVHH7fFg3pb4+zpNnyvr1jPtT3SOk6lywtoi34g5H7SBJuCagS57vHHH29/+ctfWhkIno4cceLEiZFKYSAYEeV81iG2T0M/K0yikfJKOk/vSjFKTg1Olh9oCl888gzgud41P2lOj3QNPRmjznqXPzNuEX/5dyvzHj6QBbwxdvPNhIYsp06dGtWo7Xh85eA+ZW2+LSd1CETPfLtXJo+itTyZCW95Z9rbFrS3LYxQm3x1oMb/Enulb3v3+Szrsfl6tuk1l1iZ/52fZTXLrLq2iy3rVuFfCrpDoHLXlfZCaiDN5ZuNhPSIXBwDwVuhNJxJUQj3jBcYADMrwrYGIKtYRAByeoBoROMRNN5ZYT6LH4j+Q/RAabRqrecdOSslYfBK3fAA7bZASpc3wrbKtPedvD9ndhN84xvfiJ0LDKJ5Bp/Uj7Eq/WJRjsU9gXA4C6SAaqueQ1PRVOO0bDnhZc9qPxFX6R50BLwXDZ31blWe09b6hbvQ+MAp8WFwpRsK6VahsqtVDezl33A4go/jfaOMdSV8+FYvPoZKy7eDyU8YiATMKifADBURQCveyuPZVsKUJNtPAOXAXDPo5X50SxrGM4RKh5PGABo/cE3nYpREKPZnMajPdgg4HQFSOuokVYAeK+Qy3GL0aPuqBCkedfCdCdO5tJsUCHmhbODIkWDkpK++uBZswR9yy9LRdTZ90nghSw8CMhCuKVdKufVc6TD0suMCOUzoaMwm2Ykf3q0qINXyBNNtwGXhxsFHhG4mzWPwghuDL4nVFHjo6t1Kw8FrH5QszqwJ07l8KKUpUEjj6QAixzXXXBNTktwzWM93COkVxqIxAMpKBALk8VSGMYs2tvGnPFcWyOA5E9lWJkiRVoSmFBLlYixxwAEHRDGMgYGu5MCZ2SOmc9kajhGBgwzlVIrVi6Luvvvu8VGUIob4ktISDUSHZ+JJeDqLvlI+Zi+za1bQ171mumQgotHWWfTbwlmRd6Kjc5RRVO1IuChS6ScSQyrD26LYvqoeRfAe6hwiCJ3M3vzzzz8/9vug7HhBBE5qMM3XHgA2wol5dQbTwwDhm3LqKHko1lmIWoDGDwg/f1CfBp+BXOIn23HU9VkAPCBTZMFet1GjRgUb7HXKGgcPZRzsVTvhhBNCnpRF5vCflwNlkB2TKcwWAuACaq+iO1P3mkWUvAMx8wN9+oUybAgFuM/i42jAox3awKh+zpBa6Zdqz0on3AbBohFEjLCijWcijycVUIimwxAa074IEmEhIMqRjhGa+aPNRAue8Q58gJkaDA8vSrqlDiN6+BaJ+DyTjWt8kksZ6lLKoHaofoyV1WOMDRzVJTy8JesFWqSEz88KcDCko1pnIUKTQklu8IU8eMZHTnxqqskNOadivEtGRGB9siCZSamZhYT2888/bw888EB8wgot8GRMoi0ZkkIzuwZ/SrXEK86TTGLPPfeMtTHK8u7zCEUNhIYiKDzcaB9H8FfKEYoMhPcoG8YBHqBz3PgPMy6UoZMQngSIEaD8GIjyZt4RDegw4Nhjjw1DkkfkmeiDK4Nhd3F28ApeHvDYAPzmlSGPuyru4RslZmct32UTFbVKznMZLeMjnAWr3eARiZG32toWb8gNZ0XE/tKXvmT33HNP6tgoRx8o2vIdOF9Waiqf93nZsiDJugxAf8mJgUe6rfEoEUT8qX+j0Ofop6iBqOPwSig6BlJMABKs5EGuSnqF52PPjUBlUQZoE0HwaOwpogNY7eY5ea0iFn9ggW0O7OHKLjJRJ4ZJlGEwD9TX18d0KDSIGtBmls03K4YygAMPeX55vipBnpyp2t///vcRHVmtZ7tNlh+uaRNAGT5xxevTHskuiy+e9Q5cbR8fM2ZMGAgGRuQXDkrtmzAjpSNC+Y7qSMlwUuDQN8weIrdf/OIX5