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","survey_corners":[[458808.88798648,224222.37921130288],[458809.45996461244,224423.6414470398],[459009.7574327359,224221.81069927133],[459010.32942166,224423.06821118476]]},{"id":"ground","name":"2D 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q1EMsvU+BkqeRbQRlJmNZBEb7uxpgECAMj88nljfS3MWDqtG511HNxvgp0ZoBX8sO03H7XffFRlOXEuws8GNL0TS6/X+PN+JiqF4qkfPQ5RBDbcT+wZ1lBPnA4YS5kRFNP/BYWZR3yNQ9tNtjDZuPldmAHW1Q8bBTZt0KQ6Ci+fKvcZr1cuvnS22vVGs8FGB7pVXjRw8E2JpnGUqpGNmp/mAyLkNldi1zCtm4mWXnnLOtRtNijMaFE/bLUkrYaqpRqtbfuqLMefHy97jezDliOZeqQDAIiBiIl0axzKWAAAIE2FTLAzA7SmH7ayCkInSiBeWQtb1bavFdfZeysLogyp5hFfy1CTuUqj3wQ7M0AL+mGLU4FVGToJJNbA30sJJS2oVTetg3tMmZM1DWls1tygMKNF6ikxelDHrlDOMtAq+GHbKAq56YgwG5JCC8p2cJfXUCfsqDgdLZ4aQbf1Vgu+i8EodGSbedDBWs5vVtVnTbAzA6zv0Al8SGeZYTX8sJVQ0n5gF+yiiUO7VU4QZ0L8+LSGegZrOoVS8zuwo1PC6JSFxLDBXrTXr+KIyaTWeJCYOLyLH5nUahcm2JmxvsaJicwTz+H9vWifv6LvtErSxOV4Dt47r/kOERi+Zxu+Z1tZEHNPv2ogh5VnojVlwXJR4M+P8+fH8XffZB7xtQwbglE3HKKO7CtOTPNnLppgZ8a6+mHnWTXPStNhAEBF70QVSqvhh43oOWEDAICHWiVNpwVM2eM0LRPX9D46EXLs3wEAsGAotW8XtW+XCXZmtIofdkXvBCJx7L1vM5jDRtN4p05zQJgKGsxh5xqAXb/ZmljTgItSjbCNWUMwY91CjaQbWEAY7y7YaPBNSqaN5LATIftNR2z9XTrX3irkqmYsUp8lD+wy9ezMaJkzMprSfXw19Mp1l7e0wTeroRIDxG2HiUO7y4IoTAX5qRlpLmb4aIsZV1WfNcHOjHVX60w2JCBG+2Gr8Qza5l7twbcyU0TdropiXaUBUjx7UYIV84iv3amVYfAev6lUbEbr6LDn2x56fymSKEUSYiBSGXNHOoxf/lfnkvlLs8WzY9hgLzbUW9E7ESIJ+OCAoVLvO+t1Oi0IXO4zOSxYw9ZEkH77DSbYmdEqAUOwBUM14SM7OKKwXGkuIkwHgIsy/uwPxgEAcjzNxtPs62dgjxPfPoAN9aqwChvZXNZ3RxPzeavVVOtco5AkWR4PJWcfxXYMkAd2VQt5mWBnBliPoRPO6lvgWAhTBL5nm8UKi7ay4duRKsfXtH3Z18+wr5/B7r7eQA6L+Ty6Uu8WD2Ue8bWLi3PaRLc222gd6CJ3D6ODPeJ00AQ7M9YhlHiG3KWjp1SKpaD9fauR1tUHRGAGCpAogaT96AGgM9oSMDns2up0zi1I9GbCuZkw7HFCNGmOnpixHlEQYD3Gp8iS4S/VyPUG7jdSGx1iBYve0LKYz1utZkqxdoPEuqo2Sjpn6faYh8GMdQiEIHUZn2q0H7aaYZA2t5zN1wi+AwDgHp+BHFaYmJMSj6JDvcTu4UqdyOSway5dN9coi0f6O02wM2MdOCyuOwgyG7J0ewwfLnXfe6uGO8JUgB+f0dq+EIFBbYZN88lzMQCAkme5N0e5N0crDRBudALZ02MecbBWPuvEwV1yMstemoKVBZVfeHu32aAwYz3ALpwE/TqZnZjNWQcMnjuB1PlCDeyiyaN7yaN7NdQT83lDmXJMtwFiHeiyAhPs1mxrIu247UYAgP3Gw+zpEeHitMoJAACLzQp29plgZ8Z63IFDqdyFWYvNavW3YYO9tj4/TBFlQSwjFoNfKMdi/tqZD9hFI26HbEcMfBWljiPPQ+2AuQ8L1kxUAu9oq8w22m88Yr/xCH9honjuosVDaWVTE+zMWOuhE618Vi5JpdlwaXZe7wS2k/DObsNF2NFrD9c/XoomIOPYpTIVBQ1Mbw1fBTGjcWsiQlcZV2qB7xkGAJRI2BQCMGN9Cna6zTIpkjDcTdUil3U7pJIgGPkyvIi0e0yZE7Cug8Sow6F/cGIJyEmZQ8VmrEfEcroPW/1thqeQWLvOc4rTQdi4NoiaYbSZVZXl+IvTlQbIKmm3mKF/V7sUwg/u1T3WUIfT3KAwY51uwhF9yxvQ4TSawyZ0p3wN5rAzcfS2GzXz2eoGCD86AbW7zcO9NgHLZf1FvZkQfGQImHp2ZoD18LXDdgzY+rssNmudk6Hb8IJd7ulXhfGZsiCuHodFYKS+AUIe3Qt1mcuwYK2MJqIWvbFtJcsoNGoKAZgB1knALu0+fn2FYpRiKXE2pKRzkIOy0ISxHFZJ55R0rjQbVmAI7+nEBnuwoV6VFyHjUkg1kcN6/fpMucdsTazVSTUaKKVzwsVp4sAuYu9wpUpbP+Rogp0ZaxcW+cqo57zeyQ2HFJZjfn3WcA57JdVSVK3tyzx3AnZQ6H03Gmc3kURvu1FXJg8yTjnKjMXvN1qRVOUE9vUz+V+fpXYMkYf3QDgqqSWrKfFkBlinlhnm0smq5ETa0mU8h9V9HHI7DHwVK4bpEytYtZrHe23SuvHQghqCUuZHJ/nRSdhB2Y4frD365vdlxtpEOZRG+7t1lU6MLdhpHFY/tTSwDxvP2DobdHvN8bq1GiSWZsKN7mr1Ovgm2JmxRgFlC9VKilfyIIE3fJSvvgGiTfmWjYMheTbKnjrPvXVRZbnqx/lAxEDlKDMWHyRu9Ct4dy8wlYrNWK+AER0AUlgO2DFgtH5U28c/KE4HxUBEnApWlDuRrjYD1ZaU2Xi5JBXi6cKLJ21d7diOAWyoFwBgrPqxGaBxVcSKYeTdx7mzY6XwgqoF0u7Rvd9YmGzc/OLMAKvvgYIBtN7MkL8wKdkRA1uxkiRjoRxxaHc1rxQDEXEqgBzZbtSgrxJOis+9qeuEbb1hT2Vk34zV9cDetVMbr1OyTPHNC8LknCZmh956WLeSgKQzOY/baX53ZqyyRWymEIiXIgmbv60a8sRkGu4ysnFpmY2hCzWQtbZvkSJF49ogjQRBgSybSLdGRIERK4PEsIumb7vefuNhbmSCH51oVDNFLk3MJBJx2k75/Z3+znbabh4qM1YB7KJpJZ3j0jnuzKimd4L2+dEef1lV1kYD2UDXG0mS5XCigcxJh3mswZqohOED3fVGbvjOwVK51OhfIXfeeScAIJPJzM3Nvnl2hMnn3W5XV2dnR4cPxzHzazXDGHSIXfHDruidFABAbzls9EI4re96Q+OGJY/hJISjip78N9Jngt2a3DtjOfS2PfWPF8+Nlbc3rFTM12vdbrfb7T506DAAIBqNhkLBl189IQhiW5vX7/d3tvtMHX0zlh1QPKt/f4ahsr9Ztc6L41Mcx9tQjMRQgiQoikAxDIEsNdMt2KCOX48wHSj3GwZD5TTr/e37lSzDjU5UFCK1gl39uIMZq1H/JfQ8sMuCKAnCIkil84vOzs7Ozs5rrrkWABAIBObmZt966wIMWdo72rv8ne1tHvPrNmPJiEYTkqLYSYKiSEsko/s3qM9dg1aNQlbL6XzRoiqCKDFMofI4QeAEjhEETuIYRZFQUX+KpZRnDOSwmpoQ7KI1hchKAwTuNTWd1oTDzsQxvcUVfnwGGV7MRGmJfK23t7e3txcAwPN8MBgMR0Jv/PoUjmNdfn9nR5vL5TC/ejP0wS6eEMR5onet1d720PvFQIQPRaWJQMX/Ceps9saZz+UtetU9juM5jgfpLAAAUdRj3i7YRStZRkqmLQiidUKMnW6xzMawbdvqGyCc2yE7UfO4r0FJRI1nxOlgfWdfSKatvcPLB7tK4Di+ffv27du3AwAKhcJsYHZkbCKdTjkdtN/v7/K3kwRuHgkztGAKbAXpCFEmhnssGIptH8C2D5RvOFKKJLhIVJ4OQ/5m26PpTG7Jv6GLJfz6fi3n0qaXlSzDpTMgkQ1TFjqXx1B05WXoMsPrjkYveaWZAQzywFbSudwTL8AeJ3lgp6ZFDJoTX1hOJc5ut+/bs2/fnn0AgEQyEQ6F3vj1aabAej3urs7O7u5Os8C3xSObvWJnQ/OSrUqY04KhWiqUFl49MTFlpwjaTtF2yu6gF6G0ySyzJN31wrYaGIJdtN1Fh0cnwwUlHE0AAMoQ7CBRgiBIksAxFCdJK2RZuSKuynIGNkDMaGYZVknnmOdOsCfOYjsHyQO7ijMB65Fh48GuOtp8bW2+tkpnY3Z25tkXXpEl2e/vaGvzdXS0IZDFPEJbDuwyTOX/2x0uXW30WCYNHGiB5QosF44m2nzubXq9BQ06LUtNqEBl4O3q1N3QiPMsQOeRyKIqTIFjClcWvHDUihM4SRA4gZE4vnjqZ5mN4QuH+OarRRenDWyAmAEaDxJX2kHztxlO4N4cLZwbw2/Yt+Q/NzIF0zobWltkNhoJzQXOnj2PIFBHR3uX3+/zusyjtRWC5wVOnD8jEUV19HUBvW35vHXBXdDlbFj/TecKS76osyAQxwb1XiiQtaOLGkhIvChlsvPorKV+GE6SuI0kCRzDqmlKmeGhVR7iM2MZHthWFG1mN2ZV+KYFQwcGBgYGBiqdjfGZwKuvv0FRlL+j3exsbO5Ipq8MmrgKIjako4HORaIFwnYFRCDY0RjsmPzSBbt6DjufFQbCsvUq1C4WSf0QBPbyIvfWRXz7QHWuqmQZi8ccxQdr4IGt8qLurzQPbAPAbmZm5jOf+czPfvYz7cdEMiHwgtaiBVfZ2cjmmdDcfGfD7XL6/Z2dHW1mZ2OTRaaqYNdO2nU5bDIaB/QVsPM4yEbljupex2Ic1u/X57DFAnDiK/MOm0/9fDnekShIM+HiyfNwuwftaNN0cYWpQLnP1HRaCw/sto9/ULOCrZbwUmCLdWefMWD3wx/+sKPjSj3i//zT/4Fh+HOf+9wy3q7LQbv279+3f78GmsG52dffOM2ybEe7r7Ojw9/ZbnY2NgOHraiMKCpRtihZpibnUrJMauFxdjmdzfQ6FuGwpUKEt5PYUE81ti7JYa8qaFas1InUmbA0E+bOjYkehyhLKTlPkgSBEwSBmTdvsJoe2PieYXzPsDgdLI5OaGJ26FBXk7ixxB+9+srL3//+9++44w4AwN13333s2LHHH3/8n/7puwCARx/92YkTb3z9618HK+hsHDk6P7ocDoeeff4lWVb9/g6v1+NxO82TZiNGLsdUz4KUYqnUbBj2ONH+bmLXkIZ63KWZIm6r/lfuxmWNdCa7NNjxspxnmFiKee51W38XNtirod7VctjFrhNFtXO1S5cqJ1g5IdpJ5/JsLs+C+lFnAqNI0ryFA6M9sLWGvpJlmOdPQDv6mj2IjX7x2qsv/+3f/X0oFDrxxol33vXObJ555JFHnnzyV9/+9re13uvTTz9z4w3XV/+TQqHw8Y9//F//9V+v9pPMjy5ff0NJ5MKReDQSmp6ZKzAMAMBO006n0+Wwu1wOU6Sg9SNdBXZuRqhMCXDpHHd6BCJwdKgnlUqp9isnHk3bG8FBkeOb4bAke6VDd9lu4nVrV3tc4lbIYa+8Sa7hejlD2EDjUef5iiRFEritvc1r3sKBcR7YsIsuO8jmZWYagp3X1/4nf/JZDdc++5nPfPD9Dz75+H/gFH377bdrf/Dss89+6Utfqv4nL734PIKs6CZmQ4lKZ2O+AJTJpFKpdDoVCEXzuZyqKhRFOp1Ol8PhdNKLD2eZsfYnZWWXCyoDXJTrUiGePz+e7qCrTzyPk17JLLGzIMCKqvNmwvHskNeoj+bK6xswFgibDENLNz0YhmGA12MOJIDV88BePthpLYVoNJrKpO679769B/ZZMPSl55+75ZZbNOLJsmw2m+1wuStVkmefewEAMD4+rv3bO++8kyTJW2655bbbbtu9e/fyPqemUADA9itFnDyTy6RTqeTY+HQmnZYVmaIot8tJ03aX00HbKZM1gBZoTZB8SReDAAAMuSAVcjYGu0wzBTte1n2cbQKGmgyoDNr6e2GHXZgOyPH0gs9CNVsTxFGrSU3Aanpgr6hm941vfOOxxx7btm1bPB5HEOSP/uiPrrnm6JEjRwEAFEV98Ytf/Nu//duLFy/Ksuz1ev/pn/7pmWee+ehHP/rss89qYPfUU08lkokXn3/uO9/5ztjYWH9//wc/+MF3vetdK73HOmiXg67O/gqFQiqVyuWyF6cChWyqVJJwHLPbKbfb46DtbpfDhL+1iWwuV5Vwic1gEEE0nOOt7nU0yWGrI08Z1pog+RJ5bI/mfq2ynDAdECcDmhR48w2QRWZrzACLen3QB3aBBh7YV3VhW8rlcqPfXXvttf/+7/+uwUomk/nIRz7ykd/5rfc+8CC4PJLS3+nX0rpEMqHIyvHjxy9duqT99m/+5m9GRkZuv/22tx8/3uZrAwB85StfkWX5K1/5yhp8QcUCm85m0ukUk8+lUimOFzDU5nQ6nE6nw253OmlTqs/4k1Itv3H6fGXV4RoVs7od4lSwxugr3GZPVtXRurs6erv1x0FDkXggGFn8Re1c6djxt8vZfI3dBABgZMhrVGa3rSAPve9uUCcoFHriuVGq2ZfYtWPQZeLd1Yf4yzds7V7y8J6ann7h1dNgT89VPdViyPiFL3z+Yx/72Jf/xxffdt2Nbrf73nvvfeXV1ytgd9tttw0PD5MkefPNN99+220AgE984hOVf/vjH//4C5//XCgc/cTHP5HL5a655pqXX37561//y7X5gkg7Rdqp6mFAnudzuVwqmYzH0xcujrMsi8CI00m7XS7aQbuctFk5XvGKWK6CdIQok3sH0cEe+7GDCsuJE7PCTEgKxwEARXyB7c4ilgCZJgp2bQqkrf2jgz3g+LGKyQ4DFAM5rLtDf4wuKYsA4E1yWBPpwHI9sPl0jh+dtHW1Ewd3aWInZUGs98BeEdjdf/97Dx489L3vfe9L/+NPBUHw+Xx///d/r/1qfHy8u7v7qaeeKhQKL734/D/9n//z9NNP/+AH36/wyvPnz/f3D95733s++clPAgBOnvy10+m86Zpj6/Wt4TiO47i2zVa5MycL+VQylcmkJyenGKYAQTBNU06ny+mknQ67WWG5qsgzVX1YQako8MAUQRzaTRzaXRbEyBPPcegVDMJQa6N7jCTJbJFbEobaF84SaxMJ5esOBh//lYEcltATvxWmAize7OVmp+3mGQJW5oFdCsdL4TjsoIiDu8oleRmi0Eg1G62PgYEBXeL57LPPDg8PlwXRbrfffc99d99z344dO4aG5nW+EAT5wff/79//wz+cOnVq586dx48fv/3227/whS+01PdowdA2rE2j2JVIJBO5bC6dTs3OzuXzDADAbqecTofL6VxSmWOLRzydr3w1bU6X7heelUoAYFXl14bJTiqVaQqGjg3pwVDQwFlih1Sul04DAHCBKN90ycj0tAIGeWArebbw4knrQJd1296rBrvJiYuvv/aq1Wbr7u7u7x+ozn0WiZtuvDEYDN72rndSFHXLLbfs2LHD4XC43W4tidu9c/d7H3jwvQ88+N//+393Op2Konz+85/ftm3b2hTswIpFXKqbv9rsSz6Xrpl90Zq/DqfDhL8aYRJClO07u3UHBbLEAnTwNNaGqJ7XW