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mnj//WP5vupuw4/nuYtfFdwINFdAADd37XXeA4F00dmvCu2xX85ZsyRP95b8FPh5IcUife7OgfiBHLhbwrMLt8StW0fnopy4bvvmPE7xFdLSpTeFJfMvCa12Dv34+hzMH8t1nBAGn9mdRs64O7TjY2Eg/Utcu2P7XMxtDAIEZicggGfnZWsCMxZIq4auChNjH8k7FGeg/5i//jrH4oNh3uCm+M2HfzLjgY5ww7h793Nhd/hy3r34CmnlWb8bWhO/GNphKITWlfls+E1hIv5GrvP9ce32LxzhNHYjQOAIBQTwEcLZjcB0AmnFsvPy9VA35KB7e469v8pnmm+LG7dvnW77Xt0fNzz0RJ7rc5Pz/VFaMbS8U2e8Nw0PfSrXeVvcuO2BXtVjHgJNF5j1lZZNB9M/gekE0sWnnpJfg/1QDrVv5Kd6zwit1pvi+h3vrEP4TlVzUVdRX1Fnp970jaL+oo+ptncfAQJzKyCA59bTaA0USBefeWI+g/zNML5gTQ6yd+TXdt8dYrgmrn3kK8cCR1lnrresu6g/91H0U/R1LNSvRgLHqoAAPlZXTt21EEjDZ1wexif+ORfzl/lCp0/ns8lVcd22u+L67TN+C1EdGinqLeou6i/7KPrJfZX91aFANRDoQwEB3IeLqqXuC6SRZWfnK4nvzGH1n3m2H+Qz3kvi+m2r89nkD7o/e/dmKOov+ij6KfvK/RV9Fv12b1YjE2imgABu5rrr+igE8tOzv5/f0rM5v53oDfltRW/OZ49vnXz7z1GMWq9di36Kvor+On2mzWXf9SpTNQSOaQEBfEwvn+J7LZBWLntnnvOD5dXNreeuyh+acU+va+jlfGV/uc98pp/fQhU+ONl/L0swF4G+FfA2pL5dWo3NtUAZPjHdkS+0Wh037PjoXI9f1/Hi2kefzLXdkFYO7cnvHb4jO4S4YVt+zduNAIGjEXAGfDR69m2MwP7hu70x4fviBY4bct/5l4/JEP7tFz/mewIEZi8ggGdvZo+GCbwQviHcXIZQw/p/cbuT/d+cQ/gvsosQfjGO7wnMUkAAzxLM5s0S2C9812//WLO6n7rbfHFW4SCEp+ZxL4EZCwjgGVPZsGkCwnf6FRfC09t4hMBMBQTwTKVs1ygB4Xv45RbChzeyBYFDCQjgQ+l4rJECwnfmyy6EZ25lSwIHCgjgA0X83GiBNLzsPcVVvhnh5slwabTHTJrfP4SH3juTfWxDgED+o6AQCBDoCKSRs5bmD9goPmTjduE7u6Oi45Vuz7+83NxxnN3+tibQRAEB3MRV1/M0AuPvzp/49FgYCI18n+80KDO/u3RrPRZC4ehGgMDhBATw4YQ83giB/ClPq/KHTLwnf+7xTXHNjh82ouk5brJ0y36FY+k5x+MbjkC/CQjgfltR/cxaIF22dGF+6vTGvOM9YWDvvbMewA4/E+j43VN4lq4/e8R3BAgcICCADwDxYwMF9s6/Ond9TWinW/PnHu9roMCctVz6ZcfSs+M6Z2MbiEC/CQjgfltR/cxKIF06tCTE9kdCjLfFjTvWzGpnG08pUDpmz8K19J1yK3cSICCAHQPNFhhNb8sAJ4f2wO3Nhpjj7jueJ4eO7xwPbjgC/SEggPtjHXVxBALpDWeema96fn9+vfLDccPDu45gCLtMI1B6ZtfCt+M8zYbuJtBgAQHc4MVvfOsDEzeEGL4X2vM+03iLbgAUroVv4exGgMBBAgL4IBJ3NEEgjQxdlvt8V2i3V8cNDz3RhJ573WPpmn0L50nvXpdgPgK1FhDAtV4exXVDIK16zStCSrfkC68+E3563Je6MYcxJwUK38I5xVtKdzAECLwgIIBfoPBNYwRS++L82uSlod36s7h162hj+