| Product Number | 4656-7-S0 |
| Synonyms | (1S)-1-[4-(Trifluoromethoxy)phenyl]ethan-1-amine hydrochloride |
| CAS | 1391540-47-8 |
| MDL Number | MFCD12757222 |
| Molecular Formula | C9H11ClF3NO |
| Molecular Weight | 241.64 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4656-7-S0
CAS: 1391540-47-8
Molecule Weight: 241.64
Formula: C9H11ClF3NO
![1-[4-(Trifluoromethoxy)phenyl]ethylamine](data:image/png;base64,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)
PN: 4630-3-84
CAS: 123195-23-3
Molecule Weight: 205.18
Formula: C9H10F3NO
![(S)-1-[4-(Trifluoromethoxy)phenyl]ethylamine](data:image/png;base64,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)
PN: 4630-3-S4
CAS: 951247-75-9
Molecule Weight: 205.18
Formula: C9H10F3NO
![1-[4-(Difluoromethoxy)phenyl]ethanamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACHMAAAhzAG7RU7WAAACBHpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfFxvbBNIopIpSVZrUbtLaSftWOeCkSGBXhrz9+50JySDpKC+68909fjmfPbs/lAXstKtyaxLCaUBAm9Rmudkk5Pfr42hC7uezFIMw0FQJea/rjylj+/2epu+6VAdraGpLcvJPD1Xei9lLat2GiSDg7M/z00vDjHJT1cqkGqkqn1aN8cmmqm5m8Z8hWKncLjfsFM5Ktzv19iYC/wX0UGXk31qW6FsgCuu80LC2rlQ17ERA8Qu+wUYb7VStM1gd0SxpiGufz54fbLottalR9T3kqSpeardN0VDaQqdb7AyV7w8JKTkCqrblwjl1BK95s+KgBCgJKgQ1BhWBikFNQN2B4gH+6OcYwCXmutB+sNfjh8YZwxJ+wLJ9f+L/iC/qmCaREJw2PsCplDIGQaMoDq9afWMrRi14ka29bZ4EgSMOEdIIdwoknYxRtC1BJW/GHYfdXgIax1627pGkwcTLljrbL7P2NOaLXRI2n62syToq5FlCVpw0mfyl15Vok0nAukw7rE/fgQ/tAqIP+NQPA/IGCIeBsA/4bb0Ai8+AcR/wRTAMRH3Al8wwEPcBX2DDa5j0AV+Ow8BdH2iKd5jw/muEf4Hwm3VwMbxyfrXf56M0yMibHfwcYZ2SZOfzjurNXcA6FwXD63H+F5X9jRnRi3B0AAA+jklEQVR4Xu3dB9QU1fnHcZAOIkqzgCgWVFTsCooFLBDFGrtCVASJvaIIIhoQVCwRC1IEKRIUAtgAUQlCDEFREQIiCkpRqvRenj/P8N9l987uy87s3Tbz/Zxzj8m79w7L7uH+3pl57p1iAgCAD8XMHwAAkAoCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCJA8UK1Ys2rxKZ6wXixYtkp49e8rVV18txxxzjFStWlVKliwplSpVksMOO0wuv/xyeeaZZ2T27NnmUITUKae8GdfefPNrs0tSseOKkmq/RNIZi10yO+sgJemEQDpjU7Fs2TK59957pUyZMnF/VlGtYcOG8vnnn5uHQsiYAXL22W/JihUbzG4JpTq5p9ovkXTGYpfMzDrwJJ0QSGfsnkybNk1q1arlCohUG8LNDBBt3bpNNLsllOrknmq/RNIZi134V54H0pl00xlblO+//1723nvvuOPrmcWrr77qBIuemWzdulVWrlwpP//8s4wcOVLatWsnderUycj7QeExw0PbGWf0lvnzV5tdXVKd3FPtl0g6Y7EL/8rzQDohkM7YZNasWRMXBHq/4+OPPza7JTVx4kRp1KiR+WOETOwE3abNB9H//dhj48yuLqlO7qn2SySdsdjF3qwD39IJgXTGJtO+ffvoMStXrixz5swxuwB7FDtB/+9/S+XUU3f9b/2v/v+ipDq5p9ovkXTGYhd7sw58SycE0hmbiJ597LvvvtFjDhs2zOwCpMScoB99dFz0/+sZSVHMscmk2i+RdMZiFzuzDtKSTgikMzaRd955J3q84447znwZSJk5Qeu9j9NP7x392ZdfLjBG7GaOTSbVfomkMxa72Jl1kJZ0QiCdsYnccccd0eN169bNfBlIWaIJumvXidGf3XDDMNmxI2ZAjERjE0m1XyLpjMUudmYdpCWdEEhnbCInnXRS9Hh6MxzwK9EEretAGjbsG/35Rx/9GDNit0RjE0m1XyLpjMUudmYdpCU2BNJpNtSoUSN6vN9++818GUhZsgn6jTe+iv780kvfkS1btse9rpKNNcX2S6fBHzuzDtJiBoHfZkPZsmWjx9u4caP5MpCyZBP0+vVb5IIL3o6+Nnjw93Gvq2RjTWYQ+G3wx86sg7SYQeC32UCAwJaiJughQ6ZHXzv//Ldl3brNca8XNTaWGQR+G/yxM+sgLemEQDpjE+ESFmwpaoLWy1Z6+Sry+muvTYl7vaixsVLtl0g6Y7GLnVkHaUknBNIZmwg30WHLnibojz+eE339rLP6yrJl66