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H94x//COdJ+cXPfub2zYSIBgd+XeZ3tRYECEpGbRJ+Hom11lqryRp8NRGSLng777xzrTBRW0K3bt2CHmAfffRR/KUloTuLgQMHBncafj81uHLixInxTYuyePHiYPT/SSedFFTQjZ+bQha9Xu+j99P7JkVfMFQlWNWC/Wep08SwYcMa/dFdXfOk/Pbgg937774b37RqECAomRNPPDH8Rfzb3/4WX90k1H30+uuvd127dg1GaEcvDvp/3RVde+21TRZuUbogDh8+3K277rrhPilotb9qA0mCwkl3XuoyGx1wGF/UvqLQ0nZaVIjR/1k/1/r4a/yi99V2+pykHrOpk4WqBkc7D7Rv3z6oLpy0uuZJUUDmM09KpSNAUBIPPfRQeMHSY5A0WLBgQdAes9dee2VdLPyiciBDhgxpkpLkU6ZMyXrcpgului0n9W3+lVdecYcffnjQFhQ/TrWv6LNGjRrlpk2blvdFX9tpe71Or4+20/hFn6fP1ecnQY/MVEU4+hl9+vQJqg0Xq755Um666aZGe9RabggQNDnVPPKPIPRMO43da3WhVlfSX//611m9gPzyq1/9KhhBnfT83++995475JBDsj5Lj9SSuuCql9pvfvObrLsN/VljSHS8ST+20/vpffX+8c/Ufmh/kqAvJNGed6o2PGjQoKD6sIWm6Y3Ok6IvFKecckpB3curAQGCJqXHMnqcoV9KfRt99dVX45ukjrqT6lu1JkTyDf7RRd+0VeyxmFHT6lasHmPROwLV/VLDdBJ0d6WChdH91qMxdSzQY7ymoM/R50UfyWnRfmn/iqVBo7pDVJVh/96qPqyedvmqa56UHj16JD5PSqUgQNCkVCzP/2LqUUC50YVedZoOPfTQrFpTftFF/+yzz3bPPfdc/KX1Gj16tNtoo43C91h99dXdlVdemcgoegW22kyic3Hos/SzUt356XP1+dFj1v7pZ0k0hCuMVG042qa10047NViAsxTzpFQCAgRNRmUqfKOnxmCUOxUt1AVGxR6jA/r8ohH1mh9c7Rl1jQ144YUX3C677BJurwueusYm9RhJF9Jo+4DublRrTPudBtoP7U/0rkv7m8TdiKg9RtWH/XvrsZn+rlSlOCo+T4rCrCnnSSlnBAiahHqyqMqqfkH1zTOpxmC9r75ZanY7jUdQz67oOAX9v36u9dpO2zcGjX1Qt1pNmBR/RKNlgw02CDoLqOfOhx9+6I466qisb8jqUpxUe4CoVpg+07+/up82ReO/hfYr2j1W+639T8rdd98dlsnRoju8K664Iqi9Fp8nRTXUSjVPSjkiQNAk1DNGv6QqVVLMLIPq/TJp0qRgXERdgwLzWfQ6vV7v0xi9afQYRo2wCq/oN9u6llatWgXtK0m67bbbwln/NHZE3ZDLgfbTj3XR/us4kqJqxGpjqqsNS0ua5kkpJwQIGp0uBP4XVY3NFhqFfeaZZ9ZZfVeLHo21adMmHJug2lr+z/p5dLxAdNH76X31/o1F33TPOOOM8A5Mix6nqJdQ0jW51EjtP0Ofp8dk5UT7Gz1POp4kqZeb6qH591c7VhrnSSkXBAgalbq5+smC9C2v0G/86r6qX/joPNpaNt544+Bxgxqg9Rm5Gl+1Xttpe71Or4++n95fn5NUd9n67LnnnsHnaeBi0lTWwx+Puhkn1ZbQ1LTf2n9/LDqupPk7ETXcw44AQaNRI6nvS69GZn37y5f622seiGg7gd5DA9QK6eHUEL2P3i/aAK7P0+c2Vn9/zdGhz9EYiCRF7zw05kJdj8uZ9j86v0nSdyK+V5oGCsKOAEGjUakJfwFQTaR83XvvvVmjf9Uorf79jXVR1Pvq/aON3/p87UfSGiNAoo8IdYeTll5WxdJx+Ds2LUm2iRAgySBA0CjUvdWPPNY3+nyoofPYY48NLxga/asxFdbRxIXS5+jzomVMtD9JTgebdICot5J/vKfHPvmWHSkXOh7/OEvHmVTvLAIkGQQIEqduqv4OQoX28rkAa+xD9Ll3x44dSzb6V5+rz/f7ov1KamxGkgGitgLfVVdtOuXa5pGLjsu3Wel4kzhOAiQZBAgSpcZq/9hBo3o1V3cums8i2qitR1+lHsSlz48+gtP+JTHvRlIBovPsBwmq62uSY0jSSMfnu/jquHN1msiFAEkGAYJEDR48OLzo3nDDDfHVteii7EuBq6utSn6nifbHdwHWfhYbIkkFiHoP+fNcLuM8iqXj9MdcbO8pAiQZBAgSM3Xq1LD9IJ8LpEpK+DsPlbNIa90h7Zcvt6H9jZfCKEQSAaJHOP4CqBHc1cSPWNfxF/MoiwBJBgGCRGhaUR8GGl2da2pYFdTTBED+ziOt4eFp//ydiPbbWogwiQDxVXUVamktT9JYdLw+zHUerAiQZBAgSISfw0I9ZVTGI5dob6u0Pbaqj/bT77P236LYAFE9L9+7TYUIq5GOW8ev89BQhd2GECDJIEBQtBEjRoQXVpXEzkWlI/z2aqguJ9GGdUsJjGIDRK/T61UcsFLGexRKx+2LI1rPIwGSDAIERZk9e3ZYqkQVZXPN1a0qvC1btgy2V1fZUve2KpT213fx1XEUWlW4mABRmRV/91FsI3K5850IdD4s5WcIkGQQIDDTN0E/dmONNdZw7777bnyTWjSoUNurS6bmsy5H2m/fpTTfQZJeMQGiucT1WvUGy2dsTSXT8fveezovhSJAkkGAwOzUU08Nfgm13H///fHVteiboq9tpRHf5Uz7r+PQ8RTyDdgaIBqR7RuPk64LVa58/S+dl0JH4BMgySBAYPLII4+Ej1M0iVI+/MVT3xybqjxJY9H++2/AOq58WQPEtzMpsObNmxdfXZV0HvwXEp2fQhAgySBAUDCNg/DtGG3bts1rTgvNt+FrNqlwYSXQceh4dFz5zidiDRDNa6LXaZQ/VvBVD3R+CkGAJIMAQUFUQqJbt27BL59KlcyYMSO+SZ00aZNeo9LpjVVVt6npOHwpeB1fPiwBojE1/pt2uXR5biq+a7XOT66xR1EESDIIEBTkyiuvDH7xtOTbE0iTSPmZBDX/RiXR8ei4dHz5TJZlCZAxY8YEr9Ejw6SKOlYKnQ//KFXnKV8ESDIIEORNEzD5UiU9e/aMr67XxIkTw9BJajKotNDx+GPTceZiCZCTTjopeI0eF6I2nRedH52nfBEgySBAkBf1ctlkk02CX7oNN9zQLVq0KL5JvQYOHBi8TnNdVyI/h7eOMxdLgGy11VbBayrt7i0