q6g0dI3O+eP97w0lO4VFGFKAjUVEMA1XRhldVGgnX4hj74pXyi0qYuzGHpSYNJ5U36fdeHuRoDApIAAdig0TyDGK/OVz59vXuMVdlx4F+5uBAi8ICCAX6DwTRME0vDQK3OfV+f3/W5tQr+16bHjffWkf23KUgiBKgUEcJX65q5C4MI8aSsMjm2uYvLGztnxLv6/KfzdCBDIAgLYYdA0gdfmC4K+ENfs+l7TGq+y3453+kKuIfu7ESBQCAhgx0FjBCYP9mtDbBVB4NZrgY77tSlfgt7rqc1HoI4CAriOq6KmrghcGdctzwMP5///H+zKBAY9jEDpPhwuHnIWfBgpDzdDQAA3Y511mQWWh13n5j8W/3R4btTbj6o4Igr3wr8dz61ienMSqJuAAK7biqinawJL0o9fnZ/8/If4wO6nuzaJgacVKN2zf2iH86fdyAMEGiQggBu02E1utZWP9Plx9OfzGdj6JjtU3nvH/9dPaj19XOW1KIBAxQICuOIFMH1vBE5Mzy4YCO3B0Irf6c2MZplSoPRPS9+U7vc09JRA7mySgABu0mo3uNcT494Fe8PCx8PCsf9uMEP1rRf+KTy+PO28qPpiVECgWgEBXK2/2Xsk0Ert+HA4bW28b/dzPZrSNFMITPqviyENTvGwuwg0SkAAN2q5m9tsO7bSj9LiJ5srUKPOY3xiIrbGalSRUghUIiCAK2E3KQECBAg0XUAAN/0I0D8BAgQIVCIggCthNykBAgQINF1AADf9CNA/AQIECFQiIIArYTcpAQIECDRdQAA3/QjQPwECBAhUIiCAK2E3KQECBAg0XUAAN/0I0D8BAgQIVCIggCthNykBAgQINF1AADf9CNA/AQIECFQiIIArYTdprwWKz4I+OT59Uq/nNd8UAimdND+M+3OEU9C4q1kCArhZ693YbsfCvInladcV6cLTFzcWoQaNl/4xXfFMOv6HNShHCQQqFRDAlfKbvFcCz8YTnp8fx48PrcEVvZrTPFMIlP7x+AfisnVTPOouAo0SEMCNWu7mNvuT9sKxidB6PsSJs5qrUIPOO/4bvhhXfacG1SiBQKUCArhSfpP3UmBvWPij0IpX9XJOcx0gUPin8Pl2+4D7/UiggQICuIGL3tSW94STtuX//K9Kl5x+WlMNquy7dM/+IYatVdZhbgJ1ERDAdVkJdXRdYH147eZyktHBC7o+mQkOFvh/93bqrMPBW7iHQKMEBHCjlrvZzW5KZ38/nwHfG1oTy5stUVH3hXv2jxt3fL+iCkxLoFYCArhWy6GY7gukL+Y5rk0hPxHq1jOBSe9rQyj9ezaviQjUWUAA13l11Db3AmngwZDiinDR2c6C5153+hEL78K98HcjQKAUEMAOhGYJtMc35bOwp0J77NxmNV5xt6V34V74uxEgUAgIYMdBowTi/Tt/nBu+O78WeX6jGq+62Y733ZP+VVdjfgK1EBDAtVgGRfRYoLgK97q0fMmiHs/byOkmna/Lzbv6uZFHgKanExDA08m4v38FYiiuwj01LDrxjf3bZI066zifmi97c/VzjZZFKdULCODq10AFPRaI63b8R34K+s78CswtadXyl/Z4+kZN1/Ft3VJ4l+6N6l6zBA4tIIAP7ePRfhUYaN2WWzs9tJ+/vl9brEVfHd/TQ8e7FiUpgkBdBARwXVZCHT0ViGsfeSi/LebjedLVaeSspT2dvCGTTbquLpxL74b0rU0CMxUQwDOVsl3/CQy278qfx/FUCOPv7r/m6tBR4Zp9S+c61KMGAvUSEMD1Wg/V9FAgrtnxw3x2dlN+ffI9aeXQqh5O3fdTlZ7ZtfAtnfu+Yw0SmL2AAJ69mT36SWBg7725nXtCTDemy5Yu7KfWquqldMyepWvHt6pSzEug1gICuNbLo7huC8S1j+4L7XRrnueasHf+1d2erxHjdxyvKVxL30Y0rUkCsxcQwLM3s0efCeS/zrMmxHhbiO2PpEuHlvRZez1tp/TLjoVn6drT2U1G4NgSEMDH1nqptlsC7YHb89Anh9H0tm5N0YhxO34nh45nI1rWJIEjFRDARypnv74SiBse3pVfB/5wbuqmdPGZZ/ZVcz1qZtLtpsKx9OzRvKYhcKwKCOBjdeXUPfcC7XmfyW+beTSMjX/MU9Gz4y29xsc/mvd6NJSOs9vf1gSaKCCAm7jqep5SIG546Il84dCN+fXL4TAa/kQIT8l00J2lU/bKv7yM5Kee31s6HrSVOwgQOFBAAB8o4udGC+QLh+4N7favZoQrhPDhD4WfhW/2ym5x4yNfPvxetiBAoBAQwI4DAgcIxI07NwrhA1Cm+PHg8M1ubgQIzFhAAM+YyoZNEhDCh15t4XtoH48SmImAAJ6Jkm0aKSCEp1524Tu1i3sJzFZAAM9WzPaNEhDC+y+38N3fw08EjkZAAB+Nnn0bISCEO8ssfBtxuGuyhwICuIfYpjp2BZoewsL32D12VV5fAQFc37VRWc0E9g/hdFdasey8mpXYlXLKPkfTp/Lgk281crVzV6AN2jgBAdy4Jdfw0Qh0Qjhen9/Bd2Jotb+ZRoY+lC4+9ZSjGbOu+xZ9Ff0VfeZ+fy604/Vl/3UtWF0EjjEBAXyMLZhyqxeIG7d9LYT0K6Hd+p2QwjvC+II1aeUZb82fhXxi9dUdfQVFH0U/RV9lf0Wfud9O30c/vhEIEOgICGBHAoEjEIjrtz+TA+mu0GqtyuH06fzxlZ8M4xOfz8H1S0cwXG12KevPfZT9FH3l/oo+i35rU6RCCPSJgADuk4XURjUCce0jP4jrd6wOMVySK3g0B9dX0sgZd6aRZWdXU9GRzVrUW9Rd1N/pI1xS9FX0d2Qj2osAgcMJDB5uA48TIHB4gbhu++a81VvT8Ol/F1LrD/JZ8Zr8+unHQ5rIZ4+7Hjv8CNVskYZf/bIQB34rpPS+/McUtofQfnNcv/OeaqoxK4FmCQjgZq23brssUIRXuuS0tWFs/vX59dPVIQy+PY2c/uc54D5XpyAugzcM/FoO3RtybYszywfCvNG/jd/4n6e6TGR4AgQmBQSwQ4HAHAtMhtgd6aJX/3sYH/i9fAXxHXmKP07DQ/+an6r+amjFreHH8zfHrVufneOppx0uLV++KCwevSD/ucXl+ReDX8wbXpO/js/he2cYnLg1rtn1vWl39gABAl0REMBdYTUogXxu2Qm1d6VVZ/xpfgtPfs9wen2+911hIr0uLHp+Txo+4+6QBjbnv7z07bBo+5Z4XxifK7d0WRgMP132uvya7utDnLgwhOevCxPh5fkXgO/kOT6Xvz4bWumBuHZHftrZjQCBKgQEcBXq5myUwGTIFUH32XRh+MMQhs4JA61zcgDmYGzfGgbCy8K+Zd9OI+mfQopbclh/K/9d3Z2zRUorXnN6HvP8ENM5YV98S/4+B356LMTW3XnM94WJ9pYQctDfH8ZmO7btCRCYewEBPPemRiQwrUAn/MoLtoqLtv4mv+f2A6E9cUF+Kvi1+efLc2DemINzYX66+sn8895pBzr4geNzmL803/1c/vq3HMKfzGe73w0LFtwf7+vdU90Hl+UeAgSmExDA08m4v88EWoM5lC4Kw4/Xqq+4/5POa86J23deGTZdfnzY95LRMH/GrxHPD6OL9objdnwpvOG/tqShPbnJBfm13vPDvvw1XKuWO8XE+MZ8tr+mhpUpiUDPBGLPZjIRgSoFRvYMhzTv0nyWuH/kVVlTo+cufiEa+3pY9/L1jWbQPAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQmL3A/wG9OSGaxBFsFQAAAABJRU5ErkJggg==-530900,56,235,14