| Product Number | 3H32-3-AN |
| Purity | 98 % |
| CAS | 391604-55-0 |
| MDL Number | MFCD07787526 |
| Molecular Formula | C11H7F2N |
| Molecular Weight | 191.181 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-3-AN
CAS: 391604-55-0
Molecule Weight: 191.181
Formula: C11H7F2N
![[6-(2,4-Difluorophenyl)-2-pyridyl]methanol](data:image/png;base64,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)
PN: 4H56-3-DJ
CAS: 887981-41-1
Molecule Weight: 221.207
Formula: C12H9F2NO
PN: 4H15-3-83
CAS: 834884-77-4
Molecule Weight: 201.2
Formula: C12H8FNO
![[6-(2-Fluorophenyl)-3-pyridyl]methanol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACBCAAAgQgGdSu84AAACInpUWHRtb2xTb3VyY2UAAHicjZRtb5swEID/iuXPi18JhCikilpVmtRu0tpJ+zY54KRIwa4Mzcu/3xlCCskG40V3nO854zufF3fHYof22pW5NQnmhGGkTWqz3GwT/PP1cTLDd8tFCk7gaMoEv1XV+5zSw+FA0jddqKM1JLUFbsbnxzLv+RwksW5LBWOc/np+eqmZSW7KSplUA1Xm87I2PtlUVfVf/GMKWii3zw1t3Gnh9k2034L5h5FjmeHPtdzD2ApQtMl3Gm2sK1SF9oIReNgXtNVGO1XpDK1PYJYkgLUvF88PNv0otKlA9RHyVO1eKveRgqGwO51+QDBQvj4kuOAAqMoWK+fUCXnNmxVHSiAlkQqQmiIVIhUhNUMqRoozeGGcgwMHDw4ufAo532k/6evpXSf4O7q/3N86ur8fIWUiwbAEuBAnUsqoFYKEYRS04mw8e/aB//CcNFaMTp/TTRiJIi8FkdxLSdjMy4CEwsspkXH3ux0PSSy9jEhUx4mJCOo5IDDvGlqHBoD00kt+l4u1NVlHRXmW4DXHdeJ/6E0pzrnHyLpMO9jOPoB37QKiD/hKDQOyD/i6XoDV34CgD/hdMAxM+4DfM8NA2Af8DhsGoj7g9+MwMLtZ9AgQ3/xSPJxWzvpE3R3Dc/DrYtfdNMJc1bvpvhHmquRNt44wV1VvunuEmd6mYAy5Kn17gNxmmnbahbZHF6g3xxrtnHkUTvrlH+04xIleJvKbAABHNUlEQVR4Xu3dB7gU1f3/cUVABEVEFDu2gEIiFkSNBVsUDAQloImALWiIJdjQqNhCMM2g8lcJTRAjQVHUSIygIkqxIYgCgmADFKRKUbrfv5/1t8veM3vb3tmZM/e+X89znsewc2Znzsk9n3tn5pzZzgAAyMN27j8AAFAWBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAjKbrvttpXyyrfu9Olmf/yj2SmnmB14oFmdOma1a5s1amR28slmd91lNm2aWwtABMr504wqLd8QkPLWnT3b7Be/KFqvpNK27Q91AESmjD/NgJU/BLKVp+5//mO2887BkCitqI7qAohEGX6agf9TnhBwlbXumDFm1aoV3b59e7N//cvs44/N1q0z++Ybs08/NRsxwuy888y2337btqqrfQAouFJ+moEsZQ2BXMpSV6Gw227btttvP7M33nC3CnrrrR+2TdfTPrQvAAVVwk8z4ChLCBSnLHW7dNm2zd57my1a5G5RPG2rOun6Xbu6WwAIWQk/zYCjLCFQnNLq6i+G6tW3bfPyy+4WpXvppW31tS/+CgEKqpifZiCH0kKgJKXVvf/+bZ/r8dx8nXTStv088ID7KYAQFfPTDORQWgiUpLS655677fP+/d1Py+6hh7btRzfYARRMMT/NQA7ZIVCRkkvjxts+f/9999OymzFj2360TwAFU8xPM5CDGwT5llzq19/2+YoV7qdlt3z5tv3svrv7KYAQFfPTDOTgBkG+JZfsG+ibN7uflt2mTdv2o30CKJhifpqBHEoLgZKUVpe/QIDEKeanGcihtBAoSWl1f/SjbZ9zDwRIhGJ+moEcSguBkpRWV8uVpD/nKSwgEYr5aQZyKC0ESlJaXeaBAIlTzE8zkENpIVCS0up+8onZDjts2+aVV9wtSsdMdCBSxfw0AzmUFgIlKUvdCy/cts0++7AWFuC5En6aAUdZQqA4Zamr5dp33XXbdlph98033a2CWI0XiEUJP82AoywhUJyy1n322aLv99B/a5kTvftDoaB3gXz7rdlnn5mNHGnWoQPvAwFiUspPM5ClrCGQS3nqjh79w7vPs+uUpeiNhM895+4NQIGU4acZ+D/lCQFXeevOnGl2zjnBkCiu/PznvBMdiFgZf5oBK38IZMu37rRpZnfd9cOjvQccYLbTTj8U/bf+7c47f9imLNavNxs1ivsjQEjK+dMMJFjr1j8EmB7xveYas5Ur3S0AlAMBgqoj+wkvFa2VpZnrW7a4WwIoAwIEVUe/fkVX/U2XH/84v4mLQBVHgKBq0Y32n/0sGCIqWjtLc1EAlAkBgqrpP/8pugJwuuy4o9ktt5itWePWAOAgQFB1bdxo9re/mdWtGwwSLYsybJjZd9+5tQD8HwIE+Oors8su+2EWuxskLVuaTZni1gBgBAiwzbvvFl0OPl20VEqXLuVb3BGoAggQwKV1tzRR0Q0SLa/yxz/+MCERAAEC5KQFGzUDvnbtYJAceKDZk0+6NYAqhwABSrJggdmvfx0MEZVWrcymT3drAFUGAQKUxcSJZsccEwwRvUXx8svNli51awCVHgEClNXWrWZDhpg1bBgMknr1zP7xD7NNm9xaQKVFgADltXq12U03mdWsGQySJk3M/vtftwZQKREgQL7mzTP7xS+CIfJ9mdO6ta2YM8etAVQqBAhQUePGmTVtmgmPRd+Xx74v3WrUsD9ee62tWrXKrQFUCgQIEIbNm39Y7bd+fXv1+/C4/fty0vdlu+9LgwYNbMCAAbaFZeNRyRAgQIi2rFhhE6+80i6sXt32/L8ASZfmzZvbq6++6lYBEosAAQpg3gcf2BlnnFEkQNKlY8eO9imv1UUlQIAABfTMM8/YIYccEgiRWrVqWa9evWzdunVuFSAxCBCgwDZu3Gh//vOfbZdddgkEyb777mvDhw93qwCJQIAAEVm8eLFdcsklVq1atUCQHH/88fbmm2+6VQCvESBAxN5++2376U9/GgiR7bff3i666CL74osv3CqAlwgQICb/+te/bL/99gsEyc4772x9+vSxDRs2uFUArxAgQIy++eYbu/32222nnXYKBMnBBx9sTz/9tFsF8AYBAnjgs88+s/PPPz8QIiqnnXaavf/++24VIHYECOCR1157zY488shAiOywww7WvXt3W758uVsFiA0BAnhm69atNmjQINtjjz0CQVKvXj27/vrruT8CLxAggKe+/vpru+GGG6xmzZqBINlrr73czYHIESCA5+bOnWvnnHNOIET4KwRxI0CAhLjjjjuKBIie4ALiRIAACaF1tQgQ+IQAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgIQgQ+IYAARKCAIFvCBAgAebPn29HHHFEkQC58cYbbe3ate6mQGQIEMBja9assZtvvtl23HHHIuGRLnvvvbcNGzbMvvvuO7cqUHAECOAhBcLQoUNtr732CoRGrtKyZUubMmWKuxugoAgQwDOTJ0+2Fi1aBEKiWrVq9pvf/MbGjRtnJ510UuDz7bff3rp06WKLFi1ydwkUBAECeGLhwoXWuXPnQDConHzyyTZt2rQi248YMcIOOOCAwLZ16tSx3r172/r164tsD4SNAAFi9u2339rdd9+dGvjdMGjUqJGNHDnSrZKhunfeeafVrl07UPfAAw+0J5980q0ChIYAAWKkcFBIuIO/AkGhooAoi88//9x+/etfB/aj0qpVK3vvvffcKkCFESBADHQ56pRTTgkM9ioXXnihLViwwK1SJhMnTrRjjjkmsM8ddtjBLr/8clu2bJlbBcgbAQJEaOnSpdatW7fUgO4O8rpxPmnSJLdKuW3dutWGDBliDRs2DHxHvXr1rG/fvrZp0ya3GlBuBAgQAQ3Y9957r+26666BQV2P6j7yyCOhz+VYvXq19ezZ02rWrBn4ziZNmtgLL7zgVgHKhQABCmzMmDHWuHHjwCCugV2TBDVZsJDmzZtn7dq1C3y/Sps2bWzOnDluFaBMCBCgQD788EM7++yzA4O2Svv27VPLk0RJ80cOP/zwwLHUqFHDrrvuOlu1apVbBSgRAQKETANxjx49UgOzO1g3a9bMXnrpJbdKZDZv3mz9+vWz+vXrB46tQYMGNmDAANuyZYtbDciJAAFCooG3f//+qYHYHZw1YD/44IOpAdwHy5cvtyuvvNKqV68eONbmzZvbhAkT3CpAAAEChGD8+PGB1XJVNEBfffXVtmLFCreKFz744AM7/fTTA8et0rFjR/v000/dKkAGAQJUwCeffGK//OUvA4OvyplnnmkzZ850q3hp9OjRdvDBBwfOoVatWtarVy9bt26dWwUgQIB86D0ct912W85l1g899FB79tln3Sre27hxo91zzz22yy67BM5p3333teHDh7tVUMURIEA5aK7Go48+avvss09gkK1bt6795S9/SQ3ESfbll1/aJZdcklrd1z3H448/3t566y23CqooAgQoozfeeMOOO+64wKCqZdYvvfRSW7x4sVsl0d5++2074YQTAuerYLn44otTQYOqjQABSvHFF19Y165dc/5GfuKJJ9o777zjVqlUHnvsMdtvv/0C577zzjtbnz59bMOGDW4VVBEECFAMDYx/+tOfUgOlO3juv//+9vjjj7tVKi3dRL/99ttTN9XdttDN96efftqtgiqAAAFyGDVqlB100EGBwXKnnXayO+64w7755hu3SpXw2WefWadOnQLtonLaaafZ+++/71ZBJUaAAFlmzJhhp556amBwVLngggtS792A2WuvvWZHHnlkoI0076V79+6piYqo/AgQ4Ht6T8Zvf/vbnMusH3300fb666+7Vao8LRs/cOBA22OPPQJttttuu9kDDzzgzcx7FAYBgipNy6zfd999qfdkuIPgnnvuaYMHD04NlCje119/bddff33Otb+0eOPYsWPdKqgkCBBUWf/73//ssMMOCwx6Wmb9xhtvTA2MKLu5c+faOeecE2hPlbZt29pHH33kVkHCESCocpI60OlxYq1NlS763z4imKsOAgRVhs+XWnTTefLkyTZo0KDUWwTPPfdca9q0aeoymnusuYq20/aqp/raj/YX181sLg1WDQQIKr3Sbvbef//9kd/s1eq8Tz31lF111VWpgd89rjCL9q/v0fdFvSowDydUbgQIKrXiHjfVgBb146aaQ9G7d2876qijAscTZdH36zh0PFF57733eDy6EiJAUClpcDz//PMDg5VKlBPedNlMl5NOOeWUwHHkKlpXS/cP9A5zXW57+OGHbdiwYTZixAh79dVXU2Xq1KmZ/9a/63Ntp+1VT/W1H3ffuYqOS8cX1X2JkiZo3nnnnVV2gmZSESCoVHxZckPvCdFfOLmOI7s0atQotfKtVvidPXt2aK+T1X60P+1X+9f3uN+dXXScOl4dd6GxREzlQYCg0vBh0T8N2lp4MderYlX0761bt07dRP7444/d6gWl79P36vtLOj4dv86j0Kr6IpWVAQGCxPNh2XE9Vqs1ooq7dKT7Dn379vVmyXcdh46nuPsxOg+dTxSvtC1tmfwlS5a4VeAJAgSJ5cOLj/TyKF2OqV27duAY9Nt8586dU+tr+UzHp+PM9VeJzkvnV+iXZFWFF3VVRgQIEseXV6+OGzfOGjduHDgGveb2iiuusPnz