p/i5Q5ylfBEgyCBDk5dBDDw1+4fSsudBJffxYEc1FXol0XDo+HWcuhQaIBi76GlyjRo2Kr0aGzovOj85TvgNTCZBkECDIaeTIkcEvm5bzzjsvvrpBKrLoG4BHjx4dX10RdFw+XHW8DSk0QDS5lT/3L7zwQnw1MnRe/DnKdxIyAiQZBAgaNGfOHNe8efPgl22nnXbKWaokLtpGoLInlUjH5Y8xVxtPoQEyduzYYHs1FBc6WK5a6Lz4hnSdr3wQIMkgQFAvPQ7o0KFD8IumX7i5c+fGN8npjjvuCF6vxvdCw6dc6Lh85wIdb0MKDZChQ4cG26+//vrxVYjQ+dF50vnKBwGSDAIE9RowYED4zfree++Nr87LhRdeGLx+yy23jK+qKDo+HaeOtyGFBogeGWr7bbfdNr4KETo/Ok/5PmIlQJJBgKBO48ePDx8LHH300fHVeTvllFOC91Cl3kqm49Nx6ngbUmiA+PLxlX7+iuXPf77TAxAgySBADAYNGuTatGnj+vbt6/r3719xS69evcKyIzrOYupWHXXUUcH77L333vFVFUXHp+PU8Tak0ADR30c1nL9i+fOv85UPAiQZBEiBPvzww7BXUTUs+VTZbYifqVChVMl0fDpOHW9DCg0Qf/569+4dX4UInZ98zr9HgCSDAClQv379gn946nPep0+fWt/eK2GJ3oG0a9cur2KJ9eEOJFuhAaK/j2o4f8XiDqQ0CJACaP5lf/dx8cUXx1dXlGi5duv830IbSLZCA4Q2kPzQBlIaBEievv/+e9e5c+fgH53mY66GGeGiE0Y98MAD8dV5oRdWtkIDhF5Y+aEXVmkQIHm68847w4uptUtrudGUte3btw+OWWXL85myNo5xINkKDRDGgeSHcSClQYDkQb2QVEBQ/+B23XXX+OqK9vrrr7vVVlstOPZddtklr5LlUYxEz1ZogDASPTdGopcOAZKH888/P/jHpvaP6dOnx1dXvOHDh4cXSHVhLgS1sLIVGiDUwsqNWlilQ4DkoPIdmnlP/9gqtZpsPnx3UvXOmjx5cnx1g6jGu0KhAUI13tyoxls6BEgOBx10UPAPrUWLFm7hwoXx1VVD36z9vBetWrVyixcvjm9SL+YDWaHQABHmA2kY84GUDgHSgCeeeCL4R6Yl38a5Svbss8+G34YLGRjIjIQrWAKEGQkbxoyEpUOA1EONxdttt13wj2zzzTfP+9a40l1++eXhBfPGG2+Mr64Tc6KvYAkQ5kSvH3OilxYBUo9bbrklvFA+/PDD8dVV67vvvnN77LFHcF5WXXVV98orr8Q3qdOZZ54ZvEbdgb/44ov46rKk49Dx6Lh0fPmwBMgnn3wSdkS4/fbb46urms6HzovOj85TvgiQZBAgdViyZIlr2bJl8A+sR48e8dVV74MPPnDrrLNOcH703DmfQZVvvPFGWB5lyJAh8dVlSceh49Fx6fjyYQkQ2X333YPX7bnnnvFVVU3nQ+dF56cQBEgyCJA6nHbaacE/Lg0OmzVrVnw1MnRX5h8dHH/88fHVdfIXz/XWW6+oCr9poP3Xceh4dFz5sgbIiBEjwm/a8+bNi6+uSjoP/s5M56cQBEgyCJAYDZzzo4pz1TWqdr5Ok5Z8nj/rcZf/hT/77LPjq8uK9t9f0PN9jCfWANFgOT0y1GvVDoUV7XE6L4UOsiRAkkGAxOy7777BPyw9ovn000/jqxGhUie+o4HaAvL5ZnzccccF26+00kple3en/db+6zh0PIWwBogcfvjhwWt155PPY8NKpuP3d4A6L4UiQJJBgET885+Twm/UN910U3w16qCRv82aNQvOmcq85OqJpPEjvn2pY8eOZde7Tfur/db+6zgKGQ8jxQSI7nT8Y8Prr78+vrqq6Ph1HnQ+CrkD9AiQZBAg/7N8+bdul12OcS1atHXt2++Q80KIFYYNGxb8Mu6QWSZcdFF8dS333HNPGNT5lt9Oi+hjOx1HoYoJENHr9HpVhNYdYDXScev4izmPBEgyCJD/GTXqZdeu3SDXunU/N2XKi/HVyOFPffq4qzK/kM/9+McucwLjq2vRHCP+QlwuXVN9l1Et1jlSig0QzUnj70IuueSS+OqqoOPW8es86HxYECDJIEAyPv10qevadaTbfvtb3YAB4+OrkYdlS5a4ea1bZ/5FZf5JbbSRTmp8kyxLly4NS8VrdHvax9po//wofO239t+i2ACRI444IngPNR6//fbb8dUVTcfrOxPoPFgRIMkgQDIGD54ShMdOOw13H3xQWG8ORDz9tMtcZWtCJI85vOfPn+823njj8GKY1hDRfvmLlvZX+22VRIAsWLAgvACq00c18Z1cdPw6D1YESDKqPkDmzPnEdeo0LAiQG26w3Q4j4tJLawJEy803x9fW8uabb4a9afQNP22Ps7Q//s5D+6n9LUYSASK+EVnLtddeG19dkXSc/piL7URAgCSj6gPk2GMfDsJj773vcl999U18NQr13XfOde1aEyCZb+3u1VfjW9Sii7K/E9GihupS987S50cbzLV/xYaHJBUgKinTvXv34L3Upfj555+Pb1JRdHy+67SOW8dfDAIkGVUdIJMmvR2Eh5Zx4+bEV8Pq/fedW3vtmhDZems1eMS3qEVF8fy8IVrUVTbfyYGSps/1XXW1aL+SKmKYVICIHuFssMEGYcAV80gnzXRc/guGjjeJ4yRAklG1AbJs2beuZ8+7g/Do12+s+/77+BYoyt//vuJR1gknxNfWSYPDor2zVBFAI76bquyJPkef5ysRaNH+JDloL8kAkccffzysMaagK3REdtrpePwXCx2njjcJBEgyqjZAhg+fHoRHx463updfLv4bDeqg0u0+RPKcq1ruvffesFijlnXXXTcoXNhYVXz1vnp/fY7/TH2+9iNpSQeI3HbbbeF+q7hgpYwP0XH4YoladJxJIUCSUZUBsnDhf1yXLiOCABk0KJlvNKiDHl1ts01NgKy1Vs2jrTypjIzKhPjaWVpULkXzbyQ1KZXeR+/nS7Jr0efpcxurjE1jBIhE52lRuf3GCtumov330wZoSbr+FwGSjKoMkAsueCwID4WIwgSNSPWu1JiuENltt5pG9gKoTEXfvn3DxzR+0TNxzUU+evTooABmrkZVrdd22l6vizbaa9H763MsZTEKsddeewWfV2j58XwMGDAgPB499kmiraAUtN/R9jAdV9KaN28evLfm/YFd1QWIHlfpsZUCRI+x0AT0S6oA0WIcPa35NjRpk5/ZML6oq22bNm2CC7MWzWXv/6yf+6648UXvp/fNdz4PC93pqG1l0003DT9Xo6g1ojrJ9hWJ3olorvYXXnghvkmqaX/9HPNakr7z0Fw2viilllNPPTW+CQpQVQGihvIjjvhbEB5qQFdDOprIgQfWBIgGGmrAoZFqlE2aNMkNHDjQdejQoVYg5LPodXq93qcxap59n/mHNmXKlGBeGV+zqb6ldevWibe1qK3A37Gp62u5jBPRfvquutr/JNs8VDngsssuc6uttlp47vVZTxfxbxFVFiDqquu77T76aHWVgCg5tSlkLqaZ39ya/y5ZEt/CRLNHqh7SHXfc4S6++GJ34oknuv79+4eL/l8/13ptp+0bg4Losccec3/4wx/CrrXRRQ30xxxzjJs4caJ77733XL9+/cKaVlpUyfjFF5OrwabeStH90AjutJY90X75EeZatN9J9baS+++/P+uuRiFy6aWXmsvRYIWqCRANEtRgQYWHBg+iBJ56yjkVW1SIHHRQfG3Z0WDDf/7zn+7oo4/O6jXmlw033DAIsCeeeKLONho92tpxxx3D7dWAr5BZuHBhfFMTtSX4wYZaVI5Fj83S0ktL+6H98WVitGh/k2q7mTFjhuvatWvW34keX71fQGcONKxqAuQvf/l3EB4qW6LyJSiRzN1AECBayrAHjL61jh07Nijk53vyRBd90z3jjDPyfjSix126O4q27eh9hw4d6r75pvjKCAoulf2I7utGG20U/KxU38D1ufp87Uf0mPWzuoK2UIsWLQp60kU7XnTq1Mk9++yz8U1RpKoIEBVIVKFEBYgKJ6KE1Oaw6641AbLxxvG1qaQBhmqnOOSQQ7Keoftl8803d+edd15RDdZffvmlO//8893KK6+c9b7jxo2Lb2qib/W+iq9f9FhNjdRN9Y1cn6PPi4630aL9SuKuQ4F7zTXXuDXWWCN8bz0O++tf/xoENZJXFQEycOCEIDx2331kULodJfbBB5oZSbeF8TXp8dlnbtGdd7pbe/VyLSOPWPyy9dZbu4suuijxbr/vvPNO0IMs+lk9evQIuiAnQTWlNAYl2v6iP2vMxciRIxMr2eLp/fS+ev/4Z2o/kqrhNX78eLfllluG768gPvfcc8t+PEzaVXyAPP/8h2HD+ejRM+OrgRUWLXJuxAjn9tnHuZVWch9lLkR/yizt/ndR2n777YNv0I3Z5ddTu8m2224bXhBVXkVdTpMa4KjgU3tAtP3BL23btg0GWI4aNcpNmzYt7/Io2k7b63V6vd4n/t76PH1uUsE7e/bsrAZ4Lb17905th4FKU/EBcs45k4LwOPDA+9zy5cU/X0WF0dweKju/554r5jKJLJN22cWNufpqN3fu3PgrG516dmmgW7SBXn++ObO/SXU/1kVfJes1XiZ6hxBfVMq+Xbt24diagw8+OPyzfu5L8te16H21nT4n3zDKRb3pTj/99Ky6ZborVE84NJ2KD5DnnnvfnXjiP9zMmcn0bEEFeO895/7855q2mMzFLXP1WbGol5hGievxmh61pYAulhpTEr1YbrPNNol2dZXFixe7Bx980J100knB+8eDoJBFr9f76P30vklRcKr8SDRU1157bXfjjTcmFqrIX8UHCMrMl186l/nGH8wpsu66LnPVdK5ly5oyKEOH1qy30CONP/3JuR13rHWXEXxG9+7ODRumQmnxV6aG2kH22WefrAv1gQceGLSbNAY1Ss+aNSvodXbVVVcF42lOOOGErHE2+n/9XOu1nbZPovdYXSZPnuy222678NhVXUBztiT1WA+FI0CQHlOmOLfeerUv8NFFofLkk/FX1k3ziWiGxMxFp9b7rLKKc/vv79xf/5pz/va0eeSRR9wWW2wRXkjVYKxeYOrJVYn0+FCPzKLBqfEipZovBisQIEgH9dFfaaWai/v22zt3333qwqOvweqD6twDDzjXqVPNem03dWr8HWrMnOncoEHOtWlTOzSaNXOZK5Fzo0bZ72RSQt/yr87cqUXHd2gsicaUVEqXVXWfvuCCCzJZv0p4jOrarDnqkQ6JB4jv8ZRLvtvF+ddpXMf8+fVfBKzvjxLQ9LWtW9dc5I88smasSF30c63Xdr/8Zc3rojRmIh4azZs7d9hhzj34oMoRZG9fAT7++ONg9Hp00JxGt0+tL2DLxF133RWM5PfH1KJFi+AxWamnOka2sg0QLQ3N5WF9f5TA7bfXXOzbtasdCnFa37ZtzfYjR2avmzixphF8zTWd69+/JlBSUrajsb300ktut912Cy+46vmkAXqqPltOVK+sc+fO4XGovItKxSRV3gXJKtsA0R2IypK88UbdPTys748S0KBCBUK+pU18efjeveNr9JW85rFXlbrvvvuCCr/+Aqx5L1SFNi31r+ozf/78zM3lkVldibt06eKmT2fKhTQr2wD5v/97NvjvySePj28SsL4/SqBVq5pAePPN+Jq6aSCftldVX9SiWlOqNhstu6IaXQ+oHSllFGyDBw92q6++erivKoF/9913xzdFCpVtgHz22dLMLfvI4M/Tp8+Pb2Z+f5SAekQpEPIt7qdJmLS9ZjpEvVR76rDDDgsvzFo0oE9VatNgzJgxbpNNNgn3rVmzZkGX4KQn2ULjKdsAkREjXgz+fOSRY2Nb2d8fJUCANKpnnnkmqEbrL9RqcFe1WlWtLYWZM2dmzXeuRXPFz5s3L74pUq6sA2Tp0uXhHB+PPZY9mMr6/igB/wjrrbfia+rGI6yCqWuvihquv/764UVbVWtVvbaxBv7FffLJJ8HAw+j0wqov9pTmiUFZarQAyXcpVPx1Y8a8Fvy/al19++2KWlfx7ZBiSTaio0GqTnvOOedklY1XFVtVs20sy5cvd9ddd51bc801w89U7awRI0YkMv8HSqfsA0Sh0bv3vcHPFCb1bYcUS6obL/L2VuZur1evXuEFXct+++3n5syZE9+0KBMmTMiqyqt5yM8666zEiiqitBotQHLJd7u4ul6n+c31s332uSt4rFXfdkipQgYSanyHttP2ucIGOT366KNBFVt/gVfBxgEDBrjPPvssvmlBVPJ+//33zwqoAw44wL2Zb087lIWKCBBRQ7p+roZ1qW87pFS0lEnHjs7df39NCRM9n9cgMo0k32GHmvXajulJE6Mqtqpmq6q2/mLfsmVLN2zYsIIfMenOYuDAgcGdhn8vlXufqEGeqDipCZDZsxe5IUOedn363O923nlE5nZ6tDvjjAlu1qyPI6+q/Tpv2rSaiaO6dh0ZdPGtbzukmIokqliiQqK+ResnT46/EglQVVtVt402crdv3z6ogpuLgmb48OFZ09WutdZawTznagNBZUpNgOjPxx8/zs2Y8