5zD6uSYc0GjOCwAoNPj0VUADxUywNEUhy1DsMlhwep7YC8Ndtdde0TrfMViybNnTj/zTMbpoLt7evv6+jXw0o19l7e+snnmheee+cUvfvFbv/Vb2q+eeebZz3zmswiCHD9+/Oc///kTTzwxMDDw0EMPbdBv/PLsC6iZfcmkk5cmZvLZjChJJIHb7ZTX63XQtNNh34LN33Q2Vy1gh/bqbKrygQhXlQphjUcxquf1FuOwHR26MBQp5I2aJcZFmRjQ+SxiIJLHmuWw7R4T6cAyZjbL6bzFZi3XGRs18sBemszVm2QXOT4YisRi8Vye8Xi8/f39PT09dvvVFR0KhcILLzz/zDPPnjx50uv13nLLLbffdpuGj5svqpu/iWRKEAQMw5wOu9PpdDmdW2H25c2zI5VVhwOKreNdt9T/zfjDP5+pWv73elzbt/XrM+JEemom0Ewftj6z4y9MvjY3YVRm15kutqeLtq52dFsvNthbmfbKPPvqSZlt8km2D/d73eY48XI8sC0IzI1McOfGqmXsbDfvX57Zuc5FSBL4zu1DO7cPafQkFIldHLvA80J3d1env7u/r9uGEs2oGd9773333nsfACAajb7w/PMPP/LIZgU73eZvMpnM53LhSPSt8yNFjtdmX2g77XI6NtnsS7UwCaKodGe7LoetWf5fpIxVPa/XsJRWLMnZfD3YGcthXQURXC6NF148CXuc+PYBbKg3kkwBF9Ykh3U4zYIdWLYHNnl0L3l0rzA+Uzw7JsfTEIEtD+n0M7uG9k6pTDgSjURiMGTp6u7u6e1rXujJjJLIpTP5bDabTqcy6RTLFiEIdjpph8PhcNAbWvhgLhDWRM8BAL4c35Eu4j2daJ8fHeyt+FUXXjtzgkmolisQcOzIPt1yp6yWf33y7JIcds90ClZUi82KDvVigz2ViYS3Hv9VzDgOu2NOv08y1e0s1K3E6pdBXLSWN5gBrsoDG6d1LHXGZ/hEEtnbv7ynbZZeIZClvc3T3uY5fHCvJMnRePLSxQsvv/QijmM9vX3d3T1Ndja2bNhQorOT0J19yWXTC4QPHHaX07mBhA+qRdgdrAgr6rwH9osnkQ4v1t+NbetLxWIqCTUjYJdtYryusotWLknC2JQwNmWxWa0DXbDNxuBWoz6XkxUb2N1amkQ6AIDX6zZPfmCQB7aUzJR3dC/7aZdTS7Jakd7uTm3wneeFcDQ+39lwOvv7+ru6uxfpbJix+OxLtfBBLptRVNXpoGmablnhgxoRdmqhOogcS7GxFHvibKqDXjB00pjZpZsSsKuFoXJJKl2aFW0I1+82lsPWR85+FZmjw25O2F0l0uVYXQ9sAIAiySspfyMrHtbFtg32aVYpTIGNROMvv/QCU2Db2tp7enr6enpJczQXrEj4IJPJ5PP5ivCBqioESbaO8EG1CDtdbKyDRDYlYCer5XRuCSMxqNww58oZ5w+LKCrl8yhsUcnXNiJyVLNpndtFm3vZV81hp6K6HtjcWxehwRUZfRh5JDRPPK1Ckc7kwpH4hQsjUqnU1eXv7Rvo8rc309kwQxf+Wlb4oFqtk+SlZpb/7RTR6B0W8sySRmKL6Knkm4ahZtI657vfacFQJctwoxPiVEBDPQW21CiPLvYkLrM1Aa52kNiK6d+xVu7Mu1pXhcft9Lid+/fukNVyMp4MzM2ceP11BIG6e3q7urrNzsZKwm632+12AAbqZ1/Ckei5t86vmfABzwuVpS6oDNoQtEwAtU6qpEaAZJE5jOp5vUbhlYHjzpv4SzN8MFqNeqIN4VDDzucOYt49A3bR9huP2G88omQZYSoQGL2oNl1IcJuzxEB/hg4AAGC43rRXnU44rjsoTgcRl6O61d6MB/a6gV11Z6Ozs62zs03rbESica2zQZBkb093T19/TdHKDLBxhA8WpnUl+3UHNbFs7sKEMB1QLxPAmuWtRQTsmpklbvO1YdsHsO0DTkHU1v7FQKRckozlsM46B0jYRWNDvezsVLNEhzY5rF7dI5WdmJqtmc4hrBAAwAJZDlM+zUZdAzgAgPb/zXhgrz/YgYWdjb7err7eLm10ORpLnHzjRCabc7ucHR0dbo/P6fa4HLR5QoBVED6ozL4YKHxQvdTllefPS9hF2286Yr/piJJlhOlA9uxokwJ22Wx+SRF2ki/h2/2VDo+GemVBLJw4m2dShhVkuBI2qEM+uNGJHNUspHpcZmtCJ8LReL2SMy8qAIDuvEjcdwOoknXQIE9hi1GL4iywK5xPWLc7D0ng1Z2NRDIdmJt569wZpsAiMOJwOn0+r8Ph9Hq9Zm8XrM7sC1hK+GBxe9+apS5f3Q4p7KKJPcOTk5NNeuvkmtiHrUBqTV9bLJUM5LCdCK4rjZuLJdSmBey8HvO8rY1UJttIkBUX5YGd2+sVSdDBnsyzr4ZkPjQ6UYZgj5N2Oe1u53IK0y2RZmudDVDVkivkmVyOicfCly6OMkzBYrE4XW6Xy+nxeJ0up8l8QQsIH1RrphOiTAz36O6QMk0L2GXz+WbeMNDdh82mjdqHRRTV1d2jK40bKy9QbVn0lCZMDlsfoXDDFQZfjpciCbVqJ6/ytU9lU8COaTlgJpPNZLJTABAE7nLODyRsJLCrL/O5XI6atIIpsLl8IZmIT4xfZBi2XFa1/qPL7fH6vD67o5FKlRlgFYQPPB4Py7KqqsKIDYZhFyfr6iAV65b/G9UKmzHDtnMlfNjfDKSulMMO9eoK2DFNzxJ7zGXYq0zr3HleyM8VpwPU7mHq6L4K5OVOnM3oVWM1C7dwJFGGYI+DHBroW/LusmFuPlr2Vy3hXeT4bI5h8tm52elcjtGcd7wuj9Pt8vp8HrfDnHQxJOpNP2qEDwoF9kDHgO6/jWXSwIE2I2DXjBm2LocFABRmQwZyWIqT2DfOooM9aO8Cncd8NC7bmuWwTrP0fJVp3XzpQynz58fZ0Qn7gV3Ukb0qL04Xs2DR1pM2q9RMHr2BM22SwEkCB/726kmIXI7JFwoj58O5XF4QSwSOeb1et9vrcDo9Lrc54bwazV+F5UpzEd3l/5BY5DgZRTEYhhfvwzZjhu1zOFebw0Jl4GAFIT8nTMwpsAXr9eMDPdhQb1lWYlwB2Jp6FYrETZOTOnGH/OJpXfUjsFLm3hzlRyZKNJFxY0tKLfT1dG1UGgtWsM6B41hnZ1t1ET2TzWdzudjFcKHAauojdpe33et2Ol1er9dubvOsOMSJWSmWgnC0Ju0qRRL+A3ty+VwmnYplcoqiqIqkK3zQjBm2nSuVQolkLIUN9hJ7hitDWMZyWJIvwUq5cslJM2FpJsw8dwJ2UFkv1nQpwOSwtRGOxBr9yp/UF8sql6QAtvRMY2+nr8lbyyavoVqtiKZfUA1/uXwhzzCBuZkzb54qcjwCI26Px+12eb3m7MtyQjPTESbnLDar1d+GDfZiQz0WDC2rarWo1yLCB6paliURsaJL7sOqeZY7M8qdGYUclIZ6xnLYhvuwUkmGiaaHTsxZ4tq0jilwDdO6dp8QiFTuMdUG5EsKLuCotcPfYbDEE9jUHoBa8zebz+dyOU18yeF0as1fc/ZlCRIhiInv/kTnLtrhpY7s1S2xAb3Zl2w2l8tmihwPwzCG2qw2G4ZhNtsV+Ns3ldLdEot7qKjHsOLsvqlk/VVX7wC5SBAEfnDfTvPEqI6R0UuNwG43q/Y88E6V5dg3zvGjk1ero3VVBpVmd/xK83cA9FQ3B7PZfDwWvnTpIpPPWywWO0173C6ny2z+1rrb6HPbZMbtb1ve7IsmfJDJZDPpNFsswjDcDtl0MQgYug9r5xoKGTRvJGamdaCuz94I6excqe3QQQAARBH0bdeTh/ewb5wVJuaaTOvcLvqqzD1MsAOLNH+1ZY9KXSmdyeWyaa35qw2guT1ej8frcrm2bPNXmNbXT8d7Opd3P9AVPmBe/DUo6PVAbEgBscDAMCOxzt99sBRJiDMhYXKu4n5QsiHNG4m5TSOxhREIhhv9qteyoM4Lu2jHXW+jjjHM8ycSFtGovoQJdmCZzd+Fsy9MvpDNZcOhuWwmJ0oSRVFul9Pt9np9PqfTieOb33hbiiR0H9ddt1q28IFctqgdXjlWuxBWoPFikS0UWEVRMAzFUJvNZrPa5pu/4OqNxLTFTHSwh77t+suW24Es3uyz4Y0HCc20rj6t8x04WP847KLZslIgl0jrujs8V9vyNsFupfBX3fzleYEpFLO53Mj5cC5f0Jx32nxe2uH0eLybb/ZFnA467rixLMv8bEiaCVcbQWFDPUa9ipJliD3D6GCPwnLixCw/OVdBvZ133brHRVcLH2QyqUw2l83mNPhDYATDscrsy+Ii7ORwb73lttjrHxt5q9m0zmP2YcHC2bpoo1/1I4RuSVcYn5mxqgBAi99U/F3+DbkuBjbX7Itu8/fSxQva7AtqtTpcbq/HtQmED0qRhP2mIwAAbPuAhn2aDAnsog2saXJjU/YbDgEAYIogDu0mDu1WWE6cDvCXZioDKIsIH6TTqVw2k04XBEGAYRjDMBzDbDakpvnrbrQEMhNonsOa+7B1W09so7TOc2C37q+S5y/y1BJfeE9vl/XqJbtNsAOrPfvi87p8XpcmeQAAkNVyPpfP5vKbT/hAS4XK1x3kx6YMfNqyLNcyHYog9u9UeAFcvfBBKpnK5/OZdDKRSFTgD0OtnY523eeJphcsgZgctvmIRBtOevQKZZte/4q/MLFkWud20cuzpjTBDqx981dTNgUbXPhAnA7qnq/CVBDt7wbGcVi0u0P31Yntg2CZwgegak0tm0wmpVCM1Fv+F6eDeWuzGYTDlOpcaD+dyerL2LgLgjXFpP7lP8hr9hH7F4zpRMbGefsSoHS1fQkT7DaG8EE8Fr4ifEDTbperdYQPSomM/boDQMcCKo3v2WYYh700o/sqYii25BAfaEo53eVyuYpMCe3VqQHxgciFVAyGYdRmtdpQHMdgGGlU/vOaBbuqCIYijX7VkeYAAConFF48WTx5vgJ5/IWJ8FJzRD1dHctexTPBDmxQ4QPNeWcdhQ/KJf2pNMhQKtfoVSw2m4GvIsYSiNtRj56wFXnooYcYhsnl8+lUMp7KMNlMPp8HAGAYhqIoakO05i+OWmlz87q5tM5WulKX0CCPOztGHtm7ZFp3VfsSJtiBzSd8kM3lR2JrLXygZBlbh1eX9+HD/WvBYXcMGPUqKstJM+HcTBgiMLS/Gx3o1lBPyTK2zjZNYJ2m6d6enip9IS6VTudzuWw6mUqnc/mCzWoplUQ7TbucDqeD3uJCAMEGAidQeT6tqz3QeZZ57kS4z70afQkT7MCmFz5gmIIgiDYUtTvdhgsfCJNziMep2581hF3OY8qFiVI0oeQL6HA/XKXpaBSHrZmLVjmBH53kRyctNiva5wcAOO56G9DfCSN6CQJUwR8rCEwmk06n48nMhdFxbfHD5bQ7nU4Mw+x2CsdQHMO2gqJnkeMzDTRsPHm+Oq2rjrSTWLzr7XRQ3pUpLJhgB0zhg+UAxGxIPnEWInB0qAft9RsIPTUwpObZQixVeOU00uHFt/VpqGdBjDxvxclAvd6GMDGHDfc1/yQUhlF+v9/vrxE+yGVzRTYfjcYKLM+yrFQSAQAYhhIEThIkTuAkQeAERuKbRxUqGks0Suv6vT7HO25lnj9RWpj6KbBlyQXngb6VnmOmEAAwhQ+uVvhAYbnU9366sIJmtQ50WZ0Oq9dlFPApWSb1o8d1rhkH5b73tmqfPbAKQgYAAMedN2nzg4YHx3FskS2yRZZlWZbNs0WxyBQ5oawqFouFJAmSwHGCJAicJHAMQymS3CgpIc8LZ94aAw0UOg+841btwInTQfbUeTmerqR1wbbFSi5d/rZlN2HNzA6Yzd8lhQ+8Xq/D4axv/orTOqlQ6dKsZLO2ffyDBs4S6/9CUoxCOk1sXR9qYYtuf9aQIAiCIAjga+QnyWggWCyy8WSmUGBZlpWlkqKWcRRBcdJhp1AMJUkCwzCKJFpquC8cbVitG2zvrBy4+e2U6SB76ryYyiye1i1vX8IEOzPA8oQPZEV2Ominy+3xeB0Tc7rnjbHoIEzO6j6OXg27XDKkZIa+9Trh0kwNscIWarKv6bGgaZrWR3NWEEoFlhV4tlAoFtlMOpsvsIUCW1aVSg2XoihiPivE1jgl5Hkhkczo/qqN4embbq6fQrf52y489mS12SYwui9hgp0ZoHnhg3Qmd2liRlGUVCoVDYffntSvMaOG7sOWeX3dC3LfDmCcGB9MkfieYXzPcFmz3J4OinORcknCB3pa8KBQGAYwrFGVgeVYJseIosiybC6XCwQ5rljkeU5RyzYrTBI4hmEkRREEgWMoSRKGN0wapXWIovb6/brulOzpkThtW9W+hAl2ZlxFpDM5AAAMwwRBumWYONIrxZJS3XjBT15+Hj930hDhA2582vc796u8yI1NCZOz6uUVS4jADeSwpUiiYiRWsdwGADDPvq5rMNbiQREURVCNYD3HcwWWZQsFnmNjsUSBZYucYGDDRJLkRmldO1Ny3npA913NBUOyC1vVvoQJdmZcRSSzTIVFeCyItpZfFkRhKihMB6RIolySWMLW3t2mKArDMIlkanJyErIAjhc04YM2j9fpcTff/C3zogVDYQy133DIfsMhJctoqGfgIhoAoBRtMCgDQ5tMnNWCoS4MdblcSzZM8gU2EE3yBUZLCWEYJgmsumHSKCUMNhA4QRS1r6db9/vMnTq3eFrX5W8zsEltgp0ZS0Q2m9fc6rQys6+jo3L94Hu2aZth3FsXw2MXtewPhnEbig8N9GoTMDXCB1rzV5t9aSR8oGSZmq1b2EXbbzikO8ZseKgsh7i31pbr1TVMpgPVDROcIO0UZbVZY7EkYkXq1+naMpyYi9g622ruKyrLBSIR2YGvdl/CBDszmo1cjqk237Jt11clyNoXKiZdXvWtET5gCuzI6ESpJAbmZkWxJIglTXjO4/FWhA/w6Qh1YNciilLAKCGDTp3PIs6FDVQe3QSxSMOE4zihyOXZAs/zCIKk80VJ4HK5nCAIiqLAMExAyD4OUhQu98QLSLuHOrqvAnnMqfMJerE+cne3MX0JE+zMaDqzy+eXtKlmQtHqhpqdIhpVvnP5AgDAZkNtNpSq2uaQJTEaCc/OzPKC8K6OAfvqs8hSNGG/8YhufxbfM2we9+ZTQrfP2zAlfPEkfFlPX46nc0+8YOtqJw7uQlyON2cmY4hqs8IWCEFtCIIsUBikadrnNVhYwQQ7M8Di+ovVjq4+jwfolZnjhXy1TbXL1dCHIZVK65+IVhSxoiQFCFF2buvXTcROhmetL7BOn9vr9q5c+KAsyY36s+ZxNyQoCGGDtYW8UjheCsdhj/PgPXduuzxDwxfZfIFNp5JFjgcAYBiGo9ZgKOpw2HGSNCq/M8HOjCUKdldu46JMDOuJvtXZVDdy2GrGDJvmJd15PS4SFex4PpuOxiKiJAmCCMOwg6Yqwgc+n6950w8ly/Dnx0uRBL59ABvqrbbc3oh92NYM9o1zjTzhyAM7cZ/X3XiAJpfL5fP52UA4l8spioKjCElRTqfTQdMURSxvftAEOzMWBbvMlYKdq5FweSBSbVNNEA2nFrQRlsXDL5bFQAStm+lNRuMwbSMIEhBXMi9FUXK5XCKZEgRBgz+7ndKEDzTXt0bCB9zoBABASefY18+wr5+BHRQ61EvsHi5FEqu0Itbi8ctf/hKy2u6643btx2/+r794193v3r17N1jJpKQkwQ5KqVNmhx3UIoUCbYCmestYKw7mcjkNAYPhWC6bLkkKiqJ2Cqdph8Nhp+3Ukghogp0ZYBH5Ck68In1O57n0w7/CBnuwwd7qYbdYZoFwucthb6bXoV8DEmU1z+afekWBIbynE98xoKGeOB1M6Z2qMAzDOInhgKYdFfiTeHZyMjMyMiJJsqIoDjt1xfTD6dTGL8SFW2JKnuXeHOXeHCUO796ax/qpp57au3dv5cef/+JX77r73QCAH/7wh4IgPPTQQ9WZ1//zhf/nO9/5zhInz7kxTTOGvzDBnjircldOJOq6g2BZxcEaBGQFgSswuWwun0uHI4l8Pi+Kos0K07SdoiiapmmactjtFQQ0wc6MxmldFTYhioqWZDmWYmMp9rUzkIPCBnuJPcNyNl8jXO5qwGF5XmCL3OKveODgHnQvLAYiwqWZ0my4NBvWUA8AsKRl8hX4g3EbilfgDwBQKomzs7OXLo1rzd82nLwur+hfVLu3YmuCFYSf//znbpedFYR33Hqrg7afPXuuu7sbADB+6VJv34L9vMBs4OzZM5Uf/+VHP+R4wd/Z7u/q7uru1lTvy4Jo9c2TVG1BhXvrYvHkeZUTYAdlVO5MYRiFYTU6+xWxmXw+d2kqyGQzojif8ptgZ0bDyFSxTldhwfKWmme5M6PcmVEFhgpDV5pxWGPB3iXTurY234Vw5K//+tsPPvi+d/3mPVAgVi6V+Mk5CEGUvk4iHeU4fnkfpKb525kuAlCs/7OSDbkUDXllb2uafqxSlAXxDz7+8f/fF/7kf3/3e5/6g0+/9tprDMP09/dr4yaBYPD6G25YAHbhCM8LTz311DveftyCobt37xy7OHHx0vhzzz0bDEXj8VgwGJoaHashqsT+ncT+ncyzr9t6OsAqj0+3YW31CJgtFEywMwM02v6pTsQcrP6mao5CF85kNeSwqQaCjpXo9Lb9xTf/1/XXX//jH//bM888+4//+I/f/e53H3roobIg/tMP//mBBx44efKkIR/NheKwx6qkawuIOdJ2/uxZbUYMwzCn0+F0Oj0er9Pp7HR7NtlOhRajo6Mf+s3f/PBvffj3Hvpke0fX3ffd/YMf/NDn8/l88xPG0Wg0l82cOfOm9qPH60vGok6n8+TJkzfffDMBgKqWb7r55h5fW+X76ezsXOS7WpeSqAVD3Rhqgp0ZjWZEMtUcluL0vSByC2eJPQ2GTiRJLrBLcNiOnu6TJ09+5zvfKRQKx44dKxQKP/7xjx966KFfPfdsMBhkWdaQz4WLsnfndnzPsJJlhKmAMB2oqKoVSJunardUUZRUMhUMhhRF0UwXXU6nx+10eXwej8fpdBIEsdGP8u7du597/nmtjnnvvff19w/4u/0zUzMahwUAPPjgg2+eOfvmmbOSJMmyfMP110VCc3e/8x3/9Y8/q2VMd7zjrnvvvTcajSqKopUR/AvtK0HV8BA60L2OH9YEOzP0I13FOuliCXJQal1bTYGhIn6llFaG4EYFu0zVCIs+h/V4X3v15euuuw4A8MILL3zpc//9xz99+P777wcA/PSnP/30f/t0PBY25HM5BEkbLoFdNHl0L3l0r8py4ly4eHqkpiwIwzBBkgS5oPmbzeWisRhN24ssy4syiqK0y93udXu8PrfH1WgPv5XD5XL98pe//Pa3v53L5ex2+7Zt2z7ykY987/vf13770EMPRSKR6s7An/3pF4e3zwvPBJOJbdu2/eAHPwALB0f0wW4mRN92vQl2ZrQch2WYQuVHL2zz/fY7lSwjTM4JsyE5ltIe51FErWpO+BrrkaTTmSU4bHv7N/76Ww8++L7x8fGBgQELhj7y05/91m99uCRyY2Nj+/bse+qppwz5aD7cXkOyIIrA9wxHxsZBM90PnHR7vAf37axWvc/m8uNjI3mmwPGizQo7PG3tHgdJOSiK0tqCrXysOY775Cc/efLUSa3ONTo6+nu/93t/9Vd/pRkMZbPZvXv3Xn/99ZIkAQDsdnuXv/2662/U/m0+l8vn87fdery9w+/3+3u6Ojq7eoeHt9W0TVshrTPBzgywZCIGlYHX759Pha7ZR16zT2E5cTogTAYyyoKOgauBS7SslnMMuySHPXHixLe+9a2/+Iu/eOCBB4oFdnJy8h/+4R//8A8/9bGPfSwQCBhzuiuqs69LdygsDqtNPkn1yLTVivi8Lp/XBUB/Bf7yhUIuxyQTsZkZXuCLxeIV+RCUpB0UqYEgSZEUSa07FyYIgqKoM2+eufPOOzVie+jQoZGRkeuvvx4AEAqFjh49+sQTT1QSt1uP3yqK8wXcffv2Xbp0CQDwnb/+5rnzo29/+9sCgQDLsvv7t2knTOukdSbYmQEaDJ3kqpf/iWMLisowRRD7dwJFZaJzC8DO7WwwmbzELLGdIqLR6IMPPggAePTRR++5754nnvj5Rz/60T/+4z/+2Mc+9uD73hePx4yhbAVRd8mfG52o5uOLh9vtBIt6HnndLl29SZ4XijzPc0KRY7PpZJErchzP8SIAAEVRiqIoAiMpCicoym63U5QTJ9amK/L0009//etf/8Y3vsHzvCgI111//Yc+9CHtV5FIBMfxTDKlLcBSBJVKpXydnQCAl154LhSOdHf5O/zdqXTuyJHD9957n/avhPEZ5vk3sG191LEDEEW0QloHAEDSouqwWhBD1QXMABvckSedL1qqlv919TKz4ahsvbL876SpRmdReqmCHZ9n2zDyj//4jwEA999//0d++yPj4+MXLlwoC+LY2Ni+/fuN4rBtKKGrl5uIxlR7Uzd+HLUu2/NBk00Hbv26AS8IvCAWCmw+l46E5gRBKHJ8SVJgyILjBEGStJ2g7E4tJSRIwsD6oN/vbzQk7Pf7+/v7P/EHv59Opy9DNk9hGAAAJ6lsLjc2djEQDEaj0Vwu96Mf/ZAgqO7u7j/8g09s7/Pzo5PspSlq9zAAgD5+bP3B7mRSQCyWNgKzWiQSgRw2iERM7NvSkc9dEbADAOgOnZUFMV4sVC//ezzuhtCZYxY/n7plCMLnU5gvfOELX/jCF6LRaGdn55NPP3P8+HEDOayru0eXw2aA3CTL8Xo9YHU8MK1WirZT7T5PgzGgIstylZSQ5wWeFwAAFgi22ymHncJJiiTnU0Irjmt4tPLYt29fDQ5ms/MjRNdcc+0111xbfUpYMJTl2Ego4nW55dlfAwBgpcyfH/d++N2tcGIjNGr14GiRLblc1Fy+wOZKAACHDXLaIBKBXChit5qXP9iCIuzzBJMr4cN+PVOuYHHh8r+7QR+2BjrrgyKJ7hsO1TzY2dkJAPiPR3/20EO/ZxSHpblSKRCBcBQb6q2mh8JUgCGM4bBg1eyAXU6HbklUUsslQWCLXLHIaSkhL0o8L4iiCEMWFLVRdgdF4oQGhUY0THTljsXpYP7pV8slyWKzuu2kKsuVlVjrQJeBSvorArtOEicw5LuPnf/N23cACFA2WJDUbgcNAJAV9dU4g1gsDhvkQCGHFXLYIAw2kz6wdUTYHVJZd/mfDUerl/8XEbDL5pbgsF3+9r/7+///rp3b773vPTW/+qu/+isYKj//wsuGfC6Kk0p5phSOM8+dQNo9+M5BbLAXoohsKCLj0Gpz2NXCQchi1ayRGqeEgiAWOT6ZiAVmi0WOL3Lzypp2O2XFiErDxEHZMZJYXsNEnAn5fud+9vQIPzJRM63tuPFoi3xXCAJDJUnNMEJXG5VgBRsEEVZEVtSv/fPJr/2X6ykbzJYUGscdhI0T5DNRBoMtdhtkt0IeFDaLfWBTi7ADANoERRifqdcgiWcyoMonZREBu3g6v/gp0ufve/LJJz/1qU8xL52k33bN3Xff/cgjj+A4/tRTT507d07rWqw8oDJwsFd20eV4uhBPF148CXucCVgBzWlDuT2ujXU0tZQQNHY+LPJ8scjxPJtNJy/WNUzsFE5R1JIzNML4DHl4jwVD7TceIQ/sYk+dZ0cnNHEnbLivRdI6AAByfioFAOjwkCVJtUHQpZnMmfFEgZessOWNC7FuHzXsdwAA/p///fqXP3oMsVgEpSzwSpJXpoEEAKBssB2xuGxmsQ9sPhH2igYJAMDa1Y4NdKPD/TBFiNPBLIE0I2BXA516kt/22Wiko6MDiqbE2VBiVx8MwzalrLDcz372s0984uOpVNKQz0XyJV1tNSWdyw41a22xCHBsxNAaJrqNY61hUixyRY5Pp+KB2akixyeSaRiGMdSG4wRuvzJD4whG3JeXwCCKoI8fo47uY984x16aoo4dbJ3PixT40smx+LZuJyfJ0UJxuMd5bE/HL16dYfkSAODXF+P3t1HxPE+gsM0KyeXa04UtKWwJRC8vApnFvs0kwu5gr6yISeG4FI4XXjkNe5wWK8LRSPXyf0MBu2xuqVli708efvjBB98nTAexbf0/euSn73nPe4Akwy76/Pnzhw4dNqoPWyNkUIkCYVvcobmaw9J2aoucBpWGyZXiRio7MTV7RUdL4KJMVlbK3qL09vfcW5tHUwR92/Usx4XZvB0oazZDswTYHT/UPRdletvshZIkq0Aql3Nc6dTF+HV7Oo/t6YjneU6QQ9HCUJcj12A7sjryJTVf0oYzS2axD2xwEXaSL+mmQmkHDqoW/j2NPYyr1zAW5bBPFP75cc/73/XYn31+dnb20qVL3d3dBvZhazjsgndINXsROpyOrXxuhELhhTpasM2GQmVw0EPpElXurYsn83HmhYgkSdraLIZhJIGRFF3dMKGd9Jrt2CEAgFCSvfemQRkC+zpdlwLZ/3hl+t4bB185H7nrur6x6fS5yVQiy999rE+UlKt6arlcTotKWpz/V4jF4sIguxVyWCEPCpmEt8VF2Jtf/m+0D1sDnUBvljiYiKdSqZmZmR0fui/NsyiKvvzKy48/9vhXv/rVxx571Kg+LMmXPHe9HQAgBiKlQKRaO7fGFG1RDktv2RMjmcryeofSk+cd77hedzIpOj6F+Tw1Cb+iKKWSSPjcoKzEY+GAIDAFlucFi8WC44TH7bQ7nE6nq6KxajDYcYLMiYqbxnJc6dGXpsSS/Ju37+hqowKJwqMvTd3/tqHjh7q/8/DZ7nY7K8sreSW5XE7ySpKfxz4MtrhQ2Cz2gdYaOskuyftqlv8XEbDLLjVLDEMQhmMf/vCHP/KRj7AsOzAw8MADD1Ch1EMPPfS9733PQA5bMUXT/qtkGW50QpyL8AW2eQ7r2sKZXTga182X+70+/bRuZGKWgHSXi7v87YP9PbrdEoYtFgpscG5mZIQtFNiyquA4RtAun4u2006vy+2y21dChxGhJN+8388JcpoX73/b0Pytmyvd/7ahR1+aCifYrjYqli52eMhLqbyBX5+glKOcbBb7QCuJsC8wEsNJ591HxEBEnAqqVaqZRQqrXv6nHc5moFO/MBRI+g4d/dznPve5z31uZmbm4Ycffs973iOPTL34wnM333yzURwW1M1Fwy7afuMR6sjet/7jV00+g72xTt+mj1Qmqyub6snzci5bwE5TR/ZWY1BZEGenp2WHDiqVIbinq3ORbknNTHVl0TgeC0+MX8wzrKIomtKMx0k7HE6ny+mzO5pEQMRNY3dd1xfMFRlRmkoX5KL8/Ongb79z91g8e+e1fQgMhROsm8a01Gz1vtCaYh9ptThtkBuFzWLfeomwuzv96GAPOtgDjh9Tsgw3NiXOhpR0Locv7MM67cs2Emsnr9yoBwYGPve5zwEAlMPYv3/usx/73Y8kE8ZwWEKUdeeixUAkjzV7X/Wsxyxxq1TrwvppXUeaLStl7s1RfmSCPLKX2DusHU1uZCJG6X+x2/q7rsoVTHfRWENAhmGTidjU5CWGKWjmOw6Hw+2iHU6P0+Uk7HT9DgnynYfP3rTP39NNAwDsqPX8VKa7bf70vZRhvASayfNar3bNvly5XM6XyvmSOsfKZrEPrIcIO10sYdf3LUiFbjhkv+FQ4ZXTDJNoRsBuSSMxRFFdvV0VOVyasoejke3bt8MU0dHRceTotUZxWLeg6JuiTQX55sRryxC8ZTlsNpdvlNZVRnnKJYl9/Qx3boy8Zh822NsoraPthO4yHLj6TrEuArLFIlOYR0BNbdBmhZ0uD03TDofD6XQiX/ngQUEqc2VFlREnaguligCAuXCus5N2EraSpPY4yQPDvql0Yb2+brPYB9ZchN1jQXRrMblMRkahqrSObkYkCjSYBUEHewEAf/3Xf41hGEWRuVx++/bt4nTwE5/8xPm33jKMwzr1S92xQg44mqI/7Z6tW60LhqK6N6qOdK1ml8oJhRdPsq+fjfXof10D/b1rsVHXo7NTrC3SIUhZoFGYUpQ2tw2xQr9/166xBDsRyLz4VqTAS21OvNtLHtrZDrcMptQU+6qnmh02yIStlYuwQ2Xg69BxRVFYLskXAYovOUvM88Li5jiHDh/y2R0AgL/5m795/fXXf/KTn7z3ve/99re//fu///t33HH7XXe9E3SCcDyx+EBykxzWvrNbd5czjcFNPolzq/Zhs7k8W9Q5jr4c38j9OmbXn1ts87nXftOugoA9oHN+9ERV5k8pWRIoBBzrwa7v64MRBAAQSnMXwgymqgBGChZpVct2y4vqqebqYh+NwLjZ6ADLEWEn+ZJte5seQARqBjUaCdgtrulEoBgAoHtokKKoBx544Ec//H6hUMjlcvF4LBQKPfroY3/4h5965ZVXHBSx5JjeklE9F72Aw84EmuewDqfTTOuq07ru9nZAi9JMuK5Tb0k6cd1edl9P17p/HJ3jrSqKqiiyBAAAPgLcutOhPbjLifMSYGQlIyq5klqUyq2GfY2KfR4UJhGL2ehoVoT98qBGTTChaPVNexEBu+yiixNFScKt4JFHHv7TP/2zP//zP7/hhhu8Xu+99977yCM//cIXPr9jx06KxKSSOj4+vvKP5iwI+adeYZ5/A+3zo4M9lSXfaDrdJIf1OGnrliyVNErrOljJdetRC4YqWSb/6qlqyIt5KN20zt/VeVV9iXVTKq7kfQAA3ApwK9yOw9Ut1GxJLchltqS02tGqFPu0Nd5KsY+0QqaEAWhcX/NStL6AXSFfLWDXqGbP88LiRmIWVUn89PnDt9ywZ8+el19+6bHHH7v9ttsfeOCBD3/4w1//+tefeuqpMgSvnMBWjL21CrowMSdMzCmwBev1W12OGmPvRcK7VQt24WhK9yvtHxzUbhiwi3bfc6uSZZjnT5TCcQW2pB24noQXbkhfYp1l2bUyWe9ljca8VC5KarakZkVFUFqO8JrFvmZE2AlRluYCiX/8N+tAF7Gt3+af9wMVAxFmYV3A63Uvzwxb280QLs3cdOP1Fy9eOnzwsNfrTSeShw4digVDGhqC1dmHhZWyNBMWApHioK/Zk9xu35qLgwzD6KZ1xK3DNUOLrve+g78wMTZyQdW7gwwN9rXIhzIst0Qgiwe1eNB57BOUclEup0WlIKlZQTWLfWCDiLBrRa5ySSpdmi1dmlVgCO/pxAZ7+UC4WsCOIhsK2KWXAjsNg1RZttpQQRCeeOLn995778M/++kH3v++aDxu4EdrZOydXzgXvUi4XXQr8K+1j0AovnhaV5vOxxK6aV1bm691FABX60BisAWDLZ7LYwobrti3dSQMapSEnQVhYSqklmbDpdlwwkUAH7WkYG9N+W8RDFIKxVvvvRVC4N/5nd/55je/+elPf/rP//zPjZqtW3y39yr2YV1OM62rRD+nkkf3Aj1d+6lsSrVjOn2J7o7W+VxrdNfacMW+agmDza1XWj39S4iyVuSqjwJpa2YrfsnxOjtF9H/gZjmRFgMR7tGn3ffe9ge//4ne3t6f/uuPw6OXDPxcdLFkf/s1UjghBiLlklTdMbwKI7EtOUscCus0YXFR7tw+pF+4OHE2R2Et25dYZyvFmmJfUS5r2Neyxb5GeqWboNhXLcJO8lKj5f9ClUsDgWKNuEl1+U83hju6vvatb549e/Y3fuOD9zx4b2k6fAiyZ//zZfqaA0XEyLtIB0oQ+3eC/TsBAOJ0UJwJibMhlROa57A0vRU5LFNgc3lWd7bOAsO6ad10MVuf1rVOX6KFfGMRyOKwWWoaHRul2FeRMHCjMIHAG07CoEZJuB1Bbf20FElUp0IAgBxVM15HN1P+0w3f0OCTTz755S9/+Sc/+clnP/snH/vYx/7wD//Q7Xb/t//23772ta9FI6ElN2qb5LDuziv7sPNLvgDwFyYCY6OgWTPsrdiaiOgJnOCi7M7zzHMniucuUkf3YtsHqtO6jB1r5b5E65pkVxodlawqX1JbtthXoeQbtNiXW7j87xrsIw7tLgtiKZIQpoPiVEBDvSYF7LKZ3OKNVK/DeebMm/v27bvzzjvvvPPOTCbz7W9/+6tf/eqXvvynZ8+eBQAYgnT1u72VUHmxeSMxbwNzSLCplW8yWUY3ratIt+afeoU9NWK/7iA62KOldaAO7NZlX2LjgR2ob3TgV4p9BQlkRbkoq7krKimgxYt9PhRu2cm+ahF2ulhC+7sBABYMnU+Fbr9BnA6yp0eKVeZbiwnYLWUk1uvz/fX/+af3vve9YL7L4f7KV74CAPjhD//53nvvjcViRn0uL2zTN/Zu2kiMthNbkMMGQ5FGaV2NWnXuiReQdg9vQ+rTujIEt8K+xMYDu5qwW4H98im4gYp99ZN9rSBhUKPC1IFg9QCBDvZEzo40I2Anq+Xq8l8jDvvCCy987X98GQDw1FNPlUT+9jvuxHH84Ycf+du//dtQcA4YJMLu1dvtVVkuIXJNGoktojW/WYPnBd20zp9k9Y94PB3odgJQmykP9nS05n1iA9+76ot9aVHNS+rGKvato15pzfK/098O9MrPKaUEALakgF0hzyzJYc+/9dauXbu0QS07RfzDv/zLJz75B29/+9tzuVxHu3dsbAwYJMJOHNPpGwp1u72LhNOx5Zb/g+GYblrntNoUUNL1KirU1QQIAu/saGtRxNg0hwqBLO1VhFcr9uUlNS+q+ZLassU+AMB6mRNVKwmTfIk4Nlj/N+JsiKkaOilDsL0BCixpJNZO0S+/debBD/6G9uMNN958w403l0Tu81/44jXXXBOOGDZO7JWBvj7VXFhurntOkXgjv7RNnNal0jrK0oOq1fvbdwvjM+yJs8rCLm3CrWOnPdjf3boQsVkP3iYo9q3qZB/PC9UcthFAZMNR2bpAwK7Rm1lylhiKpn7jN3+z5kEbSszOzn7qU5+KxaJGfTQqyST/+VG0vxvt7qgoGpQFMckXgK05M+ytx2F10zo7V/IdOAgAwLYPYNsH+AsTxdMjGuTppnVtPncru01ulRLsBi32rZ4TeY0KU0d7h/7yf7FQvfzvWZaRmJ0iDuw/hCSz4nSwsmyrRbHAplKp/k6/IRon2vUJK6qaZ/lzF/lzFyECt/X5scEelReuQoTd5TDTOgBArwWt1r/B9wzje4b5CxPsibMJ94bpS2w5sGtysq9QUlsQ+1aj2Fctwm7nSmI8VEAQYtdQdX4nTAWbFbBLLeat093T9//+7d9MTk4+8MADt3cdh7OMnM0jbR6YIt4aeevBBx+cjUaM+q4cxdJC+VxeGJsSxqZKNoTvb2qUhCC2HIfVNQ+rpHU1ge8ZTl2cLNSZh7VsX2JLg10zk32bu9hXI8LuKJbUPMedHuFOj0AEjg71oL1+dLCHDS8QsKNpe0MBu/xiQyf5Qv7Tn/70L5/4+Y9+9KOPfvSjd9555wfe/747um4HWebanXsPHjx06tRJw1L44kr3YbdgWpdIZuof70cIXVlDYXxmxqoCAG2UvoQJdmBTFvuaNCeq7sPWAITK8fz5cf78uMVmTThw4MKWdJxY0kgsMRfa7e974H3vf9fd995555333/+ef/nXf/svH//k//yf//N3f/d3R0/9es+evSdPnjTESKzRbm/NEghYrGDnNNM6O1fyHNit//dvjfJ2ZAP1JUywW2mxr8X1Shc3J6pWYWoEEOWSlCXszQjY1UBn7c0DtfbZPVPJ2N/96Zfe9a533XPPPfff/977738vz/MFthCNRv/sK1/9wQ9/ZMjHd3GytatdqrP+E21IkyLsOGptwdF/sJoi1bppXU217koaeGEibAMbqy9hgp1hxb6ipCZFpTWLfY2cyKs7p41cGkQb0qSAXTazmIDd0SPXjl4c/dW/Pf6OO2678847bzl+88c+9rFPfPz3dnAQ3t3+o6d/9Z73vCcaDhnyedvdbvc7bi4LojAVFKYDfDAKKyoAIE82LXPicW2xJqxOE9xdEKxRJvOL5xw3Hq3p0UfGxmvSutbvS5hgZ6heKYVsoGKfjWOwhSO4un/MLpQwbeSwxfMCJwqLpHUQAn/xi196+umnP/zhDz/73AuvvPLKb/zGbxwe3pP52X9S1+x67LHHfvzjH19467whHFYzErNgKL5nG75nm1MQxUCEG5nIIZK5D6ub1kWT2fpKR0eaAwBIM+HUTBgb7qOOHdQgj3vrYn1a1/p9CRPswBoU+7jLeqUtVexDBLZ6+b/zmgPoYK84HRAmA9UEsGb539cg5UmmF+vDCqKUmQn8wz/8w2c+85ldu3Z997vfPXfunN1uF8ZnbH3+AicgCGK1WheBy+aD5iW011/9iAVDse0DQiTBiTmTw+qmdfVLL+6CYKsqa2jeHRrkRcenatK6DdGXMMEOrEmxrxX1ShG+UONUDVMEsX8nsX9nWRDFQEScCoqBSLXCJYZaG01jLKnWiQPoXx5++Hd++8Pvfs97vV7vl7/85W9961vfe/bJgwcPnH3kpw888EA0asw4sd/l0VUMTyQTgG6Kxjq2klSnbloHlefTutqb1sScMDE3O+TdiH0JE+zA+uqVrlexDxGKC/I1nIQpoiYVwrYPzPzsV9XL/wJmP5cp1euVLmmGDZUBiWEPffwTJIYAAB566KFrr70WAEDbqa9+9WsvvfTS3NycsRwW1Jlhp5o+x71bqWAXicXr0zpPnrc1aGennUSNTaLX49oQfQkT7LZosc/G5RspXILGy/8cQjCXGx3V5kR8Zom0bld3LzrYU51uffq//hEA4H03HH/Xve/GbNYCWzCEw7o4uVpR8gocByKF5gTs8MbSVZsyrQvF0vVpXb/Xhw5tK54eqVFvVWBL1EPU9CUG+ro32HVnQg9osWLfqpoTwSK3pMKlMDlXs/wvYyTQMycik1l40Zfr3rvrvvvu+4//+I/KI7/5oQ8DAEqqMnr+nCxLRql1dnq9uo83z2Ht9BbSJY7Fk/VpXRvDO991M0QRxN5h9vQIPzJRgbw0jdekdRuoL3EFzU2sabXAraAdh3c5bde3Ybd34de3Ybudtk4CoWzwyjls9SnusSC6y/+ZaKz6zFZQoiF0lvglNZ1EUeR5HgBQErlvfOMb2q/+7fmnDx85ahTSEaKsRhKFN84qC+XYrorDerbMLLEkyYFosr7g0NfWCVGEVs2w33jE9zv3E4d3W2xWBbbUCJxsrL6EmdmBDV3sW56EQTU2QWXg01O4VFguyRcBeqUpWSL0y/a2Ym5JXeK/+cH3JUnatm3b29/+9v7+frvdDgCYmZl5+umnH3jgAaO+IjcjqHmO+/V57tfnYY8THeohtg/CLrp5DluGYNeW6U40Suvom24GC3vZ9huPELuHL/zqmdq0rr97I35wE+w2ZrFv4Rpvk3ql1fBE8qUyJissV92gAACICxUuazjsgjcjcmApXeJnnnnm1eeelyzK008/86k/+vSTTz4JAHj44Yc/8P73GSjCXr3upqRzXDqnoV4cKQNHU1ti7Z6tgnSSWg5Ek5Y6f6LBrh6I0knhudGJpBPfiPsSJtiBLVvsq+GwzoLIh8b58+Owx4lt68OH+zVKy4SiTXLY6hEWfQ574fy2bdsAAPLo7B133A4AKDA5AMAvfvGLXz3xy1Onf20Uh9Vdd1PSuUyf2+SwNRGPJerTug5Wom7dqytkPx0Oyg58I+5LmGAHNnexbxEn8pr6mpMVK6BQTOeKb5yDHBTa3x0v5KsF7GSMatDVZZrhsE899dTb33HHgw8+iJ3C9u7d+yef+/zs7OzRo0dFqWRUwc7JCM2suy3OYSma3iJp3Vw4Xp/W9XZ16Y4o5s+OpBYKKGzEvoQJdmCrFfveSl1BBUKUtaXRBbfxPMufu8gszIZKBL3kGoZ+ZtfV9cwzzwQDM+feGnnkkZ9+97vfPXHixHBv31/+9be2DQ0YyGFdov6EdqHpfVifi7ZCFrBV07q2DFdGS2VBrME7leUCkUh1WrdB+xLA7MZuqZBEsTqTanL5X2ksYr44h4XKoBRJPPb4Y+pcfFuM/cs/+8rBgwe3b98OAHj66aff9c57komYURzWd8v13g+/m7rhEOxZQEUzNNa0ppNji6R1yUSy3k3cw/D86GTyB48WXj1dFsTKr5hT5xM0vgn6EmZmt7WiRoTdWdCnfjXqIFKDtG5JDjvs6yjLMn4pwVyYsCAIJ0lf+9pXxelgHCl7vV4DOWy7qGpKROSRveSRvUqWESbn+IlZrsA2z2Edzi1RsEslknzd196Z5mClrCl6cW+O8iMT5JG9xN5hlRen41G1qqCx4fYlTLDbolEtwk6IsmvfTs05TEnnFqF+GGUvla+aw/b09CSLLITBvTcdsd90RBtnOUi3yencT1955v73vMdADuvzeKp/hF00ec0+8pp9F37yH00+g8dBbgUOK6nlWCyhk9bluBoRQ/b1M8XTI7CLTi/sS2y4fQmTxm7F4HmhWoSd5CXq8G77DYe8v3mvRgCRDi8AQIGh6qk0gsBv6LLf7teZaoYXHTrp6Oj4X//rm9r/f/zjHy+J3O9/5o/xPdsQj/MTn/jEe+6/3ygOa+dKRH+P7j5sBoOb7sO6t2xa508V9bPdkjRXLlUvR/d1tW/cvoSZ2W2hyOUWsM520l4pRcMuep4Astz0z35V/Wdul0NXrzSczocbm2FjqBXH8VQq1dvb+xd/8RcHDx58/oWXu7q6AAA2f1s8mbw0NW4Uh/XKQFdNl50ONMlhAQBOx5bYEqtP63BRbsMIOa+zA1OyIemFfYluPQN1M7Mzo+WiWoQdUVRXV6cez5GTdtuSo2cIZJHYxTisr63jF7/4OY7jv/3bvz02NvbJT37yZz/72fve974f/vCfdx7Y/8un/3NgcJtRn6vNp98ZjGXSTSMdtQkSliUjnkzXp3VdJeB5/7u8H343Nly7Hx3zEAvSup7OzfE9mGC3+Rchq0XY6WIJ1eupcZdmagTsGslYMvnc4hz20Ucfe+mll9593z2f+PhDJ0/+emxsDADw8MOPvPzKy9///vc72r1GcVi816/rfXUVHHZr6BJH6rTXcVH279qupfaOu97m/fC7rQNdlbQuY8eq/cI3zSKdCXabncPmF8yIeGGb7vJ/KhKpvpl73K5lmGFrHDadTj/yyCMXRi9ms9lPfOKTx48f/853vvOXf/mXWiKmqBaj/GGVfKF6VEKLwmyoeQ5LkI4tm9bhe4ZBVWPHfc+t3g+/G2n3xKqknMoQPNTfvWm+ChPsNjuHzWSqx9+8/kUE7K6Eq4F3anZRXWK3z/fkk7+666677rzzzmeeeebue+47evTog+9739jY2O7du2dmZoaHh3O5nCGfy8UIhVdOJ777k8zP/pN766KGemVBjGcyTT6DYsNfzZReiPLnMqUAKxekzXkCRKOx+rSua7+OTSLsokUcrU7rNkdfwmxQbImQ1XI6X7RULf/btusQN3E2VC1ghzWWsUxnFnOcoAjKZkU0OROn0wkAGBsb8/p8Xq8XAPDDH/7wwQ/+RiqZNITDVjZApHBcCscLL560drUjbkeWaPaUlgl6oQFbCYMtOAJ14rAThWjrZsgDkqksV2eoNCBBukKn4nRwVuaAzVZRM90cfQkT7LZE5HP5muX//NOvWv1t2GAvNtRT6clmw1G56tqmG8hYLm6GjaHWTDxxvHNQmY2D3t477rjjxReeu+mmmyiKmpyc/Nd/+dEbb7zxP/7H/3jqqadW/rmcBbH+QSkcZ5Nprr/ZMpxIOuudJwVFyYoKAAC2WGgb5EIhDwrTVssGncWrN8DGRdm3T9/9On1hvHr2qF9vrMcEOzNaNLK5fM3yf1lRS7Ph0myYee51pMOLDfZgg73xYqF6+d/jcjZI63KL+8NevDRKHtkrjM9wZ0Y/9alPffe73/2ND36Qstq+8PnPn3jjje99/3unTxmgdAKVr6gY1ETOjjXPYZf4g3I5KypZUZkGEgCAskIeFPKgsAuFNgrwpTLZeoeQLlZuJq1zOqjNJ/Bngt1mjuo+bDX1m+dxsRQbS7GvnSlWLf+XIdjuoK/WSKwMwVYb9LU//8uzZ8/eddddH3j/+94Odv/ub3xITqSTP3j05hsP3XjTTVOTk9XvZ9lB8qV6FYP5TJZqdvlfbixdpRuspLKSOsfKmrKWC4VdNsiHIgvNdVsrQuF4Pf2n0kzqnx8lj+ytblAAAJJvjVWndd1dnZvvcjAbFJs3rcvmq1lntcLlIsv/HgeJ6GUuixuJ+Vx0OpP/u7/7u3Pnzt18003f+X//tq+v7/c/88fPT13y/c79sMeZz+UMQToAQJsCeT/8buLQbmjhcEzzmk4AANG2/Flircw3miu9GOcq/Q1GUkHLp3VtGQ4AoORZ5rkTqX9+VBifqaR1gfKVZJm2E5vSe8gEO7BFFiccDcCuhvq5GmzFpxftw9pp57mRC/fcc8+dd94Zi8e//e1vj45cuP322/7vd/93/47tX/ziF+WSNDAwYAiHbe/ogF20/aYjvo+9z3n3cfzATg31ro7DYqghX3IF+F6LC0+H+TeS4jgjpUVVUsug9dI6O1cl6Zxn80+9kvrXn4vTwcSZkeq0rsvfsSmvCJPGbt7MLp+vXv6nfB45mamxyKunfu4GQyeZRQt20UjolqEdp0+fHh8f/+IXv/jNb36zr6/vwQcf/PrXv97R0fHkk7/iBA4lcEM4LHHsCv9CB3vQwR7wtmsKr53JpyKrxGGbxdCqMl+lv+G0Qmtf5svm8vVpXU+C1dVzzj3xwkyfu5L30HZis9pxmGC3OaOmc0rzkuvdt1swVJwOiqGYOBtS86y2/F9N/WjarjtXJUlytZRAfbgcDpu/DQCwfft2WZZPnTolCMLDDz/8gQ98AADwV3/1zWuuOfL8Cy8bwmF1h6KLDLM2HPZqgU/7sdLfoG0QBq868IUjtbN17oLQyP26QNj4qq9us6Z1JtiBzTtLvCARa7c7tEGTSiqkZBlufDp4abL6zzxO/dZEKrXEpO6e4V2/9we/v3fv3jvvvPMv//IvKYo6ceL1EydO/PrXvw4EAlar9fSbZ43hsHpD0WVBjOezwImvMYcFLdnfyObyTKH2ztSFUs67D7Onzsvx2sXhiO9KeY4i8U3ssmaC3eaM6s4poqh0d2f9uLzN58lFgtUPOhuAXTrHLLWCK3/xi198+OGH77nnnmAw+I53vGPHjh1/9Vd/xQRmQ8Gg1YoY1Ycljg3VPy5MBVN2dH05LLjKMp82xgxbLG047LJBBo4x66Z17bfdArtodLBHnA4WTpyt6BhmHHh1WtfT3bmJLwoT7MCmFLCrLtm4CiI62Fv/Z6VIonr5nyBwHMeWlBIAevsMcjY/MDjwuc997k/+6L9++c+/lkqlvvWtbylZ5rWXX26eXS4ZHQ04bH4uWGNsukhs7/QUYWtWVJmSqpTXuY2glCvAZ8wYM1Nga9I6qAwGSVfle9NSe2F8hj1xVsmz1TaJBIFvbvNcsxu7+UXYfTgJ61mCJmOx6q38hq2JRfuwYKGunAVDv/KVrzidzr/4i7/gLIKBSAeVgZOk9DlsId/kk+CotctFbqetx3zoHV34De3zuqSwZf3nhLUy3zQjnUwKz0b4N5LiWK6U4JWrauwGguGaR5ys4LzuYM2D2PYBz/vflXeR1Wldd1f75r4uzMxuk4uwI4rq7tRf/k+X5eoToJF3anap1f16XbkvfelLd9999xe+8AUDP5SzIEixROIf/w3t9WM7BirwelUc1u1ZoOZCWyHaOq9LykhqTlSzJTUrKoJSXveDmBWVrAi0Ml+T/Q3dtG7I5dVNh7mRiaB7QVrnbSB1s3nAbnImZCdxiiJIIyYDzAAtIGBX3TmliyXs+j6dytHkXM3yv+4JIKvlTJZZgsOmE8XTI9hgb+WiwnH8ueeem568ZCTY8bKmGC5MzgmTcxab1TrQRWzrz8zMyU1XuxahadXAJyhlpqSmRSUtqmwLTAvr9jdcKGK31szW1erWefK84x3X66bDs9PTsuPKTaKrs33TXxrI9m3bGbaQyWaD4bgsy7SdJAmcwDHd8o0ZrR81nVMnLxfPjaG9/hoF80w0JqNQ9eyIfn6RyS2tK5fl2NfOsK+dgT1OfLgf29YHu+jkf748UeYM5LAkK9T4JJQuzZYuzcbb7E32YfHGai61LA+2YDjchsOaVU1WVHOS2iJlvvr+Bo5YOnAYCFwuz9Z8af1eX6O0LkZZq78Zn9e16S8NhLRTpJ3q7Oy8zIAy+Xw+nsyxRdZmRQgCp+0kQeqvEJkBWluEXcMI/vw4f37cYrOivX50qAft9auykuSLAK1a/m9wrqeXKti5rlhvAyWdY9Nn2RNnYY8zDqnAhRnIYRvtw2ab5rCOZVXfrZClrQr4GKmcFpWW6m8AAKYZicjEkLq0rmxRxOlgzX2uPq3zd3VuhUsDqTMMdrsv+y2VRC7HsLlsLhafK0kyhmEm4d1YIuzVO/MVAggAgBxU1ostKWAnq+V0jrEs6lGti0FKOpftcxvOYXX4HWFrvg/r9aw0ebFCFg9q8VzOiFuozCeINbblUBl0pFlZKeeeeMHW1U7fcl0lxWNPj9Skde0+z1YEu+qwoUSbj6iUn4sFdp7whiKyUraTOEWRtH1LWJaAjSnCrqv7BgBgpJIME0sK2BXyjKWxkRgAwM0IzYgLrPQcVVRvRxvoANJMuGbdLU81m9aVIdjw5fbqMh8vgaQoZ0tqQVqHMh/B1Y4Kt2eK8GX8LYXjqR89bh3octx4FMLRuWBIrkq6t0had3XdWF3CG46mTMLbmiLsAACK19farB6vW6Rsn84uVbAT9aEwT9qMxJRiib79gJaYiNNB4dKMGIhoqNc8h233rO4EGW4FvVZkffobdWkdoqjeXG3BVJoJp2bCsIOKVyX1WyetW9HoSTXh5Xm+wBYqhJfEUIIkaDtpdjnA+omwE6KMNliHrF7+L0Nwo2LW4rPEhCj7brkecTm48WlxKlgZygcA5Ggjj3sHgtXMxGouYsETbzbPYRsN1qxG1PQ3VrvMV5/W+XI83IBWR5By9ZfG2/3jjLSh1ZjXes4Ox3EcxyuEt1AoZLPZVJbNz4YgUKbslJ0kKIo0Ce+qRg3rdHGy96MPSJG4OBWspELNC9jVyOHp3O0ERcMd+7GD9mMHlSzDT8wKk3NcgTWWw7q7dQyurP72Ago3z2HXazdAt8wX5RXDgE8vreumnQqvqFxtkUGBLdUrE2UILqAYw0jrLtOygYeK7Xa73W6vtH6yXDGfz8+FYoIg2KyInSRIijAJ7yosTixc/ne7YYqAtw9oMtzidFCYDpbmIgXU0oyAXW6pfdgOt6dm2Za6dj917f4LP/kPYzms7pygODHbPIf1uegWOUbzZT4KAQAUJJAV5RX2N+rTug5Wct13qwVDi6dGuHNj1ZAX81DVaV2J9raITMsm2aCwYKgbQ91uNwAD1YQ3EpuTZZPwglUSYUcUlepbUHjWCKA4HZw4d7YZAbtqOTxdDkvt7dW1Mmjeo/pqOewCZA+Gq+cEW4fDXkVOYAX2FZb59NK6/sFBTeGGPLqX2DvMjUwUT4+US5ICW9KOBWldveUQuMoxZhPslkl4EdhCEIRJeIERIuyugogN6bhDiaFYtSZtIwG7xc2wqzls7UUyHTCYw/bqvIrCcjGRAyjWJId1tPx+e/0Yc1pUGKmcFZWrTeuIW4erUw0N8gqvvjmZilevQpdI5zLGmCvAtxHdJtcZUxYhvBhqJXHcJLxgWSLs7aTdoqfaFovHAG1bUsAuu9QscQ2HvfL8mTRwoEZyWD29FnFilmm64etx0hvr/Gl2jHnRtK6GXclArU3rqjgsWM7+xsZzm0R4nsfxlhgSrie8uVyuUChUCC9lpygSNwnvkqwTUVSX3vCUkmVSC+9uDQXsFjXDXjMO62aEzM/+Ex3uI/ftqCazV8dhXRtYtmiRMWaoLq3r51Ty6F7d4z6VTalVHh3Np3WgabdJFwrTVksru00iF8dGBFHCMMzpdJEU6bssabvuoRHeylifRnjjmTzLhBAEIXDUJLyNWCddLKH9Oh1M7tJMMwJ2i5thAwCcjKCwxbIg1pwq3GzQWA5LcSUVAP7cRf7cRYjAsR0DxJ5hAEDzHBYA4GrJgt0Kx5glST4ZKNS4X3duH9LP+k+czVHYytO6q5VpIZHWcptEtg32zUtlsMVkPDo3MyUrZYq2O+wOu8PpcrRKG2txwmunKBxHtyzhrV2caLBclYvGVGLp1kS6ieX/wosnCy+etPV3YYO92FCPhnqRVMpYDlv9o8rx3JlR7syoxWZleppN1twuelOeEsE6gRNfjkd79LW8potZw9M60IRMi/ZqrVPmm78PW62Iy+VwXT77eV5gi3xwOnlREBEEcTicdrvd6XRuCMJrJ3GCILYU4a3W19SW/1M/ehxyUNhgr83fpnUSlCwTkwUAsCV7lIurdVbPKpdmw6XZMPPc69audsTrylstxnJY3ccLiKX5WeJGgzVgg29Ax+KpmrTOnedTP3oc37edOroPqtJqzZ04m1loMrkaaR24mjJfJw6TVsiDQi3RoMBxDMcxTfVFVstcsVjIpWPRUIXwOhwOF0G2JuHN5plCPqcJtyCwhaIoEsc2MeGtEWGvLP+reVZLhSACt/X5AQDNCNgtboatcVidyy8cF2LJwpDXWA6rj8VXs57hdjm2SFo3f/jOj7OjE/YDu6gjey0YqqV1oArsRLtn3dWYtRbz2o8xL339I5CFtlOVJWqN8EYjwSmOk5Wyw+GkKMrlclU45rqHy0G7HDTo7dUIb7KQL7LFuVCM54o4jtkpiqIIFMM2DbupUWGqX/5XOV4Ym2IJm9ztXFLAbklNp0Zm21lDV8RcBdHa1S7VOT0rMNR8H7bRYM1GT+uiyaylLq2r/AgrZe7NUX5kAt87XMjkqtO6MgR3dXfycrkV1JjXfoz5qk+FesLLFIozk8niZcLrdDntlL11CG8b1gZ8QCO8FeGWYjGuyhJJEpuA8GYXLk44WbHBPizaTB82u+jy/2L7toYu/7eTdvc9t5UFkR+fESYDFdTjUaR5DuvzbEJBykgsXiNF40/quF+XSxL35uhstxPYrhyXTp9rkJ7vF/ASKMhKa6oxU1aoDYd7cKuxzQ1kxRRS0zT2VAhvLpUIzs1q+netRnhrhFsWEF4EoUictpM4hm2gdECS5ALLVYukNxK5LFadOGUIdunxu5pn00m4ONl593ExEBGngmoV21VgqHpWeeUc1tXbpd2riP07if07FZYTpwPcyETGqm5lDitJciiWtiyUxbc34PsFwlZzUHqqBpJwK8CtVz3GvJbAN81ILhTuxOFOAjaE5Bp5VVcIb+dCwjtRYFVgaXHCW1EqTaSudHhbX6m0RoTdIZWpGw4J00E5llpEYK7RruiSZtjtbve87sjxY+J0sIJ6OQo1lsPWeD/CFEHs36kKJSYVbvJJ7BSx+ThsfVrXa0F9H32APXWePz9e88cJN7HQF8nd6AtpWTVmjedeylvacLibRFbY01jFs2FjEd5FlEpVRSVJgqLIFrTmyObyNYsN5JG95JG9CsuV5iLCdIAPRmFFzS3sxzXqwy5uhk2Isn1nd82yLTh+jDszOjU7ZSyH1fd+DIVlsmld4k3nlaWb1vkOHIQogj5+jDq6j33jHD862Sita9JSpwXVmC+768oYbPGTyLLpLbKGPdNawptOxjXCS5EUZbc7HI6KQF7rE14Sx+yOdZ7hkiQ5x7DVYETu9FdSIXzPNnzPNqcgsqdG8pnYkruiS5ph07yE9upMcpXyhdXgsDrrH0qpenRm8WhUlNy4EYsna9K6foSobChDFEHfdj15eA/7xllhYq4mrfN6XMu7T7eU26SglKcZadn0dn3y/PoOL1NgI6G5S5cuIrCFpBwul4um7KTROtrGEt70dEiQxHW05qiZJdYFIwuGyiWxGQG7Jc2w/S6Pbu01kUxU79uunMPi2weA3vpHTX66SFAkscmmLCVJDkSTNWmd58Dumj+DXbTjrrcxxV8VCGhhta4DGCpDv75uk8ujty1R1LBaEY/bWeFWRY5nC7lYLDqvf0c7nS6nk6ZsKNHihHeNrTlqRNjbG6z6JdPpajBqNGe7uBl2DYet3odNGfpB/Q0+RSoSUZvmsG63c0uldQvSn/GZGasKALTytA60ttvk1dLbVqzgkgROEnj7ZanxjUV4q605Kh3e1dhjqxFhRxSV7u5sBox0e5Q1z9Y8h+UiUWM5LJzKFU+e18xnl81hPZurDyup5VRqwdq/uyC033aL7h+H3xrl7YjhaV0ru002SW9bvV1VQ3h5XuB4IRoJtizhXTMvyloR9roO5vx7iKWql/8b9SizmdwSRmI2XD9tjMYN5LDegqjmWfbEvPksvmMA2zEIUwQ3NtU8h20kcLBxIx5L8AulGQZJl66mKX9hImyr3Q5ey29jffsbi9PbDdab17ocuoQXs6Ikbd8ohBcAgGPYSghvjQi7Dyd1O5ipWKya/TXqUdZ0des5rC2USfzjv6FDvdhly5vV4LBU1US0ks6xr51hXzuDdHjTQFabhlT3pkvr5sJxy8K0Ts0z3FsXif07a/44MjZem9Z1+0ELyLSspdtkI3q7sQeRaghvIc+kk/G52VlZlimScjidLSXcsrgX5dVac9SIsMOhVOZn/4kNdKP93ZV7fj37a9SjTGYXM8N2sCWg2WyPTQljUxab1TrQRWzr5wORGlfG1diHlWOpVPdV1OA8m6tgl0osqNZBZdCR5tSSXHjxZPHkefKafRXI4966WJ/Wtc6gaLXbJCOpb2VKq93ZqKG3m2fqEoEsNWN9HC+E56bGixwEQy1OeK/Wi7JewA5WVCkcl8LxwiunYY8THewldgwIk3PVm6SN+F02m1+cwzoLQs0qUunSbOnSbNqBq+12Azms/o0ahpqHVALFWnwO/GrTulgssXAdULBd3thTOaHw4knu7Bh5ZC821Bsdn6pJ6/zNzdaBNZ8gqUE6DLa04/Dq7W9o9HbTKl/qE97Lwi0kSbUU4b1aL8p0KruIgJ2SznHpHHfyrZrl/4YCdsvdh83ZjVyc8LD6a085ClWb7u643PQmS+uqq3VaWld7M8izzHMnCq+cnl0o80fTNN0yt/ZK8BJ4IyVU1+9cKHzYY9NaCoykxnglUpRXo8C3VWR+5wlvm6eyx9bKhHdJa45qEXZNwA40sfzfiN8tPkvsaIBBV5VwLZ2RibLnusM2f5uO5fbVQKrX695M521NWufJ87YGN54UYa2RSOjtbrm0jpHUN1NiI6Sr1Pi209YEr0R5JcErBvZzt6Kmua5SaXguPV7kIMRKkpTL5WplpdICWwCwLZ/PcUWWl1SS5Rst/1c7qzYSsFvSSMyDYrZ+h7Z2tuyEa8mgeUlTPK5YbnPj08KlGYnlmofURp9xg0Y8ma5J6/pJ2tJFlHSUryxRD9HiaV1aVN9MidXg1UkgB9z6B1ebZZHUcpRTorxiCL01DRwqe2zzSqWiIFQT3ta05qgmvMVX34QIUa1T3GQJW/WtvqGAXWoJbx33zh3a2pm29i8GIuWSZDiHbXe4qr9h2EVrqDf+8M+bh1TP5tqHjSwU6WxjeOe7boYoQpwOsqfOy/Erk3dpGq9J67o6vS31WRK8ci5Tqka6PgrZ5bQtOcjSSyG9FGIIvTXBrrbLgegSXs2aoyUJL6Ao+8ferqVC1QSQpdAyBFc6Dw0F7BY1w9YSLi3BxLYPYNsHyoIoBiLsqRFjOaxzZ+/K1zNcm2jopCatQxS1r61T01uv+J1rkKfAlppNWNpOuFrJKjfBK2+mF3SfBmnrdtp6tSMsK6S3Jtg1SXjbqwnvxSLfItYcSpax+duqUyGF5cSJWW5savDOYz0qks/n2UKBLbLRWIIpsDVipUty2PoVNA31AudGjOWwuusZYih2VRy2BevxRqV1Xlak37av+hEN8vgLExPnztemdf6O1vkgAVYezZVWgnRG0VsT7JZPeLlisbiQ8K69Uik/MUtdux/USL8d2i0XinZnGwCgMt2iNTpYltXsKAEAdhLnF0U6RFEdfT3N+M+uMBpJDMTiseZniWnavmnOtGQqW5PWDXb1QHpD43KOSTrxmgWS1knrxhlpmllwju122nopZOV7GsugtybYrXSPrZrwVqw5NC/KNVAqVRuY41gQpHGjA1TrVpEkVWTzHMfzkgoAqFlB0zhsTXAXJozlsIZIDHhcm2eWOBRaoFHazpSoW3Xcr1WWmw4HZccCsOvuapUm7FiupMmsz9+GLZYDbpu2QmvshkaT9NYEu1Xs8FYrla4G4VWyjNXn0YUJW4e3Wd2qy1EoFFiWzWazxSKr9XkbCZDEYzHVbtiZ42BLapHXsdy+GokBDLVumoJdfVrX19OteyCYU+cTdG1a1yKqpecypSi3AOkOe9HVs09sht6aYLeKhHe1vSjF2RC+S8cEvhRJ2G86ApY13HdFrzQTx6IFXYRNwEZu+TgLQuGV04VXTtdYbl+VxMBm4rDh6ILJkrYMh/TRumndXCKqLkzrulpgZUJSy6M5qRrpMNhy2IuugUP24vTWBLt1UCqtEF4AAEk5lm3NIecLunBZVg0AI3QuzZ6/JGfzxJ7haoENbmxKcdFlSarhvMvmsDWW29kX38B7OhGPa2ty2FQmW+3biyiqh+GZ505wFyaoo/uqBezq0zoctWr31/VFujfTperECoMtR7y43QrWXoCght6aYLf+hHd51hxlQZSSGWF8Bu31V0OekmXQbgOacfzk3BWbbQeFDfZqqFeW5ZuPv11TryqyRbZQyOVzRaG0POyrt9yGFbU0G+aD0eYtt8sQbHdski2x0MKB4c40BytlAIAcT+eeeMHW1U4c3IUO9ihZZjoeVRe2JvxdneuOdG8kxZql1+vaMAxet7dUTW9NsGuRDu9Ve1EKU0E5lsrHXlFgCO/pRPv86GAvTBH8xCy5f8cK35XCctX+ZFdQj8DpW46By+pVwAdqdtq0MZc8yzWJfY0st6/KrsznojeH5Xk2l69N63ILNmFL4XgpHLd1tZdtSNpRm9a16xVwwRqu959KLUA6ygod9aKr5Hi9DHprgl0rEt5mvCiF6UB1KlSaDRdePIl0eBGXAcse4sSsfg4ly7pS4DWt3sqYS76QZ5lCSRTqW70GSgy01ADtSiIYWjBb508Vdf+sFI4HOml1oZrp+qZ1Sy69tsT1ZULMhiC8slp+660LgbAKAMCtEEVRncEorCf9RuweNoTD6j6uO/q7JPZVxlxYlq0ec3EL4sott8sQ7NoUAnbZXJ4tXvkScFH2SmXd4mvJhuQorHXSug2BdCbYbZgo5BlBlLRzRxAVazbeaPlfdzLuajmsyuvLqGA7BsBK7NkWjrnglwI1ltvCpZlyScrSVyEj3sgsbaOndV0l4P3QfcJUoHh6RMmz1b+KeYia9ZWOjjawEdb7TbAz46pF2J0NdC5ZwjZ56tc07aDsdpIilyfYJ04H3O+9UyOz/ORcpXhnsVl1OSxY1kovIZflqjxRQz36+DH212+Nx4LVW71LLf+7N2Va59+13YKh+J5hfM8w99bF4snzKidoaV3GXpvWedt8YOOs95tgZ0azIuwAgM5uP3FTjzAdLM1FqglgnkLZIscWORCNliHYQREAgIp2SzNNXgCAnMkT+wkAAHFoN3Fot8Jy4nRAmAzAhvq2cGNT9hsO1T+uCuLRO27VdJuLRZbNF4qLjrlsDg4bjqZq0jp8z5VyBLF/J7F/Z/HUCHduLOaohZKOjrZ1IYzGLr2aYGeGzro+IcrEcA962fhGnA6WIglhOqDm2WKVcSZuhfbu2gaqtFsqTV5NqFkX+xSWQ9yO2mXb/TvRHr+UTBv5qRoMA1psthoZq8qYSy6XZVlWG3PR4M+9KfqwTIFlGKY6revav7v+z8ije/PReMYm15Qs1yWtq0c6Q5ZeTbDb8hx2oeScW1Cq6aSGevabjsR++TwHl+oF7Gom+y6OT83MJMtzcKXXYaeddrtdM+gQpwO6loyGTLTUi7XUL7oRdWXBqjGXgfoxl4vjU5pPGzE/xLPxIhBaMFs3IEHY9gHdL2dW5oBtQWbX19W+9mndKq33m2BnRq3kXIdbv++WYhjgWsJIrGKGrbFCQVQEMZtKZ8vQPPbt4CwddQZ9muKAgWoujTisGIotWRZsNOZSreZCEARBbAznnZq0zs6V2g4d1P3L5FtjNU1qHLW2r3lrYg3W+02w26JR5PgaDkvu9Ove9rMEsmAgQ28xPp/TNxLTHpQ5ie7s003EJIeRzkRqXt/1woJaVyBbv2DMJZNjg6GIrJQ1qzaKImwYZm09zhtaqFvXoyK6cC9OBwNlEQDbQsMNzxp/ojVe7zfBbotx2EyuGZ1LPhDhUKR6qWAZZtiugoi+rV+Xw76ZiSpPxx0Uock1UxS1bCEDcTooTM6JepbbxPbBlX9jumMumWy2WIzLsoJhKInbSJLAMWx59uTGpnW5qrESO1eyRXL5J1+ijh2EFx7B+rSuDMEd7b71XXpdm/V+E+y2SmSy+cWlg7VIJBPVGiGNlgri6fwimYBdVMSJWXS4H16oE5kMhVUSsqgKwxQYphCJRjXaa8dRbczF4XBQJNbkmIsYiNRYbmuoJwYiRo22LKLmwnIsk2NYlo3FQ6WSiGEYSeAYhlIkufbYF6kTOAEACBNzwsQcvnsbdeyAJtgpjM9MQ1LN1drb6VuzN6yLdMe8OG7dSJeSCXYtHTwv1CxLkjTdjM6l7kDG4mbYiKLSeU5TW0I6vPi2Pg31lCyTUkoAYPW0t3rMBQBAYjaKopYccxGngjWW2xrqEUf2rsFXShEURVxRb+c4ji2yuWwunY0JgmizwgSBkwS2BthX5PhMdkG1zs5d6S/xo5PspSlq9zB1dF/y/EV+Yfl/LdO6xkuvG+xqMsGuxWeJ8zU0k5saFS7N2Pr81QSwFEtVSwc3GshY3AzbVTWoLMdShVhKQz0IQxlyiTFRDfs4juc4PpFIzmOf1Uo57DVjLuJ0sJG6MqGnzbfaQRAEQRCVMRcN+4pscS4UEwQRQWASRymKwFDU8FZvMBSp/rEnwYJaAZgyf36cPz8+0+cGYAFb7O7wrE1aV+9pTVmhYz7UugEnfkywa+lQVRVDrZUGhYMVtcZohQBa/W3YYG8yEqmWDnY5l2eGrbOVIcdSLGGTu69ucHce+0SFSwgAJMEMKEOwNubSFszqAifkoGDX+ss0adi3YMylUMizhXgqz7JhBAY4jpEkQeL4CrGP54XqtM5dEBq5XxcIG4/WpnX+jrUQ6SxI4HSKb/2lVxPsNkP0dnf2dndqmncFllXjrALLla3YcknS9E7SHXT1oXTr9WEXNxJDFJXi9NWWMrQBGY1FVQRRKQnZQcQKbeurmM+ufOsWrIFDuc9bGXPJ8VyBZeOpHMuGIYtKkgSBL2fMJRiOVf/YhVLE4W5+ZKLmawEARHy1lmmdPtcapHWMpL6RqF163e20WjfsFLcJdmCjaN55yxb8pmsRl4Mbm2KiMUs8U0E9ye+mIbisKtof614J2eyi/rANdOUAAEty2OaD5EvEgd3oYI9mPstfmuGDUe1TnI2Hkdc5TcaqpZx5a7DPhaEulwv09FxOlplcPp/JFYKhiKwAAreRJEGRS4y58LyQSmer07r2226BXTR1ZG/hxFl2dAK+nExlHHhNWgcA6Fl9NacNtN5vgt0mjHKSsR0dsGCo/YZD9st9CW5yVs2z+/Ysvdtgs1rdbpcgCEWhVN+m6EAJ74dv4camhMlZtWoYgiVsNZ6kKwmvDLQ6Y8Vy2ymIYiBSOHGWQxHAFDSirZX8HBShmbStZMxltYOmabqqZcQwDMuymVxu8TGX6rQOKoNB0qVReAuG0sePUUf3sW+c40cnAQA1NokAgDafe7XTunpP61Ze77+KexWTjZs4siFCfnPSdesNOjTzpdet+6+utC9JMi8IPC8KgsCLklDkd6pWun++46FkmQrqBTpoQ2isdlUfI9z0266p15d/6/FfxZz4Iop1YLljLusblTGXApMrlUSCIFxO2maznTt/sTqtO3zbLfX1SiXLXPrF08G2Wg57aP+uVd2K23Dr/WZmtwkDsaG6uw2Qm16GLKjVesUDqDQTd/b3wS5aY5cWBKEO77bfcIh56STDpgzksOSxHbpjd8yi81o1Yy5OmoIQqyzLV6vmsvZRM+bCMEw6nQ5H4hp8W1QFKoMhl1e3MyNMBaIeoj6tW1Wk26BLrybYbS4Oy3BWvbaDOBtSu10rHHiCsgX4EF1hl5XZPRnIh645oOWAYqnE8WIjFtwkh9W9qguzIQ69ivOwr69b6wZclZpL63DegYGBsiAmC/lUMqVMBhzH9um6Kc1OT8uO2tvbqjol1iy9AgAOe9ANsfRqgt2mCildIPv7dN0UrQPelZ4EmA40IG0eSzqJLMwBa1hw8wgIlUFnp1/3qo5k08CJN2+GXel71qi5aO8ql0qEg3OCKNmsSLWaS6s1OtqwtjZfWyHL694AuJGJGGVdy7Suful1o6z3m2C32cJSYHWvCkVdqUGcEs/gHV5dvWK43d0MC9avAy5EQJIvEceG9chakLmanSNPY7v7mnelWbUVC7lYLCoIAoIgJEk5nU6Komi6JVq9xVMjZUkuC2JN70VL6yQXUXP/6Fw1gZMNvd5vgt2mAztB1k2LgH2lt3o1nkXfpqPpJCUyUO82sNw6YA0CwiOzsedexQa7teJg5Q/ywfBVcVhdKZfFrdraL293lgSBLeaTiSjHlxAYkJSDstudDse6YF9ZEIunR8olSbg0Qx7ZS+wdrkAeNzLRd9dN9nwxnUrGU5l5mVK3azUUqzbBer8JdpuOxs6E43/zQ9jjtPnbrD6Pzd8Gu+hSJAE5V0rQEBXSvRQVmwUywiBNQ8CSMqsyRfmVs6lXziIdXttwH9HXDeFoviQQLrzJOiCGWunlElIrZLESOEng4LILF88LbJELzKWKRU4tQxRFOZxOO0U5cWINxly4y/PD5ZLEvn6GOzdGXrOP2L+zLIgAAIp2U7S7t6cHAJBJplLZTDqdnpyes9spt9Nh1OjJ5ljvN0dPNlWoGUZ44vU6+XKrBUex+25c0TPnWLRkqdfFFaeDAhCX0edd/FWULMNPzIpzYc3EByJw222HNbxupg7Y2eYdGOgBq6a5UOT5YpHjeUFWAEVRFEU5KLvLbjcc+8qCmPzBo/XLEhCBwe0e1+036r4ix3GpdDqdSgqCaKcwl9OBk+Sy9xla2dPazOy2MNilGZ0LpiRBdnKlzxxKsYG4lMoRu4aq2aUYikH7+wx7/6EUevQAAAB20dS1+6lr92szLsVzFyuZqbWJTojH6wKrvaZyuSbI84IgirF4eGpW1MaDtTEXiqQIYqUjfuzpkXqkAwConEB0tDXCVoIgeglCS/ey2WwymQyEpm1W2OGw0xR5Vb0LSS2fSAibZunVBLvNE+WU/gI/7F2psZYSiCvpHJfOcadHIALXxFRs/jZFlow8M0pyzQWszbjwC51Sm6wDgjVc0avIAkqSzBYrYy4KhqHamMsysK8siOJcRPdXEIERe4ebq126XC6Xlu7lcrl4Ks0W5ux2irZTFE0vjlkae91qSGeC3cYIJZnRz5h8KwI7SZKVdK7aZUITU1FgiHjbQaPevCTJqN2uOw5taXNslENgtSIup6Ma+3hByKUT4eCcIAg2G2qnnRRF0U66eoq4UVrnee87VF7Mv3pKmglX/4q8Zt/VUmZNpsXv91fSvfjkNADAQdudDlo33WOkMlNSaySbtsJ1ZIJdq4ckyRYEgQi8XgbO6rGv5JktszH9cwKG4W7DhCGheBbb1qcr9V7e1r5BD0pNyqlhH8tk4vHLKngNxlxUloNQ1IKhMIa677lVyTLM8ydK4fh8WqdndQSuolU9n+6VBTGaScdTaZYNE7jN5aSr0z0aQ4924rG8mC4JVsiyiYt0JthtsIAyDHndQXSwR2E5OZEuxVJSLCknMwAAC72i4lE5qL8KhvjcRnLwRB7eu0cHxFkWgTo2xzGqxb6aMRcE9np9Ho+HpuniuTGqSpAZdtGu975DnA6yp84Te4aBcUPLfr9fS/e0HbWpqTlVkVxOh9NBEw7CjSJuAgWABgCURB6UJRPszAAtInaimVXDFFFRJ04/8+rKzVv1L5Uer4HvH4Zg/QlB26Y996rHXIKhaDAcS+cYMDlFWKGjbn89UUUHe8RABDcO7ECDHTUt3ctMBUmKavO4KafLZkVslnKVkpMJdmasY9RV9y+PnqxoDE4JJd3vfQewIuLErDATksJXJpDK/R0GrvTKmbw4HbT5FzQZxUAE6vZu+kMnqeVANFlx6e1KicTxnbp3Hauh2XSz6d7FUUaQ/B7a5aQ3hMeuCXam2MmywC6R0dglcWg3cWj3vJrmbEjNswbKpSnxjBSO58JxBYawDh/a58cGe2EXXYqlDBxtadmIxxKVUUFclDu36ytx5d88L+waUASBwjCwTpIEM3MRDEWcTtpht6+7w6QJdqbYyZUQgxG1c0ViJ1YEq58FQXv9uVPnjHz/l8uCsKJK4bgUjrOvnYEIHOlpR7ZAWjcXjleK/12srNt/ULLMVDaVOc+WIdhBkR6Px+fzaX0GsIaSBAAAlmOT8eRcMFwqlWiapu0k3WICCibYbeZQmaKtS2dnQM4VrL3ulaxkYN0dutJycK+R2+ay3tCMyvEWvxtssbSOSjOpf/05dXRvzb5K/JWTGTumLcAyDMMwzPRcgLBCLo/P4XR6PZ6VzzCD5tX3BigwMAAASCQTqWQqEIpjKOKgaadjM6R7Jti1+qIYvFdP7GRlQ79KKIm+7fr6x4VIAj44YCCH1d0TAACo7S4YbPK0LplIVn70J1kAgJLO5Z96hT01Yr/uoNZoEqeDszIHbLYasdKe3h4SxxmWHRuNliTF4/F4Xe6K788aRJtvPt3TdtTmQrGSyNspyuGwb9x0zwS7lg5LnhfGZ6z+dpgiDGxlQqp+c6O8LFXOhmAXTuo+Dnucm7UqVIlUIslf9nLDRbna/VpJ53JPvIC0e6ij+9IXxguErW5OGNe21nAca/d5AABMgY3Fw5cmJzAM9Xh9a5nuVe+oaZIEgdCUtqNmoCSBCXZmACmSKM2GtZ15pM1t6/AhHmdZlqF250rqgOhl5Y+a5X+oy0h2iagweedNYiBamotUT0TDve2bvloXiyVq0rpagh9P5554YbbbWZPWAQC6u2q/H02rqgcASZJz+cKlizFBlB0Oh9fnrdh7r0G4fV4tu6ykewJfbHJHzQQ7M5YQC6nQQJXjNYvY+fvtb925EnYJlRGF5aqzRQBAKZKA9vYY2FqxdbZpFmJaGV6YDohzESkchzZ7wa46rbNzJXsDQ94CYdNJ63Cbd1GBUp/X5fO6tHQvnYxPTU5hKOLxdbg9riU31VYj3buyo2aBXc6rliQwwc4MAABQk7lGNHBFTzsbL8ZSxTfOwR4nOtRDbB/U9E5KgmCgWZ4Sz5C7dlavCpBH9pJH9hZeOQ3c9OY+cNVpXa8Fddx5E3tqpHoNWYuEW4eKdnY2O+SopXvd/nZJkvOFwkRVuuezO9bMebKyo8YKApPJaDtqdgprwXTPBDuw4cROIBe9kk1bTUtOKx5x6Rz36/PaLAjwOY189wWhJnOcp28lcXOfc/Fkujqt8x04iA72YNsHhPEZ9sRZ5bInr25ah6PWdr0KA1hqWc3rdmn5YJHj08n43MwUBMFuz/yO2tp8cArDqMtDy/Pp3tQcAMBhJxpJEphgZ8YSYicW7/L3/8uhtO4sSOnSrPXQbUaeWHomPkqWUV32zX3UIuErulX9yJX1Po3R8xcm2BNnVU6I+HQop7+rc4WvTmpramA+3ZuamhQE0eFwOJ3OTrdn7dO9K5IEhTnNNpciyfVqa5hg16Ihq2Wbz2Pp75biKTGZgZUrmjyNfHCaCSik3yFFOrwGnoJqPIPpmvjMhizdHrBl0jrPgd21udueYWyod/pnT/J1zhvLS+uaTPcYJvPSzBxhuyJJANZqaLl2R202BMoKRVFrv6Nmgl2LBpTMYjsGKnmBkmXEYERKZEqR+ErETqRIQv/l+o3skCoNTHzEbG7lxo+tHNFoTDetAwvdr8N6ttMdq2YepqV7AdgBoRBsUefm5jJ5xu2gPR7PWqZ7+jtqGOp0kGuzo2aCHWjV7sS82EmlwE+4aABA9rnXVpJwkUf3qrwoTAfU/IJ5iJVki016oQEAyshmlk5LprIcP994dReE9ttu0ee5Y+O8XSet87b5VvXtMSW1z0W7KZRyui7OpQYcMMtkToXmAAAO57rtqGnp3sxcSJYlml5dSQIT7MDGEjtZCV6o4Qx56w0AAPtNRxbMgjioFUrj1fRApEuzyWC8IvKufRBxOgh3bmYOG45eUY4ZJF26Pr/8hYmwXs/b1+Zb1caloJStEPCgMAAgK5Zgi8VlR4G9rbOjTVLLLMOEQ7MXL16kKMrj8dBu96aUJDDBrkUDRqyGi51US8tVZkEUlsu/aeTyvyaAXBF51wqCWH+3nC9AR7dt4kO2Z+c2tlhkCmx5Ji5aJCXL1OOdblpXhuD2jtWdDcat1lsGHJfl9uC+qvdghSwVxXmeFxg2Hw6HZFlZX0mCTDo7F4oJguiwE0btqJlWiqAlxU6K1oJcr+bInh9THZiFJpf3nDYB6LsmlgXIY5gdhPjKeWVGx1AG6euwve3AlkjKnz+rJDLlkmQ9sM2xbzd8WbeGPT/2aiRQ//e9Pf5u/+pulRRkQFNVyKuUypIAFu2PFZhCnimwRZ7AMW2KZc121KojkUxk08lMNo+hNjtFul3L31EzMzvQkmInnK7YiZpmLD2e5S//H9bBGmNdEwEAaoOVWMjv2QrHTp4IOY8fgzCMuzBRPD2SOjdJHN5NHtgFUUR8YhaQ0Fq2JioxlhV9UnHQRQIAAnmuAwOLG2EjkMXlpF1OWqtLZLL5sdGoLCtuj9fhdKzljlq1JEFa21ETBIrE3S7H1aZ7JthtKLETRV7eAYMgmDqyz4Lq6YBKJcRIi9t8I6UTuM21FY4dXBC1VI48upfYM8y+OcKPTPAjE9ahbt/RXS7clssXCmyxwGSLvAwA6O7qQFZ5zUBWyxlR2ea1AgAEWbmQZHyduLVpnx2rFWlv87S3zUsSJOPRqclJDMO0KZa1lCQgCKLn8o5aKpUKhacQBHbQdtre1I4a/IXP/4kJLi0HdqOB0lxYLRRVXkAuk6CyIAqpJLSsPQerFfvmX3/nIx/5yPT0dFdXV3t7e+U58e0DZVlWDdI7kSfDsNWqMsVatHVS1v1DWyGts+/ZAV2+8CxWBO31E3uGVY4vl8vwQAcMQySBu5x0R3t7R7uPJAifxwXD0Kq+q4JUDhVlvlQKM5wKLMWStI22Lu+pUNTmoO1tPredIrhiMRwOz87OFgqFMiiTJAnWztUX93g83d09TqerJCmpdC4ciXE8Xy4Dq80GWSxmZrdxrplERipJwsRcZRnW5m+zIMiyxU5skO2ZZ555/vnnv/SlL7311lv7tu/44O/89r//+7+//Os3nnzyyT/78pckWTQmr5GA4/53lAVRDEfF2WgpEFFZDgCA+Nu2whx4Ja2rDguOwrQdtFG6W/1r8MZKZQtisWREBQDAyawLhQ0ZWq5IEmg7ajNTUzab1eF0t7V7KZJer3QvPjVXVlW3y1Gf7plg13ppXZatYYJKOsenc8sWO4EgOFnIO53O3t7ebDb7jjvf8fxrrw4NDQEAfvGLX9x1112KVAIGSRthbse8yPtQPzbUr3WQ2TcvlLs3P4ctX5yjrtWpipZ5UeQKVnrd4J6XFLnKQMxPWsEqDC2DeUkCduLSuCCWHA6n1+f1UQ4Lvj6SBLFkqlhkKRJ30HY7bUcgiwl2rQd2aYPFTmDE+otHHr/nnnt4nhcEoc3X9sQTT3zgAx8AALz44otf/8r/ZIW8Ie/cEoih/bXdXthFwzhWbndvei9zaxmG9LQPuAsTYNd6ugtNF67cO7tIxIdaVs8/1+t2et3OSro3NTmJIIjH4/V6veslSZDNZien5sqqaoJdK3YnjN3/R1T4F7/4xd/93d89/fTTd9xxBwDgsccek2V5fHx827ZtskU17K2nWfigzgkt8dzmP88mQsTuHQ3TOuu6pXUBVhaU+bQOsVh6yDU6FFq61+1vl9VyLpefmZ7keIG2ky63r9PlWeN0b3BwsMyLJthtHGWn5Y4TSzCUy+U6Ozsff/zxz372s2NjY0ePHj1w4MA3vvGNL33pS4pimBs8bNVZDlDZInDgmz6tk89Pp89P43uHqcN7q69k9s2R9U3rAkW5Kq2DMXitN/YQyFJJ93heyOazoWDAAkEej7dCPNcgLDhqgl3LBdbfbb3uoJRj5FhKiqe0Aj8AAFoWjYUguMAWPv3pTwMAnnnmmSNHjkxNTX3oQx+67777fvSjH912222KLBlVatR3LJuLbP6hk7E5rczKvTnKj0xUIE9lOcmirKNRQ5xXWOlK5j5gt67v94TjGI5j/g6fNrQcmJu5eHGMJCmv17sGO2om2LWcOjHW4UUHe9AqsTkpliqeG4Nc1PLMDIkkd3vPNpUt/tu//dvPf/7z559//qtf/Womk0EQxO12F3IJY955NGXTG1oupdJQ1+AmT+vG5q4k5iVJgzzyyF6FKYB965nWTTBX7mSdBLL2aV0zQ8s8LzCFfCgYAAC43B6v17tK6Z65LtZaIY/OOg8fqJcAyD/7OnRkOXNqlmCa2rdLWwuTiiyCYlafB3bRP/rRjzKZzCf+y++JAmvMNf/8WbTXjw321iyEZl56fXNP2MmnxktjM7q/sh7ZYd3dv45p3Zn0lYmiGzsIO9LqszuVHTWSpFwul7FDy2Zm12LBS7piJ4oVQMvisMUOTyYQ6O3trWSLSpZRsgzDMO95z3ukEm/U0IkUikuhOPvaGQuJW/s68R4/2utXeRHa1I4TkiTLUyH92wyBWXauZ1o3x8rVaZ295a/1unSPreyoGZLumWDXWqFb41+22AkMIT/4/v/t7+/v7e0FAIyNjfX39+Mumuf56667rqet3aihEyiSusLjinxpdLo0Og0AgCgCu/9msKmrdZ73v5M5fb4+uUN29SHrZzeTFlVtiliLfmqDXelada+9zSOrZa5YDAVnL14cW+GOmgl2oKXETnQLc6VIHFqW3hyKYE8//fQjjzyi/fjZz372xz/+MY7jTz/99Llz5/bu3mnUO1ciDZb/KXxTHy8OJeywy+G6/SblyL5qyLMQ2DoSWADAVFW1zo3CDhu0Qb9kBLJoPmoVSYJLF+OlkuR00i6P76okCUywAy0ldkJ264idSOmcpatvGRw2yxWtVqs2zMkwDABA+//HH3/8D/7gD1TZsKETJZTSfw9dm1mEXRkP2W+85vLs9Dzk5V89Jc1E1rdMmS8tSOt2OKyb4wtfoSSBCXatNU4MbTNMmASGkF/+8ud333239uNTTz114MB8t3RkZOTw4cNG9WHLTLFc1K/9wd0+sHnTOpvTWTMcC7sc7ntuyz7zCjLcvY7vbbaqWreh0zqwlG2ulu7l8oVLF+OVHbVG6Z4Jdq10/cSzyR88CrtpW2e7tc1tbffBDqosiAC3LqtCgfzsZz/79re/rf342GOPBYPBoaGho0ePHj16VBJ5YFhal3TefVzO5sVARArFqzgssTyd0Y2S1tG336RXYM0DB7GOb6wggyh3BeyGaOvmvmp0JQkQBHa5a3fUTLBrpesnw5RLkhxLy7F0RasadlLwgeWomZet0GuvvfbMM8+8853v7OzsjEajL730UiaT+chHPvLud7/bqOV/AADEK+hgDwp6yCN7y4JYiiTEQOT/a+9Mg6M4zzz+Th/Tc2lu3RJCYgRIAgPikozA4IBigxBriEN2YdexjUlCvFWEeKsgsStQ5VqnKokdalkqJcdZYMnaJAQMEgRbBisc5hAyYCQujTTSzOie0YxGc3RPX/thZDESTUWCdlrTvO83ZqqoV93TT/+f532e359yuJFMi4xlHZ4q/NeFrt3CiqXMYVsD0XhZZyGQJ+cJGoUkaGmxkyQ5jCRAYIiZOKcTD2IveZJiur2c1fBolj0HDhxoaGgoKSmZNm3a4sWLAQBms7mnp2fZM4vFYjoBANAkTbyTAJGXrV+60PxPK9CMZBnLulj34oOyjjVpJO1cGiHrcnRPqJqJIQlsuVkzCmxmo9bb13PlxpdQ2U0gWSesm4y6R/CdYnv9vs/PLMhOX7xl657fvHvz3l2j0Riou9ybZcnMzMR4RMQcNik/98HPyVYnl5uMAnkyuOj2rkiTXV00WnEHGm5i86ZKuLd7g/dlnQ5HUtUofLKG5R5UdhPmEer1iUh24l19fJSOurqi3R7fX/+Wp8ANt9oQlerkyZNr166NclHx6ox+Qc9Axj+II/J0iWWbHHyYDJy52HfgaKTJPqJaZ0mScGMky8fLuny5V+vGXW+Bl2CirIGw4OyEIuVRclims1ehxC3fXXk3CTW/UP7xjQbdwtkKFCkpKVm5ciXDiBbsUFQgOeBJipOppuB8Qfpr7zRuIBgLeeRdx5Csy02XcG+OOG4dlHUw2IEJDDvJTnntu9Z/e8Hw7TLNnEIszaJQ4o8GO+EDIc4f1C9beOHm9d27dzudzurqatSkxyzGOQUFGiUqluMEHwjhyQJUTqqjC0mXZ4cdc90+OvwNBAc+Pd934Kgi3SStrOsI3b+tk7SwQgVBABMWdoKqibzsx5//x5UqlUYPADhy5Mjbb79dV1d38OBBvV5fX1/vcrnWrl1b/u1yvVZFR0kx7HXc+im2B9PYwNl6xVM5srxN5KnLwgrXaiKeXwAkBZwMT02oUMXSdDV8rKCym6BPkVIkSxoCISorK/V6/alTp06cOKHX60+cOFH+7fJr16798Ic/rK+v//joxwgizmufd3k8B495/3wyVH+T9QXiu6DleZvae9GHdJxgT+VKywtpH7xfrctLgtU62FQM5A87oRjy0KFD69ev37Rp0+9+97vq6mqr1dpibykpKXn26UXLnlmM8Ug4GhTLBQ0AwHR7g93e4KXrChVBZKdhyWZg0cnyhaTJyyGWZ1OtrsHLN1jP/QMlNNWCZkrZZ+MIMsOWOphCkaGB1ToY7ID8YScRe5s+d8qePXu2bt165MiR1NRUkiSrq6srKioojuQirFh7Znv6RzUG8iRFNreD5nZ8Q7ksZR2xvAwAQORlE3kjQh42K2/iyLqcJAyT6Tk4TGOBDNqJsSStaLATbxA16CZNmhQMBgEAFy5cqKysvHTp0pIlS8Q6lxjattv7sF4Z+TWdsD39mrwRVUgiL9v6zxWG8jI01YJK6p3WGWbjZV2uDioYGOwmMOyEmCwwN874Ao8wW4qrR8RHh8MBAMjOzo6vqYkjKDqFOQJIlgzPYXmX58Hjo6ELPscGJJV18U6JUNbBYDfRYSd0n5cLj57MZyjyEQQInjYUaz799NOzZ8+WlZU5nc7169eTKC2uGkV1WkGbVFR2WCe2o2+UrLtfNHB1IMlGIKmsi3dKhLIOwJrdBIedDNywxzAheKoVS7PiRj2eZn0E2Ika18YLkNmzZ08vmJ6SnML6AmGOFPP57/UZVyxCdFrWF6Da3GSbO8Y7UagIxGKQ2w3q8hHLix78nLzrQPLSpN3bSANsFMo6GOwSYyqWC4apoJNqccb+SZTPH7dITLdOmzbtueeeW7du3ZIlS/R6vR7oAQCImsAZXsThfzAQQXRaAABq0mtMhZo5hQAAqtUVumOXn6xTGo0Pk3XSTsL2RO7LOjABnBJhGgvXuGEnQ5Eredwd+bW1tevWrSsqKnr77bcLCwv37t0biUSuXLmy853/FDzwfeQ1qjI49OY0GRQZZpndILrhXvDiNe/RT6lW14hI12RHpmRIu7d4p8Qc3QRySoTKDq5vFnai4VXHjh174403clHVqy9+7153x3vvvdfR0XHixIlFixaJ2OjL9vrVaQKFOarNjVpk5SXGOLq4gSAAgHH3+N09eG6GYdE81GQAAJBd3ZLLugllgA2VHVz/ONgJatLfvn27oKAgctcRcXfkkPx/bX/LZrN9/vnn4gLsuG6v4NEk3T8gMzQxc7N1xB/o6PQcPN5fc3rwQgM6NQtMGFk3oQywYbCD6yERilGoZ059MLQ9Auzk4sWLpaWlkaZmw7KFvzr80fk+N5JpdTqd6enpIgLsAAAPO9dl5aUthmXd6Jju6KR9foVeSkinl+LiZd3UJCV8lGAaO9EXnmzWzp85lAa2utiBQbrHQ3X2PgLspLq6es2aNWSri8jJyM/P/+CDD15++eXU1NRt27ZRHCVikRE3CwRiqtWFpltkLOtGTsJOkXZvLSNlnRqmsDDYTfQc1jugjAtqw7lh8NIN3jS+8VItpvV4PIsXLOQ5jnK41xYVv/j0M0im9Zll31q5ciUromtif4B1exGtmpiUET/PS3d7kMJM+US6Zrd59bMRd2f4SiMfHtG1g+dmSC7rEtoAGwa7JzLY9fiUxbMEAkooPN60M9rTV1VVBQBQAKAuyo9Nqg5SlE6nM5vNYrkmxixi2bbOaFsHAABLsxDZmeppuahJT0fCcvoxoYMUajLoTAbdzILQ1cbQjdvDIW9CyTq5OiXCYAcg7EQgEcYIJaIE6aOB4AoV8Un18eeeey5KhsUM0F33R2JjRmih+q8UShyfOxXISNbp5xTeV83zZmiK8sNNzaGGRnxKlrSyTq4G2DDYyXwJMs1ZX2Bcj5NKZ3j11VezsrLWrFlTXFwc/5XP56usrKSjERHzbp4UKP/xURpNMcnjpjAcj0X5WH/J/TeHmtDOmwEAYFMkplc9CQbYAJ7GymzRHI8ZkgRhJ+h4yE40FdmxY4fBYNi6dWtmZuaPf/zjkydPxjywX/mXDVOyskWEnbAdnod1Bcqm6YS/066dJWCTyEcoKjworax70gywYbCTy6Xv9IgCOwm73Tabbdu2bXv27Fm6dGlpaen+/fsn59nOnDlDo0jt2b+p1KJZXnFu4WCHiYRZlv4NRDM4jwoCDsJNzaBAYtZ8vAG2DkeeKANsmMaChIadBN3X0cxkdVZmvI0DQ5FjvysIguIAP378eCAQ6O3t3bBhw8qVKzdu3BhTdn/9pLaxsXHpkjKxpKjKNgkvmU05OylXJ+e/34OmyJJL00mzWztrxsNkHY6nTBwDbOiUCINd4izvIOnuAc3tIXA1drKJpybjFuO4YCdavcXpDx07dmzHjh02m62/v7+8vPzgHw/GSCex6TGxanYKZ7c6Pxc16WMtMjHeCeXuprs90tIrRZR1zM3WIMnqFswaJe6CXzZKLuugATYMdom6YgYOo042I+OBnSAI6nQ6V6xY4Xa7jUYjwzDnzp3buXNncpKBanURedmx6THR+k68QXS2Pn46LcY78Z2+IJNbcrudj9KRJnukya4usg2HPC4YphUsjmPQABsGO7iAuLCTMb6yOY7NTDK+//77+/fvj0W6hi8u8gxDtjhZKvrlxYulpaWxfBZ8Y0YZXDgCDGqZyLrb7fFQE7K5XT0jX1c8I3TjNpB6EhYaYAN4QAGebNgJ3d9fU1OzadOm3bt3v/DCC+/t/W9Ep/3lnw5+4ek4fPjwqlWrxIKdcL6gUpB04nDLo+lEcaN1tH9QlA5/eavvwFHJZR3DQQNsGOwSd3mDjw87oTme8Q5s3ry5ZE6x5/+q33jjjcOHDwMAYoOxH3/88bKnF4kFO+G6PMQkAXwb3dcvg6YTmmboFvdDkh9UMV3ial28U6IKVUyC82EwjU2sZVy1lPH6o919dLdnuFN3XLATLBhW5+emNTv6zlbzoYiSpLds2QIAqMzKX39gH06oRZydQCKs8LAHy2CyqNap8nMiTQKYZawgR1rWOTTAhsEusReepIvZj2qHgOyhaGdv5K5jXLAT/aTczZs3V1VVAW4opV1bVDxw+iIxOT1KhcnIoJj9zygiPOyRagQJXz8NE5ok7bwZugWzglduxIc8hUaFF06eOLIOGmDDNBYkHOwEt47o1UB0WtXUXDzZgowZdoIgqN1u93g8AABdySxiztSqE8dV+TmGb5VWnTiu1VvE7X+O3LzX+/6fBk6djTQ1DxuhkfZ2LiPhvcTYe25NUX7M8Ej/bKl1Y6WyIHfonST1zD80wIbKLsGDnW8QL8x6fNjJ0aNH79y5M2XKlIqKitTUVJZlEZ3WbrdfuHDh3zf/QMxw0NkXw6iQze1kczsAALUYVZOzqOCAEklNdFmnNBoVaiKupcZgWl7Gzp3pq72A5Ut8CAsNsKGyS/A1EEE06sck/aoxTW1t7aVLl+rr6+fPn79///5Vq1YBAE6ePLl69WoRaZ0AAK7DO3qrXn+ooVFwrCrhZF1swv/BheamSS7roAE2DHYJftEx9DFhJwiC+skIjuN6vd5sNm/cuBFFUYZhAAA1NTXi0jr5QIgLCh90IOnWRJd1eKpwvh+6dmsiyDpogA2DHUho2Amu1z8+7OTkyZPnzp1bv379wYMHz5w5Y7Vat2/fnpOTAwAwm81ikk7cfYKfK7RqxKQDCS7rdDMLhF48A6xJetEKDbABrNklOuwENeiFYSeZ2WP8T1QsXl1dffny5ebm5pqamr/85S8ffvhheXn5H/7wB7/fLzKtMxhWTs6kO3tH9dxiaZYEr5wGBdl8Q7KuWOKjCWiADYMdkAHsZODCTSzFrExNxtOseIoZ0WnHCzsBAGzdurWgoKCgoKCystJuty97ZjEA4PTp07t27RKR1gkAIIwm3YJZAACq1UW5u6l2d4x3gkxKbKwTc93OuHt6P/izZsGMeH3H+ga4VL3k/R3QABsGOyAD2AkfpWl3D+3uGc4HlWnJwDiOCVP/Z+cLtNq+/z2KGQ2m1c/+6Ec/wgk1T1IOh8Nms4nqONGn/rpLJtYYCMB8diA4eKGBy7CiifzKYdw9AAA+TIbqroavNCaVzFEX2QAAgYab0rpfQwNsGOxkshiPf9QnfChCtTjHCDtBEJRiFKGFM8xur3p6Hs+zrC9QObck1NB4eaC3rKxMxMn/WFAgZhSN+hA16BSEEk/kEhJzY4RNIh8mA2cuBhtuqqZMUqRLP+oLDbABPKAAMoCdPKROxCWP6RnDMOXhw4c/++wz3dNz9n/214Be89avfqnMSIncdSxeVPrmm29GKTELdigv8JjxJMUlMnWD6/MzX8vqEZ8PBClnF5qZPKFkXZ4eGmDDYAeeRNiJElHW1NQ8//zzt2/frqmpURGqq1evKlREUslsJEyjgBbxHJYPhJRWi9DBcW9CN50wjW0PfZcU2yTfXnucpU66BkuC2RcMdiAxYScKpUD9RTHmphOS59xud319/YYNG9599926uroVK1bY7fbnN720bedb4k6Jsb0+IkeAdEK5uxO36YTr8+tmFRhXLcWyRs9+oFaT5MjlUU6J0AAbBrsEb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Pier 