ps1I31Sugsv4JACYuys+vPZLDJVHeLr83T+hIHQWAmMhuJttFiEl9MgvZgQ8GIoOR3AugiA184KEIGS9qD8RBLyWbwS6RJ4dCpGQidgACw0YlAYH51EKkbkYM8UoO0vDBzxzpTV9hK2zGSj1Mo2kBWhR5vgSzxpCjtblmvajxxQTI72AjIHdt111/j25NJLL42tM9r7Bh+MdzASdkKAhzGRluGAMFDGlXwLAuBkZByUxThIC+kXZE6/wK8G/VFoBX9oLzT/P8AnDERMqwEIipkUPrBBkBiI3gmXBhNttMuTTW4ayKHUWUDQGA2pEV+04a3wqmwJQXmgjZEQhci92VrBkQfeQ0uzKSghz+CD2Zdxvm2DMVRHOjBfV6n7vBxK4SEDlAlQGZ2zZTASDJ21Isq0pUi8AxcZIDuNU3Bi/FkiDATjkHMTLYwEHCLVX//61ziyPKh+0ip4pBwHDk8Gw+ImfUbaVqwdWXrLe5/FbesaOiuLVlv15N+VNBAQEQxTsywIAtpywvM8oAB4d77iY68QUAyPjqdzGJ+wnRqjYJsFHYBiaFsFKQH5LbMk0KYMgHFhDBgRyg+gHEwIYLwYB0bHZ6GUFw54KBOgwav4E+142Y4f0VP5PD3dcxaOznqXrw6lU7TJv8vf075ibSHqM/biE2rSWGYOkafGDsgJQ0DmMjKUD1o4HNUPj2QFOEmmnQGcFdGHd/RFHqBB/wg09sn2g95lz8XkobLgUV5tzZZb1dclDQSBoQCcmQViTePee++NsQWGgnCyjSLnxUCY30egKpttgDwAZXlPqOa/MSMt4gzU+3gCoDOZPZHXioe5HyIaRgUtzdmz+k9qRSThuTqRusFlloj6SL0wVnDY+YsX5r49gPMA8MgYsWQmetkBLIoIwAM8KULEw3b8SIbIHscA/9lt8bznHTtsWasiSvMH8ABmEBkPYQQonzZy5quHBtEY+dLXMg4+58U4xIP6kfKSHWNKysoR0G726NFuldM5Xy/3vMNw4Q8nKiOBPlkJvKuuYuVX+jMXZknwRqZf8Pk34ISN5R4+gxL0vGHxlVpJ4v7CPU18RedRJP5sjE+BtqLvUSH+iJgLPT4Z5Us/N754xrssP3zK6du940s5+Fb9XAOebrTCz5bVtRtX4LrSleRd9LyjEleWNmn6VG3Qc8cRfzZJ9ayKsz5/hT/4d28bdXtETvyvZrbi05U1ZMiXkO6k4s8muVLHl5k+CI8/3pbl0SN9+pmue/LoN8lI8rjhhhta1ZEtr2v/zid4Upm48Z8sv/7pxHLp+CSGipbspxThU16UjCDeqLBmb0ykKsxm4ZmJFFi51wtKABZN/swAkJkNoC0vwXvKywPiGfiDZIwZnnzyyfB4f/7zn9N0C/xScPLJJ8d4hilhIhJ0XeDBc5ZPvPlxxx2XjknAEcAHkQrPl22X3hc7Q5sUhuiBp0NOAtFjmpx6wGValXSF6LKyUgW1j7EfEVPAc/oEnkhR2e9FBvCAr4HwBx3IBIj2bQH9SH8TMegXIi70oEvkUN2SF9GGv0KjPtBz8UFdiqLF6hU+OKN9aQGgz9RP1MfB2Ih+EvBsVUKZM/ZPTS9SE0KBSXJADhqcB5FAcNnBqBqVx8/fQ59DKQkdzp4p0iHO5NE8o246gnUExhzMqpDOYbTwgOJBIy803hGqNVOWfw8/qp8OkhLk+dS96mKBkuti7YQegFGA0xau6HbkDG0O0j0ME96z7YMP3tM39CWDdD4BmObT8QziGW8wZqAMikc6jXw5UHb6k/KlZAtN3kMDnGL6IVlAS0aS51E40NMYJotDHcKhrTjVfwX8H97q2pF5tMwSAAAAAElFTkSuQmCC

 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