VHwGErB8bvfPRiMNo/2sIq/LkqDCrXummumNrgdUsyXc1f59nXWqZnkSf/t0sW5q65SK3D8FUiYSrKr2m308VOfPn3qnVRrypQprkOHDuG2CiDNSJjkPCBIp9QEyLXXTnXxIqIqU6JtDjrovvBn8ddFaXsFjsqcNLQdgNweeught9lmm4XBoKq4gwYNCqrkynvvvef69u2bFTTdunVLbLpapF9qAqQuuhPRNgoEL9frVGDRb9PQdgByU/XbIUOGBNVwfUiobLzmHY/Op77pppsGE0qhuqQ6QPToSttER5rnet2HH37hOne+Led2APK3YMGCoCququNG7zhUw+rKK6+kzHqVSjxAkvL551+7/fcf7bp0GeFefZVSzkAaTJs2zbVq1SoID5Uj+UiTfqFqpTJAli37NmhQ7979Tvf22+U13ShQDSp1+lwUJnUB8t1337uBAye4XXe93b32WmmKvQEAcktVgKgXlhrBd9zxNjd16vvx1QCAFElVgFxxxVOuY8db3fjxlDsAgLRLTYBcf/2/g15To0fPjK8CAKRQagIkOnajruWLL+gmCABpkpoAAQCUFwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+X+t8dm/fLc2egAAAABJRU5ErkJggg==)
| Product Number | 4H30-9-X6 |
| Synonyms | (5-Bromo-1-benzofuran-2-yl)methylamine; 2-(Aminomethyl)-5-bromo-1-benzofuran |
| Purity | 97 % |
| CAS | 165736-51-6 |
| MDL Number | MFCD06658983 |
| Molecular Formula | C9H8BrNO |
| Molecular Weight | 226.073 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-9-X6
CAS: 165736-51-6
Molecule Weight: 226.073
Formula: C9H8BrNO
![5-Bromobenzo[b]furan-2-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABfhAAAX4QHLCAubAAACEnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRZfvIE6RpRgwoMWAtQP2Nii2khqwrUJ2rn8/yjlqL5kLH6RJfpRNUp49HKoSdto2halTIignoOvM5EW9Scmv12+TmDzMZxkGYWDdpOStbd+njO33e5q96UodTE0zU5GTf3poikHM3qPGbpjkXLDfz08vHTMp6qZVdaaRaopp0xmfTKba7i3+swSrlN0VNTuFs8ruTtn+SO5OTg9NTj6+ZYm+BaKwLkoNa2Mr1cJOcoon/wIbXWurWp3D6ohmj/r47fPZ86PJtpWuW1RdhiJT5UtrtxkaKlPqbIvJUPn+mJJKIKBaUy2sVUdwmjMrAUqC8kD5oAJQIagIVAwqASU4XugXEutcarfQ6/Fdp+SrheX5+NG7L7FCMiURDRLhQUhlEIUX4dNEegl46OMSJBUyCEFQKbkPE049kYQwwY7GKM/ec+yJJHDE1D71YhmjJxQoJOURCkE93n8KkjDBp9jvjJ1AI08EpuJxHF3wUzKsCruWZT5bmTrvqVDkKVkJ0tXrp1438lwyAsbm2uIUugQutA/IIeAKfAUW9wBvCLh2jAP+EHDNGweCIeBaPQ6EQ8ANxjgQDQE3RuNVioeAG7orIO8Byc0Kgo+/k/MPWteN9CeMuCnVp8g/Db/smlHGuxmS+wjrzSS7bGtUb7Y86/0PGP4F538B/cOJ1yQOa/IAADEfSURBVHhe7d0HuBTV/cZxY2KLBUuMibG32BUFg9g7YI9dbBgsEUsUNaJiV+yxgoJKVBK7omAJVuyKvfcaUfkrxF6iOf99Zz3D7Ln3cmd/O3Pv7s738zzzmDCzt8zdnXfmlN+ZzgEAYDBd+A8AAKRBgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAqBN7r7pqq9sBa63lTtxpJzd66FD31eefhy/rNAQIANSJMDha2wZttpmb/NFH4Us7BQECAHXCh0TSjz/+6KZMmuQev+MO99c+faL9lxx1VMUxnYUAAYA60VqAJL365JPR/oPXXz/c1SkIEACoE+0FyLdffRXtH9CzZ7gr4l//v//9z42/4QZ38q67Rv0n+3bvHh6aCQIEAOpEewHy2k9PIMdtv324K+JfP+rkk+P/rW2fbt3CQzNBgABAnWgtQP7344/us08+cRPGjYs60LX/3muvrTjGS4bGNWed5T6ZODF6fV4IEAAtPPbYY+7aNi5SyE8yAFrb/tq7t7v3mmvCl8X8ccOPOCLclQsCBEBs8uTJbr/99nPTTTddtK211lru1VdfDQ9DTsLACLd9und35wwY4D56553wpRF/3BvPPhvuygUBAsD98MMPbujQoW6eeeaJw8NvM844oxs4cKD7z3/+E74MGfMBEPr+22/dxDffdGOGD3f7rb66+8t667mP33svPCx+/RdTpoS7ckGAAAV3zz33uBVWWKEiNNYrXaB23HFH94tf/CL+t3nnndeNGDEimpeAfLQVIEkP3nxzdExrc0HSvD5LBAhQUG+W7mj/+Mc/VgTHkksu6caMGRMf8/zzz7v111+/4piuXbu68ePHJ74SspImAL758svoGE0qDKV5fZYIEKBgvvjiC3fkkUe6mWaaKQ6FLl26uDPOOMN9//334eGRG2+80S222GIVQbL99tu7d9poi4dNmgDwATJg9dXDXalenyUCBCgITS77+9//7uaff/44BKaffnr3pz/9yX388cfh4S1899137pRTTnGzzz57/PpZZpnFHXPMMe6rr74KD4dBmgB4cPTo6Jhjt9su3JXq9VkiQIACeOSRR9xqq61W8QShEVZPPvlkeGi7Jk6c6HbffXf3s5/9LP5aCyywgBs1alR4KKrUVgD8txTeE996y40dMSLqRNcx/7riivCwNl+fFwIEaGL//ve/3a677lpxsV9ooYXcVVddFR5aNc0VWb10MUuGUs+ePd3jjz8eHoqUfAC0t40YNMj9+MMP4csJEAC1++abb9yJJ57oZp111vji/stf/tIdd9xx7uuvvw4Pr8mVV17pfve731U0i+2xxx7uww8/DA/FT7787LOoLyMUBoXf9uvRI+o0H3bYYe7ZaQxgIEAA1OS6665ziyyySMWTwc477