![3'-(Trifluoromethyl)-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABevAAAXrwGQoAIMAAACUXpUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfZeTrjbGxAROFVFGrSiu1e7Ftpb1bOeCkSBwqoDm8/Y5Dk0CSwgbQ2J7/82k8zuxul2ewMVWdlkVEOGUETBGXSVqsI/L2+jhR5G4+i1GEwqKOyHvTfEwdZ7vd0vjd5HpXFjQuc9L6p7s67Wm2gpbV2nEZ486f56eXAzNJi7rRRWyQqtNpfWh8KmPdHGbxzRBOrqtNWjit3MmrTdvbX5fZl9FdnZDzWu7Rt0AUVmlmYFVWuW5g4zKKL/sBa1OYSjcmgeUemwWVuPb57PmhjD9zUzRYtD2ksc5emuozxoa8zEz8iZ1h4edDRHKOgG7KfFFVeg+2ZJs1B+2CFqAlaA+0DzoArUCHoDnDD/0cBRwVHCUcNRxFHFVc4f5nxk7gdf9hcBUZ/IL7b59H++AuuhHBVeEPAioYPxlFfSGDo/lq9GjoB/Jo/l8p0ScCEOjDgQRVPtY8KpkICOzPU/ApcyVHuVRoBA04GpfyAA1H+bn25ZswyoUXWhsya10qpbWCurxbP/qP7YKGylpOlXJdmEjqydDHqDinsMxny7JIOkVIk4gsOTnE67dZ1TjxQ7wIlFViKswC24GVdgG3D9jonoDFLUD0AXsWhgHZB+zJGQa8PmDP2TDg9wF7KoeB4GrRI4C6mlI4vK1hHzikyPAQ1t9F2pQaYS7C3abgCHMR8TZlR5iLoLcpPsLI6y0YQ7wbw3jDG80vgt/eOiNMcIMJRhh1g1G3GKeTmM7xbsXi1b3rdC5lB/+K5v8ARC/vjVwL+YIAAD1pSURBVHhe7d0HuBRFovZxAxhATBgwLBgxwGJkBcXAumblYlrMWUERBFFXTHCNuLiiYgJEBNOiIih8oogSFF1BVBRBBAVFcpIgGerz7Z3uO13MwemannN6Zv6/5+lHmK7pUHLqPR2qahMDAICDTewPAADIBgECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAoWUcc0c1bjjyym/n227n26hC/rK2szzOJUrYQECAASpbfoGu59tq37dUhZTX+ZX2eSZSyhYAAAVCy/Ab9b3/r7f13+PCpdpFAWY1/WZ9nEqVsISBAAJQsv0Hv23e8999zzulr1q5dZxfzlNX4l/V5JlHKFgICBEDJ8ht0hYbCww+TTMpq/Mv6PJMoZQsBAQKgZKU36Lp9pT/rdtayZauskmU3/mV9nkmUsoWAAAFQsuwGXQ/S9feuXT9LK/Vfdtk/+jyTKGULAQECoGTZDbpe5dUrvQ0bPmdmz16aVnLDsvbnUZZiQYAAKFmZGvQ77/zA++zuuz8MfZ6pbPrnUZZiQYAAKFmZGvRZs5Z6VyC6Epk4cV7weaayG/s8kyhlCwEBAqBkldWgP/HEZ97nzZsPDD4rq2xZn2cSpWwhIEAAlKyyGnS9hXXiif/tXDhixDTvs7LKlvV5JlHKFgICBEDJ2liD7ncuPO+8/3YuLKtsWZ9nYpf97rt55uGHPzbnn/+aOfronub001827dq994fjciUFAQKgZNkNejqFxtln/9tb//rr35ZZtqzPM7HL+n+3l/r1u5sPPvgx7ZvJRIAAKFl2g24bNmyqt/6kk/qUWbaszzOxy15yST/z5psTzbRpi8zKlWvMpEnzzZVXDvDKnHtu37RvJhMBAqBk2Q16Jn7nwrLKlvV5JtmUnTFjiVdGb4IlHQECoGRl06D7nQvLKlvW55lkU3bhwhVemb///XV7VeIQIACQIP4rxD17fmGvShwCBAASYvDgyd7Vjh7e65lI0hEgAJAACg+9fdWoUU8zefICe3UiESAAUMH0JpbCQ8vGZkVMGgIEACrQyy9/7T3z0K2rt976zl6daAQIAFQQPSj3w6Nfvwn26sQjQACggviv9Za1LFq0wv5KohAgAJAyZ84yc+mlb24wF0i+2IFhLwQIABSIgQMnBY334sUr7dWwECAAkKKH2IXy238SECAAkEKAREOAAEAKARINAQIAKQRINAQIAKQQINEQIACQQoBEQ4AAQAoBEg0BAgApBEg0BAgApBAg0RAgAJBCgERDgABACgESDQECACkESDQECACkECDRECAAkEKAREOAAEAKARINAQIAKQRINAQIAKQQINEQIACQQoBEQ4AAQAoBEg0BAgApBEg0BAgApBAg0RAgAJDy5ptfmjp17vWWhQt/s1fDQoAAQMorr7xratQ4xVsWLFhsr4aFAAGAlF69+phKlap5y7x58+3VsBAgAJDSs2dPs8kmm3jLvHnz7NWwECAAkEKAREOAAEAKARINAQIAKQRINAQIAKQQINEQIACQQoBEQ4AAQAoBEg0BAgApBEg0BAgApBAg0RAgAJBCgERDgABACgESDQECACkESDQECACkECDRECAAkEKAREOAAEAKARINAQIAKQRINAQIAKQQINEQIACQ8uyzzxIgERAgAPC7/v37m+222y4IkBNPPNF89913djGkIUAAlLRvvvnGCws/ONKXypUrmzZt2phFixbZX4MhQACUqAULFpgbbrjBVKpUKQiM3XbbzTzzzDOmXbt2Zosttgg+32mnnbzbW2vXrrU3U9IIEAAlZc2aNeaJJ54wO+64YxAQW265pWnfvr1ZsmRJUG7SpEnm9NNPD12RHHLIIWbYsGH/t7ESR4AAKBlDhgwxBx98cCgUzj77bPPDDz/YRQODBw82Bx54YOg75513npk6dapdtOQQIACK3uTJk02TJk1CIVC3bl3zwQcf2EUzWr16tenSpYvZYYcdgu9vtdVW5q677jLLli2zi5cMAgRA0Vq8eLG57bbbQs8zqlevbp566imn5xl6tbd58+Zm8803D7a3xx57mD59+thFSwIBAqDorFu3zusUuOuuuwYNvR6Wt2rVyixcuNAuHtm4cePMCSecELqiadCggfnPf/5jFy1qBAiAovLRRx+ZI444ItS4n3TSSWbChAl20Zy98cYbZu+99w72s+mmm5rLLrvMzJgxwy5alAgQAEXh559/NhdeeGEoOPbff3/z9ttv20VjtXLlSnP//febbbbZJtiv/vzAAw9464oZAQKgoC1fvtx07NjRVKlSJWjAt912W/PPf/7TrFq1yi6eN7rq0NWHrkL849DVSb9+/eyiRYMAAVCwXn31VVOzZs2gwd5ss83MVVddZebMmWMXLTd6DnLUUUeFroQaN27sPTcpNgQIgIIzduxY06hRo1Ajrb/r8yRYv3696d27t9l9992D49ObWy1atDDz58+3ixcsAgRAwdCVha4wdKXhN8y6AtGVSBItXbrU3HnnnV5Pd/941Zfkscce83rEFzoCBEDi6VmGnmno2YbfEOuZh5596BlI0v3444/m3HPPDV0xqXf7u+++axctKAQIgETTW1R6myq98dXbVnrrqtBoHK169eqFzuWMM87wxt0qRAQIgERSvw3130hvbNW/Q/08Cpl6wGtkX43w65+XesprBOBff/3VLp5oBAiARFFPcfUYTx9mXT3K1bNcPcyLheYY0VwjmnPEP89ddtnF9OjRo2DOkwABkAj6zVxjVGmsqvTfzDWWlca0KlYTJ040p5xySuhK67DDDjMjR460iyYOAQKgwmlUXI2Om96IavRcjaKbDwqk0aNHmxdeeMF7EH/99debK664wpx//vneGFf6r/6uz7Ve5VQ+n0E2aNAgU7t27VAdNGvWzEybNs0umhgECIAKo3k4NB9HeqOp+To0b0ecfvnlFy8ELrnkEvOnP/0ptL+oi76v7Wh72m6cNGz8I488Epqbfeuttzb33HOP+e233+ziFY4AAVDuNPOfZgBM7x+hGQI1U2Bc/SNmz57tNcb2W0/2onGr9tprL2/YEV19+Iv+rs/Tx7jKtGj72o/2F5e5c+eaa665JjRsvILrpZdesotWKAIEQLlRD2395q65x/2GUQ/LNTe55iiPw/vvv2+aNm0aejjtLzVq1PCuHtSR75133sn6VWCVU3l9T9/Xduxta3/ar/Yfly+++MIcd9xxof0cffTRZsyYMXbRCkGAACgXn3zyialfv36oMTzxxBPNN998Yxd1oob7mGOO2aBh16u/nTt3jm0/Pm1P27WHjtei44gzSPr27Wtq1aoVbF898a+88koza9Ysu2i5IkAA5NX06dO939rTG9h9993X9O/f3y7qRIMU2r+l63bYTTfdZL766iu7eF5oP9qf9pt+HDquuAZRXLFihbn33ntN1apVg+1Xq1bNdOrUqVxHHU5HgADIi7IavIceeiiWBk9DmNx+++2hW1VqwO+77768vi21Mdqv9p8eJDo+HWdcQ64okC+++OJQUCmQBwwYYBfNOwIEQOxee+017wG038Dplotei43rlsunn37qNZr+9vUwvkOHDhUWHDYdh44n/SUBHa+OOy6jRo3KeEtw/PjxdtG8IUAAxObLL780xx9/fKhR00Nf9aGIy5NPPul1MPS3r/0ldSwpHVd6fei4dfxx0UsJvXr1Cj3U10sJLVu2jO2lhI0hQADkTK+dXnvttaHXTvfcc89YXztVP4j0Wzcajbd79+52sUTScabPmKjziLNfh16L1m0y+7Xorl27xvZadCYECICc6FZN+rhV6vh29913x9pAapDB9Amk9ttvv9geTpcXHa+O2z8HnU/cgydOmTLFe5XY34cW9WPJ10RbBAiAnOyxxx5BY/X3v/899qE3dHVz+OGHB/s488wzY294y4uOW8fvn4vOS+cXt6FDh5o6deoE+9Hzp3wgQADkpGHDhl4jpf4QcdMMhAcddFDQEF5++eXeoIuFTMev8/DPSeeXjzncdVvL38ejjz5qr44FAQIgJ/6cHX/729/sVTnRLbD0t4xuvPFG76FxMdB56Hz8c9N5xnnLT7Q9f/txPrhPR4AAyEk+AkS/pZ911llBA9i6dWu7SFHQefnnqPON8+qKAAGQePkIkPSGVXOJF8oES1HpvNLnSo8zKAkQAIkXd4BoiBO/4dOYUurRXsx0fuljeMU1xAsBAiDx4gwQDdPhDwOiaWzjHCI9yXSeOl+dt85f9ZArAgRA4sUVIHqwrHk4tC0NffLuu+/aRYqazlfnrfNXPeT6wgABAiDx4goQDcnhN3jt2rWzV5cEnbdfB6qPXBAgABIvjgDR4IP+LRz11l65cqVdpCTovP3e6qqPXAaHJEAAJF4cAdK2bdugsRs4cKC9uqTo/P26UL24IkAAJF6uAaLpYv05Pc444wx7dUlSPag+VC/ZTrtrI0AAJF6uAeL3+dAD5AkTJtirS5LqwX+g7to3hAABkHi5BMi8efOCGQvPPvtse3VJU32oXlQ/qqeoCBAAiZdLgHTs2DFo5OKcdKoYqD78ulE9RUWAAEg81wBRP4datWp531W/B2zI7xejeoraL4QAAZB4rgEycuTIoIHr3bu3vRq/U734daT6ioIAAZB4rgFy3XXXed/TVK+auwIbUr34U+GqvqIgQAAknkuAaBRaf8yrCy64wF6NNKof1ZPqK8qoxAQIgMRzCZAxY8YEjVvfvn3t1Uij+vHrSvWWLQIEQOK5BEjnzp2972y66aZ5mc61mKh+VE+qL9VbtggQAInnEiB+T+u6devaq5CB6kn1FaWnPgECIPFcAmT77bf3vtOyZUt7FTJQPam+VG/ZIkAAJF7UAJk1a1bQsPXo0cNejQxUT36dqf6yQYAASLyoATJixIigYdOf8cdc6owAAZB4UQPE5bfpUudy1UaAAEi8qAHSvn17r3y1atXsVdgI1ZfqTfWXDQIEQOJFDRD/gXDNmjXtVdgI1ZfqLdsXDwgQAIkXNUAuu+wyr3ydOnXsVdgI1ZfqTfWXDQIEQOJFDRB/nosGDRrYq7ARqi/VW7bzphAgABIvaoCceuqpXvnGjRvbq7ARqi/Vm+ovGwQIgMSLGiBcgbjhCgRA0YkaIDwDccMzEABFJ2qA8BaWG97CAlB0ogbIHXfc4ZWnH0g0fj8Q1V82CBAAiRc1QNJ7os+cOdNejQxUT36d0RMdQNGIGiDpc6EPHz7cXo0MVE9+nWU7NzoBAiDxogaIJkjyG7Zu3brZq5GB6smvs2wn4CJAACRe1AARfz70Fi1a2KuQgepJ9aV6yxYBAiDxXAKkSZMm3ncOOOAAexUyUD2pvlRv2SJAACSeS4B06dLF+47m+p4xY4a9GmlUP/6c6Kq3bBEgABLPJUDGjRsXNG4vvviivRppVD9+XaneskWAAEg8lwBZv369qVGjRuTbMqXIv92n+lK9ZYsAAZB4LgEibdq08b5XuXJlM2/ePHs1fqd6Uf2onlRfURAgABLPNUDGjh0bNHBdu3a1V+N3qhe/jlRfURAgABLPNUDEHyCwXr16kW7PlALVh+pF9eMy8CQBAiDxcgmQJ554ImjkBg4caK8uaaoPv25UT1ERIAASL5cAWb58udlll1287zds2NBeXdJUH6oX1Y/qKSoCBEDi5RIg8tBDDwUN3ZAhQ+zVJUn14NeJ6scFAQIg8XINkMWLFwdDmxx00EFm9erVdpGSovNXPag+VC+qHxcECIDEyzVA5Jlnngkau06dOtmrS4rO368L1YsrAgRA4sURIOvWrTNHHnmkt52qVauaqVOn2kVKgs5b5696UH2oXlwRIAASL44AkdGjR5vNNtvM21aDBg1K7laWzlfnrfNXPag+ckGAAEi8uAJE2rdvHzR6t9xyi726qOl8/XNXPeSKAAGQeHEGyNq1a82xxx7rbU8j0A4YMMAuUpR0nv6Iuzp/1UOuCBAAiRdngMj06dPNTjvt5G2zSpUqZtSoUXaRoqLz03nqfHXeOv84ECAAEi/uAJFhw4aZrbbaytuuXmUdP368XaQo6Lz8V5h1vjrvuBAgABIvHwEib7zxhtl88829be++++5FFyI6H52Xzk/nqfONEwECIPEaNWrkNVL5GIokvX+IflMvlttZOg//ykNLLv09ypIeII8//ri9OhYECICc+BND6SHwDTfcYObPn28XyYkaV/9KRM8K+vfvbxcpKDp+/5mHzisf4fHFF1+YY445JgiQ5s2b20ViQYAAyEmrVq2CN4i07LDDDt7osWvWrLGLOtPtHf+ZiPalV17j3H550PHquP260vnEfdtqzpw55pprrgn602jZYostzPDhw+2isSBAAOTshx9+MGeffXbQaGnReE5xDo6oB8z+21la1Olu2rRpdrFE0nH6nQS16DzifGCuToidO3c22223XbCPrbfe2nTo0MG7lZUvBAiA2HzwwQfmz3/+cyhIzjrrLPP999/bRZ3oFVe/n4gWDfuhsaOS2mtdx6Xj84cn0aLjj+tVXRk0aJCpXbt2qM6bNWtmfvrpJ7to7AgQALFSJ7inn37aVK9ePWjQdBvl1ltvdR5ZNp1uBamndvptmrivduKg4/FH1dWi49Vxx3XrbeLEieaUU04JBcfhhx9uRo4caRfNGwIEQF4sXLjQtG7d2lSuXDlo4HbddVfTs2fPnAYJ9GmsqPr164caUN0mquiZDbX/9NtVWnScuY5t5VO93nTTTaF61aRTzz33XCz1GgUBAiCvJkyYYE4++eQNflP+6KOP7KKRqcHUW0zpr8RqOeSQQ0zXrl3NvHnz7K/khfaj/Wm/6ceh49LxxdGw68pO20p/DqQrOz2Yj+PKzgUBAqBc6Dfz/fffP9TAXnDBBbHcq1cDqpn7/Olx0xvYJk2amBdffNHMmDHD/lpOtD1tV9vXftL3q+PQ8cTVsH/44YemXr16oX2ceeaZsT1bckWAACg3md4WUp+IuN4W0tzh6jRXp06dUGPrLwcccIBp0aKFefbZZ71XW2fPnm1vIiOVU3l9T9/Xduxta9F+tX+XOcwz+fHHH80555wT2oeeq7z33nt20QpBgAAod+qvcPXVV4cehNesWdO88sordlFnY8eONW3atAk6Opa1KMz22msvs++++5oTTjghWPR3fZ4edpkWbV/70f7isnTpUnPHHXeYLbfcMtiP+tconOJ6CB8HAgRAhVGjm/5arhYNjfL555/bRXMybtw406VLF+920/bbb79BCERZ9H1tR9vTduO0fv1607t372CMLC2VKlUy119/few9/ONAgACocK+++qp3BeI3mroyueqqq7K+xRTV3LlzvYf43bp1Mx07dvR6b19xxRXmvPPO864+9F/9XZ9rvcqpvL6XL59++qk56qijQmHVuHFj8/XXX9tFE4MAAZAIem6gxtofJ0rLtttuax5++GGzatUqu3jR+OWXX8yll14aGg5mn332Mf369bOLJg4BAiBRfv75Z3PRRReFfhPfb7/9zFtvvWUXLWgrV6409913n9lmm22C89SfH3jgAW9dISBAACTSxx9/bI488shQkGjukW+//dYuWnBef/11s/feewfnpauPyy+/3MycOdMummgECIDEUge8559/3uvB7je2eqisEYDVI7vQfPXVV94zlvRQVK/1zz77zC5aEAgQAImnDnm33XZbqMOextp66qmnvB7aSaee6tddd10wr4mWPfbYw/Tp08cuWlAIEAAFY/Lkyd4rtOm/wdetW9cMHTrULpoI6jip133TXx3WPCB33XWXWbZsmV284BAgAArO+++/bw4++OBQkDRt2tRMmTLFLlphBg8ebA488MDQMer14KlTp9pFCxYBAqAgqUe2BjBMH0hRPbdvv/12s2TJErt4uZk0aZI5/fTTQ8GhQRbzNStgRSJAABS0BQsWmJYtW3oP1/0GW8OL9OrVy+vZXV5+/fVXc/PNN4eGWdfIueqEWAjPaVwQIACKwvjx482JJ54Y+s1f83CMGjXKLhorvSnWvXt3s/POOwf7VYi0bdvWLFq0yC5eVAgQAEVlwIAB3kCI6UFy8cUXxzqNrE+3pQ499NDQvk477TTz3Xff2UWLEgECoOho6BPNx1GtWrWgYde85Pfee69ZsWKFXTwyPQg///zzQ8GhId7feecdu2hRI0AAFK1Zs2aZK6+8MjRsfK1atUzfvn3tolnRq7d333239yquvz29ovvoo496r+yWGgIEQNEbM2aMOfroo0NXDMcdd5z58ssv7aJl0uyDe+65Z/B9dQpU58DymjY3iQgQACXjpZde2iAENGT7xoZpHz16tGnYsGEofI4//nhvWJJSR4AAKCmaOveee+4xW2+9dRAImnXwkUceCd2G0sCGmhMkfZh1zVD42muvpW2ttBEgAErStGnTTLNmzUJXFrVr1/be4nrwwQc3eACvodfjeABfTAgQACVtxIgR5rDDDgsFib/o6uOSSy7xJn3ChggQACVPnQF79OgRmg1RofLJJ5/YRZGGAAGAlMcffzwIkI09WMd/ESAAkNKzZ88gQEr59dxsESAAkEKAREOAAEAKARINAQIAKQRINAQIAKQQINEQIACQQoBEQ4AAQAoBEg0BAgApBEg0BAgApBAg0RAgAJBCgERDgABACgESDQECACkESDQECACkECDRECAAkEKAREOAAEAKARINAQIAKQRINAQIAKQQINEQIACQQoBEQ4AAQAoBEg0BAgApBEg0BAgApBAg0RAgAJBCgERDgABACgESDQECACkESDQECACkECDRECAAkEKAREOAAEAKARINAQIAKQRINAQIAKQQINEQIACQQoBEQ4AAQAoBEg0BAgApBEg0BAgApBAg0RAgAJBCgERDgABACgESDQECACkESDQECACkECDRECAAkEKAREOAAEAKARINAQIAKQRINAQIAKQQINEQIACQQoBEQ4AAQAoBEk3eAmSTbpt4SzayKTt67mjTelRrc+gbh5rqvaubyj0qm51772z+OvCvpsvXXcyS1Uvsr2S1XQDwESDR5K11jdJ4b6zsr6t+NecOOTcoU9aywws7mFcmvxL67sa2CwA2AiSavLWuURrvssoqPA5+7WBv3Y4v7GjuGXOP+WzOZ2bhyoVm9brVZvby2ebd6e+alh+3NFV7Vt1gG2VtFwAyIUCiyVvrGqXxLqvsOUPO8T6v/2Z9Lyw2Zt6KeabZ0Gahz8raLgBkQoBEk7fWNUrjnansmLljgiuPWb/NCq3LVqbtAkBZCJBo8ta6Rmm8M5VtNaqV99mdo+8MfR5Fpu0CQFkIkGjy1rpGabwzlT3kjUO8zz6d82no8ygybRcAykKARJO31tVvvKMs6XTrSp/pgbmrTNsFgLIQINHkrXW1wyGbJV2lHpW8z9asWxP6PIpM2wWAshAg0eStdY3SeGcqyxUIgPJGgESTt9Y1SuOdqSzPQACUNwIkmry1rlEa70xleQsLQHkjQKLJW+sapfHOVFZjX+kz+oEAKC8ESDR5a12jNN5llW36XlPv87/0/8sf9kSfv2K+uWDoBaHPytouAGTyyCOPBAEya5bbL66lJG+ta5TGu6yyi1YtMgf2PdBbpxF4NRaWrkw0RpbezpqzfI55b/p75saPb2QsLADOVq9e7YXHFltsEQRI7dq1zZAhQ+yiSJO31jVK472xsgoR/0pkY4sC5tUpr4a+u7HtAoAMGjTICws/OOzlrLPOMpMnT7a/BlMAAeLTKLy60qj3ej3vuUj6fCCPffOYWbp6qf2VrLYLoDRNnDjRnHLKKaGwOPzww83w4cPN008/bapXrx58riuTW2+91SxevNjeTEmjdQVQUhYuXGhuuukmU7ly5SAgdtllF/Pcc8+ZdevWhcq1bt06VG7XXXf1HrSnlytlBAiAkrB27VrzzDPPmJ122il0ZXHLLbeYX3/91S4emDBhgjn55JM3uFL56KOP7KIlhwABUPQ+/PBDU69evVAInHnmmeb777+3i5Zp4MCBZv/99w9t48ILLzQ//fSTXbRkECAAitaPP/5ozjnnnFCjf9BBB5n33nvPLpqVVatWmc6dO5vtttsu2F6VKlVMhw4dzPLly+3iRY8AAVB0li5dau644w6z5ZZbBg39DjvsYB5//HGzZo37AK2+OXPmmKuvvtpsttlmwfZr1qxpXnnlFbtoUSNAABSN9evXm969e5vdd989aNgrVapkWrRoYebPn28Xz9nYsWPNscceG7rCadSokfn888/tokWJAAFQFD799FNz1FFHhRrzxo0bm6+//touGrtXX33VuwLx96srk6uuusrMnr3xETQKHQECoKDNmDHDXHrppWbTTTcNGvB99tnH9OvXzy6aV3oG0rFjR++ZiH8c2267rXn44Ye9ZyfFiAABUJBWrlxp7r//frPNNtsEDbb+/MADD3jrKsrPP/9sLrrootCV0H777Wfeeustu2jBI0AAFJzXX3/d7L333kEDrauPyy+/3MycOdMuWmE+/vhjc8QRR4SC5KSTTjLffvutXbRgESAACsZXX31lTjjhhFCj3KBBA/PZZ5/ZRRNBPdaff/55rwe7f7x6qN+qVSuvp3uhI0AAJJ7m5mjevLnZfPPNg4Z4jz32MH369LGLJpLG0LrttttCo/1qrK2nnnrK6yFfqAgQAImlYda7dOlitt9++6Dh3Wqrrcxdd91lli1bZhdPPI3q26RJk9AVVN26dc3QoUPtogWBAAGQSIMHDzYHHnhgqLE977zzzNSpU+2iBef99983Bx98cOjcmjZtaqZMmWIXTTQCBECiTJo0yZx++umhxvWQQw7xhlkvJuoR37VrV7PjjjsG56me87fffrtZsmSJXTyRCBAAiaARcW+++ebQ8OkaObdbt24F/ZzgjyxYsMC0bNnSe7jun3eNGjVMr169vJ71SUaAAKhQelOpe/fuZueddw4aUIVI27ZtzaJFi+zisZg7d643HLvCSZ3/rrnmGnPFFVd4t8j0lpf+q7/rc61XOZXX9/Jl/Pjx5sQTTwxdedWvX9+MGjXKLpoYBAiACqPbUoceemio0TzttNPMd999ZxfNybhx47yH8XqAnf5A3mXR97UdbU/bjVv//v3NvvvuG9rnxRdfbKZPn24XrXAECIByN23aNHP++eeHGskDDjjAvPPOO3ZRZxrosE2bNt7tIDsE0hcNzb7XXnt5jbauPvxFf9fn6UO3Z1q0fe1H+4uLhj556KGHTLVq1YL9VK1a1dx7771mxYoVdvEKQ4AAKDd69fbuu+/2XsX1G0b9Rv/oo496r+zmSuNRacj2OnXqbNDQa1FIaWTeZ5991rv6yXawQ5VTeX1P39d27G1r0X61/7jmBpk1a5Z3Ky192PhatWqZvn372kUrBAECoFy8+OKLZs899wwaQnUKvPbaa71OgrlSRz39xq65zdMbdHXc0+0m7VuDLsZJ29N2tf30DoJadBw6Hh1XHMaMGWOOPvro0D6OO+448+WXX9pFyxUBAiCvRo8ebRo2bBhq/I4//vhYGj89gNc85+mvwmrRa796RTaOcMqG9qP9ab/px6Hj0vHpOOPw0ksvbRDCetCfz4f7G0OAAMgLDWyo2y/pw6zrmcJrr71mF3WiYNJbSukNtsbF0tzlFUn713GkH5eOU8cbh99++83cc889Zuuttw62r+c0jzzySCy3AaMgQADESg+AH3zwwQ0eAN93332xPABWB7z27duHngtonvMhQ4bYRSuUjkfH5R+jjlfHHceUuqIXEZo1axYKqtq1a5tBgwbZRfOGAAEQmzfffNObzMlv0HT1cckll5hffvnFLupEr7KmTyGrYOrUqVO5/+adLR2Xjk/H6R+zjj/OV3JHjBhhDjvssFCQnHrqqWbixIl20dgRIABy9s0335i//vWvoUbsL3/5i/nkk0/sos6GDRvm9Uz3t6/bRPotvBDoONNva+k8dD5x0TOWHj16bNAZU68X56szphAgAHKi5xzpwbHbbruZF154IdZhON54443g1V9d1dxyyy2x3QoqLzpeHbf/TEjno/OKk4aDadeuXeitMD1o18CU+UCAAMiJ/1aQf49/6dKldpGc6C0mfx4QzTeuntqFTMfvz5uu89L5xU0DUqpHvx8iV111lV0kFgQIgJyoP4IaqWOOOcZelTM1rn4jqFdikzwuVBQ6j/RXj/MRInpby9/+E088Ya+OBQECICea51uN1N/+9jd7VU50e8e/8th99929wQaLic5H5+VficR9Oys9QJ588kl7dSwIEAA5yUeA6AGz/8xDv6kXW3j4dF7+lYjON84H6wQIgMSLO0D0iqv/tpWeFRTLbauy6Pz8ZyI677he8SVAACRenAGiiaP8fh56W2nAgAF2kaKk8/TfztL5xzGBFgECIPHiDBC9xeU3enrltZTofP1zVz3kigABkHhxBYjGivKHJ1Gnu6T2Ls8Xna/f2VD1kOvYWQQIgMSLI0DUk/rII4/0tqNhP6ZOnWoXKQk6b3/YE9VHLqP4EiAAEi+OAEnv76Gxo0qZzt+vi1z6hxAgABIv1wDRpEv+q6wavbbUbl3ZdP7+KL6qF9dJqQgQAImXa4Bo5j6/oUvakOwVRfXg14nqxwUBAiDxcgkQzR3uT0OrWQvxf/xZHFU/LnOsEyAAEi+XANEYTX4jV9EzCSaN6sOvG5exrAgQAImXS4DUqVPH+269evViHf69GKg+VC+qH9VTVAQIgMRzDZCxY8cGDVzXrl3t1fid6sWvI9VXFAQIgMRzDRDNlqfvaea8efPm2avxO9WL6kf1pPqKggABkHguAaLbMzVq1PC+16RJE3s10qh+VE+qryi3+QgQAInnEiDjxo0LGrcXX3zRXo00qh+/rlRv2SJAACSeS4B06dLF+45GoJ0xY4a9GmlUP/5Ivaq3bBEgABLPJUD82zIHHHCAvQoZqJ5UX1Fu9xEgABLPJUD8oUtatGhhr0IGqifVl+otWwQIgMSLGiBz5swJGrZu3brZq5GB6smvM9VfNggQAIkXNUBGjhwZNGzDhw+3VyMD1ZNfZ6q/bBAgABIvaoD06NEjaNhmzpxpr0YGqie/zlR/2SBAACRe1AC54447vPLVqlWzV2EjVF+qN9VfNggQAIkXNUBatmzpla9Zs6a9Chuh+lK9qf6yQYAASLyoAXLZZZd55V0GCCxl/sCTqr9sECAAEi9qgJx99tle+QYNGtirsBGqL9Wb6i8bBAiQB92u2ySrBdmJGiCnnnqqV75x48b2KmyE6kv1pvrLBgEC5IEdFGUtyE7UAOEKxA1XIEACEBDxihogPANxwzMQIAEIkHhFDRDewnLDW1hAAhAg8YoaIO3bt/fK0w8kGr8fiOovGwQIkAcESLyiBkh6T/RZs2bZq5GB6smvM3qiAxWIAIlX1AAZMWJE0LDpz/hjLnVGgAB5YL9tlWlB9qIGiMtv06XO5aqNAAHywA6LTAuyFzVAZPvtt/e+k+0D4VLnv3igessWAQLkASERL5cAOeOMM7zv1K1b116FDFRPqi/VW7YIECAPCJB4uQRI586dve9oru9sJ0gqVaoff0501Vu2CBAgDwiQeLkEyJgxY4LGrW/fvvZqpFH9+HWlessWAQLkAQESL5cAWbduXTAv+gUXXGCvRhrVj+pJ9aV6yxYBAuQBARIvlwCR6667zvtelSpVzJIlS+zV+J3qRfWjelJ9RUGAAHlAgMTLNUDS50bv3bu3vRq/U734dZTtXOg+AgTIAwIkXq4Bsn79elOrVi3vuyeccIK9Gr9Tvah+VE+qrygIECAPCJB4uQaIdOzYMWjkRo8eba8uaaoPv25UT1ERIAASL5cAmTdvnqlatar3/WznuSgV/rwpqh/VU1QECIDEyyVApHXr1t73N9tsMzNhwgR7dUlSPag+VC+qHxcECIDEyzVAfv75Z1O5cmVvG1F6Whczv6e+6kX144IAASrQkvlTzeAnTjdjB/6vvQppcg0Qadu2bdDYDRw40F5dUnT+fl2oXlwRIEAFmvTJC/994N58UzPz++yG0C5FcQTI4sWLza677uptZ7/99jMrV660i5QEnbfOX/Wg+lC9uCJAgAq0Yslc0+um7bwQeeO+Q8369dn3Ai4lcQSI9OrVK2jw2rVrZ68uCTpvvw5UH7kgQIAKNu79fwWv/U4c2d1eDRNfgKifg9/vQQ+Q3333XbtIUdP5+g/OVQ9R+33YCBCggq1bu9r0vfsAL0D6tNvFrFr+q12k5MUVIDJ9+vRgjCzdwpk9e7ZdpCjpPP1beDp/1UOuCBAgAX765v8FVyGfvnazvbrkxRkg0r9//6DhO+aYY8yKFSvsIkVF56fz9M9Z5x8HAgRIiHeeOM0LkB43bGF+nT3JXl3S4g4Q8fuGaDn33HMjjUJbSHReOj//XF37fGRCgAAJsWjWRNPj+speiAzuSl+FdPkIkLVr15qzzjorLw1rkqQHpc5X5x0XAgRIkE/6tgluZf08frC9umTlI0BEDWD9+vWDRvDGG2/M+cFyUug8dD7+uek8db5xIkCABFn12yLTu93OXoD07XCQ94AdxhxwwAFeI1W7dm17Vc40netBBx0UNISXX355rL+lVwQdv87DPyedXz6m9V24cGGwj0ceecReHQsCBIhgwohng6uQr4d2sVeXlIkTJ5pTTjklaKS0nHzyybGPZzV37lxz+OGHB/s488wzza+/FubbcDpuHb9/LjovnV/c+vXrZ/bee+9gP82bN7eLxIIAASJYv26teePeQ7wAeaHNDmbF0uijpBa6RYsWmZtuuikYv0rLpptuGvxZn+vevn4Djosa3kaNGgX7UG/tcePG2cUSTcfr9zLXovOJOwi//vpr07hx42AfWvRacNyh7iNAgIhmTBoWXIV89FILe3XR0q2XZ555xuy0005B47TFFluYW265xeu3cOutt3p/99dVr17dPP3007HdctI9/YsvvjjYvqZ67d69MDp36jj9qWm16DzifOYxf/5806JFC7P55psH+9h99929GQ3z+dyIAAEcDHn2XC9AurfY3CyYXli/Cbv48MMPTb169UK/2epWzPfffx8qp7+nvz2l5c9//rP3/bjogXB6UB1//PFm0qRkvlqt49Lx+ceq447zgfaaNWvMY489ZnbYYYdgH1tuuaW58847zdKlS+3isSNAAAcaqfe5llt5ITLwkRPs1UXjxx9/NOecc04oEPTQ97333rOLhmh9+sNvLdrODz/8YBd18umnn5p999031Gh26NAhp8EH46Tj0PHouPxj1PHquOOioU8OPPDAUB2rT4n+n5UXAgRwNHrAncGtrB/HvmGvLmj67VW/xaY3gPotV7/t6rfebKjc448/vsFvx3fccUcsvx0vX77c3H777aFnMbrff99991VYkGi/2r8/HIsWHZ+OU8cbB13lpT+I16Krwziv8rJFgACO1qxcZl66bQ8vQF65Y2+zdnXhD7mh++W6b677537jpPvqur+u++wu9L3rr7/eVKpUKdjmbrvtZl544YVY7s/r4fRxxx0XalDVgOtB/1dffWUXzwvtR/tLDw4tOq64HvbrgbueN6XfvtPzKD2Xius5U1QECJCD7z/tE1yFfPHOA/bqgqLbK0cddVSoAdQbPXqzJw7azl//+tfQ9v/yl7/Edlvn/fffD40p5S9HHHGE6dy5s/nmm2/sr+RE29N2tX17nzoOHU8cNNxJjx49zC677BJsX1c1Ciy9EVeRCBAgF7//Bt2/UwMvQJ5vtY35bdEMu0TizZgxw1x66aWhV3H32Wcfry9BPrz55pve9v19ab/a/y+//GIXdaKGu2nTpqFbW/5So0YNc8kll3i34t55552sp4tVOZXX9/R9bcfetvan/cYVHDJy5Ehz2GGHhfajvjfqg5MEBAiQozk//sd0b76Z+ddlm5iX/3WpvTqxNPvd/fffb7bZZpugcdKfH3jggbzPCLhq1Srz4IMPmmrVqgX7rlq1qvf8IK7RdzVEunpg22+P2YvOea+99vI63mkeDn/R3/V5ev1kWrR97SfOoeenTZtmmjVrFtqPevoPGjTILlqhCBAgBq89fpm55NhNzAl1NjVfjf2PvTpxXn/99VBPZV0FaHiNmTNn2kXzSvvTftOvftRo6/jipKsbPXPR1cOf/vSnDUIgyqLvazvaXlxXTT71DbnnnnvM1ltvHexvu+228wJq9erkDZ1DgAAxmD93hql/wDZm26038Z4jxPFwOB/0sNef9c9fGjRoYD777DO7aLnS/hs2bBg6LvWfyNdDcL0tNXr0aC8EOnbs6D3kv+KKK8z555/v1Y/+q7/rc61XOZXP59tdL7/8cijc9PLCNddck5ehTuJCgAAx0a0f/4e/T58+9uoKNW/ePG88pPSeynvssUfijvPFF1/0jiu9Eb3uuuu84y9WY8aM2eDhv97e+uKLL+yiiUOAADHRcwP/tpBeg42jr0OudNujS5cuZvvttw8ap6222srcddddZtmyZXbxRNBx3X333d5x+ses43/00UcTeRvH1axZs8yVV14ZzIOupVatWqZv37520cQiQIAY6c0lvzFQh7mKNHjw4A16Kp933nlm6tSpdtFE0nHqVlL68WvoeL0NVcj0AkGnTp3MtttuG5yXXiD43//939heICgvBAgQM380VP0GXZ7DSvg0/tLpp58eangPOeQQM3z4cLtoQdBxH3rooaHzOe2008x3331nF028AQMGhIZg0aKBFTUYZSEiQICYqeex/6xBYxOVF/VUvvnmm0P9H9RTuVu3bhXWUzku6kynEW133nnn4Nx0nm3btq3wznTZGD9+vDdjY3pwaBbCUaNG2UULCgEC5IGG/vAbimHDhtmrY1XojWsUmUJS563zT2JILliwwLRs2TI0jIs6Ifbq1Suxb+pFQYAAeaC3hvxBBNXRLF+N24gRI4rm9k4UOj+dZ/p5qx6ScptOA0l27do1NDaWBpLUoIpLliyxixcsAgTIEw174TceGvAuTuqp/Pe//z3UgBbDA+aodL7+nOz+ogfvFfmigIYyqVOnTuiYNMTJlClT7KIFjwAB8kSvnPpzYuhZRBy3k8p6xfVf//pXUb3iGoXOW6/4VvSrygqI//mf/wkFh4Jk6NChdtGiQYAAeaRXaf3GpE2bNvbqSNTJbs899wy2pwf11157bVF3sotC9aBOh3ZnSdVbPumW1D/+8Y8NpvPVzIPZzp1SqAgQIM/OOOMMr1HRg1+XUVQ1hEamYT6+/PJLuyhM5uFaVH9xD9eih+DPP/98aGRePSy/8cYbvYfnpYAAAfJM/TL8305PPfVUe3WZNNCgxmOyBxp87bXX7KLIQAMyqr78uotzwMiPP/7YHHnkkaGQ0mu63377rV20qBEgQDlo165d0ND80ZDc5THUealQfaneVH9+XapeVb+q56g0L8hFF10UCo799tvPvPXWW3bRkkCAAOVA/Rf8GeU0r0NZD7w12VJ6T2X91qyhw+MeNrzUqP4yTZql+s6G5jPXUCNVqlQJvq+hSB5++GGnICoWBAhQTjQtqd/46K2pdJoeNdN0r5988kmoHHKj6XNVr+n1rHrf2