57tVvKbj1XHnek2vzlPnW2iV8VXBlRkBgkQZPXq0HXLIIYHBRTeBe/XqlbqJXmh6Uuiyyy4LHIP+EtIll0WLFrlVEkXHr/PI9ZedzjuKJ6V0M79Dhw6B71c588wzbebMmW4VxIAAQSJ88MEHdvrppwcGE5WOHTtGcq1eZs2aZc2aNQscQ/PmzVMzvysTnY/Oyz1Xnb/aIQrjx4+3I444InAMutx29dVXRz4xEkURIPCaJvpdeeWVOa/Pa3CbMGGCW6Vghg4danXq1ClyDLo+r5nsYT1+6xudl85P55l93moHtUcUdAz9+/e3Bg0aBP4/UL9+fXvwwQcjX0kAPyBA4CUNCH/+859TA4Q7aGggGTBgQGSDtr5Hy3G4x9GiRYtI5k34QOep83XbQO0SVT+sXLnSevTokXMtM/1VpMubiBYBAu/oPkauG+QaOK677jpbtWqVW6Vg1q9fn1qg0D0WDWRV7akgna/O220LtY/aKSoffvihnX322YHjUNH8EUSHAIF3HnnkkcDA0KZNG5szZ467aUFpeQ93CRKtLlvVnwTS+bur7KqdoloOJW3MmDGBp+B04x/RIUDgnRdffLHIoKAZ5lHTRDv35q0eEebpnx+oHdQe2e2j9op6oqSWjddijOlj0CKZiA4BAu9okcDsgSnqx2J1icwNDy1QyIqxRak93BdHqd2ivMQo2X+xav4IokOAwDtxBoiu5buXrbTMht5rgSC1i7sMidovynsiBEh8CBB4J64A0dNE7g3zli1bRjI5McnUPmqn7HZTO0b1dBYBEh8CBN6JK0DcR3V1eSbKF04lmdrJvZyl9owCARIfAgTeiSNANCku+zt1g5h7HuWj9nJvrEcx2ZAAiQ8BAu9EHSBaliN7hrnek87TVvlRu6n90m2pdi30sicESHwIEHgnygDRwoDZa1tpHsEzzzzjboZyUPtlL8So9i3kAowESHwIEHgnygBxV9XVTGtUnDtjXe1cKARIfAgQeCeqANH7LbK/59hjj61yy5MUitpR7ZndvoV6nwgBEh8CBN6JIkA0wGUvg6HVZqN+R3llp/bMXsVX7V2IgCZA4kOAwDtRBIhe05r9HVqyHOFTu2a3s9o9bARIfAgQeKfQAaKXT2W/w1zvFYlq0ltVo3bNfimV2j3sl38RIPEhQOCdQgdIp06dMvvW00KV7U2CvlH7Zj+VpfYPEwESHwIE3ilkgMyePduqVauW2bfe/Y3CUzun21ztr34ICwESHwIE3ilkgHTt2rXIYBPmvlE8tbPaO9326oewECDxIUDgnUIFiF7Lmv1u9csvv9zdBAWk9k63vfohrNcBEyDxIUDgnUIFSPfu3YsMYPPnz3c3QQGpvbMDXP0RBgIkPgQIvFOIANFLjmrVqpXZZ+fOnd1NEAG1e7oP1B9hvHyKAIkPAQLvFCJABg4cWGSfM2bMcDdBBNTu2f2gfqkoAiQ+BAi8U4gAyX7L4FFHHeV+jAip/dN9oX6pKAIkPgQIvBN2gGjiWvY8hL59+7qbIEJq/3RfqF8qOrGQAIkPAQLvhB0gvXv3zuxLN3EXL17sboIIqf2zb6arfyqCAIkPAQLvhB0gRx55ZGZfrVu3dj9GDNQP6T5R/1QEARIfAgTeCTNA9K7u7JnngwcPdjdBDNQP6T5R/1Tk3fMESHwIEHgnzAB56qmniuyLJdv9oH7I7hf1U74IkPgQIPBOmAFy1VVXZfbTqFEj92PESP2R7hv1U74IkPgQIPDO669Psdq198+UL77I/6Z306ZNM4PLJZdc4n6MGKk/0n2jfsoXARIfAgTemTx5hu2119mZsnhxftfHdV09+/HdRx991N0EMVJ/pPtG/ZTvfRACJD4ECLzz1lvzrXHjGzJlyZKv3U3KZOLEiZmBRWXOnDnuJoiR+iO7f9Rf+SBA4kOAwDtTp35hxxwzIFO++mqdu0mZDBkyJDOwaN7Bpk2b3E0QI/VH9nwQ9Vc+CJD4ECDwTlgBctNNN2UGlsaNG7sfwwPql3Qfqb/yQYDEhwCBd8IKkHPPPTczsLRt29b9GB5Qv6T7SP2VDwIkPgQIvBNWgBx++OGZgeWGG25wP4YH1C/pPlJ/5YMAiQ8BAu+EFSC77757ZmDp16+f+zE8oH5J95H6Kx8ESHwIEHgnrACpWbNmZmAZOnSo+zE8oH5J95H6Kx8ESHwIEHgnjADZsGFDZlBRqchSGSgcd6kZ9Vt5ESDxIUDgnTACZNmyZUUGphdffNHdBB5Qv2T3k/qtvAiQ+BAg8E4YAaKXFGUPTJMnT3Y3gQfUL9n9lM/LpQiQ+BAg8E4YATJr1qwiA9P06dPdTeAB9Ut2P6nfyosAiQ8BAu+EESD8BZIM/AWSbAQIvBNGgLj3QMaOHetuAg+oX7L7iXsgyUKAwDthBAhPYSUDT2ElGwEC74QRIMI8EP8xDyTZCBB4J6wAqV+/fmZgYSa6n7Jnoqu/8kGAxIcAgXfCCpDstbBuvPFG92N4QP2S7iPWwkoeAgTeCStA2rdvnxlY2rVr534MD6hf0n2k/soHARIfAgTeCStAevbsmRlYmjRp4n4MD6hf0n2k/soHARIfAgTeCStABg8enBlYatSoYZs3b3Y3QYzUH+qXdB+pv/JBgMSHAIF3wgqQ119/PTOwqMydO9fdBDFSf2T3j/orHwRIfAgQeCesAFm6dKltv/32mcHl8ccfdzdBjNQf6b5RP6m/8kGAxIcAgXfCChDJvsberVs392PESP2R7puK3KMiQOJDgMA7YQZI9+7dM4PLoYce6n6MGKk/0n2jfsoXARIfAgTeCTNARo4cmRlcVBYsWOBughioH7L7Rf2ULwIkPgQIvBNmgCxZsqTIfZDhw4e7myAG6od0n6h/1E/5IkDiQ4DAO2EGiDRt2jQzwHTo0MH9GDFQP6T7RP1TEQRIfAgQeCfsALn11luLDDArV650N0GE1P7qh3SfqH8qggCJDwEC74QdILNnz84MMCoDBw50N0GE1P7Z/aH+qQgCJD4ECLwTdoDI0UcfnRlkWrVq5X6MCKn9032hfqkoAiQ+BAi88/nnX1uLFj+Ex09/OsQ2bKj4EiR9+/bNDDLVqlXL69WpqDi1u9o/3Rfql4oiQOJDgMBLo0d/aNdd96K99tpn7kd5+fLLL22HHXbIDDTXXnutuwkioHZP94H6Q/1SUQRIfAgQVBkdO3bMDDR16tSx5cuXu5uggNTeavd0H6g/wkCAxIcAQZUxderUzECjcscdd7iboIDU3tntr/4IAwESHwIEVcpZZ52VGWz0CtW1a9e6m6AA1M7ZrxhWP4SFAIkPAYIqZfz48UV+C+7Tp4+7CQpA7Zzd7uqHsBAg8SFAUOUcf/zxmQFH1+QXLlzoboIQqX2z732o/cNEgMSHAEGVM3HixCLrY51//vnuJgiR2jfd1mp3tX+YCJD4ECCokrp06ZIZdFTCvKSCbdxLhmr3sBEg8SFAEJvs2eYqDz/8jrtJsbLr5UPzD+rWrZsZeJo1a2YbNmxwN0MFqD3Vruk2VnuHMe/DRYDEhwBBbNwA0azzJUvK9lRURQNE7r333iK/Hffo0cPdBBWg9sxuX7V3IRAg8SFAEBs3QFR69XrF3SynMAJk06ZN1rx588zgo+vzzz//vLsZ8qB2zL7PpHZWexcCARIfAgSxccNDRWtgzZz5lbtpQBgBIloJtnbt2pkBqEGDBrZo0SJ3M5SD2k/tmG5TtW9FV9wtCQESHwIEsckOgZ49x2X++7LLnnM3DQgrQGTQoEGZAUjl1FNPtc2bK76AY1WkdlP7Zben2reQCJD4ECCITXYILFy42o4/flDmf48b97G7eRFhBohccMEFRQa9Sy+91N0EZaB2y25HtWuhESDxIUAQGzcE7rvvjcz/btduhG3cuMWpsY1bt6K+/vprO/jgg4sMfqyVVT7uWldqT7VroREg8SFAEBs3BNau3WhnnPFo5t+GDZvu1NjGrRuGOXPm2O67715kECz05ZfKwr0MqHZUe0aBAIkPAYLY5AqBJ56Ymfm3U04ZaitWfJtVY5tcdcMwadIk22mnnTIDUvXq1W3UqFHuZsii9lE7pdtM7ad2jAoBEh8CBLHJFQJbtmy1jh2fyPx7nz6vZ9XYJlfdsDz99NNFXj6l/x48eLC7Gb6ndnHbSu0XJQIkPgQIYlNcCEya9Hnm3489dqDNn7+iyOdSXN2wPPTQQ5lBSUVzGgo1ES6p1B7Zcz1U1G5RI0DiQ4AgNiWFwFVX/Tfzmf7bVVLdsAwYMKDIb9cqt9xyi3333XfuplWKzl/tkN0uaie1V9SWLVtmrVq1yhyH3reO6BAgiE1JIaC/OvTXR/rzyZMXFPm8pLphGjlypNWoUaPIYNmuXTtbtWqVu2mVoPPW+We3h9pH7RQlzWrv27ev1atXr8ixECDRIkAQm9JCQPc/0p936vSkbd267Tf/0uqG6YUXXigyW13loIMOsnfffdfdtFLT+eq8s9tB7aL2iZK+r0mTJkWOI10uuugid3MUEAGC2JQWAnoCS09ipbd58slZmc9Kqxu2yZMn2z777FNksKpVq5b985//dDetlHSeOt/s81d7qF2ioseC27RpEwgNlbZt29pHH33kVkGBESCITVlCYOjQ6ZltNEdEc0WkLHXDtmTJEjvttNMCg9cZZ5xh8+bNczevFHReOj/3nNUOao8o6LLZ9ddfH7iUqHL44Yfb2LFj3SqICAGC2JQlBDQbXbPS09vdf/8bqX8vS91C2LJlS+oGsvv0kX4779279/fH+0PAJZ3OQ+fj/tWh89b5qx0KbevWrTZw4EDbY489AsGx22672QMPPMCaZTEjQBCbsobA2LHzM9tpvaxFi1aXuW6haLnyvfbaKzCw6Tfi554rfTFIn+n4dR7uuel8o1rufsKECXbkkUcGjkETFn/3u9/Z8uXL3SqIAQGC2JQnBC699NnMttkr95albqHo0kr37t1TT/64A50Gv2eeecat4jUdb65BW+en84ziybNPP/3UOnXqFDgGldNPP93ef/99twpiRIAgNuUJAb0jRO8Kya5TXF3NZn/llU9sypSF7kcFMWXKFPvJT34SGPBU9CKlJ554wttLWzouHV/2i7Wyi85L51do69ats9tvvz1wyUxFizKOHj3arQIPECCITUkhkMttt70SCI9cdfv1eyvzmf5ymTVrqbtJ6HQt/v7777eGDRsGBkAVLS54zTXXePPor45Dx+MuHpkuOg+dTxT3GB577DHbd999A8ewyy672D333ONt+IIAQYxKCoFc9L50vTe9tADp0eN/RT7XhMS7755gy5d/424auvXr19t9991ne++9d2BATJcjjjjC+vTpY2+++WbqRnEU9D36Pn2vvt89pnTRcev4dR6F9tZbb9kJJ5wQOAbdqL/44ovtyy+/dKvAMwQIYlNSCBTnoYfeLjVA9BdH69aPBbY7+eRHUkvEb9pU+EF7w4YN3/8l1M8OPPDAwACZXXbddVc777zzUmtITZs2LXUpJwzaj/an/Wr/+h73u7OLjlPHq+MuNAWDAsJ9kk1FgaJgQTIQIKiUvvlmUypsTjhhcCBI2rf/t02Y8KlbpWBeeeUV69q1a2A2e3HlgAMO+D4AW3//l1SP1F8Dw4YNs+HDh9urr76aKu+8807mv/Xv+lzbaXvVU313n7mKjkfHpeOLgi5F6ZKULk25x6JLWLqUhWQhQFCpffHFmsBTW+nyu9+NsY8/XulWKZi1a9emlj8/66yzyhwmYRd9r75fx6HjiYpugrtvfFTRTXPdPA/rLy9EiwBBlTB16hf2q1+NCoRIy5aD7K9/nWSrVxf+0k02XSoaP3683XbbbXbccccFVv0Nq2i/2r++R98XxSWqbHrsVo/fuselosd19dgukosAQZWhxRiffnp2kdfmpstppw1LvQ1RjwDHQb+B68mof//736nBvmPHjqlHaPfbb7/AwJuraDttr3qqr/1of3H9Zq+Jfprwl/2mwnTRXBNNFETyESCoctas2Wj/+MeU738zHxQIEq36+9Zbi9wqXtDaU/qNPV2iWouqPPTYr5YY0VIjbnBoSRItTRLVk2coPAIEVdann66ya655IRAiKtdd96ItWLDarYISaFHDXEugaBFELYYYxUx2RIsAQZU3ceLndt55IwMhonW3HnjgTVu3jolsJdEy6lpO3Q0OFS2/rmXYUTkRIIDp0stWe+yxGdaq1bb3j6TLz3423J57bk6RF1rBbPXq1dazZ0+rWbNmIDj0wqeoXzSF6BEgQJaVK9db796vFXmdbrp07Tra3ntvsVulytE9DD0GvOeeewaCQ6+Y1atm9cpZVH4ECJDD3LnL7fLL/xMIERWtyaVlVaqiiRMn2tFHHx0IDj0ufMUVV9iyZcvcKqjECBCgBOPGfWxt2z4eCJETTxxiAwZMtQ0bCr/YoA8+//xz+9WvfhUIDpVTTz31+7/M3nOroAogQIBS6K2Igwa9ayedFFzI8ec/f9z++9/K+46Kb775xu68807baaedAsGh9bNGjRrlVkEVQoAAZfTVV+usV6+iS8o3b36vHXLI7+wXv7jepk+f6VZJtMcff9z233//QHDUqVMn9brbKFbshd8IEKCcZsxYkrqhrgA57LCbbb/9Olm9ekfZjjvWs9/85jffB81XbpVEmTp1qp144omB4NDquVp8cdEiPydaInoECJCH774ze/bZGday5Q22xx6nWu3a235T19Lpf//73xP3JJJmtl922WU5X9HbsmVLe+ONN9wqqOIIEKAC1q791u66677vA6ReYND90Y9+ZM8//7xbxTtaZv2vf/2r1a1bN3AO++yzT2q5+O+UmICDAAFCMH/+fDv33HMDA7CKlk+fPXu2W8ULzz33nB166KGBY95xxx3t1ltvjXTJdyQPAQKE6OWXX7Yf//jHgQFZ60H9/ve/t5Uro3v/SElmzZplZ555ZuA4VTp06GAff/yxWwUIIECAkG3ZsiX1Ktndd989MDjr3x5++OHUNnFYsWKFXX311TmXWddy8HpnCFBWBAhQIPpr45prril2sI7qVbKiZdYffPDBYkOtf//+sYUakosAAQpMl4t+9rOfBQZulfPOO6/gl4t0Wa1Zs2aB7/btshqShwABIlLSDetbbrkl9BvWSb2xj+QgQIAIlfTI7N577x3KI7Nr1qyxP/zhD6lgcr8jKY8WIxkIECAGpU3amzJlilulVAqeoUOH2l577RXYZ1InN8JvBAgQIy0bctJJJwUGfC0b0qVLlzIvGzJ58mQ79thjA/tRQFWG5VXgJwIE8MCIESPsgAMOCARAaQsXLly40Dp37hyop3LyySfbtGnT3CpAaAgQwBPppdNr164dCAMtnf7kk09mtlWg3H333amAcbdt1KiRjRw5MmvPQGEQIIBnSnp5U6tWrexvf/tbKiTczxQ8CpVvv/3W3SVQEAQI4KniXh+bq1x44YW2YMECdxdAQREggMe2bt1qQ4YMsYYNGwZCQ6VFixY2adIktxoQCQIESIDVq1dbmzZtioTHP//5zwrPGQEqggABEuKZZ54pEiC66Q7EiQABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgABEoIAgW8IECAhCBD4hgCJ0IArtit3AdIIEPiGESpCbjiUpQBpBAh8wwgVITccylKANAIEvmGEihDBgIogQOAbRrIIESCoCAIEvmEkixABgoogQOAbRrIIESCoCAIEvmEkixABgoogQOAbRrIIESCoCAIEvmEki1B2gJSlANkIEPiGUSpCbkCUVoBsBAh8wygVITcgSitA2ubNm61r165FAmTMmDHuZkCkGKUiRDggH+PGjbPDDz+8SHikS/v27W3+/PluFSASjGQRIkBQHvPmzbN27doFQsMtNWvWtJtvvtnWrFnj7gIoKEayCBEgKIvVq1dbz549U8HghkXjxo3toosusl133TXw2V577WWPPPKIfffdd+4ugYJgJIsQAYKSbN261YYMGWINGzYMhEO9evWsb9++tmnTptS2S5cutW7dutkOO+wQ2LZFixY2adIkZ+9A+BjJIkSAoDgTJ060o48+OhAGCogrrrjCli1b5lZJmTZtmp1yyimBeioXXnihLViwwK0ChIaRLEIECFyff/65/epXvwoM/iqtWrWy9957z62S08iRI61Ro0aBfdSuXdvuvvtu+/bbb90qQIUxkkUorADZuH61zXjpH/bRm4/Zd1u3uB8jATSg33nnnakB3h30DzzwQHvyySfdKqVav359Kizq1KkT2KfCRSEDhKliIxnKJawAeWXwhZn9jLrrx/bFh6+4m8BjI0aMsAMOOCAwyGvg7927dyoIKmLhwoXWuXPnwP5VTj755NRlLyAMFRvJUC5hBcjzfU8vsi+Vsf3Ps9XLPnY3hUemTp1qJ510UmBQ33777a1Lly62aNEit0qFTJ482Y499tjA91WrVs1+85vf2FdffeVWAcqlYiMZyiWsAFm+YLqN7PWjQIgMvnJHe+uZW2zTeuYD+GTJkiV22WWXpQZudzBv2bKlTZkyxa0SGj3SO3To0NQjvu5361Hgv//975knu4DyqthIhnIJK0Bk6+aN9t7Yv9nQ39cNBMljPfe2uVOGafRwqyFCGzdutL/+9a9Wt27dwOC9995727BhwyKbs6FJhn/4wx9sxx13DBzLj370I3v++efdKkCpKj6SIVbfrvnKJjx6mQ38bbVAkIy+51hb8nHhfrtF8Z577jk79NBDA4O1BvBbbrnF1q5d61aJhJY90fIn7nGpnHXWWfbhhx+6VYBiESCVxLLP37Xn/nZSIERUxg/pYutWLnSroABmzZplP/vZzwKDs8p5551nH3/sx32ql19+2Zo1axY4xho1atjvf/97W7lypVsFCCBAKpn5b//bHv/DAYEQGXJNHXt3zB9ty6aKPeGD3DTgXnPNNVa9evXAoPyTn/zEXnnFvyfltMLvgw8+aLvvvnvgmPVv/fv3ty1beEwcxSNAKqHNm761qc/fZUOurh0IkhG3HGgfTy3/HAPkpgH2oYceKnYQfvjhh70fhFesWGFXX311seE3fvx4twqQQoBUYmtXLrBXBv06ECIq/7m3VeppLuRPl4F+/OMfBwbdpF4G0uW3M888M3A+Kh06dPDm8hv8QYBUAYvnTbSn+xwTCJGB3Xew1x673NavWepWQQl0I/rcc88NDLIquhE9e/Zst0qilPQAwK233hrbAwDwDwFSRXz33VabM2mIDb+xYSBIhl5bL7U0ytYtzAcoSVV6FLakR5D32WefSB9Bhr8IkCpG62i9+fRNNujKmoEgeeL2Jvb5B/91q1R5VXkyXmmTIN944w23CqoQAqSKWv3VPHvxoV8EQkTlhQda26olc9wqVRLLgfxAy7CceOKJgXbQMix6V3vYy7AgGQiQKm7h7HH25J1NAyEy6Hc1bMoT19rGb1a5VaqE0hYkfPfdd90qVcLjjz9u+++/f6BNwloIEslCgMC2bt1sH4zvZ8Ouqx8Ikkevb2CzXx9QZZaN1wD4xz/+MeeS6FpB99///rdbpcr55ptvUkvR77TTToE20lL0o0aNcqugkiJAkLFh3QqbOOJKG9S9epEQ6Xfpdva3q5vbB1NfdatUKk888USxL2W66667eCmTo6SXYZ166qllfhkWkosAQcCKLz6wMX3PyATIHR23sy6nbGcnNtnOLr+4o3366adulUSbPn06r4WtgNdffz2v1/Ei+QgQFOvT6c/Y4BsPsavO3s7aHLWdNdlnO6tRfTurVauW9erVy9atW+dWSZSlS5dat27dUgOdO/i1aNHCJk2a5FZBMbZu3WqDBw+2PffcM9CW9erVs759+1baJ9WqMgIEJdqyeaM9O/zP1qr5LtZgl6IDw7777mvDhw93q3hPA9m9996begTXHewaNmxojzzySGpA9I0eqdVff+mi/+2b1atXW8+ePa1mzZqBtm3SpIm98MILbhUkGAGCMln61WK75JJLcs4HOP744+3NN990q3hpzJgx1rhx48A5aMC76aabUgNgHPTXnJ7s0k362267zTp27Jhah2q//fYLHGuuou20veqpvvaj/cX1V+JHH31kbdu2DRynSps2bWzOHB4TrwwIEJTL22+/bT/96U8Dg4LmA1x00UX2xRdfuFW8oPdctG7dOnDcKr/4xS9s3rx5bpWC2rBhQ2qRQg32xx13XM7LaGEU7Vf71/fo+/S9URo7dqwdfvjhgePSemHXX3+9ff31124VJAgBgrz861//yvnb8c4772x9+vSJfKAqzqpVq+zaa69NDVjusTZt2tReeuklt0rBaA0p3SfQell6sss9niiKvlffr+OIak0rLRv/wAMP2G677RY4nj322MMGDhzo5SVDlI4AQd40H+D222/POR/g4IMPtqefftqtEhktof7Pf/7TGjRoEDi2+vXr2//7f/8vNbBFQe8C0WztsoaG5pvor6UePXrYfffdl1p3SveaXn311VR55513Mv+tf9fn2k7bq57qu/vMVXQ8Oq6o3lWyfPly+93vfpdz2fgjjzzSJkyY4FaB5wgQVNhnn31m559/fmBQUDnttNPs/fffd6sUlAbWI444InAsGriuuuqq1PsvCk1/gfXr1y81sc49juyiG/l6U6HeKTJt2rTQ7lloP9qf9qv953pgILvoOHW8UfzlqP8/nH766YFjUOnUqVOle0y8MiNAEJrXXnvNjjrqqMCgoOvw3bt3T/0GWkiffPKJ/fKXvwx8v8oZZ5xhM2fOdKuETjPZ9dfA3nvvHTiGdFG46TKfHjyI6tKNvkffp+/NFa7pouPW8UexJMno0aNTf6m6x6DHxPWXbVhhisIhQBAqDVSDBg1KXdt2BwZdA7///vtDv3Ska/m6SZxrmfVDDjnEnn32WbdK6HROOjc9Buweg4reTqhX3vqyhpaOQ8eT602KKjqPQvSVS8vG33PPPbbLLrsEjkGPiT/22GNuFXiEAEFB6OmaG264Ied8gMMOO8xefPFFt0q5aZn1Rx99NPV+Cvc7NCD9+c9/Tg1QhTZlypTUI7TuMag0b948tURKFMeRDx2Xjk/H6R67is5L51doX375pV188cWpp/ncYzjhhBPsrbfecqvAAwQICmru3Ln285//PDAoqOjfNV8gH7oco8dT3X1qnsqll15qixcvdquETk946dJcrrkxuin8zDPPuFW8puPVcbvnovPTeep8C01BocBwj0HBooBR0MAfBAgi8b///S/1l4c7MOgvFP2lUtb5AJpnovkmuX5T1fwUPaEUBb19MNcLpjTnQa+ETTIdf665GzrfqN66qEtXuoTlHoP+stQlL1//oqtqCBBERkuI6AZtrvkAWkNJ906Ku6msp4P+9Kc/peaZuHU1H0XzUqKgx4NvueWWQIDpxq/eh1FZBjadh85H55V9njpvnb/aodB0E11rrrnHoKKb77oJj3gRIIicVmf97W9/m3P2tZ7i0uqu2Z566ik76KCDAttq/skdd9yRmo8SBa09pceS3ePQE15Rz2SPis5L5+ees9ohqrW49FivHu91j0FFjwNH/Zg4tiFAEJsZM2ak3hvhDgoqF1xwQepGe0mfa/5JVPRqW/dmvX4z1mTFqkDn6f4loPZQu0RFEw1z3aPR/B5NUCz0Y+IIIkAQu+L+wshV9BeK5ptESSvIurPIdby+PJIbFZ2v209qlyhX2NUlTi19kusxcf1Fq8triA4BAi+UdI9DpbR7JIUycuTIwDpa7dq1i+SJJB/pvHX+2e2h9lE7RUnHocUY3b5RiCA6BAi8oqes3PsMeqtdWZ/SCtOAAQMC92n0G67mn1RlOn+1gztwq72ipmXhs+fg6JFjRIcAgXe0llX24LRo0SJ3k4LTGlLZx6Cnj/QSKmyj9nCfRlO7RU0vAEt/vx4LR3QIEHgn7gDRKsLZf3nov7X8OYLULm5bRb0Kc3aAaDkbRIcAgXfiDBC9Bz17eXo94TNq1Ch3M2RR+2Qv0a72i/J98gRIfAgQeCeuANH1dHdxQd24R+nUTtntpnaM6rW1BEh8CBB4J44A0U16d2lxTVJE2am9sttP7RnFww8ESHwIEHgnjgDRxMTs79SCjCg/tVt2O6pdC40AiQ8BAu9EHSDu5RfNfi/0ezAqK7Wbu3pAoS8DEiDxIUDgnSgDZPbs2UVmmesd6oX8vqpA7Zf9Lnq1r9q5UAiQ+BAg8E5UAaLVgbNfpKQ5DVEtV17ZqR2z54iondXehUCAxIcAgXeiChBNhMv+nh49eriboALUntntW6iJmARIfAgQeCeKANGb7erWrZv5jmbNmqXW40J41J5q13Qbq70L8UZBAiQ+BAi8E0WAdOnSpch3jB8/3t0EIVC7Zrez2j1sBEh8CBB4p9ABMnHixCLX588//3x3E4RI7Ztua7W72j9MBEh8CBB4p9ABcvzxx2f2XadOHVu4cKG7CUKk9lU7p9tc7R8mAiQ+BAi8U8gAcS+p9OnTx90EBaB2zm73MC8ZEiDxIUDgnUIGyFlnnZXZb/369W3t2rXuJigAtbPaO9326oewECDxIUDgnUIFyNSpU4vsl7WuouWulaX+CAMBEh8CBN4pVIB07Ngxs09dk1++fLm7CQpI7Z19L0T9EQYCJD4ECLxTiADR/IPsFx9de+217iaIgNo93QfqjzDmhRAg8SFA4J1CBEjfvn0z+9N7sz/99FN3E0RA7a72T/eF+qWiCJD4ECDwTiEC5Oijj87sr1WrVu7HiJDaP90X6peKIkDiQ4DAO2EHiFaCzd7fwIED3U0QIbV/dn9UdKVeAiQ+BAi8E3aA3HrrrUUGmJUrV7qbIEJqf/VDuk/UPxVBgMSHAIF3wg6Qpk2bZvbVoUMH92PEQP2Q7hP1T0UQIPEhQOCdMANkyZIlRda9Gj58uLsJYqB+SPeJ+kf9lC8CJD4ECLwTZoCMHDmyyL4WLFjgboIYqB+y+0X9lC8CJD4ECLwTZoB07949s59DDz3U/RgxUn+k+0b9lC8CJD4ECLwTZoA0adIks59u3bq5HyNG6o9036if8kWAxIcAgXfCCpClS5cWuf/x+OOPu5sgRuqPdN+on9Rf+SBA4kOAwDthBcjrr79eZD9z5851N0GM1B/Z/aP+ygcBEh8CBN4JK0AGDx6c2UeNGjVs8+bN7iaIkfpD/ZLuI/VXPgiQ+BAg8E5YAdKzZ8/MPipyjR2Fk32PSv2VDwIkPgQIvBNWgLRv3z6zj3bt2rkfwwPql3Qfqb/yQYDEhwCBd8IKkMMPPzyzjxtvvNH9GB5Qv6T7SP2VDwIkPgQIvBNWgGS/QrVfv37ux/CA+iXdR+qvfBAg8SFA4J2wAqRmzZqZfQwdOtT9GB5Qv6T7SP2VDwIkPgQIvBNGgGzYsKHIPp566il3E3hA/ZLdT+q38iJA4kOAwDthBMiyZcuK7GPs2LHuJvCA+iW7n9Rv5UWAxIcAgXfCCBC9OjV7H5MnT3Y3gQfUL9n9lM+rhgmQ+BAg8E4YATJr1qwi+5g+fbq7CTygfsnuJ/VbeREg8SFA4J0wAoS/QJKBv0CSjQCBd8IIEPceyIsvvuhuAg+oX7L7iXsgyUKAwDthBAhPYSUDT2ElGwEC74QRIMI8EP8xDyTZCBB4J6wA2X333TP7YCa6n7Jnoqu/8kGAxIcAgXfCCpDstbBuuOEG92N4QP2S7iPWwkoeAgTeCStAzj333Mw+2rZt634MD6hf0n2k/soHARIfAgTeCStAbrrppsw+Gjdu7H4MD6hf0n2k/soHARIfAgTeCStAhgwZktlH9erVbdOmTe4miJH6Q/2S7iP1Vz4IkPgQIPBOWAEyceLEIvuZM2eOuwlipP7I7h/1Vz4IkPgQIPBOWAGyfPly23777TP7efTRR91NECP1R7pv1E/qr3wQIPEhQOCdsAJEmjZtmtnPJZdc4n6MGKk/0n2jfsoXARIfAgTeCTNArrrqqsx+GjVq5H6MGKk/0n2jfsoXARIfAgTeCTNA3KUyPv74Y3cTxED9kN0vFVlqhgCJDwEC74QZILquXq1atcy+Bg8e7G6CGKgf0n2i/sn3/ocQIPEhQOCdMANEjjzyyMy+Wrdu7X6MGKgf0n2i/qkIAiQ+BAi8E3aA9O7dO7MvzTtYvHixuwkipPbPnv+h/qkIAiQ+BAi8E3aA6CVF2Y/z9u3b190EEVL7p/tC/ZLPS6SyESDxIUDgnbADRE455ZTM/o466ij3Y0RI7Z/uC/VLRREg8SFA4J1CBMjAgQOL7HPGjBnuJoiA2j27H9QvFUWAxIcAgXcKESCrVq2yWrVqZfbZuXNndxNEQO2e7gP1h/qlogiQ+BAg8E4hAkS6d++e2adu4s6fP9/dBAWk9s6+ea7+CAMBEh8CBN4pVIB88sknRQawyy+/3N0EBaT2zg5w9UcYCJD4ECDwTqECRLp27VpksAlz3yie2lntnW579UNYCJD4ECDwTiEDZPbs2UVmpl966aXuJigAtXO6zdX+6oewECDxIUDgnUIGiHTq1Cmzb81DmDx5srsJQqT2zZ6Ho/YPEwESHwIE3il0gGjiWu3atTP7b968uW3ZssXdDCFQu6p9022tdq/oxEEXARIfAgTeKXSAyJ/+9Kci33H//fe7myAEatfsdla7h40AiQ8BAu9EESAbN260xo0bZ76jbt26LPUeMrWn2jXdxmpvtXvYCJD4ECDwThQBIuPGjSvyPccee2xBBriqSO2o9sxuX7V3IRAg8SFA4J2oAkQuu+yyIt/Vo0cPdxPkQe2Y3a5q50IhQOJDgMA7UQbIN998Y82aNct8l54WeuaZZ9zNUA5qv+ynrtS+audCIUDiQ4DAO1EGiMyaNcvq1KmT+b7ddtvNZs6c6W6GMlC7qf3Sbal2VfsWEgESHwIE3ok6QGTo0KFFvnPfffe1zz//3N0MJVB7qd2y21HtWmgESHwIEHgnjgCR3/72t0W+97DDDqvQu7qrErWT2iu7/dSeUSBA4kOAwDtxBYgmvZ177rlFvrtly5a2bt06d1NkUfuonbLbTe0Y1eRMAiQ+BAi8E1eAyPr164u8vVDluOOOs2XLlrmb4ntqF7VPdnup/dSOUSFA4kOAwDtxBojoJUdHHHFEkWPQ5RnuiRSl9nAvW6ndwnhJVHkQIPEhQOCdl156qcigNHbsWHeTglu8eHEgRHSDmKezfqB2cG+Yq73UblHLflHYDjvs4H6MAiJA4J3BgwcXGZg0KOhlRFFfRvr6668Dl7Pq1atnzz77rLtplaLzVztkt4vaSe0VpWnTpgX6R/NPEB0CBN7REz01a9YsMjCkB+9//OMftmnTJrdKwehavntjXUUzravasic6X3eGuYraJ8p7HkuXLrVu3bqlfrFwj0XrbSE6BAi8tGTJErv44otzBkmTJk3shRdecKsUjJ4mch/xVWnRokVor2X1nc5T5+u2gdolqqet9IvDvffea7vuumvgOBo2bGh33XWXfffdd241FBABAq/NmzfP2rVrFxgwVNq0aWNz5sxxqxSMJsVlz1hX0WqzWrI8qkE0ajovnV/2qroqaocoJgmmjRkzpsjqyemiXzBuvvlmW7NmjVsFESBAkAhayfXwww8PDCA1atSw6667LrInf7QsR/baWemilyZVtjcb6nyyXwaVLjr/Qi9Pkvbhhx/a2WefHTgGlfbt29v8+fPdKogQAYLE2Lx5s/Xr18/q168fGEwaNGhgAwYMiOQvAS0M6K7iq6IbuHr3d9SPHYdNx6/zyF4QMV103oVcGDFNvxDofot+QXCPQQH28ssvu1UQAwIEiaOb7FdeeaVVr149MLjoN+YJEya4VQpCfxXluqyiuQhXXHFF4n471vHquHX87jnpPAv1Po9s+gWgf//+qV8I3GPQLw4PPvhg6hcJ+IEAQWJ98MEHdvrppwcGGpWOHTuG/u7tXPRkkl7Tmv2O9XRRwHXu3NlmzJjhVvOKjk/HmSuQdV46vyieOBs/fnxg7k26Ha+++mpbsWKFWwUxI0CQeKNHj7ZDDjkkMPDUqlXLevXqFclaVgqrTp06WbVq1QLHoXLUUUdZ3759Y5lol4uOQ8ej43KPVUXnofOJIoT1hFeHDh0Cx6By5plnMnnTYwQIKgX9hnzPPffYLrvsEhiENGN6+PDhbpWCmD17tnXt2jXnb/Mq+vfWrVunJktG/Q52fZ++V99f0vHp+HUehbZ27Vq77bbbcl4yO/TQQ6v8hM0kIEBQqXz55Zd2ySWX5LwBfPzxx9tbb73lVikI/VatJTb0V5B7HNmlUaNGqeN99NFHU4N2WA8BaD/an/ar/et73O/OLjpOHW8U81o0V0PHtc8++wSOQ48L/+Uvf4nkkhkqjgBBpfT222/bCSecEBigFCyaoKigiYKW9xg0aFBgyY3iii4daYFCzX25/vrr7eGHH7Zhw4bZiBEjUotMqkydOjXz3/p3fa7ttL3qqX5xl9LcouPS8UW1DMkbb7wRWL03fd568ksTSJEcBAgqtccee8z222+/wIC18847W58+fWzDhg1ulYL57LPPrHfv3sXed4iq6Pt1HDqeqHzxxRepS2O5/jI88cQT7Z133nGrIAEIEFR6uol+++2357ycdPDBB9vTTz/tVik4PVH01FNP2VVXXWVNmzYNHFeYRfvX9+j7on6SSQGtp7gU2O5x7b///vb444+7VZAgBAiqDP3Gff755wcGMpXTTjvN3n//fbdKZDS3RTO/dTmpZ8+eqQUKNfDvueeegWPNVbSdtlc91dd+tL84X8k7atQoO+iggwLHutNOO9kdd9wRyYREFBYBgirntddesyOPPDIwsOkJJN1IjnPQLYkuA+mx2nTR//bRe++9Z6eeemqgfVUuuOACXsxViRAgqJK2bt1qAwcOtD322CMwyO222272wAMPMOO5nPS+Fq3Om2uZ9aOPPtpef/11twoSjgBBlaanj/T0Uq41l7R4YxxvQ0waLbN+3333BV4ypaJLa5p7osBG5UOAAN+bO3eunXPOOYEBUKVt27b20UcfuVXwvf/973+B96KraJn1G2+8MbLHgxEPAgTIwoBYNgQuhAABHFySKR6X/JCNAAGKwU3hbXjoALkQIEApqvpjqUl97BmFR4AAZVTVJsb5PPESfiBAgHKoCktz+Lj0C/xEgAB5qKyLA/q0+CT8R4AAFVDa8uS+vIGwNL4sf49kIUCACkryC5J8eQEXkokAAUKSpFe0+vIKYCQbAQKETK+F7dChQ2BgVjnzzDNt5syZbpVIjR49OnUz3D023TTv1atX6iY6UBYECFAg48ePtyOOOCIwUGv+xNVXXx35y50++OADO/300wPHo9KxY8fUEvFAeRAgQAFt2bLF+vfvbw0aNAgM2vXr17cHH3yw4DO4NdHvyiuvTAWXewzNmze3CRMmuFWAMiFAgAisWrXKevTokXMNqWbNmtlLL73kVqkwBVO/fv1SQeV+pwJtwIABqYAD8kWAABH68MMP7eyzzw4M6Crt27e3+fPnu1XyMm7cuNTihu53KMCuu+66VKABFUWAADEYM2aMNW7cODDAa9n4m2++2dasWeNWKZN58+ZZu3btAvtVadOmjc2ZM8etAuSNAAFiomXj7733Xtt1110Dg/1ee+1ljzzySGqOSVmsXr3aevbsmQogd19NmjSxF154wa0CVBgBAsRs6dKl1q1bt5zLxrdo0cImTZrkVsnQMutDhgyxhg0bBurqfSZ9+/ZNBRVQCAQI4Ilp06bZKaecEggClQsvvNAWLFhQZPuJEyfaMcccE9hWQXT55Zen3mcCFBIBAnhm5MiR1qhRo0Aw1K5d2+6+++7U62R//etfBz5XadWqlU2fPt3dJVAQBAjgoW+//TYVFnXq1AmERK51qw488EB78skn3d0ABUWAAB5buHChde7cORAY6aKA6d27t61fv96tChQcAQIkwOTJk1MTDrPDo0uXLrZo0SJ3UyAyBAiQEHqk9/rrr08FyYgRI9yPgcgRIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8ECAAgLwQIACAvBAgAIC8/H97CMrIjO3YxwAAAABJRU5ErkJggg==)
PN: 4H56-3-DK
CAS: 887974-54-1
Molecule Weight: 203.216
Formula: C12H10FNO
PN: 3H32-B-1X
CAS: 463336-07-4
Molecule Weight: 252.086
Formula: C11H7BrFN
TSCA: Not listed on TSCA inventory