+zea2XeQFa+LF0MBw8e7Gaeeeb4e6qvZMiQIVHfCco0P0N1qlTccOBGGzX8kGgCBGgSzzzzjFtnnXUqgqNbt27uwQcfDA/Nzdtvv+222267ip9h8cUXdzfddFN4aKGouemuf/4zmgDonxL+su667rvSk2IjI0CQO5XG0GzmdUsfmFtuucV9++234SGowf/93/+5vffe2/385z+PL9rzzTefu+yyyzrtDve+++5zK6+8ckWQbLDBBu6FF14ID216Lzz8sDtmm20qmqQuOPjgVmeSNxoCBLnSXbHaxJMXktlmmy1qUlFTC8M/7TRn4+yzz3ZzzjlnfG4V1Icffrj77LPPwsM7nMJr+PDh0Qx2//NpZvuAAQPcp59+Gh7edD569113/kEHVQTHsdtu61569NHw0IZFgCA3CodlllkmunAoRNSJmwwSbfo3zYbWENDPP/88/BJow2233eZ+//vfV5zLLbbYwr3++uvhoZ1ONbQOOeQQN8MMM8Q/69xzz+3OP/9899///jc8vOF9/cUX7rq//S3q+I6bq9Zbz91z9dWtjpxqZAQIctO/f//4gnHaaadFI4Nuvvlmt9tuu1XcNftNM6M33XRTN3LkyELcoVq88sorrnfv3hXnbdlll3V33nlneGjdUVXfPn36NOTPnobW3XjgppvcwA03jINj39VWc/8YMsR92aSFKAkQ5EJrSfiLxEYbbRTNgk5S88sdd9wRzYJONnH4TXerG5Y+iBdffLH76KOPKl5bRFOmTHEHH3xwU9zFN9LTU1paKfDEnXeuaK46e9993QdvvBEe2lQIEGRO9ZH8E8avf/3rducDqJS4KsKqsz1ZZsNvav7S6KLzzjvPvf/+++HLm1qz9iPUe/9NWlrxT4s3JYPjyFIYPlV6PxcBAYJM6W5Ys5F1QdDsZ91tVuuBBx6I7rYXXnjhFmGiTV//9NNPd2+99Vb40qZShJFMbY0gu/TSSzttBFkaGn57y0UXuQGl96IPjgPXWsvddtll7r9tFKRsRgQIMnX00UfHFwKFQK1UFmPQoEFuiSWWaBEk2lZZZZVoxnUzrZrX1lyK0aNHh4c2DY3W0zDv5O+8aumi3JFzWNJ6tHRTpKVlfXDs062bG3nsse4/pTAsGgIEmbn33nvjO0ld2LOegfzss89GlV/V8RoGibblllvOHVv6IOu4RqTZ3ArgcDb3qaeemvm5rFetzaLfaaedcp1Fn9YLTz/tBgX9HKf26+fefvHF8NDCIECQiU8++SSqyKoPvOZ55P1EoK+vJw8FVRgk2vTEoieXRins11o9qX6li1N7/Ue1Up/SuHHj3IUXXuiOOuqoqIaVts022yx6ItB//b9pv47TqKkPPvgg/FKZ0URT/W31PvLnI686Xmnob6Dff8EuXdzaCy/s9uzaNXoCefTWW8NDC4cAQSa23HLL+MOuYbgdSX0h6hMJK8P6TX0pmoegvpV601ZF2wkTJoSH1kwX5vvvv9+dcMIJ0SqDrc3LqWZToUaNsNMaIQ8//HDmo8HyrCSchp76VMvLr38yY+npuqvK1p97rvu2E4KsHhEgqNkFF1wQf8DV3NCZdEet0VoatRXOgNemUV4a7aVRXxr91Vk6ak0NjXYaO3Zs9HdpLzDmmGOOqPlI29prrx09gei//t+0P3xN+Po999wzasoMh23XQmuZ/OEPf6j4Xta1TNJS7S71OyW/p/ql3mMFxgoECGry3HPPxW32WvK0noZgav6I5pFoPkly/oTfNDRW81A0H6WtpVyz1lGr+qkj/sADD3S/+tWvWvze2lZaaSV30EEHRUOE9VSSdq6NjtPosIs0AmnAgKjfKfza2hZccMGoyUlNm1lQIF1++eXm1RTT0gg3jXRL/i4aCaffGS0RIDBTe7Tv0NYF+tE6rvGjORNqWtNM9+Ra4H7TfATNkNdMec2Yz0Nr64rvsMMOma4rrgEEqjOmuSLJ76PAUju+fgZNSszSpEmT3NVXXx2tka4wTH5f9WOo+VBPXFloaz13NWHWMtBA7w8FYvK86QZDAVvPw4k7GwECM43f9x82tRU3CtXcUqe1anC11qyji56afDSbPounAj2lqc8h+T26du0a3flnRU13+pmT30PNY5tvvnn0e+QViiE9gaoKcNivowu+nrKy6gRXv5f+fsnvseSSS0bVnquhfhvN5tesfv91dDOk0FMNL0wbAQKT66+/Pv7A6ZG/Ue/SFBC6wOquPTnqx2+6o956662jwKm2eU7NN3/+858r7mo1M3/EiBGZnS/ddZ900kkVKw9qRreeNl566aXw8A41fvx416tXr4rzueiii1Z9kZ8W9WWtsMIKFd9j4403TvW7azRZOCRctbryHkHYTAgQVO3dd991c801V/SB02N+Vs0TnU136bq4qXO7rWKPusDoDntabfu6qz333HPjc+Qv6gMHDsz0rlaT73y1Y2164lAzXL2Ve9FQ6h49elScSwV2VtWXNRhi2LBhFf09eopQH9DkyZPDw6OaW6q9lfx5VJvr9ttvDw9FOwgQVEUf1jXXXDO+YGmETzNSp/q//vWvqKJwa8Ue9VShJy91Jifnaug1yYu6NvW7ZH1Xe84551T0A2jWtobS1it1gqs8SfIiv9RSS7mnn346PNRMYaGBAckBE/PMM48bOnRo9L7VE6RqbSnM/X7dKKgmV0cNomg2BAiqonZs/+HThzVLunNXJ7CaxzT7WiNsWpvUpn/X/htuuCHqX8h7OK6+voamqpO1rWKPGtXkJ1L6bemll45GeGVJncjq1/DfQxfDM844I7MmsbzpyU1/R//zawTfFVdcER5Wk5dfftltsskmFX8LBVdyGLIqJqgPT7W4YEeAIDW1aftSJRramMXStAoAteGr3TrZjl/NphFGalrSSJyOKAmu+kzqZG2r2KOarvSEkPXEOj3pJGfeq9P4iSeeCA9rCGeddVb8pKAnWYVg1saMGROdo/Dvo5sRNf+hdgQIUtEwR43t1wdQF3otbGSluQQnn3xym3MI/KbSHq1NakuW/Ght06QzjazJqo19WjRjXMNK/aRFnaNp9Y9YqVM4WSNKHft6GmlkanJLNmmpjyjLCYiipqmtttoq/h7qm0J2CBCkoguW/xCqLdtC/QBqNmhtHoZG0uy///7RiCg1Y7U33FOjp3QXqbIW++yzT4sFirTpSWDw4MEd0kzhQ02jrrKm86bRW/73OuCAAxqmyao9am5KPskpRLL2z3/+M/76b775ZrgbNSBA0C51QvoPoCa+VUt35Pvuu2/Fmg/aunXrFjVlZFWYT3MDjj