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whV0EOMl9gGgiIUodARIeY8d+680+9xdSzBZ/aG+qY9Wq9faXANuV2wD5+98L54H8+992CXKMAAkPDaPVCXzMGJqVEC25DZDjjy+cfd6unV2CHCNAwkPLlyhA/v3vGXYREGoESEwRIOFBgCCqCJCYIkDCgwBBVBEgMUWAhAcBgqgiQGLqqKPONfvuW8s8+eQguwg5RoAgqgiQmKpXr5OpXv1207fvO3YRcowAQVQRIDGlRfR00ho0aJpdhBwjQBBVBEhMESDhQYAgqgiQmCJAwoMAQVQRIDFFgIQHAYKoIkBiigAJDwIEUUWAxBQBEh4ECKKKAIkpAiQ8CBBEFQESUwRIeBAgiCoCJKYIkPAgQBBVBEhMESDhQYAgqgiQmCJAwoMAQVQRIDFFgIQHAYKoIkBiigAJDwIEUZXTAFlQECA/FATIcgKk1BEg4UGAIKpyGiBPFATIXQUB8gYBUuoIkPAgQBBVOQ2Q0woCpFJBgNxDgJQ6AiQ8qlW70RxxxPVm+PAJdhEQajkNkOMLAkTbqLYjQEodARIee+99tKlY8X/M88+PsIuAUCNAYooACY+yZct6vxf9+/e3i4BQI0BiigAJDwIEUUWAxBQBEh4ECKKKAImpq64a4QXIa6/NtIuQYwQIoooAiakFC1aZd975zmzevMUuQo4RIIgqAgQoZQQIoooAAUoZAYKoIkCAUkaAIKoIEKCUESCIKgIEKGUECKKKAIkBDdfVUa/es2bhwtV2ccCvh9wiQBBVBEgM+MGgo1OncXZxgAApHQQIoooAiYHEOxAtHT5r1jK7iocAKR0ECKKKAIkBPxgee+wj789Wrd6wq3gIkNJBgCCqCJAY8INhxYq1pkGDgd7fp0xZaFcjQEoJAYKoIkBiIDEY+vef6v392mtHWrUIkNJCgCCqCJAYSAyGtWs3mvPOG+z9W2thpaqH3CFAEFU5DZDDDz/c+0W57LLL7CJkkR0Mr7zytffvJk2Gm02bNqesh+xbtWqV2WmnnbzfizvvvNMuBkItpwFSsWJF7xdFx4UXXmhmzZplV0EW2MGg0Lj00mHeYwqTVPWQPVu2bDEDBgwwBx98cPA7oSC58cYbzeLFi+3qQCjlNEB69+5t9tlnn+AXZtdddzV33HGHWbFihV0VGVRUMLz99hzvsfPPH+w1a6Wqh8z74IMPTO3atYPfAx277LJL8Pe9997bdO/e3axfv97+UiBUchogol+Khx9+2Oy1117BL8yBBx5onn32WbN589bmFGROqmBQR7oeV8e6pKqHzJg3b565+uqrk4KjXr16ZtKkSd5FVNu2bb2LKr+sevXqZvTo0fbTAKGR8wDxLVq0yNxwww1m5513Dn5hTjrpJDNhwgS7KkooVTB8+ukC7/EzzhjoDfFNVQ8l89tvv5n77rvP7LHHHsH/9UMPPdQMHjzYrmpmzpxp/vjHPyaFTKNGjczXX29tagTCotQCxPfpp5+a008/PekX5sorrzQ//PCDXRWOthcMmlSosscfn7jdenAzbNgwU6VKleD/dvny5U2nTp3Mr7/+aldNMmbMGHPMMccEX1euXDnTunVrs3z5crsqUGpKPUB8L774YjBKS8fuu+9uOnfubNasWWNXRQraplZ3FbbtBYOWNdHyJlrmJFW9Zct+84b8bthAE2O6pk6daurXr590YXT55Zeb77//3q6a0oYNG0yPHj3MvvvuGzzHfvvtZ3r16mU