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BDbBe2s32mPXrt5g//3l4St2iNp3Ktk0AJQsB4oOgBlgv7RbnmBEjPk2pW9SmU8VpE0DJQYD4IKgB1ku7xTlm8+atpn37ESn10206VZw2AZQcBIgPghpgvbRb3GNefXVhSv10m04Vt00AJQMB4oOgBlgv7Rb3GFnKRJY0ST6mV6/UTaeK2yaAkoEA8UFQA6yXdr0c8957S1OOkU2nvvjif5tOeWkTQPQRID4IaoD10q6XY0TXrmNTjrv66v9tOuW1TQDRRoD4IKgB1ku7Xo4RH3+83Do2semU/nMAEASID4IaYL206+WYhKuueiPl2MSmU7m0CSC6CBAfBDXAemnXyzEJCxasjN//SD5eNp3KpU0A0UWA+CCoAdZLu16OSXbLLRNTjtdPaHlpE0A0ESA+CGqA9dKul2OSff21vemULgAgCBAfBDXAemnXyzFav35TrHZybRNA9BAgPghqgPXSrpdjNFkPS286lWubAKKHAPFBUAOsl3a9HJPOgAHTrbaybfO33zbH9xwBEG0EiA+KO8Bmy0u7Xo5JR/YGkT1CdHs7a1NW+E18e7n22jfNkiW/6ioAIoIAgW+WL//NegxYFmd88MH/mDVrNunqAEKOAIFvZOa6/raSKG3a/MuMHv252bp1mz4MQEgRIPCN7C9yxhmp+4voIvNKZs78Th8KIIQIEPjqhx/WWkuipCt///sEs2zZGn04gBAhQBCIKVO+Nmef/YIVHMnluOOGmEcfnRnfnx1A+BAgCMyWLdvM8OFzi3yaK1FOOeX5+M6I27frFgAUMgIEgfvllw3mnnum7HSJlC5dXjHz5v2oDwdQoAgQOCO7HF522atWcOjSp8+k+Gx4AIWNAIFzEyb817Rvn/lprRNOGGYGD55tNm36XR8OoEAQIMgLCYZBg2bFg0KHR3KRx4IlcAAUHgIEefXjj2vN7bdPsoJDl8svf9UsXLhSHw4gjwgQFIS5c38wf/3rGCs4kovchJel5uWmPID8I0BQMLZt2x5/nPfkk5+zwiO5tGr1rHnuuXnm999ZFgXIJwIEBWfdus3mkUdmxCca6vBILjJRcerUb/ThABwhQFCwvv12jbnxxret4NDlmmveMEuXrtKHAwgYAYKCJ4svyiKMOjiSy7HHDjEPPfQBy8YDDhEgCAVZBl6Wg5dl4XV4JJe2bYebl1+eH7+fAiBYBAhCRb5hPPDAtPhGVTo8ksv5579kPv54uT4cgI8IEISSbJXbo8frVnDo0rPnO/GdEgH4jwBBqE2evNR07DjKCo7kInu0P/HERywbD/iMAEHoybLxzz47x7Ro8YwVHv8rT5vWrf9hxoz5wGxn3XjAFwQIIuPnn9ebvn0np102/rDDHjAHHXSdqV27kznllMvMzJmz9eEAiokAQeTMn/+T6dZt3B/hceSRj5uGDW8zdetebPbaq63ZbbdGpnz53U2XLl3Md9+xPzvgFQGCyHrzzcXm9NP/bRo3vtcceOBVplatjmaPPZqaihX3NaVKlYqXKlWqmH79+plNm5g/AhQXAYJI27jxd/PooxPMwQdfYmrWbBULjINMmTKV/wiQRKlXr5556aWX9OEAMiBAUCIsW7bCdOt2i6lQoaYVHsmldevWZu7cufpwAGkQIChRpkyZao488kgrOJJLmTJlzBVXXGFWrmT/ESATAgQlzrZt28yQIUNMzZqZv41Uq1bN/POf/zRbtjB/BEiHAEGJtXr1anPTTTeZ8uXLW+GRXBo0aGDeeustfThQ4hEgKPEWLVpk2rdvbwWHLu3atYvXBbADAQL8n7fffts0bNjQCo7kUq5cOfP3v/89/u0FKOkIECCJ3O8YOHCg2WOPPazwSC5y/2Tw4MHx+ylASUWAAGnIE1jdu3ePP5GlwyO5HHHEEeb999/XhwMlAgECZDBv3rz43BAdHLp07tzZLF26VB8ORBoBAmTh5ZdfNvXr17eCI7lUrFjR3HHHHWbdunX6cCCSCBAgS7JeVv/+/ePrZ+nwSC61a9c2zz//vD4ciBwCBCim5cuXm4svvtjssssuVngkl+OPP9589NFH+nAgMggQwKMZM2aYY4891gqO5CIh07VrV/P999/rw4HQI0CAHMjuhs8995ypVauWFR7JpWrVqua+++4zmzdv1k0AoUWAAD5Yu3at6d27t6lQoYIVHsnlgAMOMK+88oo+HAglAgTw0VdffWU6depkBYcu++yzD8uiIPQIECAAkydPNk2aNLGCI7nI01pAmBEgQEC2bt1qnn76aVOjRg0rPKTILHcgzAgQIGCrVq0yN9xwgxUgsow8EGYECOCIbFCVHCDy30CYESCAI3vuuWdKgMiKv0CYESCAIwQIooYAARwhQBA1BAjgCAGCqCFAAEcIEEQNAQI4QoAgaggQwBECBFFDgACOECCIGgIEcIQAQdQQIIAjBAiihgABHCFAEDUECOAIAYKoIUAARwgQRA0BAjhCgCBqCBDAEQIEUUOAAI4QIIgaAgRwhABB1BAggCMECKKGAAEcIUAQNQQI4AgBgqghQABHCBBEDQECOEKAIGoIEMARAgRRQ4AAjhAgiBoCBHCEAEHUECCAIwQIooYAARwhQBA1BAjgCAGCqCFAAEcIEEQNAQI4QoAgaggQwBECBFFDgACOECCIGgIEcIQAQdQQIIAjBAiihgABHCFAEDUECOAIAYKoIUAARwgQRA0BAjhCgCBqCBDAEQIEUUOAAI4QIIgaAgRwhABB1BAggCMECKKGAAEcIUAQNQQI4AgBgqghQABHCBBEDQECOEKAIGoIEMARAgRRQ4AAjhAgiBoCBHCEAEHUECCAIwQIooYAARwhQBA1BAjgCAGCqCFAAEcIEEQNAQI4QoAgaggQwBECBFFDgACOECCIGgIEcIQAQdQQIIAjBAiihgABHCFAEDUECOAIAYKoIUAARwgQRA0BAjhCgCBqCBDAEQIEUUOAAI4QIIgaAgRwhABB1BAggCMECKKGAAEcIUAQNQQI4AgBgqghQABHCBBEDQECOEKAIGoIEMARAgRRQ4AAjhAgiBoCBHCEAEHUECCAIwQIooYAARwhQBA1BAjgCAGCqCFAAEcIEEQNAQI4QoAgaggQwBECBFFDgACOECCIGgIEcIQAQdQQIIAjBAiihgABHCFAEDUECOAIAYKoIUAARwgQRA0BAjhCgCBqCBDAEQIEUUOAAI4QIIgaAgRwhABB1BAggCMECKKGAAEcIUAQNQQI4AgBgqghQABHCBBEDQECOEKAIGoIEMARAgRRQ4AAjhAgiBoCBHCEAEHUECCAIwQIooYAARwhQBA1BAjgCAGCqCFAAEcIEEQNAQI4QoAgaggQwBECBFFDgACOECCIGgIEcIQAQdQQIIAjBAiihgABHCFAEDUECOAIAYKoIUAARwgQRA0BAjhCgCBqCBDAEQIEUUOAAI4QIIgaAgRwZLfddksJkKpVq+oqQKgQIIADzzzzTEp4JMqwYcN0VSA0CBAgQGvWrDEXXHCBFRzJ5fzzzzerV6/WhwIFjwABAjJjxgxTv359KzDSlXr16pnp06frJoCCRoAAPtu2bZu57777TLly5aygyFTKli0bP06OB8KAAAF8tHz5ctO2bVsrHBKlfPnypmPHjvH/1X+XKCeddFK8HaDQESCAT1577TVTs2ZNKxAS5eCDDzazZ8+O15X/lf/WdRKlRo0a8faAQkaAADnatGmTuf76660QSC5du3Y1a9euTTlO/rtbt25W3eRy3XXXxdsHChEBAuTgiy++MEcccYQ18CeKzP0YMWKEPizFyJEjrTkiyeXwww83CxYs0IcBeUeAAB4NHTrU7LrrrtaAnyjNmjUzS5Ys0Yel9dVXX5ljjz3WaiNR5HWGDBmiDwPyigABiknmbJx33nnWIJ8opUuXNr169TK///67PjQjqX/rrbfGj9dtJkrnzp2ZM4KCQYAAxSBzNWTOhh7YE2Xfffc1EydO1IcVy7vvvmtq1apltZ0odevWNR988IE+DHCOAAGyIHMz+vfvH5+roQf0RGnXrp356aef9KGeSDvt27e3XiNR5Dz69evHnBHkFQEC7MR3331n2rRpYw3iiSJzOgYMGKAP88XAgQNNhQoVrNdMlNatW8fPD8gHAgTIYPz48fE5GXrgTpQGDRqYTz75RB/mqzlz5piGDRtar50oskz8q6++qg8DAkeAAGnI3Itrr73WGqyTi8zhWLdunT40EPI6l156qXUOyeWaa64xGzdu1IcCgSFAAEXmXMjcCz1AJ8ruu+9uRo0apQ9zYvTo0fHX1+eUKE2aNDHz58/XhwGBIECAJIMHDzaVK1e2BuZEOe6448zSpUv1YU7J68t56HNLFDn/QYMG6cMA3xEgQMyqVavMueeeaw3GiSJzM2677bZiz+0IipzH7bffbsqUKWOda6J06tQp/r6AoBAgKPFkToXMrdADcKLInIxJkybpwwrCe++9Z/bbbz/rnBOlTp06Ztq0afowwBcECEqsrVu3mnvuuSfj3I4zzjjDrFy5Uh9aUOT8OnToYJ17osj7u/vuu+PvF/ATAYISadmyZaZVq1bWYJsoMvfikUce0YcVtEcffdRUrFjRei+JIu9X3jfgFwIEJc64cePicyf0AJsoMudC5l6E0dy5c02jRo2s95Qo1atXN2PHjtWHAZ4QICgxZI7E1VdfbQ2qyeXyyy8369ev14eGipy/vA/93pLLVVddxZwR5IwAQYnw+eefm8MOO8waSBNF5lbIHIsoeemll0y1atWs95oocj0+++wzfRiQNQIEkff0009nnNtx/PHH531uR1C+/vpr07x5c+s9J0qlSpXMU089pQ8DskKAILLW//qrueucc0ztNAOnFJlD0bt374KZ2xEUeX99+vTJOGfk7LPPNr/GrhdQHAQIIunnadPME3XqmEtig+NxsbKHGjBl7sTkyZP1YZH2/vvvm9q1a1vhkSj777+/mTp1qj4MKBIBgmjZutVs7tvXzCpb1vw7Nij2iZXOsdIkVsr/30B55plnmp9//lkfWSL88ssvpmPHjlZ4JIp8S7nrrruYM4KsECCIjm+/NaZFi9j/q0uZH2Pl/VgZFCt/j5V2sXJIxYrmscce00eVSI8//njGOSMtYtfxW7meQAYECKLhlVeM2WOPeHgkypJYeTNW/hkrfQ85xCyZN08fVaJ9+umn5tBDD7XCI1H2iF3PMWPG6MOAPxAgCLcNG4zp0SMlOBJlS6x8Giuzr7jCbAn53I6gbIhdv+7du1vhkVzk76UeoBEgCC+Zw9C4sRUcf5Rq1cyWl1/WRyGNl2PXSb5x6PBIFPmmIt9YgGQECMLpySeNqVTJDo1EOeEEY775Rh+FDL6JXa8TTzzRCo9EkXsmcu8ESCBAEC6//GLM2WfbgZEoZcoYc+ed8aexUHzy9NWdseuXac6IPMUlT3MBBAjCY8oUY/bf3w6NRKldWyY76KPgwZTYtZZ5ITo8EkXmk8i8EpRsBAgKn3ybkG8V8u1Ch0aixP5VHP92At/IzHSZoa7DI1HkW8odd9zBnJESjABBYZP7GCeeaAdGosh9kCee0EfBR08++WR8zSwdIIlywgknxO+foOQhQFC45AmqatXs0EiUQw+VyQz6KARAVu1t3LixFR6JIqv+yuq/KFkIEBQemXPQvbsdGMnlyit31IMzMhekR48eVngkl7/97W+h308F2SNAUFhktvghh9iBkSgy21xmnRcgeTJpxowZZvjw4ea2224zl1xyiTnnnHNM69at4+VPf/qTqVev3h9F/jvxd1JP6stxcry0U6hPOr0Su/6Z5owcEuu/ecz6LxEIEBQOmWNQsaIdGoki61wVyPpMK1eujP9kc80115jjjjsu4xa5uRRpV9qX15HXk9ctBLJOVsuWLa3zTRSZMyJ7tCPaCBDkn/xLW56iKpUmNKTI01d33ZXXuR2//fZbfLa2DOSZ7gW4KPL6ch5yPnJe+SJPX/Xt29eULVvWOsdE6dChQ4ld+bgkIECQX7Inh8zfKJUmOKTIvI887VGxefNm8+qrr5rzzjsv41NI+SxyXnJ+cp5yvvkwbdo0U6dOHevcEqUk7r1SUhAgyA/ZBbBPn8xzO2TGeR52yfvPf/4TX0AwqJ+lMm2vm0uR85XzlvN3bdWqVfH7OPqcEqWk7P5Y0hAgcO/rr41p3twOjESRuR2O9+nevn17/ObwMcccYw1+2ZQKFSrEf1qSiXe33HKLGTJkSPxf3V988UV8v/Xly5frl4yTP5e/l3pSX46T46UdaU/a1a+VTZH3Ie9H3pdLJXn/+ZKIAIFbL76YeW7HYYcZ8/nn+qjAbNmyxTzzzDOmYcOG1mCXqci/9jt16hTfoErmSARJ2pfXkdcr7rcieV/y/uR9uvJ5rP8Oi/WjPpdE2X333c3o0aP1YQghAgRuyNyAyy+3AyO5XHWVMRs36iMDsW3bNjN48OCMe4Tr0jz2rWngwIF5X9ZcXl/OQ85Hn2NRRd6nvF953y5sjPXj1VdfbZ1HcrnsssvMunXr9KEIEQIEwZs715hGjezASJTq1Y0ZO1YfFZjp06ebpk2bWgNautKgQQNzzz33mK+++ko3UxDkvOT85Dz1uacr8r7l/bsybty4jN+a5BvSnDlz9GEICQIEwZK5ABUq2KGRKK1aGbNsmT4qED/++GN8st4uu+xiDWTJpVy5cubiiy82s2bN0k0UNDlfOW85f/2ekou8f7kOcj1cWBbrX5ksqc8jUeQ+zyOPPKIPQwgQIAiGTHjr0MEOjEQpW9aYu+92Nrfjqaeeiv/2rgev5CI3f6+77rrQLwwo5y/vI9PNbClyPeS6uCA/nfXr1y/jnJEzzjijYCZKIjsECPwnz/zvt58dGolSt648K6uPCsTOliSXUrVq1fiy5FEbvOT9yPuS96ffc3KR6yPXyYUPPvgg1v11rXNIlFq1aplJkybpw1CgCJCSQJ69nzDBmJ49jWnTxpg6dYzZdVdjSpfe8b/y361bG3Pzzca89daO+l7J/Y5My5F06iSTBvRRgdjZBDcpF110UZGP2EaFvD95n/q9Jxe5TnK9XJA5I507d7bOIVFKx/5/KWuCMWek8BEgUSbLXPTvb8xee9kDeaZSs6Yx99xjzJo1usWd693bbk9K5crGDBqkawdClti4++67M/5ccvjhh5upeZrhni/yfuV962uRKHK95Lq52iBKngrL9DPbscceW7APL2CHUvoPEBFvvJH5Z6Rsihz/+uu65cxkQUTdTpMmxsyfr2sGQpYclz279WCUKLL0h9ywdTVIFhp53/L+My3NItdPrqMLCxYsyBhqcp9m1KhR+jAUiFL6DxAB8q1jl13sgdxLkXakvWzJfI+TT95xbLlyxlx3nbO5HfKbv8x01oNQosjMbpnkhh2T/TItCinX0dU9oU2bNplrr73WOofk0q1bN+aMFKBS+g8QcrK+VKk0QSDLg8iKt8OG7bhP8cMPslqgPNu6Yw+O4cONOeecHT816WOlSLvF8d13TvcoX7JkiTn44IOtgSdRrrzySmf/qg4LuR5yXfS1ShS5nnJdXRk/frypUaOGdR6JInNdPvnkE30Y8ogAiZJ//cse+OUbxEUX7RjQsyHBcskl6b/BPPecrl0QZP7D3nvvbQ04UnbbbTczZswYfQiSyPWR66SvnRS5ri7nw3wX+/9pmzZtrPNIlPLly5sBAwbow5AnBEhUyM1G/e1BfkLyuuaQ7PqnJwBK+wW2EN7c2LeponbHk2XE873sSFjIdZLrpa+hFLm+cp1dkTkj9957b8aHINq1a2d++uknfSgcI0Ci4owzUgd7maj35pu6VvG8886OdpLbPfNMXStvFi9ebPbZZx9rcJFy6KGHxnfNQ/bkesl109dSilxnud4uyZIrsvWvPpdE2Xfffc3EiRP1YXCIAImCjz5KHeSl3HmnruVN37522x9/rGs5Jz91FDW4yFarribGRY1ct6K2qpXrLdfdpdWrV8c3zNLnkigyZ6RXr17MGckTAiQKLr44dYCXx2b9+kBJO9Jecvtdu+paTskWqYcccog1mEiR5TDkqR54J9dPrqO+tlLkuudji9phw4aZXXfd1TqfRGnWrJnTG/7YgQAJO3lEVmaTl0oa4OWJKj9Je8nty+s5ejRXk30tTjjhBGsAkdKqVSuetPKJXEe5nvoaS5Hr73J/kQTZdOuII46wzidR5EGAESNG6MMQIAIk7GSJklJJg3uNGvJPSF0rN9KetJv8OnJ/JA9uuOEGa+CQctRRR5k1XmbOo0hyPeW66mstRfohH+Tb0fXXX59xReWusW/Ia9eu1YciAARI2Ol5HxdeqGv4Q9pNfh2/7rEUw8svv2wNFlJkfgBP5ARDrmtRe41If+TL66+/bmrWrGmdU6IcdNBBTh8/LqkIkLCTp6JKJQ3sjz2ma/hD9vVIfh2ZlOjQl19+mXauwl577RX65dcLnVxfuc762kt/SL/kiywS2bZtW+u8EkXmjDz88MPO94UvSQiQsGvcOHVgnzFD1/CH7GKX/DpyY90R+T2+Sez19ABRpkwZHuN0RK6zXG/dB9Iv+bzvJHNG7r///oybaJ122mlmxYoV+lD4gAAJuz33TB3Yg1q9VJ5wSX4duSfiSM+ePa1BQYqsHAt35HrrPpAi/ZNvM2L/cKpfv751boki81gmyP1C+IoACTs9WzyovTZkXkXy68jaWg7Mmzcv7b8uTz311Pi/