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2P6uoit79Wz86qvklvKtdQRIFnbH8lHIaxRSN0P3d+12+W4/a9bnrnv3xxu9FZYphxxyh7v66gnBtCrw19jkgMcffzyTA5bAZ5994/7xj+djHVIy5YADhruHH/6P3QxZECBZ2B3KRyGvUUjdDP0RtGlzS2zbfLcXPWh85JF3gkGKv/997iuacNEf1xVXjA/uG/MAMj/5TE/+4osv2s2QMt2q/ctfRsf28UzRcgpvvfWJ3QwhBEgWdkfyUchrFFI37KabJsW2LWT7sK+//j6YKv6ii8YG40vsa2Yr++47LOgVpvvLuj2AqFpaIElTxmsd86eeeiooI0eOdLfeeuvSffCmoOux/lf/rX/P1FF9bVfpnn76PXfYYXfG9m8VTSF08cVPuXnzqndG4zQRIIjRRI3PPvtB8IeT636xLaqn+lpJMTzRYz3KZ4nWiy66qCKXaNVkjQ8++GAwhfrJJ5/sdtttN7fOOuvEPkMhRdtrMatTTjnF9e/f3z300EMVt875d98tWRqAr7nWrbNf1eukSr0VVQ8/IkDQIM0j9OKLM92llz4TXHHYP6xsRX9sPXqMdWPHznDffFNfDyTHjh3rdthhh9hBNFOOPPLIijp4fvDBB+6WW24JFmfacMMNY+83zaJxL1pe97bbbquYZz/z5y92vXs/HZs2KFMOPfRON27ce3azukWAIG965vHKK7OCB5B6FmL/uLIVPVs599wx7tFH3wmeudQq3a454ogjYgfJTGnWrFlwW6fcdLtMIaergV//+tex91nOsu222wa3/F544QX7tktOzz46dszdW7FLl1Hu3Xcr//Zc2ggQeHv99TluwIAJQS8t+weWrajX11//+pgbNertoBNALdBtqAsuuCC4LWUPiCq6fXPDDTcEt7XKadq0ae7CCy90G2+8cew95lN+9atfLT0Z+H0wsFGLVenKoUuXLsHzj0zRf+vf9XPVU31NM29fK5+y9dZbu759+wbzgpWTTny0/o7dl1XUi+vvf3/OLVqUe0YHu42Kxlrly25baQgQJEJnbNdfPzEYP2J3+mxFcxL95S+j3N13v+jmzau+Ce50Jq+Hxk2aNIkd/FT04Lxbt25u4cKFdtOS0VK2119/fdDLy76/XEVBoSup8847L/h8L730UtGfQZ0J1MtM09JrTZPDDz885/MhWzTQcp999nF33HFHsIRvOaiDyQ03vOxatcreU1HP/9SRJBtbV0W3ePNdq8RuW2kIECROl/Y6y/rDH0bG/gDCpVmzfm6LLTovPQjv6/bf/xh33XXXuY8+yv6HWEl0i6VFixaxg12m7L///m7q1Oiyw6Wkxacuu+yyvM7+11hjjWCFw3/+859uypQp9qVS9eqrrwYP6w844IBgAKV9b7ZsueWW7l//+lfZJpPUSPULLngyth+raJR7NrZeplx5ZX636ex2lYYAQao0ffbgwa9mnWa7adO/uU02ae/WXrulW3HFH89IdetDvXXee+89+3JlpXD705/+FAz6swc3Fd12GT16tN2sZNRltlevXm6ttdaKvbdwUbCcccYZQRBWygqGCoWnn346mN5l9dVXj73ncNlss83coEGDglH95fDqq3PcccfdG9mXNadWNnafzxTdzp0zp/FeeHa7SkOAoGQ0Av622yYHDyd33nnQ0gNud7fBBoctPQvezi2/fPZnCM2bNw/uhat7abl8/fXX7tJLL3Wrrrpq7P2paFoSBV65zox1q6pHjx4NHnj1jEY9wB544IGyvc98aVr74cOHu3333TfnXGEqG220UXBbrBzUoeSBB6a6P/5xpGvf/t6lV2/Z12G3ARAu6u3VGLtNpSFAUBYff/yFGzbsKXf44WctPfBtETs4ZCvbb7998LC2lLda7r777uCM174XFU2z3qlTJ/fJJ+UbrawxFbnen8r6668fhFs1DOjLZubMmcHzmIbCsXXr1sFo/0pkAyBc1FV4xoyGny/ZbSoNAYKy++STee7mm28Ozjhzjdq2RXNKaTDeK6/k36OlEK+//rpr06ZN7PeGD1q6h18uur2nZxf2fWWKxljomVKtTMo4f/784Cor1ySUWhtevcx09VJJbAAcddSIyH9rGqGG2O0rDQFSJI1M7