LS9//73v03NmjWD8hr88Kqrrop1AqlCRYAA5UQ9xv3pSTVJ0Jw5c8z8+fPNDTfcEOqpvNtuu3nzTxRDT+UkUr2qfjVisl/nqn/N/aH/H76xY8eaY489NhQ2Gnb9888/T9taaSNAgHKkOa792yhHH330Bj2V27dvn4hh4EuB6lkjJqve/f8HGj1A0/zaw6xroidN+IQwAgQoZ5osKP23Wi1nn322+eGHH+yiKAeq93POOWeD/ydaNLVshw4dvKlmsSECBCgnkydPNmeddVaogdLrvR988IFdFBXgww8/9B6s+/9vNFTMTz/9ZBdDGgIEyDPNo33rrbeGeiqn/5l+HcmhQS91W4v/J9khQIA80UPznj17ml133TUIC/VGb926tZkxY0YwLImmMdVrokChIUCAPPjoo4/MEUccEbpddfLJJ5sJEyYEZfRQ1l937733pn0bKAwECBAj3TO/8MILQ8Gx//77m7ffftsu6r1OqjexVEY9pQt1WlOULgIEiIFuQeltnfSeyurr8c9//nOjPZXHjBkTvC6qITKAQkKAADl65ZVXNuipfPXVV3sdBbOhPgf6nvqHFPoc2SgtBAjgSD2SGzVqFLpdpZ7L6sEcxaxZs4KBE+vXr08PdBQMAgSISGMgaSyk9J7KugJ59dVX7aJZ69SpU7CtXr162auBRCJAgCzpWYZGX9UorH5jr2ceHTt2zPk1XG3bH4VXY2Fpljsg6QgQIAt6i0rzPqTfrtLbVpofIi4DBgwItq0pUoGkI0CAjZj107em7dUnme2q/F9wqH+HZqTLB81qp31ogD/GxkLSESBABit/W2hGvdrKdLqkkrng6E3MQXtu4vUoV89y9TDPF80L4g/t3rRpU3s1kCgECJBm/bq15tthT5nebaubbtdt4i23Nt3C9Hj0NrNkyWK7eF60bNkyuNoZOnSovRpIDAIESJkx8QPzese6QXBoefepJmbR7Ml20bxasGBBME9I3bp1vQH+gCQiQFDyFs+dYt57umkoOF7rcLD5ZcL7dtFy07Vr1+Aq5Mknn7RXA4lAgKBkrV6xxHz25u3muRu2DILjhbY7mvEfdjXr1q2xi5erNWvWmDp16ngBUr16de+qBEgaAgSlZ/16M2lUL/PirbsFwdGjRSXz8SstzcplyWmohwwZElyFtGrVyl4NVDgCBCVl9pRR5s0H64duVw169ESzcMZ4u2giNGnSxAsQvZk1fnwyjxGliwBBSVi2cLr5oOfFoeB49c59zdQv+9tFE0XT4KpPiELkf848yV4NVCgCBEVt7eoVZuyge03PVlWD4Hi+dTXz5eCHzLo1ZQ+zniR3tL/N7FtjE3NCnU3M2I/fslcDFYYAQWKlXy1sbCnLD2P6mpfb1wrKdW++mRn2whXmt8Wz7KKJ9tuyJebaM2qYtmf+Hn637lcwwYfiV/ZPH1DB7KAoa7HN//lL83bn40JlBjx8tJk7dbRdtGB8NaxncC5fvfdPezVQITb86QMSoqyA2Jjp49813VtsHnz3pX/saSb/5yW7WMFZv36d6ffAEd459Wq9rVm+eLZdBCh30X46gXLkEiCTR7/ifadny63NmLfvMWtW/WYXKVizpnxsujXf1Du/4b2vslcD5S7aTydQjlwCRH089Krub4tm2GuKwgc9LvTqRM9z5k373F4NlKuIP51A+XEKkCK3dOHPpueNVbx6eeufjezVQLnipxOJRYBk9vnAjkHdTBntPo0ukCt+OpFYfiO5saUUrVm93Lx8e03v/F/+x5+K6jkPCktp/gSiINhhkWkpVVPG/Duog8/f7mCvBspF6f4EIvFKPST+yFudj/XqR89Eli74yV4N5B0/nUgsAmTj5v001nsbS3U0tMcF9mog7/jpRGIRIH9sRO+r/1tPzTc1syZ/ZK8G8oqfTiQWAfLHli+Z4/VMVz31u/9wr8c6UF746URiESDZGfde56CuJn78nL0ayBt+OpFYBEh2NDrvv+/a36urPrfsalatWGwXAfKCn04kFgGSvZ/GDQzq6z9v3GqvBvKCn04kFgESzf977GSvvnrcsIX5dc739mogdvx0AkVi4cxvTY/rK3shMqLPNfZqIHYECFBEdPtKATLypeb2KiB2BAhQZJbOn8brvCgXBAgAwAkBAgBwQoAARcx/k+2PFsAF/3KAImYHRVkL4IJ/OUARIyCQT/zLAooYAYJ84l8WUMQIEOQT/7KAIkaAIJ/4lwUUMQIE+cS/LKCI2W9bZVoAV/zrAYqYHRaZFsAV/3qAIkZIIJ/4lwUUMQIE+cS/LKCIESDIJ/5lAUWMAEE+8S8LKGIECPKJf1lAESNAkE/8ywKKGAGCfOJfFlDECBDkE/+yAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADj5/7K8zX9reEzcAAAAAElFTkSuQmCC)
| Product Number | 3830-7-06 |
| CAS | 3838-42-4 |
| MDL Number | MFCD05861442 |
| Molecular Formula | C13H11ClF3N |
| Molecular Weight | 273.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory