Hi, Vinicius -
I figured out a pretty simple way to produce an EAN13 barcode as a DataWindow computed field using a specific EAN13 TrueType font and an Excel formula I learned about on (what else?) YouTube:
https://www.youtube.com/watch?v=5fIJftPqE7k
* Update * - The Excel spreadsheet contains an error, so I've corrected the PB sample app and replaced the attached zip file.
After downloading the example Excel spreadsheet used in the video and the required TrueType font, both from the YouTube author's Google Drive (links are available in the author's comments and I've also included a text file with these URL's), I decoded the Excel formula and created a PB global function that does the needed encoding/translation of the barcode digits into the proper code points within the font.
From this, I've thrown together a very small, simple PB app that produces EAN13 barcodes:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeoAAAJpCAYAAABioXHRAAAgAElEQVR4nOzdb3Aj530n+C9aI8mybAu2/pRle+MYJGh5OJdzaEOX5eT2nN1rmRzcVoRzYRTnUidU3RUZ8eIZ1FWJdYNSxa5Exami6lLg7B4UzosLdJvbKw9ShXlxICn15XbXyYzXgsX4HHFsEySciyeObZ0TSJb/jGVN34tuAN2Nfvo/2E3y+6liSQOgn+fp53m6n36ebuCXevg3f0+F1egrBywVbms13A6E3f2UTfnVkGUypZ9yrp+wedmV3zYfhxR8ZGbzWgpIqUghBW1XU+aPqipUVdtPVfsf7c/wvimtfklTKaRUY/2opvyHnzS86KMq7XZFDdKbYj7+wh4/YY9fK7/9OdrcA4i5/dzqy+38MSy/KJ1UwPc8Gnf9jZwfLK+FZKxfa1uoqgopJQFQh1nqVaZCO4+lUhJSKa0a+tufAIDvXv1XkRWSiIiIovGBf74AKe5CEBERkRgHaiIiogTjQE1ERJRgHKiJiIgS7IT1ha//9Q7+sdfznVD6vvfgPzk1DUni2E9ERBSVkYF6r/s3+PAvfwROj9/3nz7/u+/9cPBY+3e/t4d/8qEP4n3ve9+YikpERHT8jEx/3/feNE59bBLTj2QFf5M4+VHtT/4v/jPIn/o1PPYbv4YHH7gft27dEmSzicVUCinD3+Km5ROLKaSsL/a3s339NNb2TAkglVrE8JN7WDstzs9ruQ6Gzf4QEdGhk0ql8Morrwjff+WVV9y/y25MD6nRgfoOKYW/+X9/gLX//Rou/R9/iX/1xb/Av/6zL6HW/A/4dvfv8NMf/wivff97eO3738NPfvwj/JsXv47/bevrHrKbRbWjDn6kYn3e8NbeGp59dQELrz5rM1jNYvbVMw4DqD4gXwUWTK93MPWMnl+nilfPGAdxQbkcP0dEROTsq1/9Kv7p6V+3HaxfeeUV/NPTv46vfvWrvtIcGahv376NVOoO/M3rb+JvfvQm/vanb+A7t17Hzbd6eOuttwH19kgid9w1+pofe60rwNmn8fRZ4EprdFp59pkqXn12DfYTzkmcv6ZCXX/c8vo85vsXA5NTOOWlIJNTOIVXscuZLRERBfCJT3wCX772lyODdX+Q/vK1v8QnPvEJz+mpsBmof/7WLwAADz5wN1J3vYXX33oDr/3sh/jeT3+gfyKl/bSZfg/7He/9Gd75wI8D7xSwh9YV4Gx+EpP5s8CV1uiAnD2PZ06V8WTQteHNq7i88DjmPX3uGZyf1P+5aFgWH0zptWXqxcXThqV2wTL73hpOi5bVDe+dXts1l8O0HWf4RESHiXWwDjpI9wkf0b7x/Zv4du/v0ftFDz/Fj/Dz1Jv6O9ow3f896Hvf+ybe+a43RckYXEc5azP47LVwBWeRnwQwmcdZXIHNpBrz6xs4VX7S133cvbXTWn5XH4e6LhqmDeU6A2wYPje/3l+q38DCZeOy/HW8evIFqOo65rGHtdNZXDnbsSzrb2IxW8apDeOyev8+tPm9F3AFlwe5bmIxewVn+8vxG8CzvHlNRHSoGAfrMIN0Cg4D9c/wY9x5z1s48Y63cOLut3DnO34+2MwYtOGRB34Jk+kJD9kZ71GvD2a32rJ3HtokdhL5s0D5Obs55DzWN04J3rM3ef6alt/jV5ESPqxlvEd9Es8aP7e5qF9YnDEMpNo2Z/OT/R3AlesLeKY/De/b28WrWMDjg+X383hm4TpudPT3Zqt4er7/1jPD++t7u3jVdPFwGddvdDzvMxERHS3CgfrEPW/hzne8hTvv/rn2d5c2UFujAU2+N4PJ92YCZr+J58rXcb2cHSwPZ8vXgctX7Zd7559G1fHBMoH5dWz0B0knk3mcne0Ppms4fQbYUFWoagfVWZ95hrKg56v/CVcDiIgoiYzL3Xb3rP0QDtR33v1znHiHNkjfdfet4UBtHKdV4K1f/AI//enPAmWOzau4PFtFxzgoqR1UZy/jqu1gPInzL1Tx6hnrDNcu7U3DYL+Jq5dncTLrss1eC1eu65/r3MD12ZPIDl4XbDOZx9nZy6PL05NTOAXDfuyt4dnL+gx7cgqnrpfRXxzYW3t2uD/6dlzuJiI6nKz3pEUPmHlh+zAZUincuvVTPPrABD6ZzmLmPVP4+L0fw396zzRu3fqpOQFVxe2338bbt7089W28R53C6bU9bF69jNnBsnffJPJnZ3HZfqQGJs/jBS/T2+wunh08kHUG2LgG6+r0SLmyV3C2o39u/mlUUUY2lULqyRs4JcxyEuevbeCUYVVAm/HPY71TxatnjGn3l/znsb6xgMv6e0/irOGrZdp2MKQ3+j1yIiJKItGDY0EHaymVQurh3/w91RiP+sX/69/jX3zqNH76kzcHP06Wkk4AuA2oKk7ceRdSqRR+8fbbePvt27h9+20AwFf/6q8x/UgWDz/8cCQ7S0REdNikUil89atfFT449sorr+CTn/wkVFX0659mH/zni6M/IfrjH7+Jf/8XXxZuJEkSJEnC7bffxm1DRv/4D//g69dWiIiIjhq3AfgTn/iE50Ea0ObLIwP1/GP/Aq+//rqvhADtKuK+++7ztQ0RERE5Gxmo77nnHtxzzz1xlIWIiIgMUqkUpBN/4+83R4mIiOhgpABI973vwbjLQURERDZUANIdd3GZm4iIKIlUVYUk3TFym5qIiIgSQEqlIIFfqSIiIkok7etZKvD666/HXRYiIiKyId2+/VbcZSAiIiIB6e1bAQNqEBER0dhJb/zw+3GXgYiIiASkt/7Jx+MuAxEREQlIOHFn3GUgIiIiAYlfziIiIkqmFFKQ4i4EERERiXGgJiIiSjAO1ERERAnGgZqIiCjBOFAnjoJyWkata/1/P9vRkdatQU6nkU6nISe2wYP2x4PeLml5BCTsE3GWOUzeCa7rGEip73c8fVC2OykoZaQjrUwF5XQa6XQZivWdctqQl10jWl/rp2X4KyumDm33Z3/iC9tpxtHpxtWRbeptpF66qMlppOUaunbbml73Uk67z+h5DMogSCNQewZ0kHmJC4HaYgXTjR56vR6UpUzAdNza5SidKJM8+EeRn7VP7B9guYNOLJzSifKzR8OJk+++7emDSqOEdPESlKUqZABAF7XVOnIr2wh8rhCqo6VUIcv6P7s1rNb9bN9FTS4CjR56/TSgoCx30M0sQektDV9Lr2JqW3HZBxnVYULHQA4rTnXS3UITOeTaTWx1lyyfyyEHu9ftKeU0inU9T2se0w30FL231WTMLNYwpyzBlGyg9gzoIPMS2sduO4epiXHnc5T6/GHZl6DltPaJg9zfOOr2sLRndKQHHnjA2yflKhqlOoplba7brS2ighWs989SptmGdWbr9G+rHFZWSqivDmdl3a0msLKCkte96m6h2S4hb2pLGVXrSd4zm6vGWtl+JqWULbP4GmpyEXW0UZnprxaMzlrL1iUE5x20SVO3JSiXJU9/+Vly32oChXWsrwDNrdGGLCwX0LzkLQO52kOv1xht28wSlOqwATNzBeTau9gPVGK9zZR+H+23gVs/9Vtf2irASH+Qa+i69RtP+Qna3e3YG8nTof9Y68xLn7f255HC+6nrIuoj24rqxWm7oPviUtdA6GOsW5NHV2TKSoTldDrHeu1n5vyUsvnf3ZpsKXOQ+nLaB6dtLfs3cs4NcXJLIBWA9NBDD3neQK42UKoXUa7VsFgBVtb7A5+C8sxw6aXXmEZlxu7g92guj1K7iS29w16qAIW5rPftM3Mo5OoojizNRqWNym5e29ftFaByaXjCLO5gZVuvh14DJWSxpDRQQk5/vQoZMqq9/me0NHaKfuorY5OmpVyNEtr9cukHws7KdsD8jLrYagKFuQwycwWguTVaxxNLWMZqpEtTyqUKsHIOwa+j26isAus9Y32JBK2vDOYKObQNdaK06sgV5vTjxNo+i3odec3Prt3djj27virqPy71Z9fn+yfZUkPvz9tYQcfHcWfZd9NFm1O9OG0XdF+MxneMZZYU07GfQw4r5+xaQNRfvJTTjvd+NlfIob3bvyxW0KrngN1hv97fbaNkmgn5rS8v++BhW9tz7tEj/fkrf+vj4zLOreRQr1SAlfXhkp/SQh2GGaycRwl1tAKP1DLOrQCVS4qWdmnZ5/JiBkvKNlZQwYzbPc5ADAdWJotp7KAzSLuNQf+GjGpVdNgYrmxnKmib0oigXHIepX6a+grDcr8S9QsZcfv0r2xtrryVS6hM6+2RmUMBFdhNnuX8tNZ+IfVnH8V6DoW5MGvMOcOFpVumfutrKLO0bLrIbJnKbW0fva+EyM/92HPqq34I0uluodk2DjQZLFV9rFxZ993pPWO9OG0XdF/8bhvqGAP6ExzTudQxL+O5JQAfZcxkp4Ed/YJLPwevT+2a+rW32y+C+vLE67Zez7mHl6RNrL3LLC2jBJuTZm4Kw3abwFQuXMEycwXk6i2UW3XLlZvnFLCkDGet2ysIN8v3lOUSlEYJ9aLb0pKCcjrobCCA/V20UUdxMPDOoNJ22iBnuELV/vp9X2nVgXrRlE7d7kiXz2FlJ/ysejD7CLtK44fv+jKSkS+1tVsCSgv1XAH21xeGYyRUfoj82PNlfxdtTCMb9BpqfxfCXXWqF6ft4hCgDZWythLh7YHACNrVTxnlPEr6rSZFPwdnsvqtrm4HO8J+fcA8n3MPtxM+x2kxvVG1ttvHbtijKLOE5VIaxZ0VbFdtM9SuovqdpdvBDoApYXLLKFVW0ekC8jg7mFxFr6cXWCkjXSwj38ubP6PPghoH+hRSCQ1PS5xOFLTq1nQUlNMtKFXZknYGS8vTSF9qRXMRMjGFHJrjb7+B4PUl50sorm6hNl1HrrAtmF1aj5EQ7RP1sefHxBRy2B3j9oJ66YbMdyy8t2G3JqNYL6Hh+aGoqNrVaxll5EtFtJQ8UC8hXwWAPKaLl6BkARTOBXzeZwxsz7lhz3VJkoKkRjFS68ttq/3pk2k5bgJTueHSRLe26vDQhzXZkuH+nukd5EvAjmEdpLvVRLt/ldetQbZeVjnObiKilM0PS0xMITeY7RiWZyamkDMu4ygtz3Vi5nEpTD6HlZyhfQB0a2X/s12lhXopbzkAJjAlWuKTz2Flpx5s35Sy6crY1L6RcOiXYetLzqPUrqBSd1iaNR4jYfJzPPbchFxKBYbPgwwaq4ta2fpsiENdZ7KYNi7VG48Fp3px2i5SYzjGuvozPts+BhNf7RpBGQFMTOWws7pqOOZl5Et1rK7uYFq4hBKmTwXY1vGce3RIUKOYUsuoamvL2vJDccfQCTNYWh4uTSyi4H2GJVeFy0JydRuF5sxguWOmMo1G/6nuzBwKO0Xzk4BFDN8fFzmP6cqwTOmZJgrrS8j07+0X9ScaM0tYX8HwPnALAWadljQdP6s9rGEs20xzymHQG71HLdcU7et4IzemtAdPjE/pm/Jddt4z7fvxhic++w8ATkxhx7CcZWrfSDj1S7/1ZaVdSGLkosZQr9ZjJHB+Tsee83be+48T/UEg4+0QZC3t5FTXMqrGpUvTseBUL07bRWU8x5hyqYK29RizffBV1F+C8tfPMnMFoG1+aEzOl9BuTwsuGML0qYDbCs+5R0vq5Oy/VK9v/Ju4y0F0hHRRk2ewuzy8tx/f967pcGJ/Ic30Zy5A+tiH74+7HERHi+33+ImI/FNVFdL733dv3OUgOlKUSxW0R5a9iYiCSOFEKpWKuxRER4pc7aE3+uqx+9lDCoP9hYYkSWIALSIioqSSbt68GXcZiIiIyJYK6ctvfyDuUniQpLBmSSpLkiWlnuKOU5yEeoiyDEnYn7glrQ6SVh6KGte9Q4k6TvVhilt9kI7CPvg1znjjSarLQxb/nOjApThQhyOj2ovye45RpzeuNOnwSmJ/GP1tedMPHZnin49uq8U/95bT8Ad2LPrxz42xARbHFX2PyB8Jfh76to376RRbWRBTVXGIMeoafxUjeYp/hD1A2XyVxTmGsXP9eIgj6zvOsKgO/Ma49Zi/Kb6zdf+9xhUWpTUohM8YzAKh43R7iCHuGnfXa35R7LOoLbzE8vXT/0V9WxSX27/Exj8Xxkp2Oec4HjfpYTxlx/YOGMP7iMduPpJSfpa+hXE/3WIrW2O/ziDdEsWC9RJ/1U+sYB9lG8nPS1lGyzUal1dUBrc4skHiDHvhdTsP+ZviOweNK2yXllGQGMwO+xwoDjQQri95rYeo9tljrGbHWL5e9kfct53jcvuR1Pjnovrx0E9sjpvR84ZTewc81o5J7OajSMIb/5+Pj4vifjrFVrbGfnWKBesh/qrvuK8eyzaSn89YsI5xeQPEnh5bnGGP23nJ3/ibukHjCtul5cZ3/POo4kAH7Uu6scaddsjHkeiY9tr/7evEOS73aBkOX/xzp/px6Scjx43NecOpvUMda0c/dvNRJD3xK+/39klh3M9xxVYWxF/1FffVT9mc4r16iAUrjMsbon7ijDPsN/+gcYUPomwmQeNAR9CXDirutNdYzZ5j+YrycqoTr3G5gcMf/9xYPz6Pd6d43qL2DnqsHZPYzUdPCie++B+28QWvn7eL+9nAmGIrO8Vf9RhT1VfcZ6f8PMSCFcXVDRN7Os44w37zDxpX+CDKZhIwDnRkfekA4k77iRHtJX66KC+XOvEWl9vJYYl/bqgfv8e7U1uJ2jvMsXbkYzcfTRJu/djbJ0VxPyOLrWzNTxB/1U9MVT9lc4r36iUWrCgur2sZBEuKoeIMR8Bv/kHjCntmqKcwdRM0DnQUfcl3PQTcZ6+xmr3G8hXl5VYnXuJyOzks8c+N9eP3fCg6bzi1d9BjTdje+lfTOL1OKBUSfvSat8+K4n5GElu5z0v8VR8xVV3L5pSf31iwgri8jmVwisEaNM5wVPzmHzSusLeymOvJb9kiiAMdqi8FqYcw++wxVrNjLF8P++NaJ6K43FaHMf65oH58nw9F8byd2jvgsXZMYjcfRalyuax+4QueF7/H6KDjrzrlx1iwdJxF1f/t4nITkR8nP3MB0hf/I3/rm4jGgHG5iSIh4R89PnRCROQD43ITRSP18C9/Qv3G1/487nIQERGRxcnPXID0xOP/edzlICIiIgHpi3/513GXgYiIiAQknLgz7jIQERGRgIR3puMuAxEREQlIeM8DcZeBiIiIBKSUGncRiIiIyF7KRzxqIiIiOnCSmoq7CERERCTCGTUREVGCcaAmIiJKMA7URERECcaBmoiIKME4UBMRESUYB2oiIqKkSnGgJiIiSrRjMFArKKdl1LrW//ezXUjdGuR0Gul0GnIkCR5GEdYn2WD9epO0ekpaedwctvKO28HUh+eBuj/Q2P35H3zC7tw4KmdcFd5FbbGC6UYPvV4PylImYDpu5QtWfqWcRrqsjL4m12BMqluT9dcO64EqKLfhIiqdLkOx3TaJxtUOCsp2x7mlP/hP87D1mfEcb+Oqi2NzHJuOV+2vHOqgPRz14HmgVnraQNPrNVBCDivb/X8HGXxkVHsKAo9Zh8o+dts5TE2MO59gdSrnS8BOx3AwK2jVc8ihiS1D593fbSNXmEPmELadUk4jnS6iPvKO+SKq1wCKoQako8J8fPd6PfSUJRyiJj8AyToOjsNxDKWM9IzheNXHI6we/WM22qVv09WO16tR/f9rZfsZulI2X9mXa6jJRdTRRmWmPwsanQX4u8rq2qSp2xKUy5KnfX6CdIX1JKoLh/IFqVOjiSnk2oaDudvBTmkZy9Nt7O4P027VcyjMZXzmY6wjy0BpWwdd1GRzGkrZ/O9uTR7OHEb6hn2jy9X+BaZFdwtN40XUxBRy7V3sWz8n4rsd7erF2He8ttu4+us49llQVk9t53RcO9WVj/5vWy/jOt7G2G5H/jjuorZaR25lG1XZ+LqMav8iMpK+qX9W6aflds4+GBEO1ArKxqudxjQqM16XEtuo7Oa17bZXgMqlYeUUdwxX9w2UkMWSYpzVVyFDRtV49b+9gp2in2XMjE2alnI1Smj3y6U38M7Ktkt+dum61ZNdXYjKF6BOR4o4h0JueDB3t5rA1ATkfAn1lr5Ft4MdTCNre/UtysdSR6aBUlQHGcwVcmgPzizaiQW7W4Mr5v3dNkp5WdA3grDu1w46Xp9h8NqOjRLalUXDScyp73hpt3H11wj32anvem47t+NaVMdu7/WJ6mVcx9sY2+2oH8f6RbV2kWEnyvNqG5VVYL3n9Zw9ftEN1EoLdZSQ7/doOY8S6mh52pscVs7pG2aymDadLI1XhDKqVdEhY7jqm6mg7fmE67Fcch6lfprdLTTbJSz3140ycyjkPO6raz051UXAsjumox1U/YN5fxfawTAxhZy+lNbdaqJdygtOVoJ8rHVk5FAHmez0cAlPaaFeWsb61K4+U9AO+OFtBK99Q2B/F21TVWQx7XVbP+0o51Hql9W174Rp/6j6a3+GYZnlRNp3oziuBXXs+p4uzHE8Iu52Ow7Hsegiw7ksjvsnqot1w62eUGNbNCQgwvBZuSkMb8VOYCoXMr3MEpRGCfWi29KPgnJadNU3Bvu7aKOO4uBENoNK232zgajrKaThQaWgVdcPhswcCvr9rf3dNnJ+b7JbB0ErUR3IeZT05WelVUcpLyOTBZpbXW1GkCtgLgMffcPBxBRMVd/tYMfP9p7b0fBe2L4ThO88be5R90+eUfTdsRzXHuvfKI628MNn+Y7+cexy8TPO82qM5+wUor5Hbbq/t4/dKDq9XB2eLBol1O2WfvQrHturvrEpodEzn8w8T+jGUU9hyHmU2k1sKR3sDK64M8hOt7G7b7yv5YN1ELQS1oGMfKmOlqKgVdevYuU8piuXoGjThOGVrpe+4cp68DtctXveByvreyH6TmAR5RlV3438uPZT/0ZxtIUfPsp3lI9jfWm/ueUwUo/zvBrrOTsV4UCtLwes9m8EWZcLglDK5ocaJqaQG1zZGJZLJqaQM55wlZbNE75e2CyP2ZHPYSVn2FcA3VrZ2wMGoerJY/l8k5EvtdFc1e5rDYtaQn11dXj160cmi2nj8pCxTVzqYGIqh53VVdQHJxvtoF9d3cF0fxR17Btey2i+r4f9XbQNaXRrsvgrW37a0fhemL4z4gD6qymdiPqu17bzc1x7rX/T/rjVy7iOt3G121E+jjNYWi6hXZmxzLgVlOUauuM8r45jbPPhdkqNckYto7q9AlRmtCWM4g5Wtr08hOGUZB7T/fTSaaRnmiisLyEDGedWcvpySRlKZgnrKxjeV2shwNK3JU3Hz2oPIRjLNtOc8ngQBK0nP+Xzb2Iqh3Yb5ivuiSnk2m20p7MBvpojo2pc0jK1iXMdZOYKQFt/2KS/Rb6EdnvadJ/Ivm+MGn49S7/3OvgKltaO6JexCDQGX0PqYqvZRm7lnKBt3NrRcJ/X9F6YvmPO/2D6qznPSPqu17ZzPa5Fdez2npd6GdfxNt52O8rHMeSq/kCd8fmJIrCsjQnjO6+OYWzzKfXw459Tv1H/wwPMkugQ6NYgzzRR2A7yXVMF5fQqpgJtS9441THrn46Oj/3W7+NE3IUgSqT9XbRLy1B4oieiGJ24U+JATWRLrqKXqIeKiOg4UlNc+iYiIkqsj33288chehYREdHhxYGaiIgooVJqogfqMOHH4ghdNv48uzVZ8GP/cYVqizFEnFuMb+H7hyOsneYwlfUQ8hUnnm3hDespcqqvHzyxiVObmJCAx6FzdLHVhP9fForUQdWzNR/rv91ifFvf34+g3F73/bBdYPqR9PL54daHGO97vIKVWfsRomG9uV9gHQ0+n/rOYcXw3cRuTcZMOTv8HWAan+4WmihgnV8XgnuMb+v7MqqhH+GOIo3D7ijVwUHFibdjPo+SN92ajJnKNBo9Rf+xEQXl9AxkbNtcaB0toZa+M3MFPTJL0Lix/fdDBFaINMarnzi21nSMcVrtYpq6xMw2xTsdjXna1abThl/s8ZO3NX0/sZPHUc9OrPnIkB3/bf01IYcYs7ZN6bWMXuL3+o0/flD1KyivIorl7HIs+4157iVNa391PEYdjqORahXFS/bbh6JqCxeM9y1M51KljVLD+Itg2q+mDcOC+htrhnUSUduNUaiBWrlU0X+WzkfcWKdYp4Hi5EYd49VjHGfHOK16OqaYpk51pC3DQZiWddnbb95BYyePs55FrPkoUBz/bf0pPz+xhMP0P6/xbb3Gsh13/VrLO4N0y66f+4nt7vVY8XB+MPVXp33zUz5xvGTnPsJ43yP5xR3vu9vBju3vtRvCggrraFiWeqmh7+82VtBBN7K2Gx8VgHTi237CgJjj1BbRMCx7e4wb6xTrNFQ8WKugMV49xi11itPaT2fkN2sFdaRcQsUpLX3ZezhO+8w7aOxkT8YQs/ughCqjx34SOpZtVPVrLa9T+b3GdvcT49fl/GDsr6775rF8kccRZrzv2OJ9WwLmmAnKNTLWGN5DBkvVJWQOw3kKgHTf+x708XFLnFrTIB0gHvShiM3rlI4fLnXkEPlpZNnbd97W9APE7vUr6bF+gYMr4zhi2Y6t7OOI7e4zTcd985nWQcQRZrzv8cf7nphCzhRq0sjDswb7u2jbhbA9BOepVAo4ccdd94RPSb8SbAS6oV9Cw8vSR6QiyHNiCjnsev+8Wx3pnXD0XX3Z2/gUmd+8R9IPGrvXrzja1q8DKKPnuvdrDGUPdSxHmaZg3/ymNba6t4qoLaIqr1xFr1fV/l8pI10sI28tn6+6DBPvO4J6yWQxjQpaShWyMTGlhTqm0XDbBcdzZvLPU5J0RwQ/9x00HrSPeKuOsYEBHHhsXqc4rXac6si6xGVKax+7bcuVoN+8g8ZOtjWOeu6iJlsfeLHmM4bYwJHGhjYylNV3LNsD7sdWkcV2D5Gm0775SSt0HGHG+x4Ye7xvu3OAKTE9HKVxDFBQLtYdQtEa6EvaxUH6XdTKNXTHdg6IloRUKnwqgeNBe4236h4bOJbYvMI4rXbZOtWRQ/rSWCAAACAASURBVFpKyxB4PWDegWMnj6ZzUDG7zfmMKzZwVH3BaLTs3mPZxtGPrclGEds9bJoO++YrrTBxhBnvO2nxvjNLCrZXdgzL1NqyvbevZukPsNWLwyVuZJEZ13EUsdSvnvlv1H/3b/+XuMvhLFRs4MNoGE83eymNVr6H8X1VnbF7iciK8b6T4uRvfQHS7dtvxV0Od3ps4KPcKZSy4apSaaGeK2Auo6BV97NUR0RER82Jt2/9LO4yuDsWsYHrKKb7d4hKaPS0paqj80tQREQUROqXfuXX1K9/aSvuchAREZHFyd/6AqS3PvzxuMtBREREAhLuuDPuMhAREZFAQuNR2/z4v+/vtSUk3KCvmLdHRRQhIUO0wbGs8yNIKcMY0Cb6YAmHMTxkkoWoz7G39eHmMx51mE6d5INiXGVzi3nrlVv5klC3SSgDEF2dx8QS9aisJKVewwqwHxNTGP4ypeVnIkeizR3kyd0+prT5olD/AY+RONP6tqbX7erG7jU9TdvoWl7KmKxgEyZObU1+BmoZ1R6/N+fPQcW8TULbJKEMQLxxhiMgV/XfXNZ+D/rohHoP2D9yU5iw/pa0UkbaGGVK/51qrFoHxXEa/b1u00VhdwtN5JBrN7E1UqgccrB7XaOUtR/zGPmVsO4WmtONQX7bK0Bl0WmfzWXUfiwkwYO1XVsTgMAzape4nyOxUGuCGMFBroidYoeKYjQ7GVfsWb+xiX3Gmx2pE0NaoWLR2lzJd2uQXdtMNGPy0M7CehanE2mdj8RCdqhbz3UdRYzbsLGGneIJu7Sjp9jVfvYzQB/NZDFtVyerdeRWti0XMTKqiv7rW47xv53OEdHFJdYC6axjfQVo2ozIheUCmpcEQUGrggAZmSUohp3OzBUcAlWMyswVYB4DHfZ3ZMVCdCsyyHFvc9zZtjX1hbhHLYj7aRsLNWsTf9RPXNk+p9ihbjGaRcYVezZIbGKvMY6dqihsLFoZ+VIbFcNJpLvVRLuUD9hmYWLeDkow3jo3xUL2QVjXUcW4DRNrWN8329i8fuPHi2JXB9xPP31UWdJ/5lGfjevhCgvC33h0am+nc0SUcYmH8eMzcwWguTU6651YwjJWQ93SUC5VAC+/c234fHvwc8Qu59LFChAqgprfGOQ2bU0DIQZqp9ioUcRCteEUO9Q1RrNfY4izHGm8WSfh6l/Ol4B6a3DQbjXbKA0K7bPNXLcZc1xbL3Vu9zvIntnU9dhj3Hpt36Axpz3Grg61n173wY5NuMLBbjm0t9M5IoKY0sPFlEuoTOu/pJiZQwEV2E2e5fy06YLYKy1AURrFutMFy2gZW3lDOE2n/VUuoRLJudRHDHJyJEnf8xku0c1YYqHqnGKHBonRHETY+KXjjo8bRf3rEWUGJzesQDtPB4lVHEHM26TWuaiuxxnj1nP7Ooko5nTQ/Qy9Dy4Xh6L2djpHRBBTuj8GKq06YAz+0AbqdiO+fA4rO/5n1ZklRbA6JCqj1r47xkpz21+7aFu+jCOu+XGlQjr57tvRpytXhx24UbKEJtPpV77+r9pKaPRsDhDTU4PjJiiDF6Z7SmOKjxu6/jOYK+RQbyn6vbY57co3SJv52sYtrm0C61xY1yHKGzhPjwIfe3YC7mfQfcjMoZBr2973HRC1t+s5Ioo2036f35xOA6XBCpVpZ7C0PI3KpZbfTDTWMJVCw6hc5gsih/31ce/bVqR9jKQHHngg2hQdY6EalruCxL11ih3qEqM5EfGso4o36ySiWLSZuQJy9VUs6vfavGxjK4qYt7HVOaDNyIZ1362tDssvqmvH8rrF3bUTINaw4y5FFHM6aLuE2ocMlpZLaI8MOgrKcg1dp/Z2OkdEFZfYNiztBKZEy+jyOazs1L3Vv1I27XN3q4l2ruAtJONgFUN/8Mtpf623h0z9w+F4MIqkjwU5Vo4m6aGHHoo2RWEsVEv80UBxb53jm4pjNCclnnVE8WYdPxpRLNrMEpZLbbRhOBEEabNQMW8HicRQ54a8l4f9ahEFwy0CUV2HKK9S1p9G1uqlrASMNey4S1HFnA64n2H3Qa7qDycZ7xEXgWXtPCNub6dzhN99Gb1HLdcU7Yn0ke8G6itUtl8f0/qX0fDrWXoe/e9cT0yZ9nmmMo2G4q/etKqRUesGPZc6HA+m3RpDXPNjLHXq1wvqX/6ffxJ3Ocbr2MWzJiKKCuNPx+nkb30eEqDGXY7xOwbxrImIoqKUDSt3Sgt1r0vsNBYnjsM4fTziWRMRRaWOYrp/V7mERo9fpYrTCfVYjNREROSVXO2hV427FNQnQeVATURElEgpQOKMmoiIKLmkj334/rjLQERERALS+993b9xlICIiIgEplUrFXQYiIiISkCQpRAAtIiIiGivp5s2bcZeBiIiIBKQv3/5g3GUgIiIiAa57ExERJRgHaiIiogTjQE1ERJRgHKiJiIgSTMKtH8ddBiIiIhKQcPeJuMtAREREAtI/++V3RpSUgnJaRq0bUXKhRFWWJO2Tm8NUVhqvuPqCgnI6jbT+V1YOOn+vPNSPUh7sRzpdRmJ3hY4FCfiJpw/KhgPQ+icfi9HB68nP+DkOntE56Lr0k1/Ystltbx700oHTP+h+W0Kj10Ov10NV1l/q1gznDw+Dnt/Pj4NcRa/XQ6/XQCmO/IkMpIfhbUat6Aef1nFzWNnu/7sHZSkz5mImgYxqT4H7rnr9HB0dwdtcKaeRThdRt77R7WCn1BgcY9srQGWxBv9jZ9z9tovaYgXTDf180QCKstN+KCjPDD/fKNVdPk909El/jzejTXGrLJhp+1kWs8wm+h82XWk7zUCsJ76geRvTscwyTGUxlqf/uS5qchF1tFGZMcwMTEtqhn2LpA4EZbWbLdUs7aTYtZvgs8Ly+kzXtnx2dVSzr8vQdSbaP7u2s85wjf3IQ/0KyFXBrC2zBGUwJQUy2WmgvYt9YUpJ6bcW3S002zlMTej/nphCzmk/lBbqKCGv77p8bgW5dhNboir03bamjVGTLa8rZaR5YUAJE/HXs9qo7Ob1K+cS2pVL+glVO/h3Vra197ZXsFMUnWz1E8VgNrGNFXTQtVxp9xrTqMyU7dM3nfj8522fjuVzixXA8XMZLCnG1Ycq5G4NcnHHsBrhkL7vOvDD0E7bK0BlBumW8d+XDGlaP3vJIT8/6QrY1lF2tC4jqzO7/bNpO8ioDlaV3PqRnzrzptvZAXJTmLB/NyH9VmQaWdNMfQedSEbCIG1rlMFcIYd2c2swMCutOnKFOXBBjJIk4oE6h5Vz/UvhPEr9A7K7hWa7hOX+ulpmDoVcHS27s5d+BT5IBxksVZeQsVxpa+nraVjTH0nPT96CdIyUS6h4+ZytNnYH0wkZ1erokBOoDnwxpJ3JYnrk38YTqdN7YdJ14qGOrALXmZ8yGmatMxW0hZ8Nut+ifathsdJGaXnJfgBJSr+1s7+LtvHfmSym9f/t1uTRmf3EFHJe+3QEbZtZWkZpMGNX0KrnUJjjME3JcjA/eLK/izbqKA4OyhlU2k6ftV6B60wziglM5YzbRJW3R8LZjYPMEpRGCfWiyzJ8kDo4KrzWkdXY60xBOe1l1ho1bdaIlW0Ix8ak9Fs7E1MwVXe3g51BsspwhaJ/f9ya10zFed9Ct62MfKmN5lZXG/hzBXCcpqQ5wF8mGz4N2v+zPfFYD2wj072tfez2j2CnbaLK27EsPgyeJtVuD9Ttlk+D1MFR4qWOrMZdZ/rsLdhsNKjhxYHjA5tJ6bdC1pms4IJKkBecBs8I2lbOl9BubqHGZW9KKOlLL/3V+HORz2ElV8eq4aGNbq1s/yCUvjRdHFyyd1Er19DVl7UGaRiXvTJZTBuXvJTW8GEaX3k7pGPaH8sSm+hzAExLhkrZ/ODKxBRydjOcIHVgMoGp3DDfbm3VoXxxcCifYx0Zl18tQteZHUN+E1PIGQccxzaPgsdBGkhOv7Ut2xwKhrbG/i7aXrft1iAX6+Il/1Bta0mnXUGl7nYhpj185vlBOqKISHjPgweQjfaAynRlZrB0NtOcElwl6w+z1IvDpWpkkYGMav8BpXQa6eIOVrb7DxXJqBqXy1owLEv6ydspnWCfO7eS0z9XhiLnTeVIzzRRWLc7CQWpA8v2y8PyLaKQsO+COpRPWEeWurRLM1SdWVnyyyxhfQX6k9BObe7P8OtZ+lPW/SeO9UG0bawL4RPkSem3drR2QT/PItBQnLY1PgfQRGFbsPrV359AbTuaTr4EoJQPsC3R+KUefuy/Vb9x5VLc5TjkFJTTq5ja5ven6TCJut8qKKdbyNs+lZ9kXdTkGewu210UHNZ9oqPi5Gc/Dwn33hd3OQ4lpWyY1fEhFDokxt9vhw9uHpoVYv2pedOS+eB74zY/RkN0wBiRI7A6iun+IVxCo+d1KZAoTuPst9p3zauRpXcwlEsVtEsN84xZrqLXO2x7QkdV6uHC59Rv/Mkfxl0OIiIistCWvomIiCixOFATERElGAdqIiKiBONATURElGAcqImIiBKMAzUREVGCcaAmIiJKMA7URERECcaBmoiIKME4UBMRESUYB2oiIqIE40BNRESUYByoiYiIEowDNRERUYJxoCYiIkowDtREREQJxoGaiIgowSIcqBWU0zJq3ehSHK/DVl4K7iDaOmn9Ke59Hkf+EaWplJFOl6FAQTmdRlnRX+/WIKfTSKfTkJPTkIeUx7YStUXU+QTuO8k4rj0P1P0ObPfHTn3cxT0oJF2Sy34MyzYxhdzgHzlMTQBAF7XFCqYbPfR6PShLmYgz9cpun7uoycZzblLbKwDbtiArzwO10tM6cK/XQAk5rGz3/x1npyYiCiA3hQlMYGowSuxjtx3vQKGU00ini6hb3+huoTndGJxvt1eAymINR2WsHm0LspJSUae4VRbMtLWljf57piUOpWyepQ/edNjGlK7lCrNbg2xYTkn7TsPu337Lbk1fVA49L6W/7FaG4nnfBen3P2xYykvb7V/NW1tp6Yn2oYuaXEQdbVRmvJTfKe+o8rC+Z3Py89M2nupJlIdd2e3aPEQ5XPtgHPWqGzkfaLPDkfLL1oFHVDa7NO33U3jMZLKY9pqXkFP/DtaOcrU/EbKWdwlKVR7+c66AXHsX+65ldCun33MAHM4p1m2sfUNQjpG2EDDl67Cq4Fg+CPqO13EiPhE/TNZGZTevXfk1SmhXLukdXjsQdla2tfe2V7BT1A+Gbg1ycccwQ+93VIdtTGTkS21ULg3f6W410S7lIUNGtTec+YvTcBKk7KNldC5HG5VVYL3XQ69Xhex534flq5f6V9zbWEEHXSgozwyX8nqNaVRmLHn222p7BbC01Wh6on3IYEkxrrJ4Kb8o76jysLwnbBePbeNQT+552JXdrs0DlsNTH4yjXi1lbpTQriyi1s1grpBDu7k1GJiVVh25whzM63IO9eb3HGNXH8oSMshgSVGwlBHlJeKUV9D+5J1yqQKsnHMpo1s5ncoS5Jzi1Ddc6svUFoL9WKwArv3Oxzlv0B/1MoQeJ8Yr4oE6h5VzeveR8yhhB50utKWbdgnL/VbIzKGQq6M1qIk2dgeXhzKqVdnDNkNyvgTUW4MOs9Vso5Tvd2PD1dJMBe1+mbwKUnZbTuXIYWV9aXii8rHv2mcN9Y4MlqpLyCgt1FHCoBrkPEowpmHYJpPFtKmtbNJz3Qc/dSbIO6o8rO+5cmkbYT35ycPK0uZBywHAWx+Mo16t5wOtnJmlZZTaTWx1tXK16jkU5oKm6fUcEyHXvIK2o0u2NRnpdBpFr/UV9DgMck5x6hth20a5hIqXfufnnGfoj/rG4caJMTuYr2ft76KNOoqDpYUZVNr6e5klKI0S6kXLsoPTNlbyOawYTyZYgdYeCsppPzOAiMo+wmc5/Oz7/i7amEbWrg/npjC85ebxHpAwPR/74Kf848hjfxeesvOb50j+UQpYDk99MI56tTL2P20VrLnV1U6uuQI8j9NByh01x7wiOOcIZJYUwUwxSDndtvN5TnHqG1G0jSlfr59zOucZ3xtfm0XlxMFlVUJDtKQkV9HrVbX/V8pIF8vIN1y2MdGW0yotBeemmkBhXZup6FdYjdAPu/ksu/Wzgcrhcd8nppDDrv17+n0sLdd97Ho5OETp+d4Hr203hjy6DnUSOk+dU70HEaav2vbBfIi0I6jXEeb+J+dLKK5uoTZdR66wjbBHqCZAn4s6r8jOOQ4mppBDE50uILtmE6BOgpxTXI+HkG1jytfr55zOeYb3DqLNQjqYGbU+41013Nnv1sra/QGlbH6IYWIKudwUJpy2sZGZKyBXX8ViE8NloYkp5IxLGEpL8PDLBKZyw2WQbm11+LkgZR9J3ms5POQ5uuMo5OooDr8Milq5hq6+7DNIw7osJCJKz3UfDMtIPttuIKo8MllMG5e8nOrbb9v0+cnDWvYoy+GlD8ZRryPltFmWbFdQqbstabrUW1/QPheEU15B29GJUjatknS3mmh7WYUIWidBzilOfSNs21iXsEV16uecZ3xvHG0WsQP6ZTLtYY3pysxgeW6mOaV1NDlvej0900Rhvf9wgWAb2yyWsFxqow1DB84sYX0F+pOcaaRbED/wszxcPlxEwfC5IGUfLZu3cnjIU/DZUr04XFZCFhnIqG6vAP00ijtY2fa2OmGbnuM+yDi3ktPrb/iQkue281RPfvKQUTUuBzvVt++2GZbHcx4jZY+wHF76YBz1CgCDp6jt+p+MfAlAKe/QJz3U23Ang/W5QBzyCtyfjF/P0uut/yT8xBR2DLc2ZirTaCg25xk/5fSwnb9zilPfCNs2Xvud2zlP0B9DtNlBSX2g8Dn1xp/8YdzlIKJjpYuaPIPd5R6Ez18S2VJQTq9ialv0lPjRcvKzn+dvfRNRDPQngV1vxcRh5Du7Hr6/G4fDUs4IKGXDikpUDyAeIgf4MBkRkUa5VEG71DigB798yixB6S3FXQp3h6WckaijmO7fOS6h0fOy9H90cKAmogMnV3voxV0IOjTkag/9LzYcR1z6JiIiSjAO1ERERAkmqf/xz7x/mvFayY+x95ckh2iMC0OOjh3Pg3TApCeeeMLjR8cdr9UtgtU48qDxSUp83yiNO0h9kHL4yStouca1P6NRi0YHPz0W80h0LX1b0+teyhk23nNU/TqqOuU5zZ/DOa74eJjsoOO1yqj2EvlMKHkSf3zf6CWlTwYtR1LKb5TDitP3YbtbaCKHXLuJre6S5XM55GD3uj2lnEaxrudpzWO6gZ6i1U23JmNmsYY52x8VSVq/TmKbJtk46mv8beD5HrUwpq7tDNhvrNOae/qBYyv3CWLOusUvFZVZGICj//EgMbateYhmTV7jZQeMOes1rq+w/rzG9z2gmLe2+TrUi1tfc+zjgn13jRk9GqdZKZv/3a3JhtjgMmpdvzGb/RyjxnKNKS60B90t7bf711egBfGwKCwX0LzkLYPw8Z79nkN89hEhmxlbtwZ55Dzp5xwVJg67c1rDWOeWFQ+lrNePW0x6a6x2UR7GdG2OLdvXox5XrO3jt+68UL0P1P7itQL+Yp0Cc47pB42tbGQXc9YtXSMfMUsDxdj2G+t3kFnEMWf9xPUV1Z+X+L4HGfPWjig2rZ8+YVe3NvvuKWa0Hqd58MPWWvhH7A7jNu/vGsO3atv4i9nspfyj5RpfXGg3XWzpv92fmSsAhhjWAxNLWMZqpMuO4njPQc4hHvuIY4m0aGMVwwVJd6uJ9sjPr/qJqxxV3GxRe2ewpGxjBRUsaoERUC7WUWr0V09Ex5/+nilWu0OfEh1bno65KMYVO+FjjluN8anvIPGOBYLGVnbjmu7IBj5ilvqMsa3Xi/e4vLqoY876iR3ru/6s5Y4z5q0gNq2vffLT79xjRmey08BORxuMlBbqpWWsT+2a4jZ7W3IVxGwOVX6PefhuB8PvL1tnS8olVKaXtRN7Zg4FVGA3eZbz06ZBLCjf8Z6B8Z2bLOR8Cai3BhdDW03rRdugQD7OURHEzXZs7wyW1rWBqlZbRb3UMPxcrFNsaEusdtc+JTq2XI65sbVdNG1udPBfz3KKdeokSGzlSNP1EbM0cIztAPUSdcxZv+kFbZdExby1lDvqvuY1brmcR0lfclVadZTyMjJZfcm328HOYfjZRN/tkDPMerS//vlUadUBY2CINlC3G/Hlc1jZCT+r9h3vebALYzo3GekRqAYXrFjBuZFx2k9c5YhiMLu1d2YJ6ys7qFSm0RD+qLtLnTnlITq2vB5zB9F2EZBee+21g81xYgqB6sJ0z8hjbOUo09WvvpxD8hnI1eHJp1FCfbCsVEKjZ39iQuArL6c0BRzbwUd6QdvFKX9Rmq59J0A9WPNwyj8MYX8wfQj5Uh0tRUGrrl/py3lMVy5B2d8FCnOH5GcTg7aDkVYH5nQaKA1mlUYZLC1Po3KpFUnpR8IeuhnXuclEuzVSbyn6fXubvuDnHOX3fObIob27NSxWplEqGcNmWnmpM4c8RMeWl2PuQNouPOnBBx8MuKlDDGcnolinAISxZ4PGVrZljL3rI10/MUuDxNjOzKGQaw8fmDGlHzBethNhzFkf6YVplyTFvDXmEVlfM/Qzr3HLAUxM5bCzuor64P6jNnivru5gWrjc4jFmcygHHBdaaRnqoG8CU6JldPkcVnbqweIIB433DITsL+Y61ZbexTP5zFwBufoqFvX79iP8nKOiisHs2N79r7JVUa1qYTNtx2q3OnPKQ3RseTnmIh1XxivE0rdTDGeX7QSxTsWxZ4PGVray5uEjXT8xSwPF2O7fz5mxST9gvGxHonbwk16Ydok75q0oVnIUfc3Sz7zGLYd2MkbbfP9RzpfQbk8LTiB+YjYHNc640KP3qOWagtpqHbmRG/L6rHLV+p1qPd9l5zNQ9PGegeD9xVqn2n3nnO1DbP1dXMJyqY02BBcRfs5RkcVgFrW3Fsa0Mt2/Lz08drXB2ilWudc8ID7XejrmohpXxi9VLpfVL3zhC3GXg0Ycr5irB4t1SwnTrUGeaaJwLPokjz8/Tn729xk9i4godvu7aJeWoXDgohEpDtRERLGTq+APjJE9lQN1cvGnAceHdUsUHx5/fkn44hfjLgMREREJSN//1KfiLgMREREJSA899FDcZTgEGErOP5c6CxTT1ylNthERHU3Sn7/yt2NI1mekqZFtvZ1wlfJoFCKlnB6JXdutyfprPJn7M676ssb03We7EBEJSIA6pqQNv+G7vYKdYhThvszkfGkYxABAP3CBFqN2+Ln93TZyhTntxzR6/O5e/KwxfdkuREQikvdxOsQsWf+B9GEoPFFadnFaHfKdmNIDyuv/7nawU1rG8rTxp/m0wVv7yb2gMbMtcY+FMZi9xhP2UL+usZkF5VccYrw6xX8dibksipnrNZ62NVb0oBY8xjb30s+85EdEdLhJqueR2k+sU7vNjSHERGnZxWl1yFf/fezBb2BvNYGpCcj50jDKTreDHWFUKudYzfaRZcQxmP3HE+4LEpvZrvwzSLdEcVCd4r/asWuLKOJpu8Xi9RrPOGj8biKiw0WC6mfp20+s0yjTEn12GFEGALQAQxltpq0vidsHWO9zitUsiCzjEMM0cDzhILGZbcvvFAfVKf6rR67xtCOIxuM1nnFU+RERJZyPGXVE8Ut9p+X82eHgqKBV12fOmTkU9PvU+7ttmx/3d+EU9xgQxzANGk84SGzmUAKm4xQX1q3Ooshj5HNEREffiY99+H5vn9Rnd42gM5j+9rLPtNw+K+dRKq5iSylgp5RHFQCQQXa6jda+gt16DoVtn2WemEIOu+L39cFYS9UYw1RGvlRES8kD9RLyVQDIY7p4CUoWQOGcfUQep/yEeYURJp0SGiPL1QC6LnUWRR5Gbm1ERHRESO9/373ePhkmfmm3BrlYH4Zwc03LsCzr+lkZ+VIbzVXt/vTg1XwJ9dVV8SzWiWPcY+cYpoHiCQeJzRyGKR23uOLG+N1O8bQd6swPr/GMHfPTHuwTP7hHRHR4SKlUytsnfccvNcQb1R+IUgb3HZ3SssRp9ZDvxFQO7bYlmPrEFHLtNtrTWY9xZY2c4h47xzD1H08YCBab2S9R/FenWNfWmLlOsYad6swPr/GMo8qPiCjZUufOnVP/4A/+IO5y0Fgx/isR0WF08rO/D+nmzZtxl4OIiIgEpC/jg3GXgYiIiAQYj/pYYPxXIqLDSoq7AERERCTGgZqIiCjBOFATERElmIRfvBV3GYiIiEhAwq2fxF0GIiIiEpDw417cZSAiIiIBCT/hQE1ERJRUEt54Le4yEBERkYD0q+/8cdxlICIiIgFp6mO/FHcZiIiISEDaffcn4y4DERERCUh/9VffjrsMREREJCBB/ce4y0BEREQCEt6ZjrsMREREZCOVAiTcy4GaiIgoiVQAEu5+Z9zlICIiIhvqbRUSTtwZdzmIiIjIhnTHHQxzSURElFQqbnOgJiIiSir19s85UBMRESXViXdw6ZuIiCix3vWuOzlQExERJdXt2+BATURElFRv/fxtDtRERERJlQLvURMRESVWClz6JiIiSixV5UBNRESUWBKAE24funr16gEUhYiI6Ph58skn8frrrwvfV9Xb7gM1AHzlK1+JrFBEREQEVCoV9w+lPMyo+2q1WpjyEBERkcHNmzc9fCrlfaD2liDFZWVlBbVaje1ERJHpn1coTj4GagD40Ic+NK6SUAgvvPCC6d9sJyIKy3peofj4GqgBON70puRgOxERHQUqv55FRESUZEdroO4+j8ceex7duMtBRPZ4jBL5lErgQK2UkU6nh39lZTz5dJ/HY8Z80mkMsnI7mRjf54mHRGz6WDr9GJ4fdJYunn8sjbSx/+jbPPZ815yOYx9TUDa9r6DsdAw59X0iSpxEDdTd5x9Dugg0ej309L8GWhjbOeTRi9ju57V9ETeK+gkr8xReeukpZETbub1P1GfsY70eer2X8FS/3npnhQAAIABJREFU43RfRBMllNDEi8ZR+NESTjZ/F897uPrrPv8Y0uki6sYXlRbQ6Oe3jYs3nhtNy9r3n+PFJlFSJWig7uLFJnBxuwrZ8Kpc1f9tmgWUh4O38fWZC3jZ7nXTLEYg8xRe6p+wrDNm4+zjMeP7XTz/uxfw8ssXMKPPgrQTp+GzUVYRHSndF5tA4RzyJ19G0zRSfxTnnj6JC5fcL1EzT72E3vZFPGp8Ua6iOjiI9vGtl09i0umqcv9bePnkJDKAuf/2jxu9vz9fNh575ll7WcH4j1GiYylJD5N1X0RTeEJRUJ65gJP6LGH74g0Uy8rI68MTloLyzLfw9GDGUEDzdz0MmplJnHz5W9gX5DtyQkQGT/3xRTyqz05e+vSL+N0LJwcrAo2TxrToWNIv4kYv3rQL08KnM5DzJbzcfNHcP+UqGiiGWJLWl9XTLeR75ovfkXIVb+DiOe0TmadeGs7+G4aLhZcv4Fv5Hnq9KmR08fxjRcOsvYeqfEDHKNExlJyBGgAe/Sgm7F7v7uHGoxehn0uQ+XQBj9ZbUCyvmz6POorGq/iXAwyaovRFMpM4iTqK+mxisBpAx5d16bt/y6T7Ipoo4NMZAHIepZcty98A5HNhlqQzeOqlHnq9PFp2s1XT0rdhkDTOcot14Mae9rrxOOi+iCYsx0VcxyjRMZCcgToziZM2J6vARu4Nehg0u3u4YbxY2P/WcJnOExnVXv/kaFn+IzLovtgc3DLR7jFbl78BZJ7CHxeauPRimJxk5Esv41tOI2B/Jan7PB6baaKwLVpBiliQY5ToGErOQA0Z5y4CF2bMg5tSLkPJTOLkyxfQX4XrvtjEy6U8ZMvg3n2xqQ2sls97oy/RPW14SEww0xnRnwl0n0f5+S60AXsbFx+9gT2u5dGILl5svoySYem417BZ/gaQeepp4MIFXxeM3efLhhm0glb9UXzUdqmq/5EW6v0L1Ef1WT4Mx5NV5tMowHJ8HcgxSnQ8+f5lsnHKPPUStvEYZtLp4YulBnqQIW9fxGMzaWjvlNDoadfe1UYL6Zk0LgB4tFTSZwAyqqbPQ7t6tz6p/fIFzKQv9D+Ai9s97YncwUlONqXfT8dSaDxdSqOYruPRixdx8sIM+kk+enEbL/HR8OPN1McA4FFcbBTQxEX8sempyTxKxefw4n7BkoCMaqOE+nP2yXeffwwzF7ThdCZ9AaVGD9VJ4IKhz5YaveGT5rblKqHR046Np0+mB68Pjycr7dkM4/FVavQsx1xExygRIfXwf/059Rv/6x8KP3D16lV85StfQaVSwYc+9KHj/dOUShnpVh69arIW6Ppt1A/KcezbiYhCM55XaDy8nK8/+d9/Plkz6iRSymkUB19SHc4SiIiIDgIHahdytYdeNe5SEBHRsaQm8SdEiYiIaMDXjJrxSQ8HthMR0dHheaBeWVkZZzkoImwnIqKjxfNAzSf/Dge2ExHR0cJ71ERERAnGgZqIiCjBJHz5z+IuAxEREQlITzzxRNxlICIiIgEufRMRESUYB2oiIqIE40BNRESUYByoiYiIEowDNRERUYKdeO211+IuAx1ae9jc7AAAsvPzmASAvU1oL2UxPz+pfWpvE52OW1r9z+9hb7ODDoBsdh6Tk8bs9rDZ6QDIIjs/CeNbw/cMKVq3t9uDftmyWcxP2ufvVP7RPLxs76/8TmV04mX7Yfmd0nQqb/89m+0H+Rk3E9XFGPKPrPxe9s2h39rtv5ftnfo7HS/lclnt9XrCv3q9rj711FMq0YhOVZ0FVGBWrXb6L82qAFTMVlX9JXVjAdprTn+Dz2+oC/prCxuW/DYW9M8vqNa3hu8N/0a2tzEo2+DDo/k7lX80Dy/b+yu/Uxmd/rxsPyy/U5pO5e2/Z7O9TQOI62IM+UdWfi/75tBv7fbfy/ZO/Z2OhO985zuqqqqOY/DkZ8oql76JiIgSKgXeoyYiIko0DtREREQJxoGaiIgowThQExERJZiEL34x7jIQERGRgPT9T30q7jIQERGRgPTQQw/FXQYiIiISkP78lb+NuwxERERkQwUgaf8hIiKiJJI4ThMRESWXpHKkJiIiSiwJKgdqIiKipOKMmoiIKMGkj334/rjLQERERALS+993b9xlICIiIgEplUrFXQYiIiISkCSJcTmIiIiSSrp582bcZSAiIiIB6cv4YNxlICIiIgGuexMRESUYB2oiIqIE40BNRESUYByoiYiIEkzCG6/FXQYiIiKyowLSPzv13riLQURERAIScDvuMhAREZEAB2oiIqIEk8Awl0RERInFp76JiIgSjAM1ERFRgnGgJiIiSjAO1ERERAkmAe+KuwxEREQkIH1J+Yu4y0BEREQCEt7zYNxlICIiIgEJ9z0UdxmIiIhIQMI774u7DERERCTAp76JiIgSjAM1ERFRgp2IOsHUhW9GneSxpt5XAP6nb8RdDCIiigln1ERERAnGgZqIiCjBOFATERElWOT3qAFg4Xcewfp0/1+3sLb2bZS/5/4e3v8gOufvx6TdewDw8Q9CfeLd2v+/9kOc/qPXcB13o/o/fgTnjb/bsvNdpP70Df0fw/c3v/hNnPmapbC2abqVxSFNp+2CvkdERMfWWAbqy3/6TVzW/3/2sY/g2m8/iCv6ACh+725Uf/suPHdBe9+63exjH8G1U2/i9IVvagOphe0gjPdg4+L92F37NtZ++yOYsrwrTvM92Dh/Pzpf/CayX4M+iH4QNy78HS47pumynfA98b4TEdHxNpaBesQPbtkOrub3bqH8R383ePn6D34OPHgXTgG4jvfgmd8A1tZeE6dj6w2cufAGgLtRHXnPIc2Pvxvzr/0Qp/WBf/ZX3oVJ3I3HPw5c/ppDmk7bwSlN8b4TEdHxNqZ71O/BxsVHoF58RJuxDpah3d4bmn3oLmDnR9rs+/13I/vam7jxKx+Bqm/beexu0+fnn3hEf+8jqL7fQxEd0px96K7BBcTC72jlXNsBsg/d7Zik03Z+0jTtOxERHWsSUuNI9g2cufBNpC58E6n/+y5cu/hBLHh6T/fxD+Lab/wci8ZB/MH78TS+q2134bvo/MYH9AH5Fsp/pKd34Zs4/e+A8+dt0rQjTFOz8DuPYB3fReqPXsMNH3vvtJ1rmnb7TkREx5R6AE99f+1H2MRdOGk3y7V5b/axj0B9Ali88HfmGeVrP8STL93S//EGru7cjSmbNK9//U3sifKzEqR5/Qc/B6Y/gKd/8G39obS7cfIhoPODW06pOW7nJU3hvhMR0bE1/oH64+/G/Gtv4ordE8yW92Yf+4g2m7QOVN97Ay3cj2c+rv/7/Q/i6elb2LVJc+G/vB+Tovy8pvm1H2ETt9D6uj6IfvwBnH/wR7g68rCahdN2LmkK952IiI61MTxM9h5sXPwA5vv/NH7lyem99z+IF37jbgB3Y/3iI1jXP6I9zX0L5X/7Q3TOPwL1ieHr2teXLF/PcsrvCW179zTfwJm1u9E5/wjOA+h/Xeqya5pO2zm857Dv+HaQNiAioqNiDAN1/6lon+997zVkLzh8HUn4vnaPuuy7LC55Ct8bQ5oO26iMQkpEdKzxl8mIiIgSjAM1ERFRgkW+9K1efCTqJI85hrgkIjrOOKMmIiJKMA7URERECcaBmoiIKME4UBMRESUYB2oiIqIE40BNRESUYByoiYiIEowDNRERUYJxoCYiIkqolJriQE1ERJRkHKiJiIgSjAM1ERFRgnGgJiIiSigVgHRivx13OYiIiEhAuu+9D8ZdBiIiIhKQ7rjrnrjLQERERAKSdMeJuMtAREREdlQVElKpuItBREREAhLUuItAREREItLt22/FXQYiIiISkN6+9bO4y0BEREQC0hv/8IO4y0BEREQC0lu//PG4y0BEREQCEk7cGXcZiIiISIC/9U1ERJRUKQ7UREREiaWqKgdqIiKiRHv4M59Te72e8K9er6tPPfWUSjSiU1VnARWYVaud/kuzKgAVs1W1E2/pSLexAK1NFjb6r6gLWvQ8dfASxcymTTYWtHbDgspmOpq+853vqKqqOo7BHy2WVc6oiYiIEur2bd6jJiIiSqyf/ORnkKTv7sZdDiIiIrJx+20VJ06+63bc5aCDtreJzY7LZ7LzmJ+MONu9PdfPTE56zXQPe3sddJBFFpPwvJkljc1NIDs/CefN97C32YFzlWU9pCNIfW8TnU4W874r3Gv5I7C3h70OgGzQujYmFWB/w+Yfuvze+9ve5qZLXzHLZudD1ykdXanUHcBnP/tZPkx2nAweAHP58/IwmI+HyQYPNLn8uT7c1KmqC7N25V0YlMFTNWwM62HWdcPhgz6Of0GezOrXoc+H7/yUP9zDZBuj9R3mQUHf+xs2/5Db++5vHbVq93nXPs+HyY4jLw+TPfzp/0E98dBDD0Uz7NMhMYVTAK47fmYBG9fORztLOznrmutstYP1eYcP7K3hdLZsn8r1yyhnXwU613DepeB7a6eRLfdTmcXZfDR7Onsy63OLTSyK9sfBuMo/ahOLqTO4bH35ehnZ00DHdx/xu79h8w+5fdD+dmoWs47lAq5f99vqdKyd+vUCZ9THnnHGuKBueJ1uhPx61uCznmajhjLOmstonF265buxMBtgZjWGrzN1LLN0j2UJUv6gM+rhKoihvjt+ViIMAuxv2PzDbR9Nf7NlWwbOqI8jLzPqD3x6SZW0vkHH1yYWT/dnHbOodtYjvzdtZ29zcTgrXNiA6jiVBrB5VS/jAjaumcs4OX8eL1T1Ocz1G8L7g3trp3Hmspbn7MIG1KhXDTzZw+baIk5nbWZ6blseZPn31vDsZWCkT0yex7WNBQDA9fJz2HRPKNj+hs0/7PYR9DdBwbD2pD5LX9jANbflHzr21NtvQ+I4fZztYe30GWjn/llUPSwbR2JzEdkz+ml7toqO2yANANmTWJidxWz1adh9enLqlPP2e2t40nBhcM1LnpHbxNrpLM6UL+M6tMF2o+q2SKo74PLvta5og8nsWYysrM8/Da3Yl3HVcaQOvr9h8w9d/rD9TWBv7UlozbiAjVj6IB02d951JySVI/UxtYe101kMbnXiOq48t4ZN9wezQ2a7htNnjHOrG2ht7sE128nzWL92TTgD2bzaH/hPwu5O8eZz/XuNC9h4OovNzc3Bn4eH0Yd2N7G2tojFRf1vzd/2N7QRC9WNDq6tz9uW1U5k5fdkD60r+sz9bN5m1j6J/FltwL3sPFIH3N+w+UdQ/pD9zZbhYmthY932AoDI6p57TuAEVA7Ux1NHO4kaXL9cxpnLZcz6mLGdmp0FYJxdnMLISwaDmc4wU5TPXEZ5dgEbLwRbdteWhLX/tz0xD5ZBAeAyzmRtFmE95n+5fMb6Ci6XtQfh3Jcxs3h8o4N1vzsZuvyzWpuYXnJ64GnYN05N2ZdVm1FeB17dxR7mBUvwAfc3dP5Rld+ea3+z32q45D1bxdN2h5dNm8yONBwdN6oK4OTsv+TDZMdWR+10OmpnY0PdqC6Yvrbl60Eh39nqeW5U1YVZw8NRfh+a6Vi+eiN4sMf00Nrgb1adnbW+Piv4yo3161mz6uzCgrqwEL7OvDx8F778fvX31yG9wQNR/trM28OGYfMfU/k99jdbgwfD+PvqNOTlYbLMb/6eKn3sw/cfwDUBJdMkJicnMTk/j/nz67imdqA/Z+PxQaGg2ep5zmvLi52NBX0mcRnPrnlbx93b1B9Q0mdOswsbwq/bdExLB7OobnSgqtdw7do1qKqKzuC+6XWUn3Paa8O26+tYX1/HNcP218tPwmPxfYmu/B7t7eJVAMApCCak4xU2/zGU309/s9kaa88On8mwnU0TCUgpCdL733dv3OWgxJjE/PoGtLHa7UGhCHOdXx88RXv9Ssv1fvXe2mlkz1zWlxEXsNFRcW1dtHy5h91X+/+vPzBnWYqdPH9tONhdftZmsJ3HuqpCVUe37W+vXeBENFCaRFF+CsNff7NLoIUr/ecAn4njmwZ0uKUgpVKpuEtBiZLVfpsEwKu7B3fGn8yf1WbVbl93MX6ta7aKzjW3+8qGe/ELzwifap88/4x+gXIdN/x93wYAMP+4vhRx+WrEKxEHU35zYlP6Iwav4gC7QHT5R1l+3/3NJgnDg4CPczZNAUiSxABaZDSJgN88OQCbWDR+rcvn94idfzlseIESSPak669RhTXW8vvVuaHPMH089Zyk/D1tH66/9dMYPCAu+KoXkRvp5s2bcZeBDtDe5hoWD3xtdA+ba+G/+rW5eMbwIxReT5peB7DRp+CH9rC5uIi1sX93zU4U5Q+a53Vcadnv815/Pf7U1BiWcsPmH035g/U3ayJXBz8mNL6feqWjTvpy6oNxl4EOzCaeO1PGZceHnoYzANFXW/zaW3sSZ8plnHG6f+s6wwk6MxmuEFx3WhMePIA0i5GJ6+ZzOHP5MspnHB6w65c/chGUP0Ce/e8Z2+dp+J5y+MzGkH8U5Y9mJjy4IIjrwTw6Gh7+zOf49axjwxDZR/AdkeFXgSL8feHBV1M8fP1J9N2VML977OGrMYPfhbb9ys2wfPZfwXKvVxFPX1cKXf4AbH7HfbQ8/tvC82/Bh80/7PaR/M528H5Bx4OXr2dNPn5e5UB93BhO+rMLVUOwgY4p4EO036M2hv6bVavmCAeG76aKv/c6GlgieP4L1Y5hkDDvtyh543eZzXXjbXthyTwNXOHLH8Rw8DcGtXC7aHHmJ2hL2PzDbB+uvw1SCVVXdPT5GKjPcaA+Zux/QCPgDzl45h7TWXwy8x7jd1Z4YvUQU9rxpDxahllrmQKc1L0PXGHLH4Q5T/P+Bptp+hmow+cfdPso+ptqipLFCTXZ8TpQ85HvY2jyvPFHRsz8/ZCDH/NY72zAPibDLBY2HH6C0/A9VDfXX90VfA97HutqB9UF273GQrXjEsFrEuevdbBh2H4YUtjL9mGFLX/APDtV9LMc7O/sAjY6B/Fb1WHzD7h9JP3NKIrnBug4Sz38X/136jf+9H8WfuDq1av4yle+glqtdoDFIiIiOtpu3ryJD33oQ3j99deFn/lk6fOQcNeJAywWERER+SHlf+mtuMtAREREAtK7fvJG3GUgIiIiAenv3/mhuMtAREREAtKXlL+KuwxEREQkIOFePkxGRESUVBJO3BV3GYiIiEhA+tV3xl0EIiIiEpHefeqjcZeBiIiIBKQv/T/fibsMREREJMDf+iYiIkowCXffG2P2m1hMLWIz0jT3sHY6hcVoEyU6QvawtrjmIZhE3ziO0yTlR5RgKUDCvekDyWtzMYVUqv93GmvezxJH0+aioT6Gf7zASC5hHx5py9FBRrjt3hpO27b/JhYd+sbe2mmcFh5E2sXq6Lba66fXOgCAztpppE77GbCJKA4HsPStnRzOYAOqqup/1yCKaHhszK8b6kOFqm5ggeHwEm1+fdhenSpQftIwyM1W0Rm89yrODAZrp/6/icVsGac29Nc7Vbx6xngRu4ANVfSeyB7WTmdRPrVh6l9aBMxJnL+m4gU8i/LlMp7FC1DHEtL0IHDWTcfH+AfqvRauXF/AhlOsXMOMxDRLEM42+ps5z2K0JE6bt7WkOczPcuDvreG0/m9t9rKmzXBOr2Ft0aY8+j4EnRHvrT2LywvP8ALmMDk1ZTvITZ5/AdXZy3h2bc+x/++tPYvLs1U8PT/YEM8sXMeVls1oPJnH2dnruNFxKdPmcygLjzftouFJPIPqQhXP4EnTjNp8PNn0ZcFx6rSdW5qOx7DovEB0zIx9oN5rXcH12ZMQTxQv48zVx7Ur/40FXC8/px+sm1jM3sAzhhknDDOKzUXrLGU0EPzmYgrZK2fRGcwogM3nDDMYVcU1jyPj9fL/3979vMSVrnkAf8rbzI8/oaFBhVQHJDt75UY0IOh1EZxLYGoTySJZZeKmYWwGxJmGLAKNTaBBuROyctGLkEVIQEgKFxEa4k5ySSoQhfwBE2Z579wzi7LKsrTKMvHHk87nAw2dOnVOvXU8db7nfd73VL2KK8WTuLExF78O1aK2NBJbb07q5PE07s5FLH3f5WKGBPbK0eVfr0at48Xnhfj2Uv3/uh3/tVcbB8K+PDQSG4el8dO7MbdxdMXl7ZutiBtXYjL2LlL3ArLeo35xu76R8u0X+3rUrRWDeg++NThbPqf1ckLzs9htvW7Lun+GO50X4AtTpJj13XL1Xx6KkcbDb9/EVqzEVPNqeypWmus8jUcrI12DbWVq9yTQVtorD43EylQpSsft+u6e/CJG4uofDwn33VJ2t8JBJ3rTn4vJWG6Eyn+8ivKpl15bjv+prViqHW/I6MLtF1EUtVgaObAkbi8fUvJuHWsvz8XGvoUtn9P23n239TouO+ozfPh5Ye/iYypWWvaPHje/Z6ce1Be+vRSx8SqOqtgdUHsVGy3jfscd277x5EncWJk6UGqrn7yKKK48qn/gz3v21tuf45re9Odn8krciK04vKjyNt5sRVz69kLX4788NBKx9WbfZK7aq40YaXabW8aoezz2L3x76cA2e/M0bk5txVJtr/d7IN+Pvd7HbrOz5ue3eBI3WvZPr5Ux+Bydfo968vtYGlmJqeMG4uSVuLExF3cPXa0cQyMbMXf4wsYGYrm2FFtTHcaNJ5frJ46VRy29osaJ9238fK29R3GEjxyjfnp3Ljb0pj8/Tx/FysjVOKy48vRmOeY2bsSVyeh6/F/449UYaT3Gn96MqZUOFZte7X5urh23h/n2TWy1/PPp3S7H/+44+JXJI9brus1ePsNAxJmUvi/E7Rf13u3xbs/aC9rmes2JLxfi9otaLG1NdZ6IEhFx4Xa8eHIjVqYapbG221bKc3HpSWNcbDK+X4qYK5eiVCrHr1eX4sYJ74kD3v4cPx5RwieLttulfhyKWuuwysZclHeXTW0tRa053trl+G85Pj+mvL0xVz5kotZkLBdP4lJzWbmnse3GRLb68V+KH4faj//2Mvzu++u2Xtdt9vgZBqL09b/8W/GX//7Pjk949OhR/Pbbb/HLL7+cYbPgS/I0bpZ+jKFjjkEDn7f379/HN998Ex8+fOj4nO9mFzJMJoMv3WQsP7nU7HnqWQKtvjrvBgCxe9fA8nm3AkhIjxoAEhPUAJBUqVQS1ACQVRF61ACQmqAGgMQENQAkJqgBIKlSCGoASE1QA0BSRUlQA0BqghoAEhPUAJCYoAaAxAQ1ACQmqAEgMUENAIkJagBITFADQGKCGgASE9QAkJigBoDEBDUAJCaoASAxQQ0AiQlqAEhMUANAYoIaABIT1ACQmKAGgMQENQAkJqgBIDFBDQCJCWoASExQA0BighoAEhPUAJCYoAaAxAQ1ACQmqAEgq5KgBoDUBDUAJCaoASAxQQ0AiQlqAEhMUANAYoIaABLri9J5NwEA6ESPGgASE9QAkJigBoCsCkENAKkJagDIyo9yAEBughoAEuuL4rybAAB0okcNAIkJagBITFADQGKCGgASE9QAkJigBoDEBDUAJOb3qAEgK18hCgC5CWoASExQA0BighoAEhPUAJCYoAaAxAQ1ACTWF26kBoCc3EcNALkJagBIrC+iOO82AAAd6FEDQGImkwFAYnrUAJCYoAaAxAQ1AGTlPmoAyE1QA0BSpXAfNQCkpkcNAEkVpcJ91ACQVdFX6FEDQFp/ENQAkFZfqU9QA0BW//dXPWoASOsf/lGPGgDS6vtnt2cBQFr/++FvghoAsvrb//xVUANAVn8o/ZOgBoCs/l4y6xsA0iqiiD7fIAoAOZUKs74BIK0iBDUAJGaMGgBSE9QAkJigBoDEBDUAJCaoASAxQQ0AaZn1DQCpCWoASExQA0BighoAEhPUAJCYoAaApEohqAEgNUENAFkV7qMGgNQENQAkJqgBIDFBDQCJCWoASExQA0BighoAkipCUANAWr6ZDACSE9QAkJigBoDEBDUAJCaoASAxQQ0AiQlqAEisL0rn3QQAoJO+KM67CQBAJ0rfAJCYoAaAxAQ1ACQmqAEgMUENAEn5mUsASE5QA0BahaAGgMz6wleTAUBKpVD6BoDUBDUAJCaoASAxQQ0AiQlqAEhMUANAYoIaABIT1ACQmKAGgMT6fDEZAOSlRw0AiQlqAEhMUANAYn0lY9QAkFZfUZx3EwCATvqi+Pt5twEA6KAv9KgBIK2+kNQAkFZfmE0GAGm5PQsAEusL074BIC2lbwBIq1D6BoDMBDUAJGaMGgAS+6qXJ/3www/x/v37024LANDmq6Mmk127du2MmgIAtDuyR/3hw4ezaAcAcAiTyQAgMUENAIkJagBITFADQGKCGgASE9QAkFhPX3jy7Nmz027HF+ny5cvn3QSAnsiB09FLDvQU1BER33333Sc1hv1evnx53k0AOBY5cLJ6zQGlbwBIzI9yAEBietQAkJigBoDEBDUAJCaoASCxxEFdjfn+mbi/fdxlAPy+fVkZcA5BvR33Z/qjf+Z+nM4+rsZ8f3/07/tvPqqn8loAnJrt+zHTdj6f/8JO5kWcR1BvP4/HMRzDm4/j+aldDQ3HwvpO7OzU/1tfeB2zwhrg81Gdj/7Rxbj4YO9cvrPzIOLeaXXy8jrzoN5+/jhi+qf4aSHi8YGkbu0Nz8Zqz8u6GxifjuF9jWi9SmuUT+o9/ZmWWkp1fv+/t+/PRP+XdjkHcOa24/691RheWI87Y62Pj8Wdh9dj4MDTDzun76rO76+wNs/h+6uvmU/tZxzU2/H8ccT0+EAMjE9HPH7ecmW0HfdnZuP1wnrzyqnS07KjVZcXY7MyEfW/dzXmW6/SHlyMxdH5qMZAjE8Px2btXWOtWFsdjqjttfFdbTMqE2OHvgYAJ2T7eTzeHI7p8QORfIhO5/SoB/js65YKayM72jJlfSFez+atup5tUFeXY/Hirbg+EBED4zEdi7Hc2DPbz+PxZiVuXT/kD9Nt2aE2Y3F070ppbWIndhqXZdW1WI1KNPN2bCIqsRpe/n7aAAADS0lEQVRr1YiBwYsRr9/Vg7m6FquVW/FTubZboq8Hd3nw498+AL26GIM95XTnc3rdZjT7XzEWd+6MHcyUgfGYHm5dJ49SnHFQV9dWI1ZndwN0NBY3I1Ybe+ZdLTY7rdht2aEaY9T1q6fX79pK7MPl2MvbwSg36uJjE1HZrMW73bZWJsZiYHC3RL/9Ll4PT0dPF3gAfKLX0X7q7qjTOX3gejx8UInV2bYS97tabMZqzDZL3/U8yuoMg7oaa6uVeLCzf2JAZXWtXm4YLO8fR27VbVlXY3FnfSFicXT/+MNuGNe9i9rm3vMnKquxVq23dWIsIsYm4uLiclTf1SKmxw+OjQBwsgbGY3p485B5TB10PKdHxNidvcx5UInVZom7PY922sbD8zi7oK6uxWpznLhhMMqNcsPAYFxsLVdU1/YmjHVbdpTmFdXuBIPdssi9xmyDtrLJYHk4Xt+719LWenjfu/c6LvZUhwHg0wzE9VuV2GzvZEU15ttv7e12Tq/O75sQHIPlGB4ux+DYzVgYblknIrbvz6e9L7vn36P+NLsz+KZvtj1en8C1eO9+3By7HnceVKJ/tr8ewpVKy4SxsS7LejB2J9YXZmJ0dCZi/WHcWV+ImdHR6F+MqJfJHzYvIAbGpyMWF6Nya++SYmyiErOrEbeSXm0B/O6M3Ymd9XLMjPZHf8vDlQc7MbBv2tdY53P62ERcnG08vrdsICKuP3wQtf6WZcMLsX79tN/Uxyl9/adbxV/+/F9dn/Ts2TM/GH7CXr58GZcvXz7vZgD0RA6cvF5yYOhf//2setQR/f39XZfv7OycUUsAyExe7CnizErfX9aOBeDjyYv9Ev8oBwAgqAEgMUENAIkJagBIrOfJZC9fvjzNdgCQnBw4Hz0Ftft9Ab5scuD8KH0DQGKCGgASE9QAkJigBoDEBDUAJCaoASAxQQ0AiQlqAEis9PWfbhWftIXG2qVPb8yxX/PcnHIDilPemUc1v1RE6RPe4ifvnU/cQKkUURxrGyfz9ywVCQ7NnrS2snTwsY86/o7/zju9yvH+dp23+3n8LQ7X+vkrjvtOTmj/He8lT2hvN4+9kzgH7m/TkVss6k8qdg/AUtsKjePyqO2cxJ5of43/B/Bmu6LEKtUKAAAAAElFTkSuQmCC)
The app, the TrueType font, and a text file containing the URL's to the resources I used are included in the attached zip file.
* Update * - The global encoding function now calculates the checksum digit (the 13th digit).
Note: The picture in your original post shows a ">" sign after the barcode image, which does not follow the EAN13 standards, as near as I can tell. I mention this because the app I've provided cannot produce a barcode that contains this extra character. The barcode you see above uses the "Code EAN13 Regular" TrueType font, size 72 points. While you can vary the size of the barcode by changing the point size, you cannot stretch the barcode to make it taller within a given width, for instance. It is what it is.
* Update * - I've included in the DataWindow the transformed barcode text produced by the global function.
I hope you find this possible solution to your issue helpful.
Best regards, John