dv32aAra//+45kfqkjqsaPePwcffLD7+c9/HjtQZCs6A+/evXuwhnixtGiTRmDr6sL+HpVNN93UjRgxwm5WMuoOfPnll+dctbDcD5rTph5hugrN9Zxniy22cGPGjLGblY0NAE0XZP/tzTez3/4SW7fSECBFUmiEv2CNvkYyNMbi9ttvX3rWdlTOA6YtGk19+umnB4P2CnlArAPuVVddFSwba19TRc8/evfuHTwPKZfZs2cH4yvse1NZeeWVg2ngy/VgudS0nopGz9t2UNFzk549exb0/afFBoCmPbMP4DUoMRe7faUhQIqgeZ802Vr4C3788XdtNSRAtya0wFL79u0bvB8eLhrToKuJJ554osEz8kceecRts802se0zRb9T9+LLSZ9hvfXWi703FV2tVVqPtVIZN25c0PvNtonK3nvvHQRNOWULAB037L/nO46k0hAgnjQ7p9ZVDn+5GvdQSRMJ6sHphAkTgrNxHXyzzZ6qf9fPVa9aHrTqvr66y2rU89prrx07cGQruuWh+lqTI/NcQKOzNQbB1s2UXXbZxY0fP9789tLSLSudTWfrjaTbaepVVe901aV9OttsALoife655+wmJZMrADRVfPjf1c09m1zbVwoCxIOec9h1BDRKtZxLwb788svBLZjOnTu73Xff3XsGVW2n7fU6ej29biXT6GTd89aVRq4zdFt0O0pTqed6zqGeS5pgsNzTrOt5UNu2bWPvT0XThWjAIH6kTg16BmTbaoUVVgg6FJRDrgCYOHFW7Gd6PmLZOpWGAPFwyy2vxb7Ye+8tbTdCzeiqOZaOPvronA8Ukyp6ff0e/b5KmknW0j1vDUbTIDmNEbCfo7GiM9jzzz/fff755/alS06z06rbsn2P6lig6UmQ3aJFi4KpUmy7qfztb3+z1VNnjxNhnTuPivysXbsRsU44DW1fCQiQAmnAkOZxCn+pjXXFS4oObOphoysE+8dRyqLfr/dRCQfahuj209lnn93gOIlM0UHn3Xcr4/mVbq3p9pR9j5o9t5xdh6uJxr5k6xKuk4tSXlk2FABaItr+XIMTw+zPKw0BUoAvv/w2WA8g/IVqps60Z5adOHFi0OMk355ImaIpKzQtiK4edP9ft6XCs6fqv/Xv+rnPzKl6P3pfen+VTuNFNG7EhokOMk8++aStXjaavDDb7UeN+eCWVWH07CNbW2o6mlJNzNhYAHTt+mjseBJ+jtrY9uVGgBTgwgvHRr5MjSR97bU5tlpiNINpQw95w0VnrB07dgwG5BXzQDzz4F2vo9fLdiacreh9VsO63v/5z38i73vnnXe2VcpGQZZtUkHND1Xu6eCrlUaoZ1so65BDDilJl+fGAmDatHmxnpzDh09e9vPGti83AiRPDz30duzLLGRe/0LoLFQzutqdPlx05qzum3oukfY8UXp9/R79vmy3BcJF71vvv1LZAPnd735nq5SFruKyzbWltUZQHHVx1swFtm3VPTvt21n2mJGNboGH6+y119Dgbofks305ESB50IyymsM//EV26vRg7IFXsTTKVreVsnXZzBQ9WNX93blz59rNS0K/V78/2wPeTNH71+codh2JNFRigOiZh73VojbUFOtIhvbbHXfcMbavan2SNOUTAOq9aZfQHTTof70f89m+nAiQRmiqEs22Gf4StYDM3LmNT8VciDvvvDPoPmp38EzRJXel3SLS+9H7su81U/R59LkqSaUFiKaIt7cJFR7Dhg2zVVEk9dDS923302uvvdZWTUy+AdCz57hIPZ2wLljwVd7blwsB0ggt/GK/xHHj3rPVvGmSuIMOOii2U2eKegdVes8bvb9cXSdV9Pn0OStBJQWIxnlku5LjyiM9uhLRfFnh9tZ4oHvvvddWTYQ9duQyc+ZnwRK54br9+kWnSWpo+3IhQBowfvyHsQdcl12W3KhWPSvQrKn2AKKiUdBpzTSbFr1fvW/7WVT0OSvh2UilBIgeimcbJKgZZZEu7QP2lqHG16RxolZIAPTp80yk7q67RgOlse3LgQDJYf78xW7ffYdFvjwtW/nNN8l0/9PIWE1BbQ8gWmJUZ6DV2utG71vvX5/DfjZ93nKNCM6olADR9CS2fdTbCqWh26+2W7zm1NIEnkkqJAB0W1wrFdpt8t2+HAiQLNQx49RTH458cZqqRGt9F0sHWI29sAcPFd3qqYY1wfOhz5Hr1pw+f7kCshICRBMj2o4SGudRrjapV1qMy34Pf/7zn221ohQaANluWxWyfakRIFkMHfp67IsbOfItW61gmsQv27MC3YO97LLLUu9SWGr6PPpc2eacUjuUY7GjcgeIpmS3c3ZphDmDBMtDtwztvqnldJNijyON0YPz3XcfHNsu3+1LjQAx3nrrk9i9x+7dH7fVCqZLY00vbXdWHUw0JXUt0+ezB00VtUfStwwaU84A0RWGXc8jrXvvyI9GpLdq1Srynej2a1Jjq3wC4JprXoptV8j2pUSAhCxe/J077LDoVCUHHDC86KlKdHbZsmXL2AG0WbNmwaR59UCfU5/XtoHapZRn3+UMEK0kaD//wIEDbTWU2Pvvvx9bSGy33XZL5I6ATwDoeNOmzS2xbfPdvpQIkJAePeJTlUyaNNtWK4gWMtpnn31iBw7toOrGWU/0efW5bVuofRpa8ClJ5QoQjYa2D201JTsqw8iRI2P75ZAhQ2y1gvkGwE03TYptW8j2pUKA/H+jR78d+7JuuKH4tTCyLbupA+aXX35pq9YFfe5sgap2KoVyBYgekod/rwYPlvLKC4078cQTI9+RVrTU4EPkRoC47FOVdOxY/FQl2R7Qaa6ocjw8riT6/Nnm+irFGIhyBIh6+9jPykqClWfevHmxtXW6du1qqyGk7gNEU5VoOclweGiqkjlzinu4q54c9qChmV9L/dC4Uqkd1B62jZLsAZNNqQNk8eLFsSnkNSklKpPGKYW/K61m+MYbb9hq+P/qPkAGDJgQu3U1dmxxq+5pYSI7kE4HkTlz0pv6vRqpPezBVe2W5sJOpQ6QHj16RH6fnoNU8qqO9U495eyki5oxANnVdYC88MLM2CyYffs+a6sVRA+D7XQeuiyeOjW60hj+R+1ibxuo/dJ6qF7KANHaKquvvnrk9/Xp08dWQ4XRQlTLLbdc5Ht79tnijgu1qm4DRAN20piq5JxzzonseCrq4YHcsvWAUTumoZQB0qtXr8jv2nLLLUuyiBGK98c//jHy3WnBNMTVZYCoe/fpp0enKtEcNO+8U9xUJS+88EJsaoRTTjnFVkMWaqdwu6kd1Z5JK1WAqIeVvbLSOvKoDlOmTIlchej/v/7667Za3avLABk2bHIkPFRGjHjTVivIkiVLYg+FmzZt6r766itbFVmondRe4fZTe6pdk1SqANEULuHfo9mI07oth3Sos0P4Ozz22GNtlbpXdwGSbaqSv/71MVutYFryNbyzaf6n1157zVZDA9Redt4stWuSShEg6nm17rrrRn5PuWchRuHGjx8f+Q7VI2v69Om2Wl2rqwDRVCVHHHFXJDw0VcmiRV/bqgXRw1K7vsBpp51mqyEPardwO6pd1b5JKUWAaHqS8O9o0qSJ+/rr4vYxlEfr1q0j32W3bt1slUR8/PGXbvLkue7775O94k5bXQWIXTZSPbBeeaX4uajOPPPM2EGv3qYpSYrazYax2jcppQgQO++Z1pBHdXr44Ycj36VGp2sCxiS99NJHy9YBOemk4gcwl1LdBMjDD/8nEh4qAwcWP1WJRq+uuuqqkZ3spptustVQALVfuD3VvmrnJKQdINOmTYu8/korrZToFRRKS8/gNt5448h3+sgjj9hqRbnggicjx6WpU5PZ10uhLgJE6w23bh2d3fLEEx9wP/xQ/OWi7aq57bbbJv7gt96o/dSO4XZVOych7QCx09e0a9fOVkGVOffccyPfafv27W2Vopx55qORY1OxE7iWUl0ESNeu0S9ozz1vcbNnFz+liCYGXHvttSM716233mqrwYPaMdyuauckJqBMM0AUfHaNe+a8qn6TJ0+OfKe6Ik5iX8wgQCrcIYfcEfmCxoxJpifFgAEDIjsWXTWTo3a0B2O1d7HSDJCxY8dGXls9sdgfasMOO+wQ+W6TnLONAKlwt93247iPK69MbnCaHbdw9dVX2yoogtoz3L5q72KlGSCdO3eOvPYZZ5xhq6BK/f3vf498t1qSOSkESBV4772F7t13k3uYqWVIwzuU5jxK8rIW/7tFaOeSKnb51zQDRGubh197woQJtgqqlCbADH+3mmUgqWedBEgd6t69e2SHOv74420VJEDtGm5ntXsx0gqQDz74IPK6a665ZjCzK2rH5ptvHvmOiz2ZySBA6ozOPDbccMPIzvT444/bakiA2jXczmr3Ys780gqQW265JfK6WoEQtaVjx46R7/iqq66yVbwQIHXm6aefjuxI66+/PmebKVG7qn3D7a3295VWgNili//5z3/aKqhyw4YNi3zHSZ0kECAJCDdgptx44yu2Wk522zT17NkzsiOx7GW61L7h9lb7+0orQOwVqWZzRW2xtymTeg5CgCTABoCK1ilfuDC/OYTstmnaY489IjvSqFGjbBUkSO0bbm+1v680AkQrKIZfc7311nP/1ZoBqDlbbLFF5LvWGJFiESAJsAGQKfl2u7XbpUXTjmt6iswOpNljFy1aZKshQWrf8Cy9an/fafLTCJAHH3ww8ppHHHGErYIaoVHo4e/6rrvuslUKRoAkwAZApmiSsTlzGh81brdLix0slsQBCI1TO4fbXd+DjzQC5Iorroi85vnnn2+roEZccsklke9a/10sAiQBNgDCpXfvxh+a2m3SYnegs88+21ZBCtTOSfzhphEgJ510UuQ1mc6mdumKI/xd/+lPf7JVCkaAJMAGQLho2vUZMxbaTSLsNmmxl7AjRoywVZACtXO43X0ntEsjQHbffffIazKAsHbZAcQtWrSwVQpGgCTABsBRR42I/Pc55zxhN4mw26dll112iexArDpYGmrncLvre/CRRoDY9UsWLmz4ZAfV64svvoislf6LX/zCVikYAZIAGwBPPjk99m9vvvmx3WwZWzctGmGc2Xm0IzF9SWmoncN/uPoefCQdIPPnz4+8nnpgobbZLtsff5z7uJQPAiQBNgDUC/K44+6N/FuXLrm7y9rt0zB37tzIjrPRRhvZKkiR2jvc/vo+CpV0gLz11luR19t1111tFdSYVq1aRb7zN954w1YpCAGSgGwB8NxzH8T+Xcs/ZmPrpUH3tsM7Ttu2bW0VpEjtHW5/n2cNSQfIiy++GHm9/fbbz1ZBjfm///u/yHf+wgv5DTXIhQBJQK4A0MqB4X/v0OG+0FY/yrV9kuy8TEcddZStghSpvcPt7zP/WNIBMmbMmMjrHXnkkbYKakwS+2EYAZKAXAEwceKs2M/0fMSyddJwzz33RHacE0880VZBitTe4fbX91GopAPkvvvui7zeCSecYKugxiSxH4YRIAloKAA6dx4V+Vm7diPckiXRqSIa2j4pdplVFgwqLbV3uP19xlskHSBDhw5ln6gzdm42n/0wjABJQEMBMHny3NjPH3hgaqSO/Xkarr322siOc+GFF9oqSJHaO9z++j4KlXSAXHfddewTdSaJ/TCMAElAYwHQtWu0kQ888Hb37bc/TqHe2PZJsFNWXHrppbYKUqT2Dre/vo9CJR0g7BP1J4n9MIwASUBjATBt2jzXvHm0zvDhP86E2dj2SeAKpLySOPNLOkC4Aqk/SeyHYQRIAvIJAI1GD9fZa6+h7ssvvw1+ls/2xeIZSHnxDASVIIn9MIwASUA+ATB9+qfBvFjheoMGvRz8LJ/ti3XvvfdGdhx6YZWW7f2i76NQSQcIvbDqj90P6YVVAfINgJ49x0XqadGpBQu+ynv7YjAOpLyS6H+fdIDYcSDt2rWzVVBjktgPwwiQBOQbADNnfuZatLg5Urdfv/F5b18MOxJ9zz33tFWQIrV3uP0rcST6vvvua6ugxjAS/UdVFyDSp88zkbq77hoNlMa292XnwtKkaigdO4ldJc6F1bJlS1sFNYa5sH5UlQEyd+4XwUqFdpt8ty+Gpm/O7DiaHVbTOyN9SU2jnXSALFiwIPJ6v/rVr2wV1JgNNtgg8p0zG28FKDQAst22KmR7X1pAJrzzTJo0yVZBCtTO4Xb3Xcgn6QCRddddN/Kan376qa2CGvH5558nciITRoAkoNAA0IPz3XcfHNsu3+19aQnL8MHizjvvtFWQArVzuN19lxJNI0D22GOPyGsWe08clcueyCRxy5IASYBPAFxzzUux7QrZ3kefPn0iO9CZZ55pqyAFaudwu+t78JFGgHTq1CnymkOGDLFVUCPsiUyHDh1slYIRIAnwCYDPPvvGtWlzS2zbfLf38dRTT0V2oN/+9re2ClKgdg63u74HH2kESL9+/SKved5559kqqBEXX3xx5LtOYuoaAiQBvgFw002TYtsWsn2hvvnmG7fyyisv24GWX375YFlTpEftq3bOtLnaX9+DjzQCZNSoUZHXPPTQQ20V1Ihjjz028l2PGDHCVilYt24Pu513vn5ZmTRplq1SsSomQKrJXnvtFdmJfEZEI392BgC1v680AmTGjBmR11xnnXXcf7UmM2rOpptuGvmup0yZYqsU7JRTbnZbbXXmsjJx4ru2SsUiQDxccsklkZ3o5JNPtlWQILVvuL3V/r7SCBDZZJNNIq/76quv2iqocvZE4Ze//KVbsmSJrVaw44/v7Zo0OXhZmTCh+FAqFQLEgx2RvtZaa3nfUkHD1K5q33B7+4xAz0grQDQHVvh1+/fvb6ugyg0ePDjyHSc1bc3RR3d2q6++zbLy/PMTbZWKRYB40O2JLbbYIrIzcRsrHfb2ldq9mNtDaQXIbbfdFnndAw44wFZBlVOPq/B3fM0119gqXg455BC33HLLLyvPPPOMrVKx6iZA3ntvoXv33QX2n7316tUrsjMdccQRtgoSoHYNt7PavRhpBcisWbMiA8xWW201991339lqqGIbbbRRZN9J4vmHHHzwwZHXJUAqzG23TV7WO+vKK5MZ5KUDUfiAsdJKK7lPPvnEVkMR1J5q10wbq73V7sVIK0Bk2223jby2b1djVJ6pU6dGvlvNPlDMlXAYAVLhDjnkjkgX3zFjptsqXnbdddfIF89qdMmyK7+pvYuVZoDYhYZOOukkWwVVyt5xOOaYY2wVbwRIhbPrqe+55y1u9uwvbLWC2dXoNC/OokWLbDV4UDuGJ65UUXsXK80A0RQm4ddeY4013OLFi201VBldaWy55ZaR7zbJZ54ESIXTGiKtW0dHrJ944gPuhx+K64L3/fffu8022yzy5V922WW2GjyoHcPtqnZWexcrzQCRbbbZJvL6w4cPt1VQZcaPHx/5TpPudUmAVIGHH/5PJEBUBg7833K4xbj++usjX76m89aMnfCn9lM7httV7ZyEtAOkb9++kddnganq95e//CXynZ5yyim2SlEIkCphl8PV+uqvvFLctAFff/21a9KkSWQH6N69u62GAqj9wu2p9lU7JyHtAPnwww8j06789Kc/XXoFPNNWQ5X49ttvgwGD4X3m2WeftdWKQoBUicWLv3NHHHFXJEQOOGC4W7SouIPTgAEDIjvAz372s8S6+NUbtZvaL9yeat+kpB0gss8++0R+B5MrVi/7nFO3UpPqfZVBgFSRt976JLYE7l//+pitVhDdm99+++0jO0GbNm1sNeRB7RZuR7VrEs8+MkoRIHfccUfkd6y++upMuFmFFBRNmzaNfJfFjkPKhgCpMsOG/TguJFNGjHjTVivI008/HRkXovKvf/3LVkMD1F7h9lN7ql2TVIoAUeDZXjs9evSw1VDh7CwIq6yySipjvQiQKqMr0NNPfzgSIFpj/Z13ihupblcr1A731ltv2WrIQu2k9gq3n++qgw0pRYCIDcM111zTLVy40FZDBWvevHnkO+zatautkggCpAppSdx99x0WCZGjj77bffON/+2SOXPmxB64bbfddowFaITaR+0Ubje1o9ozaaUKEE1jYrt49+7d21ZDhXr88ccj392KK64YdJBIAwFSpV54YWbQEyscIn37FtfD4qGHHordyjrxxBNtNYSofcLtpfZTO6ahVAEiN9xwQ+R3aWDkxx9/bKuhwujZx2677Rb57jp27GirJYYAqWIDBkyIBIjK2LEzbLWCnHXWWZEdQuUf//iHrYal1C62rdR+aSllgKgL6MYbbxz5fWnclkOy7LTt6opd7BxsDSFAqth33y1xHTrcFwmQtm1vdXPm+E91otsXLVu2jOwUOqu+9dZbbdW6pvawV2tqtzRnsS1lgMiQIUNi+8HYsWNtNVSITz/9NJgoMfydpXn1IQRIlfvgg0Vujz2GREKkY8cH3ZIl/v2933//fbfeeutFdowVVljBjR492latS2oHtUe4fdRearc0lTpAdDukdevWkd+59dZbJzoVBpJjR52vvfbaqfS8CiNAasDo0W/HbmXdcENxU51oWVNNqBfeOdTTqN5DRJ/f9rhSO5ViGdhSB4ioh5kewoZ/78UXX2yrocxeeeWVyCwCKoMGDbLVEkeA1IgePcZGAkQP2CdNmm2rFWTcuHGRNS1UdOZdr7ez9LntlYfaR+1UCuUIELFT0//85z8vSWAiP7oi3GmnnSLfkbrxJrHmeWMIkBqhqU4OO+zOSIhoqpPPPivudsPIkSODB3HhnUT3wuvtwbo+r33moXZR+5RKuQLkq6++ii2DrMGGTP9fGU477bTId6MrkZdeeslWSwUBUkOyTXXSvfvjtlrBdJC0VyIq6sJa6+NE9PlsV10VtUcpw0PKFSAyZsyY2C0SlkIuPzviXOX000+31VJDgNSYoUNfjwSIysiRxY8o120a+0xERYPoanXEuj6XHSSoonYo1W2rsHIGiPTs2TPWFv3797fVUCIzZsyILVy24447Jjb7cz4IkBqjqU5OPTU61UmrVoPdu+8WN9WJ6L73+uuvHzuIrLrqqu7mm2+21auaPo8+l/2s+vzluv9f7gDRPfW999478h40+/Dzzz9vqyJlGqfTokWLyHehiS/ffvttWzVVBEgNmj9/ceJTnWSoq6rdcTNFs9G++WZxEzuWm96/nVU3U/S50+6q25ByB4hoNPqGG24YeR+auqVWr0IrkYJc65rb/fP222+3VVNHgNSo8eM/dM2bR29lXXbZc7aaFw2W04hr+1BZRWekWlSp2lY21PvV+7breajoc+rzpjlIMB+VECDy3HPPxXqjbbTRRu69996zVZGCM844I7aPnnTSSbZaSRAgNezKK1+IBIjKuHHv2WreRo0aFZuAMVO0rKvWBq/0njp6f3qfdhnaTNHn0+esBJUSIHLdddfF2mqrrbZyc+fOtVWRoD59+sTafZdddgl6ypUDAVLDNNVJ+/b3RgJEU53Mnes/1YmlWWftVPDhood8GkeQ9ojYQun96H3Zh5Dhos+Vxqy6viopQORvf/tbrM30EJep39Nhp9lX0cwA5fzbIkBqXLapTjp1Km6qk2y042TrsZQp6vaqbp/qdliuqTD0e/X79T6ydUvOFH2OSvxDqLQAkWy3U/S+uBJJlsLDjsfaYIMNyn7bkACpAw899HbsVtaNN75iqxVNq9ldffXVWXtqhctaa621NMQ6BQfzBQuK7x3WEL2+fo9+n36vfS/hovet95/kMrRJqsQA0XxZ2a5ANfCw1D2CalXfvn1j7asr58mTJ9uqJUeA1IkLL4xOdbLjjle4V14pbur3XHSmf/3118cWJcpVfvvb37ozzzzTjRgxIugi+8UXfrfYtJ221+vo9fS69ndlK3qfer/lujLKlw2QnXfe2VYpCwXuIYccEmvXddZZx02YMMFWR57U2yrbFd7KK69cMQdqAqROfPnlt+7QQ+9cetAZ6Lbbrrf79a9Pdy1b/sUtXJhebykdWIYOHep23XXX2B9BY6VJkybBTLDt27d3J5xwgjv11FODSfwyRf+tf9fPVU/17Ws0VvS+9P4q9YojQxPlXXTRRbFAVo+xJ5980lYvC/VQ03dh21gTT6a1wFYt0ziPbF11deVRKQdpTZdir+o1Y0G1IEAK9MYbc9z22/dwm2/eyW2wwWHul7/czR133Km2Wireeeed4KHr5ptvHvujKGXR79f70PupZOPHj3dnn312LDSylcMPP9y9++679iVKTrezzj333Nj70xQo6rBQ6UFdKfRcQz2rbDvqmccbb7xhq5fc7Nmz3fHHH5+1G/+wYcNs9YpFgHgYOPAht/76+y89k9lp6aXwRkv/uFcKli8tpRdeeMFdcsklbq+99goux+1OmGTR6+v36Pfp91Yq3a54+umng1sWGlNhP0djRZ0Czj///IoYf3PNNdfEHviqtGrVqqwDMauBntdl6xmo3lblfmCuW7x6HrPaaqvF3p+Krogrvdt+GAHiQQeqQw45cekBZ51lX7wOsuUaQa6d8qmnnnKXX3750quh44Izr2x/QPkUbaft9Tp6Pb1uJT/X0Bm5LvlPPvnk2AJeuYqmV9GZaLYDtIo6Atxyyy3B1UA53XPPPcG07/b96TvSzxCl/dTOqpsp2qfL2VVXFGx2RuZM0RWmbiNXW6cJAsTT7NlzYktfbr/99iWdhK0xmjJDcywpBO66665gLY4bb7wxeP6h/9V/69/1c9VT/WqgA4UWpdLzG60YZ/8YsxXdZ1Z9DWjMBOK0adPcAQccEKubKTro6DZYOalDg86c7XtT0QzH8+fPt5vUJT3jsut5ZIpGmJdzxmvdMmvbtm3sfWXK7rvvHrz/akSAFEEHMXsPUw+mkTyNEtZZtx4ya8I7+0eYrWhkvK5MnnjiiQanUHnkkUfcNttsE9s+U/Q7Z86caTcrGfWM+/Of/xx7XyoKRvV+++GHH+xmdUFrmGsZ2mxXk9pPhg8fbjcpGYV7ly5dsr43lU022cTdcccddrOqQoAUqVu3brEd4/7777fV4EEHTk1ud9RRR8WWwM1VNEmh1nLQVVUhq8kpYK666qqct/5026t3795lvcLUwTBXeGr0uubXqhe6vThkyJCgm7Nti0x7lOt2UGYsl+1dlSnal9UJpVxTpySJAClStqUwdVulnGes1UxnlLq1pr7x2e7/ZyvqZaVJHJOYEn3evHnBVUuus8ZNN900GCNTLuoptttuu8XeV6Yce+yxbsqUKXazmvL444/nbAM9S9AJRLmC/rHHHnO/+c1vYu8r/P188MEHdrOqRYAkQPfS7boXms68kDPgeqZnL1o7ZN999806k2+2okkHNa4jrXvHr7/+es4p6VX0wLNca5pkzr5zTV6pokGJ5X5+kyR95vvuuy+YOcB+1kzRGualWobW0gBVOyAwXPS+a/EKkQBJyODBg2M7jbq9IruPPvrIXXvttW7PPffMebZvizopqANAKc+w77777pzjSPS+Nb1LuXr3qLtn165dY9PCh4uCTs/qyt2jzJcGA2qgatOmTWOfLVN0xT9o0KCynLDpO9BYoxVXXDH2vlTUM1DHhnK8t1IgQBJkR73qDzuJ2yq1Qn3wtXzr73//+9gfWq6is0r1my/noEXdDrn00ktjV5mZsuaaawafq6EH9WlSLx8FsX1f4aJxMRqgWAlzP+VDfzd6AJ1rqQMVBXjHjh2D246lpkDQ5Iy5rgIVKOecc4777LPP7KY1hQBJkM5G7Chx3TOv56m5dWmvAFAQ2D+yXEUBowNyuQd9Wbpq0qSHtuddpqi7rc72y0XTcxx44IGx92XLDjvs4P7+979XXPvqVnA+My3o4Kyuudq3yuHZZ5+NPfcMF90+LOcJTykRIAnTxHf2Pr56EdUT3WLSrSbdcrJ/XNmKziR1Bq0FlnSQrnQajZ9rSWKV/fff302dOtVuVjK6yvjjH//Y4K2tTNHANp3Fa/qMUj/cnTFjRnB7p0OHDnnNHKDBuur1+OGHH9qXKgnNAGDvMoTLtttuG3QZrycESAqyTR1900032Wo15eWXXw4eauvhtv3s2YpCVg/N9fC8WgYwhumZgnqL5ZqAUp9PB7tyXn1Onz49eA+5brNkKwoU9RTSLbtiZ3bO0NQwkyZNCgatqiu0wk1X5vZ35yp6BqUrk3I9a9IgxF69euWcMkjPYDT1TD3OU0aApED3RzV3VHgnU9/vf//737ZqVdN9anWfzfWQ2RZ1y9XlvQ686q5bC3RwveCCC3IurqVxCponrZwD/XRge/TRR4Pbb/mOp7ElM7OzrhTzmd1Z9VS/sXVtchWNoTjllFOC20XlpHFIG2+8cez9qegKT5+5nmcDIEBSMmvWrNggp2bNmpWtf3oSFIwaoKd+9hqwZ/+gshUdsHQLT3+IxZ7JVjKd7WuVRvv5w9+92q7cdDZ92223Be8116DJchX9vegWkWYcKPf8a7qibqizh04QS9kbsFIRICnSGg72gasOvtVEPYt0X1fdVfO9FaLR0joL1YGgFkbbFmLs2LHBQ2rbJply5JFHBvf+K4VuUWkE/qGHHhr0JrPvN82iq4x27doFt38q5WA8Z86cYI4xDUi071dFt/g0HgX/Q4CkzK6GpkB58MEHbbWKorM/TTqo2xG5pmOwRfeBVV+9kMp99lhuul01cODAnF1QdbtLz4sq7YpMz3Uyq1HqGUixMztnirZXpwOdVOj5oMbWaKBmJdF4E/VMW2ONNWLvX0UnRZdddllQDz8iQFKmg6ldFlYHlkrrbaRbGyNHjgwOGrnWKrBFg6Q07YemU6/HB4iN0XMeDfSzvfIyRVPKa5BcNQzy0wNsPcPTbTiVxmZ3VlFPtHI9+C7EAw884LbccsvY96OiEz6dGGkBKMQRICWgPyT78FIPGcs9OlVnwJqgT7dV7PvLVdTdUldVWrip3O+/WujAu99++8XaMlNatmzpXnzxRbsZUqb1e/bZZ5/Y95Epmm9r4sSJdjOEECAlou6qdgft06ePrZY6nRVrsSTN25Or55AtGtil6RpqaW6lctBtwVzdnHWmqyVO1fkC6VqwYEGw8FSucTI6SVJHAzSOACmho48+OrKjagcuxRKxGmehcSg628p1O8UWjaru0aNH0H8fydE99CuuuCLnA2vdPtSJRb0/R0qDbrNq/rVci5Cpm3nPnj3dl19+aTdFDgRICWlQmR0zof9OYw1kPWNR7xbNKJurR4kt6j2k+9nlWpq3nijUNR1Hru9GV30sW5scPafbbrvtYu2cKTq5Y635whEgJabbQPbS+Q9/+IOt5kVzG/Xr18+1atUq9geSq6iXjXqX1MvcPZVGV3h77LFH7HvJFD0rq5YJECuR1k857LDDYu2aKVp4Ss/z4IcAKQN1kbQ7smb29KFV13TLo6F1EsJF99q1BvOVV17JGVcFufPOO4MlTu33paK5wjp37lyWWWerlaZPOe+883JOs77uuusGt3XpCFIcAqQMtNPa6bc1VXi+E/Bp+m7NDdTQJXm46ADUtm3bYO1sHtJWLg261C3EXD3iNJ5iwIABZZs2vhpkFtvKNYWKngGeddZZqdw2rkcESJnoGYUdaKbL6VwPT9Wd8MILL3S//vWvY38U2YrOvNR1VFc21dAXHz/SbLMaj2O/00zRkqma2wpRmputoWUDNNV9udZJr1UESBlpAJOd6kQDzzK0BKbOlvKduVS9SDQlhQZ0lXMWWCRDB8SGbk1yQPwfArd8CJAyU3/08M6uQDnooIOCUcr2DyFb0a0v9SC54447Km5qDBRPtzt1S0aj/u13r6IrTc2IXI+3ZHTLT9PDc8uvfAiQMtPsvA1NvpetaL4eTc1977331t1khfVKS6NqSdqGHgprsGq9PBTWlCm5rszpdFA6BEgFeOutt3IeGDJFz0s0S+jDDz+c8zkJap+6W+s2pd0/MkXP0bS0ba3Kp9tzpU3UWMsIkAqhZx32j0G3LXQm9eSTTzJZISI0MK5p06axfSZTNLaolrpp5zPwUpOBorQIkAqiP3pNn66FbHQWWS+3I+Cnsak5tASrpubQTMvVSs8vNDiWqV8qEwECVLl8JgfUrMvVprHJJzt06MC4pjIjQIAaoTnM9t5779jBNlM0xU01TE+ez/T3EyZMsJuhDAgQoMbcf//9ORdI0jMELZCkpVsrTS0twFUvCBCgBmna+MsvvzxYitUeiFX07/p5JSzRms8SwJqFgXFOlYcAAWqYrjR0xZGr95KuVHTFUi7jxo1rcBxUu3bt3IwZM+xmqBAECFAHXn755Qan+dezkylTptjNUjN9+vQgHOz7yJRmzZoF4YLKRoAAdUS9sdQryx6wVdSL69RTTw16daVFt6F0OyrXcsrrrLOOGzRoUHBbC5WPAAHqjMaF9OrVKxgnYg/gKhpXotUskxy8qgffmuSzSZMmsd+nogfn3bp1Cx6ko3oQIECd0kj1Y445JnYwzxSNdH/iiSfsZgVTl9sWLVrEXj9T9t9//7zXwkFlIUCAOqdZD3baaafYgT1TNPeWz5LHWvNGg/3skgWZsvXWW7vRo0fbzVBFCBAAwbQ5ms1Xs/raA72KJvvUbMCaFbgxmmFayzZrqQH7OiqalqR///5Ms14DCBAAy2hdEa0vkmt2aE3wOXjw4JzztGlCw8022yy2nYqmWe/UqRMrZNYQAgRAjFY61MJmNgQyRSslasXMDE2h3qZNm1i9TGndurV79dVXQ78BtYAAAZDTY489FiwJawMhUzSWQ8vJ6urC/kxFiz5p8SfUJgIEQIPUnffqq68OlhqwAZGraJlZLTfLipm1jQABkJf58+e7Ll265LzayJT27du7mTNn2s1RgwgQAAWZPHmya9u2bSw4mjdv7saPH2+ro4YRIAC8aKVArQioEe3q4ss06/WHAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAl/8H9iHDmz76NMUAAAAASUVORK5CYII=)
| Product Number | 3H32-1-06 |
| Purity | 98 % |
| CAS | 271-47-6 |
| MDL Number | MFCD00661308 |
| Molecular Formula | C6H5N3 |
| Molecular Weight | 119.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 100-108 ℃
TSCA: Not listed on TSCA inventory