Ov7WlsRKr9EklnLHaxM+sgLemEQLKxs2bNkq5du8p5553nbIhYqlQpqVKlilx00UUydOjQuL6xWrduHT0eZbxIx54maC3h1VLeSJ8uXb6IvransRGp9ksk0dhFi9bIqFE/yBNPfC433jh857+Xgc7+XY0a9Zfbbhslfft+I6tWcWk3wvuMBeuShUAqko2N/XmidsMNN8j27e7qFxYSwpZEE7RJFxNG+ugiw19+Wen8PJWxKtV+iSQaG/uzZE3v2UyenHwRZJh4n7FgXbIQSEWysaeddpqzc+53330na9eulYULF8rrr78uFStWjPb/+9//HjdGsZUJbEk0QSfy179+GO33yCOfOD9LdWyq/RJJNFb/t55x6BnIpEm/ysqVG2XDhq3O3l1t2+7eiqVBgz7y889/xBwtnLzPWLAuWQikwuvY3r17R/vXq1fPfNnx+OOPR/uwmSL8SjRBJxK70aK26dOXpDw21X6JJBr7wANjnMtYyehltsiYdu0+NV8OndRmHWSU1xCI5XXs4sWLo/21ZDeR1atXy5FHHhntp9u5jx492uyWlN58b9y4sfljhEyiCToZ3eI90rdVq/dTHptqv0T8jF24cHV0zIUXDjBfDp3UZh1klNcQiOV17PLly6P9Dz74YPPlqGQPlHrttdecB0rpcfSBUqtWrXIeKDVq1CjnzCWVB0pp/7vvvtu5pLZ582bzZeS57dt3ODeaL7tsiFx99VCZOXOZ2cXhZYLWjRb10lHsmFTGptovET9jN2/eFh1Tv35v8+XQSf6vHFnjNQRieR0be5NcN04sit4/0ZCJ/TO8tGSOPfbYaB8903n//ffNLshT3377u9x88/C4yTdy38LkdYLWx93GjkllbKr9EvEzdvbs5dExzZoNNl8OneT/ypE1qUy6yaQ6dsmSJTJgwACnlFf7Hn/88c5ZxJ4sXbpU7rnnHilTpowrIJK1c845Rz7//HPzUFHVqlVzjbnwwgt3/iY70+yKPLF48dqdZ5ifuSZ3bX//+2Szu8PrBK0bLZ599luu4xcl1X6J+Bkbew/kb3+bYL4cOkXPOsiK2InUqz2NNSfqI444Qp555hnZsGGD2bVIixYtkjfeeEOuuuoqOeqoo5wgKlmypOyzzz5y2GGHyeWXX+6sO0nlhrtWdsVWekWaHk/D6o8/qG7JF5s2bZU33/zaWehnTuxaifT661/Jtm3ucnDlZ4Lu2XP3RoupjE21XyJex+rZ12mn9XL663+pwiJAAs+cpPXGedOmTXNenrts2TJp1aqVlChRwvUeNZz0Xsu2bdvMYciiMWPmyCWXDHZN6Nq0pLWoaqWgWbp0vbOoMPL3f+GFL80uoUSAhMTvv/8un332mTRp0iQ6UV977bWyZcsWs2tWffvtt3Luuee6QkSbLmTU94zsmjVrmbRsOcoVGtp05fjXXy8yhwTamjWb5frr34t+BrpCXc/MQICE0u233x6dpDt27Gi+nBPvvvuuHHrooa4Q0XbFFVc4lVvILL0H8dRT/4pepoltuvp6+PCZTgVWmGzcuFVuvXVk9HNo0mSgLFmyzuwWWgRICOlkHJmcDznkEPPlnNHt459++mmpUKGCK0T0Jn67du2clfKwS3fGffvt7+Scc/q5gkNLa/Vyjf4WHjZasnvnnR9FPwu9D6SLHrEbARJCuvYiMjGXLl3afDnndNuVm2++WYoXL+4KkgMPPFD69esnO5I9TBueTJjwi1x55T9cwaHtnns+ju5NFTZaGPDgg2Ojn4WelX3xxa9mt9AjQEJId+qNTMhFLSbMtS+//FJOP/10V4ho072+9HX4M3fuyrjfrmPbVVcNdfaBCiu9TNehQ3zJ8siRs8xuEAIklPS3+8hEfNttt5kv5xU90+jfv79z5mGGiDb9uyxYwM6oqVq9epM899y/nZ1vzeA477x+MmjQNNm6NXFZblg880z8gsb+/b81u+D/ESABpIsEn332WZkyZYqzfkO3HFm5cqV8+umn0qxZs+jkq1uVzJ071xyel/Teh94DSbSgUe+Z6L0THsGbnP5W/e67/5PGjXc/izzS9PJM584T5I8/+PxeeeW/cZ9NskWS2IUACSBzgk3U9NG1kyZNMofmPS0AuPLKK11/H21axVXUw7LCasqURXLttbvLUGObblyo23NgF/Pz2VMLe0UWARJAs2fPlu7duzvbg+jK8/LlyzsLCDU0/vSnPzmbGOozQgqZrg/RdSJmiGjTrVR0fUnY6c6xDz881jXpadPnkY8bR2m0yfyc9tQIEKBA6Up1DcPI/l6xTVe460p33csrbNav3yKvvvpfZ6sRc8Jr2LCv9O491SlRBdJFgKDg6d5ZuoeWPvfdDBLdc+uFF17I+Yr7bNCCg2HDvpTGjV9zBYc+sEmfshf235hhFwGCwNDdfPWynRki2vQ5JR999JE5JDD+858pO4OjudSsebUcdVRbOfnkN6Lh0aLFCJk2bbE5BEgbAYLA0eeLxD5RMbbpRpI//PCDOaRgaQlzpCy7fPlDpHr1RlK79m1y3HGdnW03PvhgtrDmEplCgCCQdLX9c88952w3b4aIXuq6//77ndLmQpVo25eSJStIpUrHy6GHXi3du38o69aFb/sRZBcBgkDTB2m1bNlS9tprL1eQ6LPee/bsWXDbxmupcrKNJ6+7rqX88ku4dstF7hAgCIWpU6c6z3Q3J1xtJ5xwgowfP94cknfY+h75hgBBqAwZMkRq1arlmoC1XX311TJv3jxzSM5pKXJRD9/SUuZCO4tCMBAgCB19nG+nTp2cBZbmhKwLLtu3by/r1uW+3FVLj7UEmcf/Il8RIAit+fPnyw033OCanLXpqv0BAwaYQ7JGS4619Nh8X9q0VFlLloFcI0AQeron2CmnnOKaqLXVr19fJk/O3oZ6WmKspcbm+9CmpclaogzkCwIEEN2tdrv07dtX9t9/f9fErQ+2atGihbOzcaZoSbGWFidaTa+lyFqSrKXJQD4hQIAYq1evlrZt2zpPajQnct3+vnPnzrJp0yZzmG9681tLibWk2PzztPRYS5C1FBnIRwQIkMCcOXPksssuc03q2mrXri3Dhw83h3impcNaQmweX5uWHGvpMZDPCBCgCOPGjZO6deu6JnhtjRo1kmnTpplD9khLhbVk2DyeNi0x1lJjoBAQIMAe6BMde/ToIZUrV3ZN+Lo2o02bNrJ8+Z4fyqSlwR06dHBKhc3jaEmxlhZriTFQKAgQIEUrVqyQO++801mDYQbAfvvtJy+//LITNoloSbCWBpvjtGkpsZYUA4WGAAE8mjFjhpx//vmuINB29NFHy5gxY6J9tQRYS4HNftq0dLgQHysMRBAggE8jRoyQww8/3BUM2ho3biyXXnqpUwJsvqalwloyrKXDQCEjQIA06NqMrl27SsWKFV1BYTYtDdYSYS0VBoKAAAEs+P333+WWW25JuG28Ni0J1tJgIEgIEMCiKVOmxG3SqDfctRQYCCICBLAsdgHi8ccfb74MBAYBAlgWGyD16tUzXwYCgwABLCNAEBYECGAZAYKwIEAAywgQhAUBAlhGgCAsCBDAMgIEYUGAAJYRIAgLAgSwjABBWBAggGUECMKCAAEsI0AQFgQIYBkBgrAgQADLCBCEBQECWEaAICwIEMAyAgRhQYAAlhEgCAsCBLCMAEFYECCAZQQIwoIAASwjQBAWBAhgGQGCsCBAAMsIEIQFAQJYRoAgLAgQwDICBGFBgACWESAICwIEsIwAQVgQIIBlBAjCggABLCNAEBYECGAZAYKwIEAAywgQhAUBAlhGgCAsCBDAMgIEYUGAAJYRIAgLAgSwjABBWBAggGUECMKCAAEsI0AQFgQIYBkBgrAgQADLCBCEBQECWEaAICwIEMAyAgRhQYAAlhEgCAsCBLCMAEFYECCAZQQIwoIAASwjQBAWBAhgGQGCsCBAAMsIEIQFAQJYRoAgLAgQwDICBGFBgACWESAICwIEsIwAQVgQIIBlBAjCggABLCNAEBYECGAZAYKwIEAAywgQhAUBAlhGgCAsCBDAMgIEYUGAAJYRIAgLAgSwjABBWBAggGUECMKCAAEsI0AQFgQIYBkBgrAgQADLCBCEBQECWEaAICwIEMAyAgRhQYAAlhEgCAsCBLCMAEFYECCAZQQIwoIAASwjQBAWBAhgGQGCsCBAAMsIEIQFAQJYRoAgLAgQwDICBGFBgACWESAICwIEsIwAQVgQIIBlBAjCggABLCNAEBYECGAZAYKwIEAAywgQhAUBAlhGgCAsCBDAMgIEYUGAAJYRIAgLAgSwjABBWBAggGWXXHJJNECOPfZY82UgMAgQwKKPPvpISpcuHQ2QvfbaSwYMGGB2AwKBAAEs+OGHH6Rp06bR4DBb/fr1ZfLkyeYwoKARIEAaVq5cKQ888ICUKlXKFRpmK168uLRo0UIWLVpkHgYoSAQI4MO2bdvkzTfflKpVq7qCQi9bNW/eXO6+++64y1mRtvfee0uXLl1k06ZN5mGBgkKAAB6NHz9eTjjhBFcwaGvYsKF8/fXX0b5z5syJq8qKbYcddpgMHz485shAYSFAgBTNmzdPrr76alcQaKtVq5a888475pCoTz75ROrWresap61Ro0by/fffm0OAvEeAAHuwbt066dChg5QtW9Y1+ZcvX146deokGzZsMIe5bN26VV555RWpXLmy6zglSpSQNm3ayPLly81hQN4iQIAiaAlujRo1XBO+thtuuEHmz59vDtmjFStWyJ133iklS5Z0HXO//faTl19+2QkbIN8RIEACWnKrpbfmBK/tlFNOkYkTJ5pDPJs+fbqcf/75ruNrO/roo2XMmDHmECCvECBADC2x1VJbLbk1J/X9999f+vbtK9u3bzeHpWXEiBFy+OGHu/48bbqq/ccffzSHAHmBAAF20pJaLa3VEltzEtdS3LZt28rq1avNYdZs3rxZunbtKhUrVkz45z/88MOyatUqcxiQUwQIQk9LabWk1py4tV166aVOKW62/P7773LLLbc4a0nM91K9enXp3bu39TMgwC8CBKGlpbNaQmtO1Nq05FZLb3NlypQpcuaZZ7rel7aTTjpJvvjiC3MIkHUECEJHS2W1ZFZLZ83JWUtstdQ2X6qgBg0aJDVr1nS9T23XXXed/PLLL+YQIGsIEISGhoKWyGqprDkZa0mtltZqiW2+Wb9+vTzxxBNSrlw51/vWn3Xs2NHpA2QbAYJQ0JJYLY01J2BtWkqrJbX5Ts82rr32Wtf713bwwQfL4MGDzSFARhEgCDQtgW3WrJlrwtWmpbNaQltoJkyYICeeeKLr76NN75t89dVX5hAgIwgQBJKWvGrpa6LdcLVUVktmtXS2UGklllZkVatWzfX30wquW2+91anoAjKJAEGgRCZWLXlNNLFqiWyQJlYNyoceeihhUO6zzz7SrVu3gg5K5DcCBIGhpa1a4mpOpNr00o6WxgbV7Nmz5eKLL3b9vbXppbqRI0eaQ4C0ESAoeHpzWUtazYlTm5bAailsWIwePbrIYoEZM2aYQwDfCBAULC1d1RLWROWtuvW6lr7qVuxhs2XLFnnppZdk3333dX0uWq5811135WW5MgoPAYKCpCWrWrpqTpDatNSVBXYiy5YtkzvuuCPpgskePXrkzYJJFCYCBAVFS1TPOuss14SoTUtbtcQV8aZNmybnnXee6/PSduyxx8q4cePMIUBKCBAUBK2c0tLURJsMaikrmwzu2bBhw6R27dquz0/b5ZdfntVNIxEMBAjympagaimqlqSak56Wrj744INsc+6BblvfuXPnpNvWP/roo7JmzRpzGJAQAYK8paWnyR60pCWrWroKf4p6cNYBBxwgb731luzYscMcBsQhQJB3tNS0qEe9aqkq7NBH955xxhmuz1nbqaeeKpMmTTKHAFEECPKGlpZqiamWmpqTmZakammqlqjmq5UrV8q8efOcpjfzx48f7/w38jN9PR/pmcbbb78tBx10kOtz13bjjTfK/PnzzWEAAYLc01JSLSnV0lJz8tISVC1F1ZLUXNM1JbqaXUuI27dv75QLn3zyyQkfQ1tU0/46Thc/6lqVd955x6kuy/WW7GvXrnX+XmXKlHG95/Lly0unTp1kw4YN5jCEGAGCnNISUi0lNScsbVp6qiWouaITqm4D/9hjj0mDBg2kVKlSrvdos+lN7IYNG0qHDh3k008/zdlkPXfuXPnzn//sen/aatWqJUOGDDGHIKQIEOTETz/95JSOmhOUNi011ZLTXNByYb1UpntnJbqUls2mZwIaoj179szJynG9BFevXj3X+9J29tlny9SpU80hCBkCBFmlJaJaKppo91gtLdUSUy01zSZ9T/3795cLLrgg4artZE3vGejNfn08rl7e6dKli3McbR988IEzAet/Iz/T17Wf9tdnsR944IGuYyZrGiZXXHGFE6zZ/Hy2bdvmBFjVqlVd70nX5LRs2VKWLFliDkNIECDICr1Rq6WhWiJqTkRaSqolpVpamk36sKnWrVsn3EvLbMccc4wz8evlm++++87aHlt6meybb75xNnxs1aqVHHnkka4/22z6SN527dpldeLWAoD77rsv4WW8SpUqyfPPP5/XBQ7IDAIEGaeloFoSak482rSEVEtJs0kvvVxzzTVFnm3o80T05v3QoUNl8eLF5iEyauHChU6g6Mp7nZzN9xZpGnz33HOP/Prrr+YhMmbWrFnSpEkT13vRpuGnZ1wIDwIEGaOln1oCak402vTyj5aOZnOxmlZQXXjhha73EmkVKlSQ5s2bO+tM8mWTQb1c9d577zmXrxJd9tOmZwUaNho82fLhhx9KnTp1XO9F20UXXSQzZ840hyCACBBYp9VDTz31lFP6aU4uei1fS0X10k22aAmwXqtPtI+WNn0Ilf7Gn+sy2j3RG+la7pxsPystD87mpST9c7p3757wLElD7d5775U//vjDHIYAIUBg1T/+8Q+n1NOcULRpaaiWiGaLnkW88sorzj0D871oa9y4sYwdO9Yclvf07zVw4MCk5c9169Z1buBny9KlS+X2229PeEmwSpUq8vrrrzs34xE8BAis0PsKWtppTiDatBQ0mxOa+v777+WEE05wvRdtl1xyibNwr9Dp5b8RI0bIcccd5/o7atPnv2fzTE+LAc455xzX+9B2/PHHy+eff24OQYEjQJAWrQRKdnlISz+1BDTbv32+9tprCSur9Jp9EPfR0jMSXbuSaMfio446yqkayyYtPDjkkENc70XbVVddJT///LM5BAWKAIEvev1br7cnu/6tJZ/Z3vtJ7xHozWbz/ej6Et0SXreGD7LffvtNbr75ZtffXx/vq5eRsmnjxo3OfTAtTDDfj94He/zxx7N6doTMIEDgma7nSLbNupZ4aqlntmkpcKJH3OpCv2xWJ+UD3R4m0SJF3bsr29ujLFiwQG666SbXe9Gma4L0l5BsVuLBLgIEntSvX981EWjTy0Na2pkL+twQs+JLz4K6du0a2qcU6toVLac1vyd9HHAuKqP+/e9/y2mnneZ6P9q06AKFiQCBJ+YDiPQSlpZyZqt01KSXZszqHy1zzfbixHyk4anbp5h7emn1lp4ZZJueafTr1y/hbgRhO0sMCgIEnsRO1lpZoyWcuaLbeZgTUdOmTWX16tVm11DTCjh9nkrs56S/9edqsZ/uPWaeHekmlig8BAg80RuykX/0Dz/8sPly1ui+VGZ46GrsfFlBnm+0rNl8YJRWyeUqRF599VUCJAAIEHiSDwGS6MyjY8eOZjcY9KmI5vYjeiaSi8tZBEgwECDwJNcBolU7sROPrj/p1auX2Q1J6CXHU045Je4z1Hsi2X7eCAESDAQIPMllgPTp08d1Ez/b6xuCQPcGM89E9AFa2SzxJUCCgQCBJ7kKEN2zyqy20goj+KOXs8x7IrpOJFsIkGAgQOBJLgJEr9FXq1YtbsJ56KGHzG7wSJ83b1ZnZeuMjgAJBgIEnmQ7QHR9SYMGDeImG92ug9XLdmiJb+w6Ef1+s7F3FgESDAQIPMl2gNx///1xE42uPcnmtfow0EuBsZ+xbsCY6X2qCJBgIEDgSTYDRLcoiZ1kdLfZ2bNnm92QJl2xbi7s+8tf/mJ2s4oACQYCBJ5kK0B0Nbl5k/fdd981u8ES3ZY/dgNGrXbL5DNcCJBgIEDgSbYC5J577ombYO666y6zCyzTXXxjy6R1fUim9jgjQIKBAIEn2QgQfVpgbMluzZo1nf2TkHnm1uu6cDMTCJBgIEDgSaYDRJ9eaK6UHj58uNkNGaIPpYp9smHFihUzslMuARIMBAg8yXSA9O7dO25iadasmdkFGaaPx439DnSTStsIkGAgQOBJJgNEd9LVZ3lEjq+PQ9UV08gu/R60XDryPejDuX799VezW1oIkGAgQOBJJgNEHzYUO6k8+uijZhdkyYgRI+K+Cy1qsIkACQYCBJ5kKkD03seRRx4ZPbY+olZLS5EbutJfq7Ay9X0QIMFAgMCTTAXIwIED4yaUBx980OyCLBswYEDcd6LPYbGFAAkGAgSeZCpATjzxxOhxy5Ur51QDIbfMe1L77befbNq0yezmCwESDAQIPMlEgHz77bdxk8mdd95pdkGO9OjRI+67GTZsmNnFFwIkGAgQeJKJAHnggQfiJpNvvvnG7IIc0ScVli5dOvrdXHHFFWYXXwiQYCBA4IntANHLJNWrV48es169emYX5JiGRuT7KVOmjJXH3xIgwUCAwBPbAfL+++/HTSQvvPCC2QU5ppetYr+jnj17ml08I0CCgQCBJ7YD5Prrr48eTx9stHjxYrMLckxvnMc+ubBRo0ZmF88IkGAgQOCJzQDRtQZVq1aNHq9p06ZmF+SJW265Jfo96WWsdB/qRYAEAwECT2wGiFl99eKLL5pdkCcGDRoU91199tlnZhdPCJBgIEDgic0A0fsdsZPItGnTzC7IEwsWLIj7rjp06GB28YQACQYCBJ7YDJCLL744eiytxNJLWshfsVvNNGzY0HzZEwIkGAgQeGIrQPRJd/qsicixrrvuOrML8kyrVq2i35euDVm/fr3ZJWUESDAQIPDEVoDMmDEjbgKxURqKzDL3K5syZYrZJWUESDAQIPDEVoDoUwZjJ5BJkyaZXZBndIeA2O9Mb6z7RYAEAwECT2wFSJcuXeImkOXLl5tdkGfWrl0rxYsXj35nHTt2NLukjAAJBgIEntgKkBYtWkSPo2tBUBhq1KgR/d50EahfBEgwECDwxFaAnHHGGdHjpFvRg+zRVeiR7+3kk082X04ZARIMBAg8sRUg+myJyHFatmxpvow8dccdd0S/t3322cd8OWUESDAQIPDERoBs37497lr6E088YXZBnnryySej35t+h/ooYj8IkGAgQOCJjQBZvXp13OTx3HPPmV2Qp7p37x733a1cudLskhICJBgIEHhiI0AWLlwYN3m88cYbZhfkKV2vE/vd6RYnfhAgwUCAwBMbATJr1qy4yUMXqKEwmJsqzpw50+ySEgIkGAgQeGIjQHQFc+zkMXLkSLML8tSoUaPivju/q9EJkGAgQOCJjQCZMGFC3OTxySefmF2Qp/S7iv3u/vWvf5ldUkKABAMBAk9sBAhnIIWLMxDEIkDgiY0A4R5I4eIeCGIRIPDERoBQhVW4qMJCLAIEntgIENaBFC7WgSAWAQJPbAQIK9ELV+xKdG2sRA83AgSe2AgQxV5YhYm9sBCLAIEntgLk9NNPjx6H3XgLB7vxIhYBAk9sBUjz5s2jx6lWrZr5MvJUzZo1o99bOs+xJ0CCgQCBJ7YCpHPnznETyIoVK8wuyDPr1q2zdu+KAAkGAgSe2AqQ9957L24C+fLLL80uyDPfffdd3HeWzvodAiQYCBB4YitApk+fHjeB9OrVy+yCPDN48OC472zy5Mlml5QRIMFAgMATWwGyefNmqVChQvRYN910k9kFeaZNmzbR76tUqVLOJS2/CJBgIEDgia0AUU2aNIke68ADDzRfRp455phjot9XgwYNzJc9IUCCgQCBJzYD5Nlnn42bRPzuq4TMW7x4cdwN9Hbt2pldPCFAgoEAgSc2A8TclVcnFeSnoUOHxn1XY8aMMbt4QoAEAwECT2wGiG6Dse+++0aPd8UVV5hdkCfM+x9r1641u3hCgAQDAQJPbAaIuvLKK6PH02P73ZwPmbN161apXr169Hs688wzzS6eESDBQIDAE9sBYl4a0e3CkV9Gjx4d9x299NJLZhfPCJBgIEDgie0A2bhxY9xlrLPOOsvsghy7+eabo99PiRIl5LfffjO7eEaABAMBAk9sB4hq1apV9Jha6TNnzhyzC3Jk/fr1svfee0e/nwsvvNDs4gsBEgwECDzJRIBMnDgxbjLp0KGD2QU5Yj7Ctn///mYXXwiQYCBA4EkmAmTHjh1y2GGHRY9buXLltKt8YIdu2R75XsqVK+c8TdIGAiQYCBB4kokAUXpjNnZC0UWGyK2xY8fGfSetW7c2u/hGgAQDAQJPMhUgeq09tlR0//33lw0bNpjdkEWNGzeOfh968/zHH380u/hGgAQDAQJPMhUgqmvXrnGTyiuvvGJ2QZaYuwRcc801Zpe0ECDBQIDAk0wGiF5fj31Weo0aNbgXkiPNmjWLm+CnTp1qdkkLARIMBAg8yWSAqI4dO8ZNLI888ojZBRn28ccfx30HF1xwgdklbQRIMBAg8CTTAaJnIbq1e+TP0H2XZsyYYXZDhuhzWurUqRP9/Pfaay/56quvzG5pI0CCgQCBJ5kOEPXOO+/ETS7nnHOOU+qLzOvWrVvcZ3/77bebXawgQIKBAIEn2QgQFVsBpM3WAjYkt3DhwrhV53o/aunSpWY3KwiQYCBA4Em2AmTWrFlSunTp6J9VqVIl+emnn8xusGT79u3OvY7YST2TVXAESDAQIPAkWwGiHn/88bhJ5pRTTnGu0cM+s4T6hBNOcLZxzxQCJBgIEHiSzQDRsDj99NPjJpp77rnH7IY0TZ482SlWiHzGumXJ9OnTzW5WESDBQIDAk2wGiJo3b17cdu/ahg0bZnaDT6tWrYrbh0zba6+9ZnazjgAJBgIEnmQ7QNQ///lPZ5v3yJ+rN3ozUVoaNnqJqmnTpnETebYeK0yABAMBAk9yESDqvvvui5twqlWrJrNnzza7wYNbb7017jM9+OCDZcWKFWa3jCBAgoEAgSe5ChC9H2KW9h566KGyaNEisytSYK74L1++vHMvJFsIkGAgQOBJrgJE6Sr1k046KW7iqVevnvzxxx9mVxShV69ecZ+h7rQ7atQos1tGESDBQIDAk1wGiFq8eLEcfvjhcZPP8ccfb+U53WHw+uuvO9uTxH5++rNsI0CCgQCBJ7kOEPXzzz/LAQccEDcB6eUs7okUrUuXLnGfmbZ27dqZ3bKCAAkGAgSelClTJvqP/sEHHzRfzppp06a5QkRvrFOdldhDDz3kCo+//vWvOdtjrEePHgRIABAg8CT28ofulfTRRx+ZXbJGz0SOOOKIuIlIS3yHDx9udg0tfdLjzTff7AqPXJ15qC+//FIOOeSQuPej+3Ch8BAg8ERvuJqTka4l+OGHH8yuWaH3RMwb69p0xXrYtz3RS3p6fyj2c9H1NM8//7zZNSsWLFiQMMy0Zat8GHYRIPDk0Ucfdd2E1aZbYdx///2ycuVKc0jGrVmzRho1auR6T7p3lp6lhNG7774r++yzT9znoeHfp08fs2vGbdy4UZ5++mmpUKGC6zvSQLv++uvNISgQBAg8W7JkibRs2TJhkFStWlV69uwp27ZtM4dllJ5tmIsNtekuvmHaCl7D9K677nJ9Dnp/aOzYsWb3jNMg0wIH8/1ou/LKK0Mb8EFBgMA3fU52w4YNXRODNt3Ndfz48eaQjBsxYoRr7yxt+lCqoD/ZUO/91KxZ0/V3b9CggXP5KJu+/fZbOffcc13vRdtxxx0nn332mTkEBYgAQdqGDBkitWrVck0U2q6++mpnQ8Rs0j/vtNNOc70Xvcymz1hfu3atOaSg/fLLL9KsWTPX31ebXlbcsmWLOSRj9AFUrVq1SnivrEqVKs5Gjdk+O0XmECCwYsOGDdKpUydnSwxz4tC1I+3bt5d169aZwzJGJ019nkjsQ6kirUaNGs7DkvTafCHTybpt27YJ7y0cdNBBztlYtujn/cILLyQ8+ytZsqRT1MCOAcFDgMCq+fPnyw033OCaRCIT94ABA8whGaXVYYlusGvbf//95bnnniu4MxJdM/HAAw8kDGv9zV8na932JVu0lLtOnTqu96LtwgsvlJkzZ5pDEBAECDJi0qRJThWUOaFoq1+/flY37lODBw+WAw880PVetFWuXNk5Q8r3G7rffPONc4M8djeA2KafdzYXUmo4m9vBR9qRRx4p77//vjkEAUOAIGP0Odt9+/Z1ftM3Jxgt32zRokVWd9PV38p1F1pdAGm+n0g766yz5M0338xJOXIius5FLw3pppHme4202rVrS+/evbN2b0E/G723EvsUw0jT0mE9qwv7GpywIECQcTpx67X6RPcjdOW47tG0adMmc1jG6PvRZ4Braav5fiJNf8u//PLLnT2bsn0JRrdpefHFF6VJkybO/QPzvUWa/pbfr1+/jD67PJYGlJZoa6m2+V60pFtLu7XEG+FBgCBr5syZI5dddplr8tGmv0VnewsSvfH/0ksvOX+2+X7Mppe/brrpJmcC1ctvtlZOL1++3NnaQ6uTrrvuuiJDLdJOPPFEGThwYNbOOJSWZGtptvletGkpt5Z0I3wIEGTduHHjpG7duq6JSJve8NbfwLPtiy++cMpPdeGh+Z6SNf1N/Mwzz5TWrVs7FWhPPfWUs2hRm17/10lX/xv5mb6u/fTP0bUZWtZqHjNZ08uAeuNc11dkk5ZEaym2+X60aem2lnAjvAgQ5IRedtEdWfUGtjkxaSVRmzZtnN/Os01Le4cOHSpXXXWVpzDJRNOA0Yo2DaFsXaaK0JLrDh06JLxhr9VfGoR6BodwI0CQU3op6M4770x4rV9vdr/88stZnzwjtAhgypQp0q1bN7nooosSrrew2fR+0MUXXyzdu3fP+plGLC211pJr8/1p00DTUm1AESDIC9OnT5fzzz/fNWFpO/roo2XMmDHmkKzTyqLvv/9ehg0bJs8884yzs6yuePd6pqL9dVzz5s2dm/l670f//rkKygi9t6Ml1ub71aYlwhMnTjSHIOQIEOQVXT1tPrI20i655JK8fuqgXvbRewbadLLVeyD638jPsrkS3wstpdaSai2tNj9zvfeipdh6NgaYCBDkHf1NX38zr1ixomtC01JgfbreqlWrzGHwSEuntYRaL50l+py19DqbK9pReAgQ5C3dsuOWW25JuG189erVncVz/Gbsj142S1a+rKXWWnIN7AkBgrynN7K1XNac6LTp0wgnTJhgDkESWiKdbG8wLa3WEmsgVQQICsagQYMSPu9Cmy7C023NkZiWRGtpdKJt1rWUWncnzvVNfBQeAgQFZf369c5+VuXKlXNNhPozfU37YBcNBS2FTrT/l5ZOawm1rVX1CB8CBAVJzzauvfZa16SoTc9S9Gwl7LT0WUugzc9Hm5ZMa+kwkA4CBAVN73/ofRBzgtSm902yub15vtBSZy15Nj8PbVoinc0HTSHYCBAUPK3E0oqsRBsRagXXrbfe6lR0BZ2WNmuJc6Jdj7UkWkuj2WYdNhEgCIywTqCRANXSZvPvrQGqpdBhCFBkHwGCwNnTJZyRI0eaQwqW7iJc1CU8LYEGMoUAQWDt6SbyjBkzzCEFQ4sItHTZ/Htpo4gA2UKAINC2bNniPDQqWRmrPmO8kMpY91TG/MQTT1DGjKwhQBAKy5YtkzvuuCPpQjp9Nkm+L6TTs4qDDz7Y9f61aUkzCymRbQQIQkW38jjvvPNcE7C2fN3KQ0uR2coF+YgAQSjpMz3yfTNBrZzSEuREm0lqyTKbSSLXCBCElm5n3rlz57zbzlxLjfUpiGxnj3xHgCD09vRApbfeeitrv+lriXGhPlAL4UOAAP9PH+l6xhlnuCZubaeeeqpMmjTJHGKNlhQX9Ujf0aNHm0OAnCNAgBg7duyQt99+Ww466CDXRK7txhtvlPnz55vDfNMSYi0l1pJi88/S0mMtQdZSZCAfESBAAmvXrpX27dtLmTJlXBN7+fLlpVOnTrJhwwZzWMq0ZFhLh7WE2Dy+lhprybGWHgP5jAABijB37lz585//7JrktdWqVUuGDBliDtkjLRXWkmHzeNq0xFhLjYFCQIAAKRg/frzUq1fPNeFrO/vss2Xq1KnmEBctDdYSYXO8Ni0p1tJioJAQIECKtm3bJj179pSqVau6AkDXarRs2VKWLFliDnNKgbUkONEuwVpCrKXEWlIMFBoCBPBo5cqVcv/990upUqVcgVCpUiV5/vnnnRvfekNeS4APOOAAVz8tGdbSYS0hBgoVAQL4NGvWLGnatKkrHLRpaOg9EvPn2rRUWEuGgUJHgABp+vDDD6VOnTquoDCblgZribCemQBBQIAAFuglq+7duzuXsMzg0FJgLQnW0mAgSAgQwKKlS5fGPZtdn9GhpcBAEBEggGWxpbpa+gsEFQECWEaAICwIEMAyAgRhQYAAlhEgCAsCBLCMAEFYECCAZQQIwoIAASwjQBAWBAhgGQGCsCBAAMsIEIQFAQJYRoAgLAgQwDICBGFBgACWESAICwIEsIwAQVgQIIBlBAjCggABLCNAEBYECGAZAYKwIEAAywgQhAUBAlhGgCAsCBDAMgIEYUGAAJYRIAgLAgSwjABBWBAggGUECMKCAAEsI0AQFgQIYBkBgrAgQADLCBCEBQECWEaAICwIEMAyAgRhQYAAlhEgCAsCBLCMAEFYECCAZTfuDJDKO8ND29kECAKMAAEse25ngFy3Mzy0PUKAIMAIEMCyT3YGSJ+d4aHtnwQIAowAASxbsjNAftkZHtp+I0AQYAQIYNvOAJGd4eE0AgQBRoAAthEgCAkCBLCNAEFIECCAbQQIQoIAAWwjQBASBAhgGwGCkCBAANsIEIQEAQLYRoAgJAgQwDYCBCFBgAC2ESAICQIEsI0AQUgQIIBtBAhCggABbCNAEBIECGAbAYKQIEAA2wgQhAQBAthGgCAkCBDANgIEIUGAALYRIAgJAgSwjQBBSBAggG0ECEKCAAFsI0AQEgQIYBsBgpAgQADbCBCEBAEC2EaAICQIEMA2AgQhQYAAthEgCAkCBLCNAEFIECCAbS1a7A6Qc84xXwUCgwABbPvf/0SOPVbkkENEJkwwXwUCgwABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPgS2gB5s3UxXw1IaNYskW7dRBo3FqldW6RChV1N/3ejRiJdu4rMnGmOAgpaaGdEMxhSbUCcBQtEmjcXKV589/5XyZr2uekmkfnzzaMABSm0M6IZDKk2IOq//xWpXt0dFHtq1artGgsUuNDOiIQC0vL11yLly8cHwwUXiPTrJ/LTTyJr14qsXy/y888ib78t0qRJfF8dq8cAClhoZ08CBL6tXi1y+OG7w6BSJZGPPjJ7uY0eLbLvvrvH6TH0WECBCu3sSYDAt8ce2x0Ce+8tMm2a2SM57as31yPj27UzewAFI7SzJwECX9asiT+L6NPH7LFnvXrtHq/H0stdQAEK7exJgMCXwYN3T/6HHSayfbvZY890jJb3Ro6jxwQKUGhnTwIEvrRuvXvif/pp89XUPfXU7uPccYf5KlAQQjt7EiDw5aSTdk/848ebr6bus892H0ePCRSg0M6esQGSagPkoIN2T/y//Wa+mrpFi3Yfp0YN81WgIIR2VjTDIZUGSNmyuyf+jRvNV1O3YcPu45QrZ74KFITQzopmOKTSAGsBomMJEBS40M6KBAN84RIWEBXa2ZMAgS/cRAeiQjt7EiDwhTJeICq0sycBAl9iFxLqXlZ+FxLqIsTIcVhIiAIV2tmTAIEvupWJbp4Ymfz79jV77JlufxIZr1uZ6DGBAhTa2dNmgKxaPFumfvi0LJw5znwJQdS27e4AqFhRZPp0s0dy2lc3YIyM140ZgQKV/uxZoGwFyLatm2TAQ9Wjx/r4701l5e+zzG4IklWr4vey2m8/kTFjzF5uY8fu6hsZp5ex9FhAgUpv9ixgtgJkw+rF8uYdxeOO1/uvpeTLoffL5vUrze7Id+vWmT9JbMqUXes3ImGg7aKLdj08Sh8ipcfRB0rNnSsycKBI06bxfXU9iR4DKGDpzZ4FzFaAqK9GPSG97tgr7pja3n6wqsyc0FN2bN9mDkG+0eeU33ijSIkSIkccIbJwodnD7csvRapWjQ+GVJqO0bFAgUt/9ixQNgNELft1qox6/mxXiGh77+l6smj2eHMI8oFuKaIltebjaV980eyZ2K+/7gqe4sXdQWE27XP99SK//GIeBShIdmbPAmQ7QCJ+mjJEBj9WyxUi2j7p+WdZs2yuOQS58o9/iNSq5Z7o9Szkiy/M3kWbOVPkmWdEzjtP5NBDdwWStkMO2fWzLl1E/vc/cxRQ0OzOnnBs3bJBvv6gk/S9u7wrRPrcWUamjGwvWzbxFLqcmTpV5Oyz3cGhrV49kQkTzBEAEiBAMmjtH/Pls943uEJE26C2NeTH/wwwhyCTliwRadlSZK+93MGh9yXeeENkG/ergFQRIFnw+0+TZHiXU1whom1Et/qyZO5kcwhs2rJF5Pnn4xcARlqpUiL33Seykoo5wCsCJEt27NguP0zqKwMe3t8VIloGPP6tFrJ+5SJzGNL1wQciRx7pDg5tTZqIzGLNDuAXAZJlmzeulsnD20rvO0u7guSte/aWbz7q7CxORJr0prauyzBDQ1udOiIffmiOAOARAZIjq5fMkTGvXeYKEW3vPF5b5k4dZg5BKv74Q+Tee3ddmjKDQy9hde++65IWgLQRIDmm+2e9+2RdV4ho++CFRrJiwTRzCBLRm9+vvy5SpYo7OLQs9/bbRZYuNUcBSAMBkge2b98qMz7vIf0fqOwKkV5tSsjEQW1k47rl5jBEfP65yPHHu4ND2znniHzzjTkCgAUESB7ZtG6FTHrnLundpqQrSPrfv59M//RlJ2zw/3TPqauucoeGNl3AN3SoOQKARQRIHvpj0Qz58MXzXSGibWjHo2XBjBR2fg2ytWtFHn9cpEwZd3BUqLBra5KNG81RACwjQPLYvG9HyJD2h7tCRNvoHpfI8t9mm0OCbccOkf79RQ480B0c2m66SWTBAnMUgAwhQPLc9q2b5dvRXeWteyvGBcjzzYvJvZeUlj4vPiRr1oTgmRL/+Y/I6ae7Q0PbaaeJ/Pvf5ggAGUaAFIj1q3+X8f1viW4b3+6KYnL9WcWk/pHFpO4R1aR3796y3c/zufPcNt1WvXnzxLvdHnCASL9+u85MAGQdAVJgls6bIgOePFNaX1BMLqpXTI48sJiUKlFs53xaTE466SSZEJCNADdv3CiT/vY3+aJCBdlsBofe+9BHwfIscSCnCJAC9cWYQfKnM2tKlb13hUdsu/baa+WXAn7mxHvvvScXHHqotNz5d+m7s82KDY8rrhD56SdzCIAcIEAK2IYN66Vjx45Srlw5V4joz/S19fpY1QLx3Xffybnnnuu8/7I7W+OdrcPO9vHOtvbYY0U+/dQcAiCHCJAA0LMNPeswQ0RbzZo1ZdCgQeaQvLJs2TJp3bq1lChRIu69H7qzta5SRb5/9VXZsZX1L0C+IUACRO9/6H0QM0S0nXnmmTJlyhRzSE5t2bJFXnzxRdl3331d77dkyZJy9913y+oVK8xhAPIEARIwWomlFVnVqlVzTcp77bWX3HLLLfL777+bw7Lu448/lqOOOsr1HrVdcMEF8j8e/wrkPQIkoFatWiUPPfSQlC5d2jVBV6xYUbp27SqbN282h2XcDz/8IH/6059c70nbEUccIaNGjTKHAMhTBEjAzZ49Wy655BLXZK3t8MMPlxEjRphDMmLlypXywAMPSKlSpVzvY5999pFnn302J4EGwD8CJCTGjBkjRx99tGvy1nb++efLjBkzzCFWbNu2TXr16pX0ktptt90mixcvNocBKAAESIhs3bpVXn75Zdlvv/1ck7netL7rrrtkhcWb1v/617/kxBNPdP1Z2s466yz5+uuvzSEACggBEkLLly+XNm3auMpmtVWuXFl69OjhhI1f8+bNk2uuucZ1bG0HH3ywDB482BwCoAARICE2bdo0adSokWuS11a3bl0ZN26cOaRI69atkw4dOkjZsmVdx9OFjU8++WRBLWwEUDQCBDJs2DCpXbu2a9LXdtlll8mcOXPMIS4DBw6UGjVquMZru/766+XXX381hwAocAQIHJs2bZLOnTvL3nvv7QoALQVu27atrF692hwm//3vf6VBgwauMdpOPvlkmThxojkEQEAQIIizaNEiadGihRQvXtwVCPvvv7/07dvXWaz422+/yV/+8peE/apXry59+vQJ5PbyAHYjQJDQ5MmTpX79+q5w0FalSpWE9zn0TOWRRx5JeKYCIHgIEBRpwIABSe9txLZLL71UfvzxR3M4gAAjQLBHa9eulfbt20uZMmVcwXHMMcfI2LFjzSEAQoAAQcrmzp0bd89DL3Gls14EQGEjQOBJ7L2Phx9+2HwZQIgQIPCEAAEQQYDAEwIEQAQBAk8IEAARBAg8IUAARBAg8IQAARBBgMATAgRABAECTwgQABEECDwhQABEECDwhAABEEGAwBMCBEAEAQJPCBAAEQQIPCFAAEQQIPCEAAEQQYDAEwIEQAQBAk8IEAARBAg8IUAARBAg8IQAARBBgMATAgRABAECTwgQABEECDwhQABEECDwhAABEEGAwBMCBEAEAQJPCBAAEQQIPCFAAEQQIPCEAAEQQYDAEwIEQAQBAk8IEAARBAg8IUAARBAg8KRSxbJSplQxpz32KAEChBkBAk/OOKqsnHRoMae91IUAAcKMAIEnLRqXlRsaFnPa4NcIECDMCBB40vXmsvK364o5bdxAAgQIMwIEnvS5q6y82bqY0/4zjAABwowAgScECIAIAgSeECAAIggQeEKAAIggQOAJAQIgggCBJwQIgAgCBJ4QIAAiCBB4QoAAiCBA4AkBAiCCAIEnBAiACAIEnhAgACIIEHhCgACIIEDgCQECIIIAgScECIAIAgSeECAAIggQeEKAAIggQOAJAQIgggCBJwQIgAgCBJ4QIAAiCBB4QoAAiCBA4AkBAiCCAIEnBAiACAIEnhAgACIIEHhCgACIIEDgCQECIIIAgScECIAIAgSeECAAIggQeNLvvkrRAJkysr35MoAQIUDgyb+H3ueEx1v3VpRl878xXwYQIgQIPFuxaLpsWv+H+WMAIUOAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAEFSkRXnXhuAcOBfO5IygyHVBiAc+NeOpMxgSLUBCAf+tSMpQgFAUZgZkBQBAqAozAxIigABUBRmBiRFgAAoCjMDkiJAABSFmQFJESAAisLMgKQIEABFYWZAUrEBkmoDEB78i0dSZjik0gCEB//ikZQZDqk0AOHBv3gkRTAAKAozA5IiQAAUhZkBSREgAIrCzICkCBAARWFmQFIECICiMDMgKQIEQFGYGZAUAQKgKMwMSIoAAVAUZgYkRYAAKAozA5IiQAAUhZkBSREgAIrCzAAA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHz5P0ZcoWRlYs3fAAAAAElFTkSuQmCC)
PN: 4656-3-3M
CAS: 136123-72-3
Molecule Weight: 187.19
Formula: C9H11F2NO
PN: 4630-3-54
CAS: 93919-56-3
Molecule Weight: 191.153
Formula: C8H8F3NO
PN: 4656-3-X7
CAS: 177842-14-7
Molecule Weight: 173.163
Formula: C8H9F2NO
PN: 4633-5-07
CAS: 90642-63-0
Molecule Weight: 187.67
Formula: C9H14ClNO
PN: 4657-3-09
CAS: 261952-24-3
Molecule Weight: 235.162
Formula: C9H8F3NO3
TSCA: Not listed on TSCA inventory