입력데이터",null,null,null,null,null,null,null,null,null,null,null],["교각명","교각형식","두부보\nEL_m","기초 하단\nEL_m","지반고\nEL_m","기초 형식","말뚝\n길이_mm","두부보\n폭_mm","두부보\n길이_mm","기둥갯수",null,"상태 / 추출 및 검토 근거"],["P1","2주형",64.1228,47.505,52.873,"말뚝기초",7300,3500,16500,2,null,"C3 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / Pier!C3: π형로 보정. / 자동 추출값: T형; D3 산정값: 교각별 교좌면 EL 최솟값 (m); E3 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / Pier!E3: 47.505로 보정. / 자동 추출값: None; F3 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / Pier!F3: 52.873로 보정. / 자동 추출값: None; G3 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / Pier!G3: 말뚝기초로 보정. / 자동 추출값: None; H3 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / Pier!H3: 7300.0로 보정. mm 해석(헤더/값 대조) / 자동 추출값: None; K3 산정값: T형1개 / π형2개; I3 산정값: 전후열 평균점 거리 1297.8322135888761mm +2000mm, 500mm 올림; J3 산정값: IP1~IP3 거리 초과 다음500mm"],[null,null,null,null,null,null,null,null,null,null,null,null],[null,null,null,null,null,null,null,null,null,null,null,null],["종평면 형식 표기 우선, 미확인 시 기본 T형. 두부보 치수는 좌표 기반 산정값.",null,null,null,null,null,null,null,null,null,null,null],["폭=전후열 좌표 평균점 거리+2000mm를 500mm 올림. 길이=IP1-IP3 거리를 초과하는 다음 500mm.",null,null,null,null,null,null,null,null,null,null,null],["받침 Z=ELEVATION 몰탈상단, 두부보 EL=교각별 교좌면 EL 최솟값.",null,null,null,null,null,null,null,null,null,null,null],["폴더 자동 판독: 파일명 대신 도면 문자 내용으로 역할을 분류.",null,null,null,null,null,null,null,null,null,null,null],["좌표표 열은 헤더로 인식. 기타 값은 제목·주변 문자의 상대 배치를 대조.",null,null,null,null,null,null,null,null,null,null,null],["일반 형상 인식/OCR은 지원하지 않음. 근거가 모호한 값은 공란·검토 항목으로 보존.",null,null,null,null,null,null,null,null,null,null,null],["사용자 요청에 따라 자동 추출값을 폴더 내 샘플 엑셀로 대조·보정. 샘플 보정은 도면 자동 판독값과 구분 표시.",null,null,null,null,null,null,null,null,null,null,null],["폭=전후열 평균점 거리+2000mm를 500mm 올림. 길이=IP1~IP3 거리 초과 다음500mm. IP4는 공란.",null,null,null,null,null,null,null,null,null,null,null],["샘플 말뚝길이: 헤더 mm 또는 수치>=1000이면 mm로 해석. 그 외 m→mm. 헤더와 값의 불일치는 변경내역 참고.",null,null,null,null,null,null,null,null,null,null,null],["출처 01: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\01 승천천교(DR) 종평면도.dwg",null,null,null,null,null,null,null,null,null,null,null],["출처 02: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\02 승천천교 교량받침배치도_SavedWithErrors.dwg",null,null,null,null,null,null,null,null,null,null,null],["출처 03: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\03 승천천교 ELEVATION 산출근거도_SavedWithErrors.dwg",null,null,null,null,null,null,null,null,null,null,null]],"IP":[["엔지니어(sample5)_π형교각_승천천교 IP 입력데이터",null,null,null,null,null,null],["교각명","IP점","x_m","y_m","코핑 꺾임각",null,"상태 / 추출 및 검토 근거"],["P1","IP1",458910.818784,224314.795108,null,null,"D3 산정값: 받침 좌표 범위와 지시점 거리로 교각 대응, CAD 위→아래 순서; E3 산정값: 받침 좌표 범위와 지시점 거리로 교각 대응, CAD 위→아래 순서; F3 대상외: 꺾임각 공란"],["P1","IP2",458908.204036,224330.851227,null,null,"D4 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / IP!D4: 458908.204036로 보정. / 자동 추출값: 458908.205664; E4 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / IP!E4: 224330.851227로 보정. / 자동 추출값: 224330.841233; F4 대상외: 꺾임각 공란"],["P1","IP3",458908.205664,224330.841233,null,null,"D5 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / IP!D5: 458908.205664로 보정. / 자동 추출값: 458908.204036; E5 샘플보정: 샘플 엑셀 엔지니어(sample5)_261027_π형 교각입력데이터(승천천교).xlsx / IP!E5: 224330.841233로 보정. / 자동 추출값: 224330.851227; F5 대상외: 꺾임각 공란"],["P1","IP4",null,null,null,null,"D6 대상외: IP4 공란; E6 대상외: IP4 공란; F6 대상외: IP4 공란"],[null,null,null,null,null,null,null],[null,null,null,null,null,null,null],["종평면 형식 표기 우선, 미확인 시 기본 T형. 두부보 치수는 좌표 기반 산정값.",null,null,null,null,null,null],["폭=전후열 좌표 평균점 거리+2000mm를 500mm 올림. 길이=IP1-IP3 거리를 초과하는 다음 500mm.",null,null,null,null,null,null],["받침 Z=ELEVATION 몰탈상단, 두부보 EL=교각별 교좌면 EL 최솟값.",null,null,null,null,null,null],["폴더 자동 판독: 파일명 대신 도면 문자 내용으로 역할을 분류.",null,null,null,null,null,null],["좌표표 열은 헤더로 인식. 기타 값은 제목·주변 문자의 상대 배치를 대조.",null,null,null,null,null,null],["일반 형상 인식/OCR은 지원하지 않음. 근거가 모호한 값은 공란·검토 항목으로 보존.",null,null,null,null,null,null],["사용자 요청에 따라 자동 추출값을 폴더 내 샘플 엑셀로 대조·보정. 샘플 보정은 도면 자동 판독값과 구분 표시.",null,null,null,null,null,null],["폭=전후열 평균점 거리+2000mm를 500mm 올림. 길이=IP1~IP3 거리 초과 다음500mm. IP4는 공란.",null,null,null,null,null,null],["샘플 말뚝길이: 헤더 mm 또는 수치>=1000이면 mm로 해석. 그 외 m→mm. 헤더와 값의 불일치는 변경내역 참고.",null,null,null,null,null,null],["출처 01: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\01 승천천교(DR) 종평면도.dwg",null,null,null,null,null,null],["출처 02: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\02 승천천교 교량받침배치도_SavedWithErrors.dwg",null,null,null,null,null,null],["출처 03: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\03 승천천교 ELEVATION 산출근거도_SavedWithErrors.dwg",null,null,null,null,null,null]],"Bearing":[["엔지니어(sample5)_π형교각_승천천교 Bearing 입력데이터",null,null,null,null,null,null,null,null],["교각명","받침번호","x_m","y_m","z_m","방위각","전열/후열",null,"상태 / 추출 및 검토 근거"],["P1",1,458910.0557,224315.7188,64.402,null,"전열",null,null],["P1",2,458909.6083,224318.467,64.394,null,"전열",null,null],["P1",3,458909.1609,224321.2153,64.3459,null,"전열",null,null],["P1",4,458908.7134,224323.9635,64.2979,null,"전열",null,null],["P1",5,458908.266,224326.7118,64.2498,null,"전열",null,null],["P1",6,458907.8185,224329.46,64.2018,null,"전열",null,null],["P1",7,458911.294,224316.1026,64.4231,null,"후열",null,null],["P1",8,458910.8457,224318.8556,64.415,null,"후열",null,null],["P1",9,458910.3973,224321.6086,64.3668,null,"후열",null,null],["P1",10,458909.949,224324.3617,64.3187,null,"후열",null,null],["P1",11,458909.5006,224327.1147,64.2707,null,"후열",null,null],["P1",12,458909.0523,224329.8678,64.2226,null,"후열",null,null],[null,null,null,null,null,null,null,null,null],[null,null,null,null,null,null,null,null,null],["종평면 형식 표기 우선, 미확인 시 기본 T형. 두부보 치수는 좌표 기반 산정값.",null,null,null,null,null,null,null,null],["폭=전후열 좌표 평균점 거리+2000mm를 500mm 올림. 길이=IP1-IP3 거리를 초과하는 다음 500mm.",null,null,null,null,null,null,null,null],["받침 Z=ELEVATION 몰탈상단, 두부보 EL=교각별 교좌면 EL 최솟값.",null,null,null,null,null,null,null,null],["폴더 자동 판독: 파일명 대신 도면 문자 내용으로 역할을 분류.",null,null,null,null,null,null,null,null],["좌표표 열은 헤더로 인식. 기타 값은 제목·주변 문자의 상대 배치를 대조.",null,null,null,null,null,null,null,null],["일반 형상 인식/OCR은 지원하지 않음. 근거가 모호한 값은 공란·검토 항목으로 보존.",null,null,null,null,null,null,null,null],["사용자 요청에 따라 자동 추출값을 폴더 내 샘플 엑셀로 대조·보정. 샘플 보정은 도면 자동 판독값과 구분 표시.",null,null,null,null,null,null,null,null],["폭=전후열 평균점 거리+2000mm를 500mm 올림. 길이=IP1~IP3 거리 초과 다음500mm. IP4는 공란.",null,null,null,null,null,null,null,null],["샘플 말뚝길이: 헤더 mm 또는 수치>=1000이면 mm로 해석. 그 외 m→mm. 헤더와 값의 불일치는 변경내역 참고.",null,null,null,null,null,null,null,null],["출처 01: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\01 승천천교(DR) 종평면도.dwg",null,null,null,null,null,null,null,null],["출처 02: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\02 승천천교 교량받침배치도_SavedWithErrors.dwg",null,null,null,null,null,null,null,null],["출처 03: C:\\Users\\User\\Desktop\\도면추출\\엔지니어(sample5)_π형교각_승천천교\\03 승천천교 ELEVATION 산출근거도_SavedWithErrors.dwg",null,null,null,null,null,null,null,null]]},"groundSha256":"82da703ab7caf5e593891d1815adc08a161a5021989d30850150e9f400efff04","groundSource":null,"recoveredSource":{"samples":[5],"source":"D:\\Desktop\\업무\\00.프로그램\\001. 프로그램실행\\003.DRzainer\\Programs\\승천천교_260224.zip","archive_entry":"승천천교/천지인/지형도/Merge_5000.dwg","local":"C:\\Users\\User\\Desktop\\Pier_v1-main\\Pier_v1\\pierzainer_ground\\data\\input\\samples_20261102\\recovered\\05_project_topography_original.dwg","sha256":"1e6ff901b4a74579a959cd415722bcfa9787140837171cb25133dea7303e3735","role":"original_project_topographic_CAD","variant":"original"},"crsAssumed":true,"crsStatus":"project_default_not_source_verified","coordinateConvention":"Excel X=N/Y=E; model x=E/y=N; ground X=N/Y=E. 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