PuGOXG+57rovpH+kn/JNbvpfcMEF1vkliswZufTSS/PyBFlUESBhp9es8mv+hybtJr+ObEYVMPntOt3qurVr13a2UixSyXWX66/7RPqpUO41PPvss6ZKlSrWOSZKtWrVmGjqEwIk7PL1DUR2HQzY008/bX34pYwdO1ZXhUNy/XWfSJH+KhSLFi0q8hFkKbJDI3JHgIRd9eqpA3tQix06vgfy448/pl0k8cwCWourJJN+0H0j/SX9Vig2b95c5Lyhk2XPGuSMAAm7Qw9NHdhdPYV12GG6hq+uvvpq60MvP0vwyG5hkH5I9zOR9FuhkUUX9XmOHDlSV4MHBEjY6VV4ZUvZIMj8kuTXCfCbgDzfX7FiRetD///+3//TVZFH0h+6j6TfpP8KxZw5c6xz3HPPPXkAwycESNj17p06sAf1266eiX7HHbqGb2SpCv2hb9SoESuuFhjpD+kX3VfSf4WiT58+1vl1795dV4NHBEjYyZ4fyQN7UGth1ayZ+jpvv61r+eKHH34wlStXtj70//73v3VVFADpF91X0n/Sj4UgXcC9k6d13KKIAAk7mQUsczKSB3e/t56V9pLbl50JA1qN9+abb7Y+8LI399atW3VVFADpl3R70Us/5tuCBQus86pevTrfZH1EgESB/GyVPMAffrh/80GkHWkvuX3ZfyQAsnlQuj0f/iV7vaNgSf/oPpN+lP7Mp379+lnn1a1bN10NOSBAouDDD1MHeCl33aVreZNuR8KZM3UtXwwaNMj6wB9wwAH8i7HASf9IP+m+k/7Mp3R7h8gqvvAPARIVp52WOsgHtSe6PPUVkObNm1sf+MeDeqoMvpJ+0n0n/Zkv//3vf63zkdWD2a3SXwRIVMiy2jI7PHmwL1/emBdf1DWzI7O99Sx3ufcR0Lahsiy43iRIHgllyYlwkH7Sj15Lf+ZrufcHH3zQCpALg9orpwQjQKJk8ODUAV+KrJX1178a8913unZ68vSM/E6s19iS8swzurZvevfubX3gO3furKuhgEl/6T6Ufs0H2SNdn8uYMWN0NeSIAIkaefpFD/xS5Emts87aEQKycqosOSGrkso+CZ9+umPf806d7P3VE+XWW/Ur+UYmddWpU8f6wPN7dbhIf+k+lH51PWlPZsnrb7NyU3/9+vW6KnJEgESR3uY2lyLfRPy6IV8E2ctBDzyyfwM3z8NF+kv6Tfel9K9LAwYMsM7h3HPP1dXgg1L6DxARcg8j9mG2AqE4Zd99jXn1Vd2y7+699974hzy53HjjjboaQkD6Tfel9K9LLVq0sM5h1KhRuhp8QIBEmTyHL98e9CzynRWZzS6P7zp6jj/dvtZvvfWWroYQkH7TfSn964rMgJeNo5JfX27u//bbb7oqfECAlATyU5A80vv3vxvTqpUxtWvvuCcim0LJk1Xy3/Ln8vdSz+GObRs3brSe3ilfvrxZt26drooQkH6T/tMDuPSzC08++aQVYB06dNDV4BMCBHk1adIk6wPfsmVLXQ0hIv2n+1T62YV032ZZySA4BAjy6vbbb7c+8H3l5zOElvSf7lPp56D9/PPPpmzZsimvK/u1M5coOAQI8kp2htODzbRp03Q1hIj0n+5TFzsADh061HrdU089VVeDjwgQ5JWe/yE3QDfICsMILek/fSNb+jlo7dq1swJksEyuRWAIEOSN3HDVE77q16+vqyGEpB+T+1X6OcgHI2TlX33zvkyZMmaFTJRFYAgQ5M3s2bOtfzGeJotCIvSkH3XfSn8H5fnnn7der3Xr1roafEaAIG9GjhxpfegLaTtUeJduW2Lp76CcddZZ1us99thjuhp8RoAgb+68807rQ//UU0/paggh6Ufdt9LfQVi7dq2pVKlSymvJPZjly5frqvAZAYK8ueSSS6xBxtV8AQQr3fwe6e8gjB492nqtfO5FUpIQIMibTp06WR/8uXPn6moIIelH3bfS30E4//zzrdd6+OGHdTUEgABB3pxyyinWB39JQBtWwS3pR9230t9+kyVSqlSpkvI68sTX0qVLdVUEgABB3hx//PHWIPPTTz/paggh6Ufdt9Lffhs3bpz1Ok2bNtXVEBACBJnJjciAnqVv3Lix9eF3tegegiX9qPtW+ttvXbp0sV7nvvvu09UQEAIE6W3fvmNr29gHMl569NA1cla3bt2UD76sW4TokP5M7l/pbz9t3rzZVKtWzQqQRYsW6aoICAGC9GQ72UR4JMq77+paOalZs2bKB3/33XfXVRBi0p/J/Sv97ac333zTCo/DDjtMV0OACBCkN2SIHSCXXqpr5YRvINEW9DeQyy67zAoQVnJ2iwBBep9/bgfInnvu2JzKJ9wDia6g74Fs3brV1KhRw3qNzz77TFdFgAgQFK1hQztEJk7UtTzjKazoCvoprHQTFRs0aKCrIWAECIrWu7cdIFdeqWt5xjyQ6Ap6HshVV11lte9i0yqkIkBQtE8+sQNkn32M2bZN1/SEmejRFeRM9G2x///tu+++VvuzZs3SVREwAgSZHXCAHSJTpuhanrAWVnSl+4nJr7Ww0u14yD4y+UGAILOePe0A8WnJ9XSr8T799NO6GkJI+lH3rV+r8d5www1W2zfddJOuBgcIEGQ2fbodIPvvv2OiYY5GjBhhDQQyOCD80g3y0t+52h77/53eBlnKhx9+qKvCAQIEmUlQSGDoEJkxQ9cstnQ7Ep5++um6GkJI+lH3rR87Es6cOdNqd7/99osHC9wjQLBz111nB4j8tJUj2QhI74l+gNxzQehJPyb3q/Sz9Heubr+9ryldukJK29dee62uBkcIEOyc3DTXAXLggbqWJ7Vr104ZDMqUKcNkwpCT/pN+TO5X6Wc/HHlkO1OlyoGmUqVapnz5PeJhMnnyZF0NjhAg2Dl5bFce39UhIo/55qht27YpA40Ufs8ON+k/3afSz7maP39p7P+Gp5maNVuZ6tWbmd13P8zUr98sPisd+UGAIDsygVAHSJ8+ulax9erVyxps+vfvr6shRKT/dJ9KP+dqwIA3YoFxualT5yKz337nxMLkdHPTTQ/panCIAEF2ZAkTHSCNGulaxTZhwgRrsDnppJN0NYSI9J/uU+nnXJ111lBz6KF9TcOGvcxBB11nDjjgb2bq1E91NThEgCA7soiiLKaoQ2T+fF2zWNavX2/Kly+fMthUrFiR+yAhJf0m/Zfcn9K/0s+5+OqrVeboowfFy5FHPmaaNPmHad78H7H/W/LzVT4RIMhe8gZTiXLPPbpWsbVs2TJlwJHCjPRwSjcDXfo3V0OHzv4jQBKlb9/JuhocI0CQvXSbTB1+uK5VbLKHgx50br31Vl0NISD9pvvSjz06LrxwjBUgU6d+o6vBMQIE2du0SbaZs0Nk8WJds1imTp1qDTr16tVjcljISH9Jv+m+lP7NxXffrbHCo2XLZ83mzfx8lW8ECIrnoovsAHngAV2rWH7//Xez9957WwPP+++/r6uigEl/6T6UfpX+zcXw4XOtALn9dn7iLAQECIrnlVfsAGnWTNcqthtvvNEafC71eQtdBEv6S/eh9GuuunYdawXIpElf6WrIAwIExbNhgzG77poaILvsYsw3uf0ePWfOHGvw2W233XJ+egduSD9Jf+k+lH7NxY8/rjVNm6aGxwknDDMbN+b2rQb+IEBQfJ07299CBgzQtYqtSZMm1gDkxwquCF66lZWlP3M1cuRn1rePnj3f0dWQJwQIim/UKDtATjxR1yq2hx56yBqEmjZtqquhAEk/6b6T/szV3/423gqQt9/O7aEN+IcAQfH99psxFSumBkjp0sZ8/72uWSzfx44vV66cNRC99dZbuioKiPSP7jPpR+nPXPz883pzzDGDU8Lj+OOHmnXrNuuqyBMCBN6ceab9LeSJJ3StYuvatas1GJ3ow7cbBEf6R/eZ9GOuXn55vvXt48Yb39bVkEcECLwZPtwOEB/WsFq4cKG1FLgUluwuTNIvuq+k/6Qfc9Wjx+tWgIwfv0hXQx4RIPDm11+NKV8+NUDKljVm5Upds9jOP/98a1DyYzlw+C/dcvzSf7lavXqjadZsSEp4HHvsELNmzSZdFXlEgMC7006zv4UMHaprFdu8efOsnQqlvPbaa7oq8kj6Q/eR9Jv0X65efXWh9e3j6qvf0NWQZwQIvBs82A4Qn/Y079ixozU41a9f32yQeSjIO+kH6Q/dR9JvfrjuuresABkzZoGuhjwjQODdTz8ZU6ZMaoDIz1qrVumaxSb/ii1btqw1QPXu3VtXRR5IP+i+kf7y49vH2rWb409bJYeHPI31yy/846HQECDITZs29reQ557TtTxJt7xJhQoVfLlBC+/k+ks/6L7xY9kS8eabi61vH1dcwc+XhYgAQW4ef9wOEJ9+xvjtt9/MfvvtZw1UsuMdK/Xmh1z3dDsOSj9Jf/nh5psnWAHywguf6WooAAQIcrN8+Y5JhMkBUqmS/A6ha3oyevRoa7CScv/99+uqcECuu+4LKdJPftiw4XfTvPmwlPCQtbBWrFinq6IAECDI3Qkn2N9CfBpQxMknn2wNWPJ7+7Rp03RVBEiud7r7UtI/fpk4cYn17aNbt3G6GgoEAYLc/fOfdoCcd56u5dnixYtN1apVrYGrdu3aZqUP806wc3Kd5XrrPpB+kf7xy223vWsFyPPP535jHsEgQJC7r7/esaR7coBUqbJj6XefjBo1yhq8pJx++uncDwmYXF+5zvraS5F+8YvsMNiixTPWz1fLl/tzbwX+I0DgD1k1NylANsfKprFjda2cdO/e3RrApPTs2VNXhY/k+uprLkX6w09Tpnxtffv461/H6GooIAQI/HH//WZTbFD5MVYWxcrMWPnsr3/VtXKyceNGc/jhh1sDmRQ/lg6HLd0S+1KkH6Q//HTnnZOtAHnmmdw2pEKwCBD4YvOXX5oZsYHl7VgZHSuDYuWRatXM1s3+Lr29aNGitPdDZAmN53yaf4Id5HqmW1JGrr/0g59+/32badPmX1aAfP117pNSERwCBL55qUkT80BsgLktVnrEyoWx8vGbb+pqORs/fnzap4FkD4o3A3i9kkiuY7q9WeS6y/X32wcffGuFx3nnvaSrocAQIPDN63ffbf4SG2ROj5XjY+WQWLnpsst0NV8MGzYs7b+OK1euTIjkSK6fXEd9beV6y3UPQr9+U6wAGTRolq6GAkOAwDdLPv/cNIoNNPvGSqX/G3Rq1Khhfv/9d13VF0VNapN/JfNzljdy3dJ9u5MS1OTNbdu2mz//ebgVIIsX/6KrosAQIPBVgwYNrIHn3Xff1dV8c/3111uvJ0X+tcyN9eKR65XuW50Uuc5B+fjj5VZ4nH32C7oaChABAl/dfvvt1uDTo0cPXc03Mkfh4osvtl4zUeQRVOaJZCbXp6hHdaXI9Q3yGj744H+sAHn88Zm6GgoQAQJfzZ492xqA9tlnH7Nt2zZd1TcyuBX1TUSKTIJjxnp6cl2KmiQoRa5rkOEhP1+ddtrzVoAsWEB/hQEBAt+l22ho6tSpuprv5Df6on6CkWU4WDsrlVyPdMuTSJHrGNQ9j2Rz5/5ghUeHDiN1NRQoAgS+u/nmm60BKcjf0JPJU0JF3QSWP5dBMch/UYeBvH+5DpmuU1BPW2kPP/yhFSD//Od0XQ0FigCB76ZPn24NSnXq1HE2cMs8hXSTDROlTZs2vk+ECwt53/L+9TVJFLluQczzKMoZZ4ywAmTevB91NRQoAgS+k6BI99PIzJnubozKQFnUsidSypcvH9+WtaTssS7vU96vvG99LRJFrpfLYJ0//ycrPE4//d/G0b8z4AMCBIG49tprrQHqlltu0dUCJWs1FbUAY6LI/ZrXXov2dqny/tLdl0oucp38XttqZx59dKYVIPJEFsKDAEEg3n//fWuQOvDAA3U1J2TJ8Uw/aUlp27atmTx5sj401OT9yPvS7zW5yHXxc0n24ujc+UUrQGbNWq6roYARIAiEPLa79957WwPWnDn5WV31v//9b9qdDXU58cQTzVtvvaUPDxU5f3kf+r3pItdDrku+nHRS6uzzk09+Lv5YL8KDAEFg0v181KdPH13NKdm7e7/99rPOS5ejjz7ajBgxIjT3SOQ85XzlvPV70UXev197mOfi3nunpgTI0KGzdRUUOAIEgXnnnXeswatRo0a6mnO//fabufHGG4t8jDW5yE88l156afwnuUIk5yXnt7Of6KTI+5X3Le+/EMgOhM8+O8fcfvsk8+KL87l5HkIECAIjiyhWr17dGsgWLFigq+bFp59+ajp27GidX1Glbt265rbbbjOTJk1yfsM5QV5XXl/OQ85Hn2NRRd6nvF/ATwQIAnXJJZdYg1m/fv10tbySgfX88883ZcqUsc61qFKxYkVz0kknmf79+5sPP/zQbNq0STfrC2lX2pfXkdeT19XnUlSR9yPvi+BAUAgQBEoeIdUD2xFHHKGrFYSFCxearl27pt1IKZsiT5m1b9/e3HDDDebJJ5+Mr0I8b948s3TpUvPtt9/ql4uTP5e/l3pSX46T46UdaU+/RjZFzl/eh7wfIEgECAIl/4LebbfdrEEun0//7Mz3338fX9q8SZMm