/++KhzNvl9NNEsjyalpLwCRJMM/ZOfmnrOPPPM8JCGp5pXyeG0WTdnESD5IUAwTc8//3w8u1hj+KsdhqpRSsnhrAoR1RTKu+3+1ltvjeolJYNkxRVXzO375hEgKtGRbMNXH0+zUoj4JxEFZZYd6wRIfggQtEnNSL6fQsNWqxkmqmaj5Gghbfr/r732Wnhoru6+++6KYbUataSnkaxlHSB6WlJBSP9zq5R6s1Nzlu8T0eisrIb4EiD5IUDQJl0M/QdPnd5pqUT5b3/72/i1qv+k+RGdRR2pp512WkXfi56CsizvkXWAHHroofHPqrkoRaGbFD9PQ02RWQyEIEDyQ4CgVSq65z906623XupOW5XBTtaX0noOWVwEsqDy38mlcXWHX22TXFuyDBDNb/Fl3rt3757JcOlGon4x/zfq27dvuLtqBEh+CBC0oOVDfXE5NSmk7eTW6CzfUa4x/ir5UW8UZloEyV9QVNQwixDJKkDU9OebcTSLWmVjikZDeZPNn7XWziJA8kOAoIJmXWu+hT5sugtO++HVcFofHhr1dNddd4WH1A01aSUr1+pJpNbmrKwCRLWs/M+l0vJFpZF7voSMBm+0N6x7WgiQ/BAgqKBFgPyHTfMN0lAROj+rWOGR50pxWdFdbjJE1CdSiywCRKHrm6623XbbcHfhXHLJJfHfR/N5rAiQ/BAgiGnNcP8UodpOadre9YH0w3Q1Q11lPhqFSqEnm7NqGZ1Va4Coj8mPFlMIp202bGYKeb+uiEZlWc8JAZIfAgQRVTJdaKGFog+ZOsHTrKegZgXVxNJrdOfciE0uqtDqO9Y1Sss6T6TWAEle5GoJsmajUvD+qUz1xywIkPwQIIhss8028YdMCx6lcdhhh8WvUT2oRqUmNz/EV5MNLTPWawmQ5NOHqv3W2h/TbHxlXS34ZakzRoDkhwBBNFvcf8DS9gU89dRT8Up7Wh8k7TDfeqV5Iv4cWJ4AagkQrSfuv/d5550X7i48VYH25+fYY48Nd7eLAMkPAVJwL774YjxvQ9Vep0yZEh7SgtqmV1ttteg1unPXDOJGp5FZvh6T1o2o9k63lgBRpWG9VpMvefpoXc+ePaNzpLpg1d6sECD5IUAKTBcrv560niYeeuih8JBWqa+jljvCeqVRUP73qnbUjzVAdEHzbfyDBg0Kd+MnmmPk/zZaB70aBEh+CJAC0wp7/oN14oknhrtbpacPTb7TazThrdHXpAj5AowaWVbNDHprgPgVHhUiWS9720w02MEX9dxzzz3D3dNEgOSHACmo0aNHxx8qNaGkbRZQTSv/Oi0r22xuu+22+PfTolRpWQNEdcL0ujXWWCPchcD2228fnSsNc65moAMBkh8CpIDef//9qEyGPlD6r0ppp6X1QPQ6jYhptqcPzy9OpZUN07IEiCoT+wsbneftu+aaa+LzVU1laAIkPwRIwehJw5cJV7OJnkTS0rK2mtCl1/br1y/c3TROOOGE+PykLT9vCZBhw4bFF7Y0826KTuuj+P6iU045JdzdJgIkPwRIwfiLozb1gVRj5MiR8Ws1a71ZvfHGG/GFKu0iTpYA8XNvFlhggXAX2uDXp9l4443DXW0iQPJDgBSIRln5uRsafVXtkFGV1tZr1Xmets+kUflmrD59+oS7WmUJEL/O+e677x7uQhv8wA81oWpARxoESH4IkILQ/A6/ZKjmfWj+RzX0Yf3Nb34Tvd6yLnqj2WeffaLfVXNC0nTYVhsgKtvuL2qWiYtFNXz48Pi8qS8vDQIkPwRIQWiGuf8QXXzxxeHudumDV8vrG80//vGP+PfVuvDtqTZA1ATov35nrtbYaO677774vGm54jQIkPwQIAWQvGtTu7vF2LFj46/xyCOPhLubzjPPPBP/vlohsD3VBojqjfmvX8RFo6wmTpwYnzcNQkiDAMkPAdLkNLrHlypRtV1V3bU488wz4w9hFiv41buvvvoq7kgfMmRIuLuFagNEs851vCbHpW3LR5n6P3TuDj/88HBXqwiQ/BAgTUzreWhdD31wtM5HLSOnfOelOn6LQrWp9Dvvu+++4a4Wqg2Q/fbbLzpe1XdRHY1aS/t3EQIkPwRIE9OKgv6Dc/zxx4e7q7LrrrtGX0ejk4rCl1jX6LP2VBsgu+yyS+HOZ1aq+bsIAZKfwgSIOkI1JFMXVS3b2uxb79694w+N1jivddjtlltuGX2t7t27h7ualq84vMUWW4S7Wqg2QIp4PrOic6Zzp3OYBgGSn8IEiP+AF22bfvrp3XvvvReejqr5pV81i70o/Ix9/e7tqTZAing+s1LN30UIkPwUIkBuvPHGFhfWIm1pZ1NPSxHvmHkCqU88gdSPpg8QdST7iqfqAC7CCCL58ssv3dJLLx393jPOOGO0tnQtithmX01be7UB4s+n/kaoTjV/FyFA8tP0AaIhmP7No/kQRfL000/Ha30vscQSVa1vEfKjsOabb75wV9PSCCn9zmlG+1QbIIzCsmMUVv1o6gDRpKPZZ589euNoEaRaO5Ib0bnnnht/eHTXa3XGGWdEX0NzI4rwFKd5IOo/0u+cpvJrtQFyxBFHRMdrjg7zQKrDPJD60dQBoiJ1/qI3fvz4cHdhbLbZZvEH6Iorrgh3pzJmzJj4azz22GPh7qbz7LPPxr/v9ddfH+5uodoASVYHyGKQQ1F8+OGH8XkbOnRouLtVBEh+mjZAdJHzd5BayazIVLjPN8foiez1118PD2mXXuM/hJdcckm4u+lcffXV8e+rMGlPtQFy//33x19/3Lhx4W60QTeC/rxpDfs0CJD8NGWAqElg9dVXj94wKhXxzjvvhIcUjgrP+UDt1q2b++6778JDpknndN55541en7bzspEly4Z///334e4Wqg2QSZMmxRc1ViNML1lDLO2TGwGSn6YMkFGjRsVvmMGDB4e7C8vXX9J26KGHhrvb5ZezVYmPZqf1UvS7pl24qNoAEa2rotfsueee4S604cADD4zO2ayzzpq674gAyU/TBYiGr/pRGvqvOkNRpnUtevToEZ0bPY1UW0Y82W7/xBNPhLubhtaI94UUTzrppHB3qywBstVWW0WvWWSRRcJdaIOv7bb++uuHu9pEgOSn6QLk6KOPjt8sWtMBld566y3XpUuX6PxogaiPPvooPKRN6sD0KxrqTrBZnXXWWfF7KE3/h1gCRE1X/vtoGV1M26effho3w2pp5rQIkPw0VYC8/fbbUZ+H3ig9e/ZM9Yh7wQUXuIEDB9Y0R6LRXHXVVfEHqlevXqnOk7fppptGr1PzS5q+gUakPiL9jssvv3y4q02WANGqkP7vUIRFump10003xeermlGVBEh+mipA/Kp7ukuZMGFCuLuF5IiO0aNHh7ubWr9+/eLfXWt9pHXttdfGrxs5cmS4u+HpfeN/v5NPPjnc3SZLgIh/Xdq6TkW2xx57ROdK/R+qMJEWAZKfpgmQ5FKXeqO1R5MKV1555eh4DW2tpimnGaivSGVJ9Pur1EnaPg09dajNXq9bcskl3Q8//BAe0tA05Fu/28wzzxw12aVlDRANZtDrtF5L2jW+i+ibb76J1qfXudppp53C3dNEgOSnKQIkDIM0H/xkh3CaFeea0VNPPRWXOlEYfPHFF+Ehrbrooovic3f55ZeHuxvWa6+9Fl3I9Xvttdde4e5psgbIc889V/j3YRrJJ19Naq0GAZKfpggQtR/7N8ipp54a7m5BpThUWFHHL7744lU9Djebv/3tb/G508z9NHS+Flxwweg1GtL72WefhYc0JFXd1e+kEHn11VfD3dNkDRBZZZVVotcqxItYbicNX03B0vdGgOSn4QNEYeAnuKUNg0MOOSR+Q6ljrsjUga6Ftvz5uG7UqPCQViXvCPfff/9wd8PRkGb/+1hCoJYAUUkO/72vueaacHfhvfTSS/HoK8voPwIkPw0fIAcffHD85kjTEf7KK69Ebf46foMNNgh3F5JmRetJYrnSOTlgjjnc5ymHlG6yySbRedSH+8477wx3Nww9QfmS/3PPPbf75JNPwkPaVUuAqH3fr7++4oorVjUqrgh857mGkGukZbUIkPw0dIAkw2DDDTcMd7fKD0PVm1HL3KLsiVIAHFUKgjGlc/Of1VZTb3l4SAuau+A7NlXmXdWPG5Ff712bdThtLQEiybknRX8qTtLAAv8Z33nnncPdqRAg+WnoABncp4+br4owuP322+M3ktZjQKX3/vrX0jtiuvKm/51CsujgmmuuGd1NN5LLLrss/vk333zzcHdqtQaIKib4plj1haRpii2C3XbbLTonqgzwzDPPhLtTIUDy07AB8tltt7lLSm+I/UvbWQMGhLtbUMebX6HP2kzR9PTUoacPBUjpacSlbJbSRdN/QLXMaKMM7VU11xlmmCH6udWEpKrFVrUGiCT7Qo477rhwd+E8/PDDcUmZHXfcMdydGgGSn8YMEF3oSmHwWekN8WApDL5JEQbJ0UZUP50GfcDmmKMcIiqa+PHH4REtKJx9f4g2jeaq9xDRvBdf0kWLOtW6xkkWAaIRWH69b81DsZTdbxY6F6uuump0LjRxsJY5MgRIfhozQM4+e2pTy/nnh3tb0J3lnHPOGb2Bll122aioIKZBNcT8+e3TR0O1wiNa0MTE1UpPL/6DqkKB9dqc9eCDD8bhoSG7WfQ5ZBEg8uSTT8ZzUdZYY43Cvlf9CpjaqqkI0BoCJD+NFyCTJrlSGpQvbsstpxKz4REtaO1k/waqtgJtYWlOiA8RBXYKahZMhoj6ROqtY/3mm2+O7mh9eFx66aXhISZZBYioNps/h2mXbW0mejr0HefLLLNMzf1BBEh+Gi9A9tln6oUtxUpurz/7rPvlT3d0tXSSFo5mpS+1VPk8zzSTpq2HR7RKTyLJ5iyNzqqHIb5qUjvyyCPjNnUNvNAAgKxkGSBa7MsHsX7eamdeNzJVQ1iq9L7T764qCdaO8yQCJD+NFSB6M5XCILqobbFFuLdV16y7rutbOn6l0h1NkduUTVQfq3TeovP9+98rHcIjWqU+keRTn+70NdlQkz47w8svvxw9DfmfZ6655opG5GUpywARzXfQz6mvqebXtGXlG5n6PfwaKdrOOeec8BATAiQ/jRUgpTCILma6I04TBtdf794pHT+6tI077LBwL9I466ypT3z9+oV7p0ll41WbzH94NdJJtbM6qoNdd7PHHnts3ByiTTXT8riIZB0gouY2PwNb584yia6RHHDAAfHfSWVlsppQSYDkp3EC5Lrrpl7I0rQLqwN30UXLx883n/uxSeo1dTh9iHv1mnruSx/GaugDm2zS0qZ5DioFX21No7QUHKqJ5peM1aYmq8NKNxFff/11eHgm8ggQufDCCyvO28cpRsU1Ii0p4H9P1QZLW9gzDQIkP40RIAoDLfv5Uxi4NIs/aSlSf9HLqKO0sHTR+s1vyueySxctaxge0S7VePIFGP2mC7xqG6UtJd+e+++/P1pf3HeS+039Cao8nKe8AkSOOeaY+HdRiGhVyWZy+umnx7+flgpIU027GgRIfhojQKoNgw8+cG622crHr7qqGlfDI1AtjV7T5EKd0x49Uo1+C6lzeNiwYfF6IslNTTS77LKLGzFihHv88cfbrfCr/hTN3VBp+R122KHiacNvaq5SM1DetIb6bKX3m76nml7yoD6k5Llqlj6Ro446Kv69VCFbhROzllx+gADJVv0HSOnDWXUY7Lpr+fif/cy5Bx4I98JK/Ug6r9oGDQr3pqamK1XzVV0yv8Z6a5vWbFfYaD7EuuuuG/1X/18ju8Jj/aaROwqUO+64I/y2mVJ/hOYq6GdKfn+NmtJTSB6VDpJPIupYHzt2bHhIw9DQ3P79+8e/j55OVdsuS3qfqcaYJor671NtmX5MW/0HSOmutPSXL4fBgw+Ge1t69NHysXpNDeUP0Ar1WXTvXj63ehq5667wiKqpuUKLe7X1FJFmU6D07ds36lf59NNPw2+RGS04dVLpadjPkJ7WphFU5557buYTAdUn4icaKqw0TyTr75G3d999N55xr03Ncu+88054WE1uvfXWeDiw35ZYYonMOuZRVt8B8sgjU8MgzTKWenP84Q/l40t3HaV3angEaqXRb7PPXj7H889fntiZIV2kb7nllqhTde+9945KeatZSE8g+q/+v/5dd5aaH6GKwHlSkU6N5Fp++eVbhIQ2TXTTk4HmK+ju1ld7Tu7PevKqzo+vrKBNT0GNMkRdTYrzzDNP/LOvs846mS4nrSHbvXr1qvgb6G+numfIXv0GSBgG770XHtGSllfV8dooRpefK6+cep432yxVqZNGMmHChGjSoe6Mw8DQ1rVrV3fiiSdGF6vWqPnMF+70m1bUUzhmRU1oybt41c5SAcZaZ23n5YMPPnDbbrttxTnRevBZPT1NmTLF/eUvf4mLY2pTUOmJraOGjRdR/QZItWGgYX+6I9bxCy2k+tjhEciS72fSltGEr86k+lgqIdJaB7+2Hj16uNNOOy11J6wujJoI5ycDatN8FA0lbm+AQFpq49fqmr5JS5tCL4vaXllRoKmQqa895i/sN954Y3ioicJBneThkG0NOsizORNl9RkgYRikGbtfumOML2hXXRXuRdY0lHqJJcrnWxM7ayiF3hk06/nee+91AwYMiIfgJjdN4Ft77bWjEHgvzdNvG9SZrln5yYu8Rhtdcsklma1/rmHQyRpk2lZYYYVo6HRW36NaCg5VvZ6/9DlO/lxa36OWsvlJ+vtpBcfk19fCci+++GJ4KHJSnwGiET66MGlLU69I4+JLj/DR8WuuGe5FXiZMcG7WWV3p9k/jasO99ad0x/7OuHHupP79o4t4GBq6c9Uyx7qjzXougobdrrfeehXfTxPmHsholKCCQuuJ+EWp/KYnkiFDhkRDjTuC+oEGlT6/folev6kvKKt+CM2D2WabbSq+vjrIO2LINirVX4Akw2CttcK9rfvjH8vHa2RQRpPSkNLkyekmdnYW9Qnccku5uvBcc7lrS++TrRMXHg377d27d7QyYR5Db0M33HCDW3TRRSsuflosSSOTsqCVDTXAQEOgk99DT1QbbbRRtGRv1gMP1Bekp41wSLMPDk3ky+JJSLPTNW9EfzP/9bWkspoWNccIHa/+AmTEiKlh8OST4d6W7rln6tPKn/4U7kURqf9LpW+0hrafQ/TT9khpGzjLLG73rbd2V155ZWb9EdVQ847WuPCTD7XNUvqZNNpLAZAFfQ91IOspJ7yoa1Nfj2bt68KvTv+0CzapOU+FKNW0p4XDFlhggRZfW5tGzWXVhKaht1dccUVFc5gCUT9/liO4UL36CxA1HfTv79ywYeGeljS6YsUVyxcHraLHm6m49BQ0alT5aVSj9vSeSG4KktKd/teli9r3GV2ka6WRSeoT8CXmtWlC3T+0oFeGnnvuuWjEU2t9PclNI7kULK1N3tSm/eFrkpuerAYPHpxpqZVHH300GsCQ/D76mbIqf4Pa1F+AVEMhM91PF4jTTw/3ojPdemt5Euhii5X7SXRR1//Wv2lfFjTKZuRI5zbdtNyR798LftPCY6ULtFPbeJ2ujigdeZFUqZDzzz8/Kps+99xztwiBajaNfNLQXJWnyXoeSlvhquYw1I/GDZApU8qdt6U3lltySRVaCo9AZ9BT4DrrtLyYh5tK81smIerrDx/u3IYbOjfDDC2/7rzzlpsyVcokp2q/eVEzTfIpoSOaaTQiSkOYNXBA80j69evX6uRN/bv2qw/loYceyq2/SE1vmu2fZ/MestO4AXLQQVMvGuokRefT8ExfQr90dxsVwXzuufJCVPrwv/CCc6ec4tw885SPWXzx8lNEe9Q+f9555WDyBR2Tm4Z877dfuT+swSeNaUVHdRQnm4uK0lF8/fXX5zrAANnruADJsklD80L83efGG4d70VnUlKS/yQorlCsit0X9XCutVD52yy3DvVOpibJnz5aBoW3hhZ07+OCmLZapmebhzO1mHaqa9xBn5Cf/AMmjSUMBoguI1qZoo5wEOpiKWOrvqDpZpYtfu1Q8z9fUevzxcK9zjz3W8j2iJxbNEdK+gtBkuZVKYZu8uDbLZDk1n4WTLFUYM8tJlsjXdOE/ZCqvJg2vwZsrmsqAAeW/4cCB4Z62HXpo+TUHHBDuKU9M1LojK6+sOua6TQ2PKIxmK9fREWVe0DHyDZCsmzRQv/xw6mqaHe6/v/wahQTa1VbBwAsuuCCzooR5a63Q5Oabb55poUl0nPwCJOsmDdS30t1k9Ler5o5Yx+o1egJFalp4KSxZvtxyy2VWKiQPbZW6HzduXHgoGkh+AZJ1kwbq2y9+Uf7bVXMnrGG2eo1ei6q1tmiS5ndkXaqkFlp6WFWO1UTlf8a8FttCx8svQGjSKBaeQDqFX7Y1ucCUakUdccQR7vNOrFGmTnCtb58s7qh+m7yW+0XnyC9AuKAUi79h0E1AWtwwZGbSpElur732qhjRpIKKWua3o5dxHT9+fLToVvLJaP31149Wd0RzyS9AaNIoFt9kecgh4Z62qXlTr6HJMjNPP/10tI5J8uKtlQs1ezxvWtd8++23r/jeiy22WGaLR6H+5BcgPIEUy8MPl/92DJqoC6qEG66u2Ldv39RVd6uhEiNaF14lR/z3mr30tz3llFOafvZ80eUXIDRpFE/v3uW/X5ph2/ob61iGbefmm2++cSeccIKbddZZ4wu7/vfxxx8f7cvCqFGjKkq6q/ihyrxPnDgxPBRNKL8AoUmjeD7+uFwhQH9DP3FU7d6aNOonjg4ZMrUIpiaO0qGaOz117LLLLvFFXtvCpb+TnlKsHi89Nfbs2bPia66++urusQJVCUCeAUKTRjHpzlPLCuvvOK1NpWsUOOgwD5c+k+oPSV701V/y1FNPhYe2SUv9qjqvKgX7r6EnEC3OheLJL0CEJo3iGjOmvCKgStmocKY2/e++fZ0bOzY8Gh1EI7I0Miu5ZrlGbvXv3z8aydUW9WVobXX1bfjXqWKwFpBSBWEUU74BQpMGUJc0R2TQoEEV64t36dLFnXnmmdHckqSbbrqp9NFcvOLJZbvttosqBqPY8g0QoUkDqFtvvvlmNHs9GQ6a3T629JT4QukGb4MNNqjYt/LKK7v77rsv/DIoqPwDxKNJA6hbd999t1t++eUrwiK5nKxmlA8fPpwy66jQcQECoK6pbPyFF15YsVa6+kcOOeSQqKYVECJAAFSYPHmyW3PNNaOmLM1sB9pCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+X+9GhVy96I6XwAAAABJRU5ErkJggg==)
PN: 2H15-9-X5
CAS: 23145-16-6
Molecule Weight: 225.041
Formula: C9H5BrO2
PN: 2H01-9-01
CAS: 38220-77-8
Molecule Weight: 227.057
Formula: C9H7BrO2
![5-Bromo-2-(chloromethyl)benzo[b]furan](data:image/png;base64,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)
PN: 2H10-D-01
CAS: 38220-78-9
Molecule Weight: 245.5
Formula: C9H6BrClO
![N-Benzo[b]furan-2-ylmethyl-N,N-dimethylamine](data:image/png;base64,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)
PN: 4H32-1-21
CAS: 91132-03-5
Molecule Weight: 175.231
Formula: C11H13NO
Melting Point: 38.5-40.5 ℃
TSCA: Not listed on TSCA inventory