2bdpkVwdyLjQBIrrVv+eee5Ju9Q877DDzwgsv2FWRYNWq9d4yJXXq9PMC4JNP5ieVpwoGnxZY9OsUVe+WW0Z7j//pT0PN+PHcGW6PRlDddNNNSU2zJ554onnvvffsqmlbsmSJadGiRTBfREfNmjULQv0duyqQU6EKEN/cuXNNs2bNkq7eTjvtNDN58mS7aqxt3rzFG4Z79tmDgpP/mWc+Z+bMSW7mSBUMPt251K1bGD5F1Xviia3NWzpatnx9m+8Rd7pbeOSRR7wRVP7/2QMOOMD07ds3Y4NDPv/8c9OwYcOk34tLL7204LOYY1cFciKUAeJ7//33C05YtYJfFl3VXX/99eann36yq8aOmqquumpEcFJXM1SXLuPNL7+statmxMSJ88xllw0Pvt8pp/Qz3bt/aFauXGdXjR2NlNKIKf//qfor2rRpk7Xh6S+//LKpWrVq8P122203c9ddd5nVq1Pv9QJkQ6gDRHT1piUeDjrooOAXRkOAu3XrFstx8rpbaNfuzaQ7gptvfs3MnLnUrppxmoA4dOh07y7H/95nnTXIvPTSV97dUNx888035rzzzku6I2jcuLE3kirb1q1bV3DB0CVpcm7lypXNc889501SBHIh9AHiW7lypbeGVuI4+WrVqplRo0bZVfPSmjUbzL/+NSmps/uii140b72V++YLDfnt2vV97y7Efy1XXDFim76XfKWRULfddpt3p+H/Xzz66KO9kVO5tmDBAnPNNdcEy6HoOOWUU8xHH31kVwUyLjIB4ps9e3bBifOipKu+c845x3z55Zd21bygi8nXX5/lzRj3T9ann97f9Os3peAOrHRH4syevcy0aFHYwe4fbduONfPmrbSr5gWNfNJqCvvvv3/wf08rKzz++ONeH0hp+vjjj02dOnWC16VA+ctf/mLmz49HqKN0RC5AfG+++aY59thjg18YLQVx6623mmXLit5tL4qmT19srruucLa4jtq1C7ekXbx4+3MIck1DfC++eGjwOnWX9NRTn3h3Tfli3Lhx3sgn//+bRkTdcsst3gipsFDT1aBBg8whhxwSvM4KFSqYBx54wKxdm52+McRbZANENm7caHr27GkqVaoU/MLo70899ZRXFlU//7zGdO78rhcY/kn5mmtGms8/X2RXDQ3dDWlJlPr1BwSvuVGjwea112Z6d1FR9d1335kmTZok3fFqJNS0adPsqqGhzvS7777b61z3X/MRRxxhXnrpJbsqUCKRDhDf0qVLTcuWLZMWpKtRo4Z566237KqhVtRJWHt3jB4dnZPwkiVrzD33JIdf8+avhjr8iqKTcIcOHZJOwhr5NGLECLtqaCn8mjZtmhR+Z5xxhvnss8/sqoCTvAgQ3/Tp081ZZ52V9AtzySWXmG+//dauGjpqBlKneGIz0NNPR7cZ6Msvk5vfdHTs+E7omt9sRTUDaaSTmoE08imK3n33XXPCCScEP4+a326++eZQNb8hmvIqQHyvvvqqN0LL/4XRyK327dt7m/eEzcyZi4OZ3v5xxx1jzfz5+dERrQEAF1wwJPjZNADg6affKDgZh28I9sSJE7fpiG7evHledERrAMAzzzyzzQCAxx57rNQHACC68jJARHNEunbtavbcc8/gF0ab92gTnzCMk9fVX9u2D5nq1f9WcGJ9xju5aijspEnbrmUVdb/9ttH06jXZu6uqUePegqv7i83RR9c1w4cPt6uWCgWEgiJxKKyCRIGSb3755Rdz++23bzME+Y033rCrAjuUtwHiW7hwobnuuuuSTg7azEeb+pQGde4/8cQT3gJ55ctXNpUrNy44sXY1I0bk/2Q8TYJs2bJXwZXvScFn0aBBA2/hwdKgJik1TSVOxlPTlZqwsnGRoYsaNbO+8sor5qGHHjL33nuvt6WB/n/6h3Yk1OMq1520hqdn4w5BkyDPP//84OfWccEFF5gZM2bYVYGU8j5AfNq0R5v3JP7CaHOfH3/80a6aNf/973+3WaK7fftuZsWKcPcLZNqECR+a//3f/w3eB7XJawHCn3/+2a6aNeoM18gk/zWos1yd5plcDkQTDrXsiAZ4HH/88Un/94pz6OJHQ4hbtWplXnvttYw2xf7nP/8xRx11VPC99H/yH//4h3enAuxIbALEp018tJmP/wujlX+12Y9WAs6WojYJOvfcc2O9SZDa5Pv06ZPUJq+FCB999NGsXHH7NPzWXpBQw3Q1YikTtGKCdtfUnVXiXa996OdWgKmeXs+ZZ57p/al/63Et225/jX8ocLWEytChQzMyv0Pvt973xIUg9fr0+bBsPLYndgEi2sxHm/pocx//F0ab/mjzn0xKtU2priJRSFe6uuJNbJPXFbGujDNJfU6a+Gcvia4JgpmgYNIdrfaxsU/4Rx55pDfqScGifpV0J7tqeLqWJNGJXIuIJu6X4x/qCNcE2kxswKY7QN0JJr5HulMsyVL0yG+xDBCffumuuOKKpF9IbQI0ZcoUu2qxaAHIfv36ect5+8+rBSC7d+8eywUg06G2d7XBJ34WuspWW31J6OpaS43oROs/r66utSRJJq6utYSIvbSODm0/oFFPxdlAKh2zZs3yNpnSHiOJ308XKQqpTHw/9UnpTijx+S+77LKMPDfyS6wDxDd+/PikX0gtG6/OTG0OVFx6Lu3tnonniiONBtKoIP/9052JRg25tMkX9VxaBDET28Kq78yeoa5g6tixY87mHWlCoPpFEu969DP+85//zEiTrEbJ2dvx6ufb0Xa8iA8C5He6a9DmP4l3DWoT1iZB6bTJF3U3o73eS3o3E0ep7hp0RZ/OXYP6nLSseuJnkYm7GdFr051k4sgtDQ/XfIrS2n5ZFydqKk3cyVPNZmPHjrWrFpv6WO6//35vTS3/uf/whz+Y559/3q6KGCJALOq30GZAiW3y6rfQpkFF0UlDe7cnXgWqrVodnCgZ9VuoWSaxTV4zqjWzuihFfXbqT0n12RWXdv5L3OBMn3mYZqgvWrTI/PnPfw5enw71j6RzAbQj8+bN2+a569ataz755BO7KmKEAEmhqKvYRo0aJY2cGjJkyDYjujSGPxPNB9hKTTVawynxs9AaT/7IqZLePaZDw3ETRylpVF2mRm5lmlaqTlyJQSd6BUAmfPjhh+bkk08Onlsjza699lpvvhXihwDZAW0SZM/duPLKK71NexJPaNrDPZdzSuJIq8naczfUD5E4x0J9ThpJlKk+J00o1EZm/vPrIkGjqcJO/RSJdwwKV3X4Z4Lek4EDB3pNd/7zq0nvjjvuyOgcFYQfAZIGXcVq5Etim7x/qEmjtGa1x5Ha5NVslNgm7x8aQZfJWe1aNUCbMvnPr/1nNJM8Sp5++ulgGLlO8pkatiwKC3XYJ65YrP4RxAcBUgxqk/c7yrV0vPZqV/MJck/rV/kjrNSMkuk5POrbShxWrE74TM5SzyWNDNQwcv0cGkmVqT4hn0ad+bPZtfYc4oMAcaD+Efo5Sp9GPumkpVnbmaQ7zsTw0ATBTPWllJbJkycHs/4VIhMmTLCrlMhdd93lPbdCHfFBgCCyshEgat/Xyrx+eGgUUzYWViwNX331VRAi2rkzE8OafQRIPBEgiKxsBEhih7k6ofMlPHxaGsUfcq4dFjO1qRQBEk8ECCIr0wGiobp+eKjPI+rNVqloOXmNVtPPeeGFF9rFTgiQeCJAEFmZDBBNEvRH2Wm0VVQ7zNOlFaj9sOzZs6ddXGwESDwRIIisTAWI7jS0yZieS/M8ojZU14VGD2rYs35mdapr46qSIEDiiQBBZGUqQLS2lX81rqHZcTF37lxvZ0z93JrpXxIESDwRIIisTASIVg/wF0bU8iRxowUq/fAsyR71BEg8ESCIrEwEiL8ku0YmhXVtq2xSU5a/lYEWAXVdUZgAiScCBJFV0gDR2lD+1beWR4krTSr0t9998skn7eK0ECDxRIAgskoaIBrCqq+vXLlyRvYWjzJ/5r02kNIaYMVFgMQTAYLIKkmAaIl4/6pbzxN32mPFvxvTNgXFRYDEEwGCyCpJgPhLnWuZc7ZoLeRvUaAhzcVFgMQTAYLIcg2QlStXBst5dOrUyS6OLd15+HchM2bMsIu3iwCJJwIEkeUaINoQSl+nJqzZs2fbxbGl2ff+Pivaprk4CJB4IkAQWa4B0qBBA+/rTjvtNLso9rSzpt6b6tWr20XbRYDEEwGCyHIJkGXLlgULCfbu3dsujr1Ro0YFzVja9yZdBEg8ESCILJcA0Uq0/gny+++/t4tjT/1DZcuW9d6ffv362cUpESDxRIAgslwCpGXLlt7XVKtWzS7C72rVquW9R9oPPl0ESDwRIIgslwDRUu36mptvvtkuwu/atGnjvUda2iRdBEg8ESCIrOIGyLp164LmmTitultcQ4cO9d4jjVJbtWqVXVwkAiSeCBBEVnEDRHteqL6ODz/80C7G76ZMmRK8T/p7OgiQeCJAEFnFDZDELWuXLl1qF+N3uuvwl3kZNmyYXVwkAiSeCBBEVnEDpFu3bl79/fff3y6C5eCDD/beqwcffNAuKhIBEk8ECCKruAHSvn17r7460rF9NWrU8N6rdu3a2UVFIkDiiQBBZBU3QPwhvFo0ENtXt25d773629/+ZhcViQCJJwIEkVXcAGnevLlX/+yzz7aLYDnnnHO89yrduSAESDwRIIis4gZI06ZNvfoXXXSRXQSL3iO9V3rP0kGApK/PLWV2eERFdF4pYClugHAHkj7uQLLHDouijqiIzisFLMUNEPpA0kcfSPZELSS2Jz9+CsRScQOEUVjpYxRW9hAgQAgUN0CYB5I+5oFkDwEChEBxA4SZ6OlhJnp2ESBACBQ3QFgLKz2shZVdBAgQAsUNEFbjTQ+r8WaXPeLKPqIkWq8WSFDcABH2A9kx9gPJLjsw7CNKovVqgQQuAcKOhDvGjoTZFcWgSCU/fgrEkkuAsCf69rEnevYRIEAIuATIsmXLzM477+x9Xe/eve3i2Bs1alQQsDNnzrSLUyJA0keAACHgEiDSoEED7+tOO+00uyj2mjVr5r031atXt4u2iwBJHwEChIBrgDz77LPe12mU0ezZs+3i2Fq9erWpUKGC99507tzZLt4uAiR9BAgQAq4Bonb+3Xff3fvaTp062cWxNWTIkKD5asaMGXbxdhEg6SNAgBBwDRD585//7H3tAQccYH799Ve7OJa0yKTek9q1a9tFO0SApI8AAUKgJAHy2WefBct16Hni7t133w3uPnQnUlwESDwRIIiskgSIXHjhhd7XV65c2axdu9YujpULLrjAey+qVKliNm7caBfvEAESTwQIIqukAfLxxx8HV90PPPCAXRwbEyZMCO7GnnzySbs4LQRIPBEgiKySBog0adLEew51qn/33Xd2cd7bvHmzOfHEE733QEuXrFmzxq6SFgIktSVzp5jhnY8xk0Z2sIsijwBBZGUiQH788UdTsWJF73n++Mc/2sV575lnngnuwoYPH24Xp40ASWHLFvNq15O9TvMR959gl0YeAYLIykSASPfu3YOTaJxW6Z07d67Zd999vZ/7jDPOsIuLhQAp2swPBwajrmZ9PNgujjwCBJGVqQDZsGGDN3RVz7XHHnuY6dOn21Xyjpqu6tev7/3M5cuX9/ZKKQkCZFsb1q4yg9tV9sJjZLe63t1IviFAEFmZChCZM2eO2Weffbzn05LvmpWdz+67777grqtnz552cbERINv65JX2Xnj0bbGzWfz9J3ZxXiBAEFmZDBBJ3PL2vPPO8+5M8pFWJPYXlNRQ5kwgQJKtXDLHPNtyNy9A3h1wjV2cNwgQRFamA0TatWsXhIhmq2/Js2aHjz76KFjGpWrVqmbJkiV2FScESLKxvf7khceAVhXNmhUL7eK8QYAgsrIRIAqM5s2bByFy66235k2IfPXVV2b//ff3fq5KlSqZb775xq7ijADZav43bwcd55+90dUuzisECCIrGwEiarryZ2bruPrqqyPfnDV58uQgPNRprsmDmUSAFNqyeZMZce/xXngM7XCk2bRxnV0lrxAgiKy///3v3klLO+iNGzfOLi4RTahLDBH1iUS1Y338+PFmr732CsJj9OjRdpUS+fnnn82RRx7pPf8uu+zizfCPqy/ffTq4+/hu6it2cd4hQBBZ7du3D07wOpo2bZrR2eRaE0r7gvvPr9FZURvi+/TTT5tdd93Ve/2aMJnJoNVdme4C995776TPQcuiXHPNNWbBggX2l+S1db8uM4P+sZ8XHqMfO9MuzksECCLt4Ycf9pbg8E9eu+22m7n77rszdreg/o/EjnXNE9GGVGGnJer9Jet1aNn6TN4ZvP766+aoo44Knr9cuXLecvAHHnhg8JgC68EHHzTr1uV3M47vw6GtCoft/rWsWTb/C7s4LxEgiDytpKvFEP3d9HQccsghZtCgQRnrANcQ38QrbS17ksm7nUx68803TbVq1YLXWrduXTNv3jy7mhN1vJ9//vnBc+vQv/0NqFatWmX++c9/ekHul6t5S0OH89nyhV+Zfn/dxQuQ91/4m12ctwgQ5I358+d7I6j8lWV11KlTx0ycONGu6kSTDWvVqhU8t4bDKrjCcoW9aNGipLsOHRpFlokBAL/88ou5/fbbvTsN/7nVYa47kaLovfrTn/6U9FrOPPNM88UX+Xll/nqPc73weO72fc3a1ZkZGh0FBAjyjgLD311PhwJFwZKJNnmdjLV2lr8Ao46DDz7Y6wtwXcm2pBYvXmzatm3rNa/5r0lX/WPHjrWrFtumTZu8BRf9EVw6NGNfP286wfTOO++Y448/PvhaDXj461//apYuXWpXjawfpv076Dif/vYTdnFeI0CQl9R09dxzz3mbRfknL530u3TpkpE7Bq3i6y8F7x86yXbs2NF8++23dvWs0K6KrVq1CiYG6tAdgpqQfvvtN7t6sWmXwhNOOCHp5H/zzTd7o66KQyH0r3/9yxtu7T+XFnF84oknnDavCpPNG9eboR3/xwuP4fccazZvjvbPU1wECPKaOtM7dOiQ1CavGdgjRoywqzpRx/RFF12UFCQ6TjvtNO/K/fvvv7e/pERmzZplevToEezh4R8aaaWTeya+n/p2NKIt8fm1Wq8CqySWL1/uBZ6G+vrPe8wxx5j//ve/dtXImDa2e3D3Me/L6P4crggQxILa5O07hoYNG5rPP//crupk2rRp3oTDxLsB/1Bzkk7uGr2l5rVly5bZX14kNfNo6ZE+ffqY66+/Pmm0mX+oOUn9HD/88IP95cWmsNUINs0V8Z//iCOOMC+99JJdtUS+/vprc+655yb9HBqUoHCMkjUrF5mBrffywmPM05lZUyxqCBDEiuZB1KxZMzhxqVmmRYsWGVsTauXKlV5QNGjQIKkz3z7U3KWTs+opyNTBrD/1bz2e2NxjH3rNmtg4dOjQjO3l/vzzz5s//OEPwffQiLb7778/Y89flNdee81Ur149+J66i1JfzooVK+yqoTSg+w3m3svLmH4tdzUrFkcr/DKFAEHsqE2+V69eSSdpXcmraSidjuF0qclGw39btmyZ1JFc3ENBpNBT849OuhoqmylqgtMw38TvpcmTGtGWC+vXr/cGJfgz5XVoLkm/fv28PUvC6rOpn5qTqu5sLqxVxrzSt61dHBsECGJLJ/jWrVsnDU1Vm/yYMWPsqhmhk6VmsmtOxEMPPWTuvfdec8MNN5jrrrsuOG688UbvcZW/+uqr3kZPmQw1n0akabZ44l2SRq6pyaw0aAiy3gt/mXkdJ510UsbX7MqU008/3XuNNY860Py6eqVdHBsECGJPbfKNGjVKuupv3LixmTlzpl018jQCTSPREocha6SaRqxlatJlSXz66afBydk/rrzyyoz08WSKmg7916Y7pTgjQIDfaZHBxDZ53Zm0adMmMm3yO6LmNI1A838+jUzTKrqZbBLLlBdffDFp0IAGJ3Tu3LnU5tr49P3916U7pDA3s+UCAQIkUHPRI488krRsidaR6tu3b2RPFhpppk76xKv6Sy+91BuZFmaay6LmvMQJkocddpgZMmSIXTVn7rnnHu91qOkvrM1ruUSAAEXQ7G71RyS2yWvuhZZGjwoNA9asb43a8n8GdeZrdniUzJ071zRr1iwpAE899VRvj5Nc0uvww0zNaiBAgO2aMmWKqV+/ftLJ64orrghVm7xNs7s1y1uzvf3XrBFnmg2uEWhR9f777yetRaZw1/yYn376ya6aFVdddZX3fdWcpjABAQKkRR2niW3ymmzXqVMnb9n0MNGsbo0k81+nZn1r+K9GnOUDNSP279/fHHTQQcHPqCHA3bp180a5ZYvCyx+xpr4YFCJAgDQV1SZ/6KGHmsGDB9tVc04jxjSb239dOjTbWyPM8pEmbGqfFn+zLB1awn7UqFF21RJTaP3f//2f9z3UB1PaHflhQoAAxaSFFLVsSeLJul69embSpEl21azTCDHN3k48kWokmSYcxsHs2bO3WYvs7LPP9ubPZIpWFvCfW6PDsBUBAjj64IMPTO3atYOTi5o4NBlw4cKFdtWM01Wx5iBohJj//dWUo1nd2WzKCSttonXccccF74Wa7rRGWLrrjqWiOx2/uUwLZIZhrkyYECBACeiEMmDAAG9PEP/kteeee5quXbtm7USukWCag+B/P3Uma8SYRo7FmQYP9OzZ01SqVCl4b/T3p556ynnZeH87Y73HuR71FQUECJABmozXvn37bdrkR44caVd1ppFfGgHmP78OzdrWSDFspeHLWn8scdl43Z289dZbdtXt0urA/uep0V7YFgECZJA2k7rkkkuSTvJnnXWWtwaWK3XaauRP4lLxGhGmkWFITe+53vvEz0KfjfpN0uH3reiOMldDhaOGAAGyQFe7NWrUCE5cuhrWVXFxt3LVrGuN9PKfRyPANBIsEzsOxoXuAnU36L+HuqvQ3eL2lnDRdsB+/Ycfftguxu8IECBL1O6u9ne7TV7t9Dtqk1d7u2ZbJ149aza2RoCh+NQfpRWOdTfhv5/qt1L/ld0xrs/G75BX8GSrLysfECBAlmkkkEYEJbbJH3vssd7IIZuaSjSSK3EJFc2+1kQ2lJxGyOn9TVzGXiPpNKLOp4D3y7IxrySfECBAjmhuguYoJN5VqJ1dbfJFXSFr+KhmXUd1Eccw05wdzd1J/Cw0t0cLT/p3jOecc479ZbAQIECO6ao2sU1edybaEdH/t9ro77zzTm8OArLL7mPy7/z0mWRyMmK+IkCAUqA7Dq3flLiVq46LL7447VFCyAytZ6Z1zbQ/iv856O+MctsxAgQoRerzUB+Hmk2GDx9uFyOH7EELOrQSM/NsUiNAAMSehvr6oXHbbbd5e78kNmsx079oBAiAWNM+8UceeaQXFtpwS8N4NXBBu1AmrjWmXSq1W6V2rUQhAgRArGn0mx8S9nInWu24TZs2ply5ckEdrXY8evTopHpxRYAAiC3NC/GHTmuZk1S030rjxo2T+kcaNWqUt/utpIsAARBb1157rRcGGnWldcx2ZMyYMUk7PurOpHXr1nmz42NxESAAYkmTCf15H5p3ky71gfTo0SNp7o72nO/Vq1ek95x3QYAAiB2tf+XPRNeaWNtbWDGVJUuWmBYtWpiyZcsGQVKzZk0zbtw4u2reIkAAxI5moPsnfS2oWBJa/qRhw4ZJ/SNNmjQxc+bMsavmHQIEQKxo5rm/fIkWUszUWmMvv/yyqVq1ahAi6lfp0KGDWb16tV01bxAgAGKlY8eO3gleK/ImrsKbCZpT0qVLF1OxYsUgSCpXrmxeGf7cNsvG5wMCBEBsaFtgf2dH7a+SLQsWLDDNmzf3QmqfCmVMw+PKmMdvP8UsnjPRrhppBAiA2Lj88su98KhQoUJONueaOHGiufriOuYv9cuYR5qXMX1a7GTGDWhufv1lvl01kggQALHw3nvvBc1K9913n12cNWq6mjJukBl85yGmzy1lvKN/qwpmyusPmE0b1trVI4UAAZD31FHuL5BYpUqVUtlTfsO61WbSqLvNsy13C4LkxbuOMHM+fcmuGhkECIC816dPn+DuY9iwYXZxTq1a8p1585mmQYjoeO3RM8zSedPsqqFHgADIa1oQ8cADD/TCQ/t7hMWCGePMiPtPCEKk71/LmgmDbzFrVy+xq4YWAQIgr2k1XYWHli2ZOnWqXVyqtmzeZL4a39sMarN/ECQDb9/HfPHW42bzpvAvG0+AAMhb83+YYWr9z65m3wplzE033WQXh8b6Nb+YD4ffZvr9rVwQJMM7HW1+nP6GXTVUCBAAeWtI18bm+jPLmEvq7W2WLgn/joK//PSNef3J85L6R97oeYH5ZdEMu2ooECAA8pKu3nUCfvrGMmb8yEfs4lCb+8V/zLBORwUhojuTj176h3enUpTEwEl1ZEN2nhUASpH6D4Z3PsY7cepEvHnjertK6Oln+PzNR83A2/YOQmBQ2wPMjA+3XfzRDouijmzIzrMCQCn64u0ewYlz7ufR3n527aqfzfjnb/JGafk/0/IFXybVyWZIbE/uvyMAZJGGwWokk06o6k/IF0t+nOr9PKMfbWg2rvs1qYwAAYAMmDCkhXcyVb/BLwvjsWc5AQIAJaTZ3H5Tj4bFxgUBAgAlpOYdnUg1MW/dmuV2cd4iQACgBL6b8nJwIv3qvV52cV7zf+5UR7Zk75kBIEe0LLpWttXJcsR9Nb0lQuLEDgz7yJbsPTMA5MjU17sEJ0stUhg32Q6KVHL/HQEgg7S734BWFb0T6Ju9m9jFsUCAAIADbRGrk+ezt5b39tqIIwIEAIpp8ZyJ3j7jOnl+MvIuuzg2CBAAKI4tW8zIh+p4J07tN64tY+OKAAGAYpg5cVBw4tTf44wAAYA06W5Ddx06aY7seop3NxJnBAgApGnK6w8UnjRb7OT1g6B0ECAAImfya529AHnvuevtIuQQAQIgcjTTfMkPn8ZuxnnYECAAACcECADACQECIDT80UTbOxAefBoAQsMOi6IOhAefBoDQICSihU8KQGgQINHCJwUgNAiQaOGTAhAaBEi08EkBCA0CJFr4pACEhj3iyj4QLnwiAELDDgz7QLjwiQAIDYIiWvikAIQGARItfFIAQoMAiRY+KQChQYBEC58UgNAgQKKFTwpAaBAg0cInBSA0CJBo4ZMCADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4OT/AZtK+Ox5c0jcAAAAAElFTkSuQmCC)
| Product Number | 4H30-3-X0 |
| Purity | 97 % |
| CAS | 784-57-6 |
| MDL Number | MFCD00042160 |
| Molecular Formula | C11H13F3N2O |
| Molecular Weight | 246.233 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-3-X0
CAS: 784-57-6
Molecule Weight: 246.233
Formula: C11H13F3N2O
![N-[2-Nitro-4-(trifluoromethyl)phenyl]morpholine](data:image/png;base64,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)
PN: 4H54-3-X2
CAS: 62054-72-2
Molecule Weight: 276.215
Formula: C11H11F3N2O3
PN: 4H56-3-1X
CAS: 641571-02-0
Molecule Weight: 246.233
Formula: C11H13F3N2O
PN: 4H56-3-2R
CAS: 78335-26-9
Molecule Weight: 246.233
Formula: C11H13F3N2O
PN: 4H37-3-20
CAS: 220954-14-3
Molecule Weight: 256.228
Formula: C12H11F3N2O
![1-[3-Amino-4-(morpholin-4-yl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-1-6A
CAS: 217489-78-6
Molecule Weight: 220.272
Formula: C12H16N2O2
PN: 4H56-3-2A
CAS: 105316-06-1
Molecule Weight: 246.233
Formula: C11H13F3N2O
![N-[2-Amino-4-(trifluoromethyl)phenyl]pyrrolidine](data:image/png;base64,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)
PN: 3H30-3-X8
CAS: 133184-80-2
Molecule Weight: 230.234
Formula: C11H13F3N2
Melting Point: 127-128 ℃
TSCA: Not listed on TSCA inventory
HTN: 2906.12.0000