1nn7USpVqmT9mR9FzlfOW84fcIEAQeAuvPBCa7B78MEHdbWCJI8dy41nWVFYv4dCKHJecn75ejwaJRsBgsCNGTPGGviaNWumqxU0eSBAVhTu27evadmypalQoYL1nlwUeV15fTkPOZ+gdnsEskGAIHDr1683u+66a8pAKMuFF3VfIAzkPU2YMMH06tUrPiGvVq1a1mDvR5F2pX15HXk9eV2gUBAgcOLcc8+1BseBAwfqaqG2du3a+IZasjTIHXfcEX8C7YILLjCtW7eOl4MPPtjUq1fvjyL/nfg7qSf15Tg5XtqR9oBCRoDACRkUdYC0aNFCV0MB0+tWSWnV6lmzZo33R5h1ewgXAgROyOxnPYehdOnS5ocfftBVUaD0YJ8oAwd63wBKt4VwIUDgTIcOHaxvITLvAeGgB/tEOf74oWbFinW6elZ0WwgXAgTO/Otf/7ICRJYbRzjowT659O8/RVfPim4H4UKAwJlff/3VmuUtC/z9/PPPuioKkB7sk0uzZkPMN9+s1ofslG4H4UKAwKlTTz3V+hYybNgwXQ0FSA/255wzOuW/b711oj5kp3SbCBcCBE4NHjzYCpB27drpaihAerCfOHFJyn83bTrILFy4Uh+WkW4T4UKAwKkVK1ZYq96WL1/erF5d/J8/4JYe7GX/ji5dXkn5s2uueUMflpFuE+FCgMA5mTinv4U8//zzuhoKTLrBfsaMZdafF2dfc30swoUAgXOPPfaYFSBnnXWWroYCU9Rgf+WVr6X8+SWXjE06KrOi2kQ4ECBwbvny5fFJhMkBIkucs3RHYStqsP/88xXW373//tL/HZiBPg7hQoAgL5o3b259Cxk9erSuhgKSabC/+eYJKX/XufOLZtu2nW9ynqlNFD4CBHnx8MMPWwEi26+icGUa7L/6apU55pjBKX//+uuLUuqkk6lNFD4CBHkh27jKku7JAVKlShWzceNGXRUFYmeDfd++k1P+vkOHkWbLlm26WoqdtYnCRoAgb44++mjrW8i4ceN0NRSInQ32P/ywNr4uVnKdF174TFdLsbM2UdgIEOTNfffdZwVIly5ddDUUiGwG+4cf/jClzsknP2c2bCh618Rs2kThIkCQN4sWLbICJCylXLlqZrfdDjV7732KqVevm2nUqI856qinrAExDOWEE4aZPn0mmc2bt+ouSqGPS2fVqo2mRYtnUuoNHTpbV/tDNm2icBEgyKuDDjrIGpzDUKIUIIkybNgnuntS6PpFGTRoVkq9li2fNatXp7+3lW2bKEwECPKqU6dO1uAchhLFAOnVK/NiiLp+Udav32L+/OfhKXWL2nQq2zZRmAgQ5NUHH3xgDc5hKFEMkDFjFujuSaHrZzJixKcpdYvadKo4baLwECDIO5kTUr169fhs9L333js2INcr+PKnPzUxjRufYpo27WJOPLFn7F/cD5kzzvh3/NHVsJWLLhpjnntuXnxxxEyKM9jL/ZT27Uek1E+36VRx2kThIUAAZKW4g/2rry5MqZ9u06nitonCQoAAyEpxB3tZykSWNEk+Rt9nKW6bKCwECICseBns33tvacoxsunUF1/8b9MpL22icBAgALLidbDv2nVsynFXX/2/Tae8tonCQIAAyIrXwf7jj5dbxyY2ndJ/jnAhQABkJZfB/qqr3kg5NrHpVC5tIv8IEABZyWWwX7BgZfz+R/LxsulULm0i/wgQAFnJdbC/5ZaJKcfrJ7S8tIn8IkAAZCXXwf7rr+1Np3RBuBAgALLix2Dfr98Uq51c20T+ECAAsuLHYC/rYelNp3JtE/lDgADIil+D/YAB0622cm0T+UGAAMiKX4O97A0ie4To9nJpE/lBgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHjy/wHoVpzonvra/QAAAABJRU5ErkJggg==)
| Product Number | 4H31-1-62 |
| Synonyms | N-Methyl-1-(1,3-oxazol-5-yl)methylamine |
| CAS | 1065073-40-6 |
| MDL Number | MFCD11101413 |
| Molecular Formula | C5H8N2O |
| Molecular Weight | 112.132 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory