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zK9xQJdQPR/tr9be9DambsODfrT+uW1oCoDpEuXLv7g22233aKbSkpdNB977DE3YMAAd+ONN7pLLrkk89C/9XNt/+9/y9u7Qw2yGlioz/zUU09FN6NMjjvuOP+db7DBBm7evNKMX9CMCSNHjnTHHHOMW3311Rv+ris1hMj+bqutrvQnMzU+P/fcrBbpuZTPxInvZdYp16NLl/sb7sxmR3crio6hljjWPvtsobv00jvdKqtslrnTv/DCCyvS5vjss8+61ju0dsu0bQiOi5Zxre5t5UbPGh3dLdWqLkDGjx/vu1Kq6+7LLzcehl8MVYPp5HzBBRf4rrPhDifuQ9UU22+/va/nHj16tL96LSVVeej3bL311g1XT9VzcqlV9913n/++1cvqmWeaTrtRCkuWLHFjxz7XUOYGur32+q6nkB677trfj2cYO3Zmi83xNGvWAnfmmaMy70nrcjz88JtF3ynp2NAxomNFx0y0iq/QoxzH2htvvNHwN9gr8zvWW2+9svV+1IXp4Ycfnvldq/16NXfDqBvc4m/SUw0YV1UFiG73wijtk046KbrZRPXQxx57rJ9DK1pQ1RCqE3anTp3cUUcd5a8adUWk/+rf+vk222zjG1dzPffQQw/1V5s6URRLV8Ca60uvfcstt0Q3o4RUjRG6UF922WXRzWWhphBNNHjttc/5BunsMGnTpp+fR2r06Bnuyy+TnWTCa3TocLevhooK27MpIG68cWLDhdTSdg79t3fvCQ1X5fZeSzoGdCzomIh2MNBDx5COpZY+1h599FG32WZL70b00Bif559/PrqbiaoyVZ5CYOri5OSTT3Yff/xxdNeaUVUBMnDgQP/Fr7rqqr77pJUKmV5riy22aFQQVVWhPv6DBw92M2bMiD6tWTrpqNFUAwA32WSTRq+7zjrruGuuuabo2+I+ffr411OQlKpKBY0tXrzY7bTTTv573nXXXVvsbk8D4W64YaI/8WeHieaUOvvsUX6djDgn9OznPvRQ09XpcgXIlCkfZX5+xhmqNrI35KrMq+zrGMg+JnSM6FjRMZO03aHcx5p6P+o1QnuVajwUYh988EF019juvfdef34J71NjiF599dXobjWnagLk888/zxTC66+/Pro5tjvvvNNtuummmT+krjR1N1PqUeyvvPJKw4F+tm8kDb/rpz/9qe89lj2OIAmdzHRHpNdSlRZKT1WY4W9VLdOUTJ36ccNd539c585L1wgPD41rOOWUEb5aaf783GUqe39NOBid0iNXgGifQYNe9r2VrFTGVdb1PYbyv7TDwNn+2CilchxrosG8agdTdbleU7UUV1xxhW/Himvy5Mlul112ybyvjTfe2D3wwAPR3WpW1QTIeeed5/8A6hWjK4Skpk+f7vbYY4/MH/JnP/uZu+6664oqYHHobueuu+5yv/rVrxoVInXPtRg7dqx/DTWqq94WpaM2sHCyeOihh6Kbq8LMmfNc374vusMOu79ROKhbbXNTpIdGcPU8yrW9lFS2VcZDeVfZ1zFQbPVSIaU+1oJJkyY1CgGN6VGvuuYofI4//viiwqcWVEWAaI6h0BdfPTGS0kCw8Hw1jmveonIHR5TabzRyXuNWQkHUGAENPktKXUr1/H322Se6CUaqh1bDqb5X1UunwXvvLfBTiBx11NI5n7p2bXplGwJCg/z0X82Om90oX8oAUVlWmQ7lW2VdZb7SY11Keaxli1MNVY7qrzSrigD54x//6P8Y++23X3RTs1QPqsa18AfXTKrvvtuy88h8+eWXflR5mPZCV0gvvPBCdLdmaUBhaIgcPnx4dDMMOnTo4L/PX//610VfXKhHn3oIqieX5szK7pKqf+vn2l7KAbCatlxTdkSFgFDDeKgC03iO6PZiqQyHuw6VbZVxlfWWVIpjLaq5hnAdi+VqgE+rFg8QzYAaCuXUqVOjm/NS4m+55Zb+uVrhr9p6LmmEcyhs+myaAiOJUFevqU4sVXr4jsYZ6LtUKE+ZMiW6ORZNUaJ5r3TSCNUWhR7aT/vreeWa4iQ7IB57bLr//5pcMNyFlCJAVHbDSVplutrm/ir2WMsl2hVXs4GH/1/OLsBp06IBojpNTV6nP8pZZ50V3ZyXrtBVT6nnrb/++lV7FfDZZ5+5Qw45xL9P3erq1jcu3V2F2WGvvfba6GbEpAbYUL2Z9CJDHTvUjpZd5x4e6imnmaJzdUnVz0OX7OyHXkevp9ctleyA0F2IpjXXv7VGRnS7hcpsmOJeZVlluhoVc6w1R4MBw5x8et1KDUJMixYNkJtvvtn/YdZcc83Y9ZdqLwl12eqmWy09aZqj2+xwEvnb3/4W3ZyXrnL0HPUkU6MdklEVh2bM1XeoatK4VPWkJZSzQ0Bta1pSQH+TOXPmRJ+Sk/bT/npe9sBVva5evxRVXNGAGDFi6V2IBgVqudno9iRUVsN7Tstkn9ZjrTkaf6LXU40HGmuxAPn000/9VA/6w/Tt2ze6OadPPvkkM7ZDg47SdFL95z//mbkN1skjDjUWqgpEz1GfeCQTFu3S5IYqb3H8+9//blTPrQC67bbbir7q1PP1OiHQ9NDv0e8rRjQgdBeiFQL1MzXAR7fHpTKq96gyq7KbJpZjrTnq2KPX0iBnNNZiAXLaaaf5P4oW6IkzmEtXa6GrnRrL0hQegQq23r9uhePW06ruXAeD6tPV5xzxDB061H/X+t40G0Ehqk7t1q1bprpGoaMxRXHKZhJ6Pb2uXj+UBf1eaxfYXAGhQYj6mebeyrW9EJXN8D2kLTwCy7GWDwGSX4sEiNZc0DgH/XHjXoGdfvrp/o+oAURJGturTWgcV8N/3B4jRx55pH+ORk6jMPXE02wG+s7UNlGIetioy2a44j7llFPKXtev19fvCVfK+v2WKS9yBUT2XUiu7c1RmVTZ1HtSWU0zy7GWCwGSX4sESJjU7OCDD45uykl/QIWNDrYnnngiujl1QmOf7qTitP2ox1moQ1cXUeSnK/k2bdr47+r3v/99wSv72bNnZ3rzqW//sGHDoruUlX5fGFOg96H3k0S+gBg2bGriAFFZDF11VUZrQdJjLRcCJL+KB4gOGP0x1KUyzhw5avfQqHI9R7f6tUBXn6GeXQOg4tAoV+2vHiHFjmOoZeoyq+9ptdVWKzg1uE7W4e+g77Wl7mz1e0NPH72fJCGSLyB0F5K9FG0cYZCg3kO578AqxXKsRREg+VU0QDTMP/wxdaDHodt87a9G81qaJkB910NVQZypGNQGFK4Oe/ToEd0Mp/W7x2XGaBSaj0hThLdu3drvq7nTWnoAqn5/mMNN76sUU5gnEVbGVJmstnEexUp6rEURIPlVNEDUN1t/CHXDjXOAvPbaa34kqKqvyrVmQ0sKXQ41piXOXYVOitpfo2S1aiO+oztVjQnS9xNnKYAwXYzubuPcCVeC3ke42y5mhcSkVPbCuKq0dNdNKumxlo0Aya9iAfLhhx9m6no1nXocmtpE+x922GHRTTVB4xTCfD6XX355dHNOobFXo2TxnY4dO/rvRYP1Ck2xobXPta+qUf/zn/9EN7covZ8wjU2SNdqLobKn36eyWOi7SyvLsRYQIPlVLEDC8qFaiyHO5GuaxEx3Huqt1dLVC+UUupuqd1mcsQYaWa1qGn03zz33XHRzXQoDUnXijU5+F/XWW29l5jnSFCfVKEy9ovep91tOKnNhSnaVxVqW9FgLCJD8KhIgmi5ZPaj0iHvFF7qudu3aNbqppihMw1QZcQc9/fnPf/b7a9nPOGFcyxQY4YpdQVLIAQcc4Pet9pmO9f70PvV+yykMGFQZrPWyZDnWhADJryIBou6U+gNoNcA4NEhQk6LpKruU66JXK1Xp6fvRglqFup2KxguEcQ4DBgyIbq4bqpYIJwRVYRXy+OOP+33VoJp0RcpK0/sLDb9633EsWvSNn4lXa53HobIWFnGLW62cdkmPNSFA8it7gGhpSn35WnAlbvfEm266yT9H/fnrgQpyWG1N8+7E0bt3b7+/nlfKyfnSRI3l+g7UeK5G9ELC+JBzzz03uqkq6X0mOQ6efPJt32X3nHPiBU6Y40llKO7JNO0sxxoBkl9ZA0RXiGGBln/84x/RzXmFOxYFSb3Qkp36zFrfJA6t7R3mVerevXt0c80LPdLUHqTuu4WovUj7r7DCCm7u3LnRzVVJ71PvV+87TntXmEjxtNPinRjDWjoqe/Uk6bFGgORX1gC59NJL/RevrnNxx3Bo1LXaStR9Vz236oUax/VdqT4/ThdnCQU7DVUypaQBghooqM8edzxRWNvhL3/5S3RTVdP71fuO0+suSYCojIW2o1KvYV7tkh5rBEh+ZQsQHeSht0uS9ae15rGeo95a9WaTTTbxn3306NHRTXlpFUY9p1OnTtFNNUlVEOEOVVU7capedJIIU8GkbUJKvV+9b73/Qie7JAGiMqbXVZmrR0mONQIkv7IFSLg93nPPPaObmhXqteuxWiZMP57ks0+bNi2zWtyTTz4Z3VxzNDmiPqs6EcTt3q21rvUcVfmlUaiq1OdoTpIAURnTa9brMgFJjjUCJL+yBIhW8VIPKlVDFeqXHxV61VimHEi7cKJLWlBDna7W+45zRZ5WmpY9TFWSZMzC8ccf759TqgWGKi0s7KTP0ZwkAaIyFieUalWSY40Aya/kAaL1Dn7729/6LzxpfbMahjVwUM9N43ofxdJUFvrsqvpL0id/wYIFbq211vLPrdWOB1oQKqyhkfSqWevK63lxqiuqUahu0udoTtwAUdkK1cvVMo1LpSU51giQ/EoeILfffrv/stXIGadrZbbp06f752oJ13qkghx63cStngm0qqOep1G2cVffSxMtSavPp+qcJNNtzJs3z98N684lyejjaqL3HWYf0OfJJ26AqGzpu1RZK3TyrFVJjjUCJL+SBoimTg6TwVlWMgszguoOpl5p1mHL1bLu/Lbddlv/3FNPPTW6OdVuueUW/7mWX375xD2Gnn/+ef9cTZeeZmG6d32efOIGSLijUVmrZ3GPNQIkv5IGyDnnnOO/aLVjqDoqKa0ZrefrarNehUkB+/fvH91UkFZ3DPOHTZkyJbo5lfQ5QndTy9xVYeTxH/7wh+imVNH71+dobsR43ABR2dJrxRm9X8viHmsESH4lCxBN+hamXiiU6Plcf/31/vmaB6teae4vfQc33HBDdFMsYVGgtJ8wRdNuq2OAPo91TqhaKVNhbjh9nnziBojKll6r1ueZKyTusUaA5FeyANliiy38l6xxCVY9e/b0r5G08b2WnHzyyf470Hdhofrc0K1XXV1V9ZHWh6qs9DlULWpZL1xqpUyFAYXNlYu4ARK+E5W1ehb3WCNA8itZgIReHWeccUZ0U2yhu2K9Ta2QLXTJtS7soxH/4W9RKw+17Vgbe8NCQmkvU3HKRdwAqZXvpFhxvlMhQPIrWYCEuuZiVsurlavFYoSroqSL3gRh1Uf1xtJkcU899VRqH/369cu0fzRXddOcWilTpbwDCQtIcQcS71gjQPIrWYBIWC2vS5cu0U2x1Ep9dTHi1svmYln1sdqF7slqX7NMQ1IrZYo2kNKLe6wRIPmVNECKXS2PXljOdejQwX8HhXqG5JJ01ce0OPjgg/3nUjtb0rEc4c64Xbt20U2povdf6MIgboCEXlgqa/Us7rFGgORX0gCRYlbLYxyIc1tvvbX/DpL2ZLOs+pgWGjynRnV9L8cee2x0c7P0Xeh5WlYgzcKyCM39beMGSBgHorJWz+IeawRIfiUPEK1hYF0tL4xEVzVMPdJgwFDnr9mMkwgz1B511FHRTTVB86tpbjV9Ri1SFtf8+fP9HbGCVQNd00jvW+9fn0OfJ58RI6a5bbe92Z166vDopkZUtvQ9qqypzNWjJMcaAZJfyQNErKvlafBh6II6Z86c6Oaa9/bbb/vPrqm7k9y9hYnhkqz6mEY9evTwn1NT3cycOTO6Oa8wm+3w4c2fWKuV3rfef6HZhB94YJxbd92O7ogjekQ3NaKyFaa3V5mrR0mONQIkv7IEiIKgVatW/ks/77zzopubtdVWW/nnDRs2LLqp5oX6+h133DG6KS/rqo9ppKvGtm3bZr6juLMdhN42ae22GrqbFuo1NXjwPe7731/BtW9fuA1R359es7k2lVqW5FgjQPIrS4BI+NKTrpb317/+NdUHezGOOeYY/9kL9UvPlr3q48KFC6Oba466iKuLcpLv6eGHH/b7qx2l0NVmtdH7De0/+hzNufPOO/1+++23X3RTE2EsiMpcPUpyrBEg+ZUtQMSyWt6QIUP8c+qxIT1MV64xEHFYV31MO51IQ7vGmDFjopub0ODKsASu5gtLE71fvW+9/0LLQicJEJUx7asyV4+SHGsESH5lDRDLanlaB0SNpTo5FGrcqiXjx4/339NKK60U+07isMMO889JuupjLQh3quuuu67vuFFI6B140EEHRTdVNb1fvW+9/0KSBIjKmMqa9lfZqydJjzUCJL+yBohYVssLM49eeeWV0U01KyzlG7ebajGrPtYCTbQY2svat28f3dzEm2++6S9KNE5p6tSp0c1VSe9T71fvW++/kCQBIipr2l9lr54kPdYIkPzKHiBaLW/NNdf0f4C4q+UNHDgwEzr1QA3h6lmkz6xlWwtRvbh11cdaoqnew6JAhUYTS7iaT8tA1bCIVty7pqQBorKm/VX2kizSlWZJjzUhQPIre4BImI5i9dVXj7Vanvq9q0uqnhO36ivNrrvuOv9ZNdI6juxVH62z1NaKPn36+O8izmJTuooPVao6KVSzcNLS+41z9yFJA0TCLNoqg/Ug6bEmBEh+FQkQy2p5Z511lt+/1uv3dUWk8TL6rLrzKqTYVR9rUefOnRsCZC23885HNnyfzTc0q1u5vjs1osa5mGkJ2eu/J+kGbwmQcLevMljrdyFJj7WAAMmvIgEiSVfLe//99zMLVNVyI9/VV1/tP+Omm24aq43o3HPP9ftbV32sRfPnL3Dbb39cw1Vld9ez57jo5ka++OKLzMBCLVJVbd169X70vvT+9D71fuOyBIjKnMqenqeyWMuSHmsBAZJfxQJEkq6WF3rOqL6/Fqdc0OJPYURwnAFdpVj1sVZNmjSrIUT6+rmgHn+8+XFHr732WqbtRHe61STceev96X0mYQkQCYPqVBZVJmtR0mMtGwGSX0UDRH/EMP/MI488Et3chOr3w6Ax1XXXmjBOZo899ohuyinMHmpd3rXW3Xrriz5A2rbt7z74oPkpdDT9i3o36fsstB5EpYR1OvS+9P6SsgaIqAzqucWsKFrNkh5r2QiQ/CoaIHLRRRf5P4ZuIwsNjJJbbrnF76+eE7U0b0/4XApUTSJZyOOPP+731x1InP3r0TfffOuOP/4RHyLHHPOw/3dzbrzxRv+d6qEr/5aqztLvDXceeuh9WRQTICpT4eJOZbOWJD3WogiQ/CoeIKrTXX/99f0fJE6da/b8R5oiftGiRdFdUuf555/PVEXF6X6qto4tt9zS73/OOedENyPLhx/+z+222wAfIv/6V/6pzwOdrMOdiO7sKt2wrt8X2jz0PqzhIcUEiISFplQ2VUZrQdJjLRcCJL+KB4jcdddd/g+ikaBaRa8QNaiHsSRpH/cwa9asTA+bQw45JLo5J/W20v5rrbVWaqckr6SnnprpA6R161vdiy9+EN3cxH333ZdpE9HfZtSoUdFdykK/J5QF/X69j2IUGyCiMhm+B5XVNLMca7kQIPm1SIDoln3nnXf2f5Qko0E1KlfPueKKK6KbU0HTtIR+9xokGWd1vU8++STTDqQ1whHPP/7xtA+Rffa5082f/1V0cxNqsFbPNn3Pehx44IFlG7Gu19Xrh9+l35u0wTyXUgSIyqTKpl5HZVVlNo0sx1o+BEh+LRIgopXVwgp6L774YnRzTqEuU92B09aorgK9zTbb+PevmXN1VxVHmPNpu+22q8meaOXy9ddL3MEHD/EhcuaZ8e4oVL2qcRdhsKHKpkaBl2oCRr2OXi9Umen36Pcl6arbnFIEiKhsqozqtVRm0xYi1mMtHwIkvxYLEDn66KP9H0ar6cV1ySWXZELk73//e3RzVdIVZzgg11tvvdiLIemqVHNd6bM+88wz0c0oYMaMT91OO/XzIXLvvfGv8PX30uDEcKLXQ2uuaF43Le4UtxpR+2l/PS+s2RKCSa9f6jucUgWIqIyqrIaTcKnfa7lYj7XmECD5tWiAaPW8MCNokmVKQ4jooTaRam5YV++pUAWlW+okPck0Cl/PO/TQQ6ObENPQoVN8gOy4421u+vRPopubpSlENBYpTAWf/VDd+l577eWXEFY1rMqk/qt/6+eh7j37odfR68WdmiQurfqp8AiTS+qY0pihYqmshmoglWGV5WpWzLGWj84tJ5xwgn/NddZZJ7q57rVogIhm3A0HZJKpFFSdFdpE1DurFFcapaSC161bt8xV7C677OLbM+LS+h56nhpX62la+3Lo1m20D5GDDrrPLVyYfPS+uptrDRKtCBhGscd9aH89T8+P0209LvXe6t+/vx/fEHoZZT/0s+7du8e+W8pHZVZlV6+psqwyXW0XbMUea/mMGDHCbb755pnvVD0h0ViLB4gOqk022cT/gXQVl4RuLUPvrJVXXtm3i1RDO4Gqm0IdrKqfTj/99EQnj2K+EzS1YMFCt+++g32IXH558e0Z8+fP92146k2orqH6G4WH/q2fa7v2KyX1WLz11lv9nammBMoODN19aHXKkSNH+untw881b5qCppgxLiqPKsMqy3pNle1qqVIt9ljLRXeI++yzT+Y71Jozd9xxR3Q3uCoIECnmalsNZLvttlvmj61pT1pq7iyNtD/88MMbHbyWWV+td2XIb9Kk2b5br0LkySeLr9qoFC3hq1DaddddG7XJ6KE7b/VIzFVdpalusu+WWrdu7deQKYbKcpjIUw+V9Zaa+qRUx1q2efPmuTPPPDMTzprh+YILLiiqB1etq4oAkWLq+3XXobuPUP+pR7t27So2FfzLL7/sunbtmil4avhW7ynLoDRruxAK69PnBR8gGmg4e3bzU520JFXHapDtTjvt1CgwdIXdpk0b16tXr1gnbg1AVfhkt+HopFvM+A6VaZVtlXG9nsq8yr6OgUoo5bEW6PyhO7s11lgj8z2pk0O1VYtXo6oJkFL0OFK9pxops+uEdWuvK/qkdzaFqDpBC2TpgM4+yNUDJs5sw/lYeqYhHk1tctxxD/sQOf30kdHNLUq9h3r27Om7a2eXJ7Xz6Q5bZc3aHVXHhdphwkl/xRVX9NVdWtXRSmVcZT37vepY0PuMMzg4iXIdazJ27NhMFZgeW2+9dax10rFU1QSIlGrMwwcffODnFgqzb+qhYFL1lrpUDhs2LHEhV99yNaqpYVJXhuFg1EP9+Y844oiil5a1jI1BMnPmfO7+8IdBDWVteHRTxalX2M03/9vtuuuJDUGxdCR8KE/qyXXbbbeVdAyGymeYNFEPdS22TNqYTa+psh/GzuihY0PHiI4VHTNJP0MljjXdXYQVKvXQYneqxUgyzTuqLEBKPepa3Ru1cIymjw89trIfanhXWGmaeXW/PO6443xDqP6rf2v6A4VOWAIz+lBvj5tvvjnxAZKLZXQ+0mfKlI8arqafdx073u3vhPTYYIMubrXVNvVzYqm8qi6+nB588MHMWIlQjidNmhTdLREdAzoWQo+t6EPHkI4lHVMteaypPUPtGmrf0OuqKkwN7+X+zmtVVQWIlGvep7lz57ohQ4b4uxxVa2Vf1cR5KIA0JcJJJ53k7r77bn+XU0pJ5wdDekyePNv16jXe7b//0p5g4dGmTb+Gq+zH3aOPTnJffFHZzhLqqaSBuGHpaJVvncyLPUGLjg0dIzpWdMzkunhr7lGuY23QoEG+R1X4PXvvvXfJx+TUm6oLkErNPKsr/mnTpvmRwgMGDHDXX399o+6Y+rd+ru2qny6mSq2QpDMUo3TCybxDh7vdkiVN/8ZhexJqa3nhhffdlVc+03CSGtQoNHbZpb+78MIxbsyYmaYxKaWmThu6Awg9vHRXfs0115R0rIeOHR1DLXWsTZw40e24446Z4NDYDv0uFK/qAkTqbe2LpGukoHSyT+4PPfRGdHPsAFm8+Bs3fvws16PHOLfnngMbve7uuw90l1461j3zzLsNJ+bSnhxLRdOeZ/f62myzzRrujB6N7pYqunM58sgjM+NXVD127bXXljQc611VBojUy+p7SVdpRGlln+jbt7/LB0Gu7blowsZx495xF1/8lF8FMfu11FCvQYsTJ76X886mWmlKlDAHlh5qzH/jjabBWs10EabxMdnVc8cff3xJqufQWNUGSL2s/510nXiUVjjha5oT/ff++1/PuT3q1Vc/bBIaGu1+zTXP+jVIihj43eLU0HzhhRc2amg+7bTTUtHQ/MADD7iNN944E4AagDl58uTobiiRqg0QOffcc30h0HoJahupNZreW7fXOkCL7c8Om3DyHzXqrUwI6M4iuj1Kdx76+QEH3O16957gXnml9jo+vPPOO+7ggw/OnIzV1VVz0FVjV9dXXnnF7b777pn3uuGGGxa9QBcKq+oAUS+sMHWCemfVEjUUbrvttv6znXrqqdHNqJAQEGr47tz5Xv//s6d+zxcgkh00tWzcuHGNBtupF2O1DLb7+OOP/eDh7EGSl112WVGDJBFfVQeI3H777b5gaDoGFZZa0bdv38xVXTHTMKA42QHx2GPT/f9Xz6kQDs0FSD3RBY/KbPZ0H1pVsRRTpluoRqJ3795u1VVXzbyfLl26FDVNC5Kr+gBRd1sNMFIBSft66MGCBQsyswhriga0nOyA0F3IgQcuvQsZPPiVJtuxdCZiTTgYRp6rnfL888/3g3YrRWvJt2rVKhMcmijyueeei+6GCqj6ABHNIqq2At2mFjuFQTXQdCoq+BosVY31yfUkGhAjRiy9C2nX7g731VeLm2zHUhqvse+++2ZO4lpsSaPoi5k2vhCN29L6J+F3rr322n78SDl/J5qXigCRww47zBcadXlVA1laH+oiGfqlV2q2YOQXDQjdhXTqdI//2cCBLzXZjsa0/khYtVAPLfs6YcKE6G5F0R27FozKvuvRWvKlnKkCNqkJkBkzZmROvLXw0FxEaHm5AmL48Gn+Z3vs8d2AQOSngXnXXXddZh4rHaea8NA6e3CgdhdNKBmqe/Xo1KmTPxegOqQmQERXNhpspx4gaX4MHjzYX1Wh5eUKiOy7kFzbkZvmmzvxRM0svHTuK82GrSnqFy5cGN21oKeffjrTS1EPTW/EHXv1SVWAAKWWLyCGDZtKgBhp0ae2bdtmTv4bbbSRGzp0aHS3nDQzg2bmDc/V7NzqaEJbYXUiQFDX8gWE7kKyp1xHcgoNhUcIA4VKvpULNaHoxRdfnJnWRx1mTjnlFLq4VzkCBEDZqPpK1VhhcTdVb6maS9Vdgap0w2zUemg56tdfbzylDKoTAQKg7NSgrrXMs2fG1XiS7BmANRs1E4qmCwECoGLUEUZdfUNo6KFF1K666iqWMkghAgRARWngn6YhUXtHmzZtWIEzxQgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/D/HAoq/sl65WgAAAABJRU5ErkJggg==)
| Product Number | 3H32-5-3F |
| CAS | 1844-53-7 |
| MDL Number | MFCD03407868 |
| Molecular Formula | C12H8ClN3 |
| Molecular Weight | 229.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 195-200 ℃
TSCA: Not listed on TSCA inventory