![N-(2-Aminoethyl)-N-[6-(trifluoromethyl)pyridin-2-yl]amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABvcAAAb3AHXvsRGAAACGXpUWHRtb2xTb3VyY2UAAHichZRtb+IwDID/ipXPR16a0gKiTIhp0knbfbht0n07hTawSjSZ0vL2789pKdCNK7Rg1/ZjN47J9OFQbGCnXZlbkxBBOQFtUpvlZp2Q97enwYg8zKYpBmGgKRPyUVWfE8b2+z1NP3ShDtbQ1Bak8U8OZd6J2Utq3ZoFnAv25+X5tWYGuSkrZVKNVJlPytr4bFNV1W/xnxKsUG6XG9aEs8Ltmmx/A+5vTg9lRi5rWaBvjiis8o2GlXWFqmAXcIo3/wFrbbRTlc5geUSzpCGufTZ9ebTpttCmQtVnyFO1ea3cNkVDYTc63WIyVH4+JqQQCKjKFnPn1BG85s1KgApASVAhqCGoCFQMagRqDEpw/KJfYIDACBFivzfaF3w7fuqE/IIFXs3v4qw/+QubFSQEX5NjloBGURy2QlApZdyKmz5cNH5aMThZB6cglIL7Z06HkYwJHLFURMcSYyMqIhQhjXAXQdLRkPv6UqAQdBj6dG1aTuP4UuXira2D03NTo62JPWTnJs6mS2uyKxXyLCFLQeru/tarMjg1mIB1mXY4sz6BD70Ggi7gt6MfkF3Ab14/EHYBv9X9wLAL+ME4A/NbQNQF/Bj1A3EX8EPXD4y6gB/RfmDcBeqB7ie8/8uy7yLiexXR31vxZb+bv9gdRt5g7kyJCG8wNweFXc0xaw8OVL8dKuzqxGF4zs7+AdDooM8FMfBBAAA11ElEQVR4Xu3dCbxV8/7/8RS6iYSuueTKEDKHcouMF6G4xhupkLqVK7mVKWW6/l3Cz9SkkkqSkCiK0myqiAZFc47meTidPn+f5e5l7e/eZ++zv3utffbe6/V8PNZDnfXZ0zfn+97f71rru8oIAAAWypg/AACgJAgQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAgjjPP7OluZ53VU+bOXWWWRPHWx5NsvynV+tJAgABAHN4OXLfWrUeZJVGSdfjJ9ptSrS8NBAgAxGEGiG7Tpy8zy1zJOvxk+02p1pcGAgQA4jDDQ7cmTYbL7t1m5e+SdfjJ9ptSrS8NBAgAxOHtwOvW7ev+ecyYBWapI1mHn2y/KdX60kCAAEAc3g78ueemun9u1GiIFBYWmeVJO/xk+02p1pcGAgQA4vB24OvXb5P69fu5fx86dLZZnrTDT7bflGp9aSBAACAOswPv1etr9++XXPK6bN1amLDelGy/KdX60kCAAEAcZge+ZctOufjiAe7PNFAS1Zu8+1PdshUBAgBxxOvABw361v1ZvXqvydq12xLWe5mhkMqWrQgQAIgjXge+Y8cuueKKQe7Pu3efnLDeK9l+U6r1pYEAAYA4iuvAR4yY4/783HN7y/LlGxPWRyTbb0q1vjQQIAAQR3EdeFHRbmnc+E1334MPjktYH5FsvynV+tJAgABAHIk6cL2YMLJPF1qcN291wnqVbL/JrF+0aJ0MGDBTWrX6QK66arAz+rnggn7SvPl7Mnjwd870WqYRIAAQh9mBe+lyJrfcMtzd36bNqIT1Ktl+k1nv/Xu87aabhsm6dX8c1M8EAgQA4jA7cNOkSYtjOvFE9cn2m8x6nTbr0WOqTJu2VJYu3eCMOAoKNstbb33vjES0rkuXz6KfJGAECIDQ2bWrSGbPLkg47WN24PG0aPFeTHgUV59svymV+vHjf3bqGjTob+4KFAECIFT0G/z117/ldLh6/KA4JenAZ8xYGRMexdUn229KpV4vctQ6XfQxkwgQAKGwZMkGuffe0VEds079FKekHXjbth9G1RZXn2y/KZX6r75a7tTdeef75q5AESAA8trmzTvk+eenOWcteTvlhg0HyZQpS81yV0k7cD0DS8/ESlafbL+ppPU6+oiMqBJ9niAQIADykl6v8d57c52FD72d8Xnn9XXWsdq+PXoxxFy0bVuhM+rQz/XUUxPN3YEjQADkHT02oXcP9AaHbnrR3y+/bDLLc5IuMX/77SOcz6VTc3piQKYRIADyhobDAw+MiwmOW299R2bOXGmW56xlyza4V8PrhYWJziYLEgECIOfpdFTPnl8501Pe4Lj00oHONFZx9zHPRd9+W+AuK68H8EtzKo4AAZDTRo/+Ua688o8VcnXTA+YvvDDdOcCcT8aN+8m9P3vnzmPj3lo3kwgQADnphx9Wxb2Qr337Mc6V2vlG70VSu3Yv5zPqMvJ6kkBpI0AA5JQ1a7ZK167j3c40sumprNOnLzPL84YZlMVtmVwPiwABkBN27ixyVqOtX//3dZ8imy7fMXTo7FI5CymTzKAobiNAAMBjwoRFUffg0O3ss3vL009Pkg0btpvlyBACBEDW+umnddK6dfRS6brpqasLF641y5FhBAiArLN+/WZ5/PEPnFGGNzgaNRrirDyL7ECAAMgau3btklde6SvHHXel/OUvd8qppz7jBIce9+jff4ZzHATZgwABkBXGjRsnJ598spQpU0b23beGHH74VVKzZkfnjKvVq7eY5cgCBAiAUrVw4UJp1KiRExyRbc8995PLL79DZs36ySxHFiFAAJSKjRs3SufOnaV8+fJR4VG1alUZNGiQWY4sRIAAyKjdu3dLv3795LDDDosKjgoVKsgjjzwiW7YwXZUrCBAAGTNlyhSpXbt2VHDoduONN8qiRYvMcmQ5AgRA4JYuXSpNmjSJCY7TTz9dPv/8c7McOYIAARCYbdu2Sbdu3aRixYpRwXHwwQdLnz59pKiI03JzGQECIBBDhw6V6tWrRwXH3nvvLR06dJD169eb5chBBAgAX82YMUPq168fM13VsGFDmT9/vlmOHEaAAPDFr7/+KnfeeaeUK1cuKjhq1qwpo0ePNsuRBwgQAGnZuXOnPPPMM1K5cuWo4DjggAPkueeek8LC0rvlKoJFgACwNnDgQDnuuOOigkNHIHfffbesXr3aLEeeIUAAWLnwwgtjjnM0aNBAvv32W7MUeYoAAWBlv/32c4PjqKOOkuHDh5slyHMECAAr3qkrvVAQ4UOAALBy2mmnuQFSUFBg7kYIECAArBAgIEAAWCFAQIAAsEKAgAABYIUAAQECwAoBAgIEgBUCBAQIACsECAgQAFYIEBAgAKwQICBAAFghQECAALBCgIAAAWCFAAEBAsAKAQICBIAVAgQECAArBAgIEABWCBAQIACsECAgQABYIUBAgACwQoCAAAFghQABAQLACgECAgSAFQIEBAgAKwQICBAAVggQECAArBAgIEAAWCFAQIAAsEKAgAABYIUAAQECwAoBAgIEgBUCBAQIACsECAgQAFYIEBAgAKwQICBAAFghQECAALBCgIAAAWCFAAEBAsAKAQICBIAVAgQECAArBAgIEABWCBAQIACsECAgQABYIUBAgACwQoCAAAFghQABAQLACgECAgSAFQIEBAgAKwQICBAAVggQECAArBAgIEAAWCFAQIAAsEKAgAABYIUAAQECwAoBAgIEgBUCBAQIACsECAgQAFYIEBAgAKwQICBAAFghQECAALBCgIAAAWCFAAEBAsAKAQICBIAVAgQECAArBAgIEABWCBAQIACsECAgQABYqVWrFgEScgQIgJQUFRVJnz59ZM8993QDZPny5WYZQoAAAVBiEydOlDPOOMMNDt322GMP2bRpk1mKECBAACS1ePFiuemmm6KCQ7eqVavK4MGDzXKEBAECoFhbtmyRLl26SIUKFaKC49BDD5V+/frJ7t27zYcgRAgQAHHpyEJHGN7gKF++vHTq1Ek2btxoliOECBAAUb766is577zzYqarrrnmGlmwYIFZjhAjQAA4fvnlF2nevLmULVs2KjhOOukkGTt2rFkOECBA2O3YsUOefvppqVSpUlRwHHTQQfLiiy9KYWGh+RDAQYAAIfbee+9JjRo1ooJDr+9o06aNrFmzxiwHohAgQAh9//33cvHFF8cc59Cf6T6gJAgQIER0VKGjC+9V5LrpKERHI0AqCBAgBPQ4hh7P0OMa3uDQ4x56/EOPgwCpIkCAPDd58g9St+7NUq7cPm5w6JlWesaVnnkF2CJAgDy1dOkGue++MXLiiQ/LEUc0kn33PcYJD73GQ6/1ANJFgAB5ZsuWnfJ//zdd6tTpI2ee2fO37VWpUeOfcuqp18mQIcPMcsAaAQLkCV2W6v3358mllw78X3D8vtWt21deeulz2bp1u/kQIC0ECJAHZs36RW699Z2o4NCtc+exsnIlS60jGAQIkMMKCjbLQw+NiwmOf/xjuHzzzUqzHPAVAQLkoB07dkmvXl/LX//aNyo4LrnkdXn33TlSVMQy6wgeAQLkmI8/XigNGw6KCo5zz+0tzz8/TTZv5noOZA4BAuSIuXNXyZ13vh8zXfWvf30kixevN8uBwBEgQJZbu3abPPbYBKldu1dUcPz970Nl6tSlZjmQMQQIkKUKC4tk4MBZcv75/aKCo0GD/jJkyHeya1eR+RAgowgQIAtNnLhYGjd+Myo4zj67tzz11ERZv36bWQ6UCgIEyCI6qmjffkzMcY677x4pP/7I/TmQXQgQhJK3cy6JZPXe/Wed1dM54J1Icc+nFwR691199RD59NOfo2qAbEGAIJSK68CLk6zeu1+31q1HmSVRinu+bdsKpWnTEc5xjtdemyE7d3KcA9mLAEEoFdeBFydZvRkguk2fvswscyV7PiAXECAIpVQ78GT1Znjo1qTJcGeBw3iSPR+QCwgQhFKqHXiyeu9+Xf028ucxYxaYpY5kzwfkAgIEoZRqB56s3rv/ueemun9u1GiIcz2HKdnzAbmAAEEopdqBJ6v37tfrNOrX7+f+fejQ2WZ50ucDcgEBglBKtQNPVm/u15VyI3/XFXK3bi1MWA/kIgIEoeTtwFPd4jH3621lL754gPszDZRE9UAuIkAQSmYopLLFE2//oEHfuj+rV+81Z1HERPVAriFAEEqpduDJ6uPt15s+XXHFH/ft6N59csJ6INcQIAilVDvwZPXF7R8xYo77c73p0/LlGxPWA7mEAEEopdqBJ6svbr/eWta7qu6DD45LWA/kEgIEoZRqB56sPtF+vZgwsk8XWpw3b3XCeiBXECAIpVQ78GT1ifbrcia33DLc3d+mzaiE9UCuIEAQSql24Mnqk+2fNGlxVE2yeiAXECAIpVQ78GT1yfarFi3eiwmPRPVAtiNAEEqpduDJ6pPtVzNmrIwJj0T1QLYjQBBKqXbgyeqT7Y9o2/ZDAgR5gwBBKKXagSerT7Y/Qs/A0jOxSloPZDMCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIE8MGuXUVy772j5bLLBsr06cvM3UBeIkAAH8ydu8q9srxz57HmbiAvESCAD777rsANkA4dxpi7gbxEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+IEAQRgQI4AMCBGFEgAA+mDVrmZx88mPOds89b5m7gbxEgAA++Oab+XLEEdc6W4sWT5u7gbxEgAA++OKLGVKxYnVnu/nmluZuIC8RIIAPpk2bJmXKlHG2xo0bm7uBvESAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD4gQBBGBAjgAwIEYUSAAD74+OOP3QA544wzzN1AXiJAgDQUFhbKiy++KPvuu68bILpdc8018uOPP5rlQF4hQABLY8eOlZNOOikqOLzb3nvvLR07dpSNGzeaDwXyAgECpGjBggXOCMMMjDp16kjTpk1ln332ifr5oYceKq+99prs3r3bfCogpxEgQAnpSEJHFDqy8AZEtWrVZPDgwW7dkiVL5Oabb44JmLPOOksmTZrkeUYgtxEgQBI6ctARhI4kvIGgI41HH31Utm7daj7EMXHiRDnzzDNjguSWW25xQgbIdQQIkICOGHTkYIaAjjAWL15slscoKiqSvn37yiGHHJJS+AC5gAAB4tARgo4UzODQEYWOLFK1YcMG+fe//x13+mvIkCFmOZATCBDAQ0cEXbt2jTkQriMIHUnoiCIdemrv1VdfHRNM9erVk6+//tosB7IaAQL8z5tvvilHHXVUVMeuI4b777/fGUH4SS88PPHEE6Neq2zZstKiRQspKCgwy4GsRIAg9L755htnBGCOCq666qpALwbUixBfeOEFOfDAA6Ned//995fu3bvLzp07zYcAWYUAQWjpN/077rjD+ebv7cBr1qzpjBAyZc2aNdK6dWvZc889o97HscceKyNHjjTLgaxBgCB09Ju9fsPXb/reDltHAjoi0JFBafjuu+/koosuihkJXXrppfLDDz+Y5UCpI0AQKiNHfuB8s/d20PrNX0cAq1evNstLxYgRI+SYY46Jeo977bWXtGvXTtauXWuWA6WGAEEoLFz4i9x4Y0epUOHIqI75wgsvdL75Z5sdO3bIU089Jfvtt1/U+z3ooIPk5Zdfll27dpkPATKOAEFe27Bhu/z3v5PltNOekqOOaiIHHHDmbyOOis43fP2mn+1Wrlwpt99+e8xxmlq1asmnn35qlgMZRYAgLxUV7Za33/5eLrpogJx5Zk9nO/74DnLssX+X7t1fdr7h55IvvvhC6tatGxUiul177bW/ja4WmuVARhAgyDtffrlcbrxxmBscup11Vk95+OGPpKBgvVmeU9544w058sjoabjy5cvLAw88IJs2bTLLgUARIMgby5dvlPvv/zgqOHRr1uxd+f77X83ynLVly5bfwvBhqVChQlSQHHbYYdK/f3+WjUfGECDIeVu27JSXXvpC6tTpExUcl1/+howaNd8szxuLFi2SG264IWZa6+yzz5apU6ea5YDvCBDkLP2i/cEH8+RvfxsYFRwaJK+88qVs3Vo613Nk2oQJE+T000+PCpE99thDbr31Vlm2bJlZDviGAEFO+vbbAmnadETMdFWnTp/IihXhOxagizz27t1b/vznP0cFScWKFeWxxx6Tbdu2mQ8B0kaAIKcUFGyWhx/+1Dko7g2Om29+W77+eoVZHjrr16+X++67L2bZ+OrVq8uwYcPMciAtBAhywo4du6RPn6+lXr3XooLj4osHyDvvzHFO28Uf5s2bJ1dccUXM8ZHzzz9fZs6caZYDVggQZL2xYxfKVVcNjgqOc87pLc8+O1U2bcrc9Ry66OG0adOkX79+zr3RGzduLBdccIHUqVPH+Yav2wEHHOD+WX+u+7VO6/Vx+nh9nkz56KOP5IQTTogKkXLlysldd90lq1atMsuBlBAgyFrz5q3+raMbGXOco127j2Tx4uCv59AD0AMHDpRmzZo5gWB+m09n0+fT59XnD/pAty4e2aNHDyfcvO+hcuXKv4XwsywbD2sECNLm7dz12MTcuYm/2Xrr41m3bps88cTnUrt2r6ja664bKpMnLzHLffXzzz87dyQ0v7UHvenr6evq6wdFRxwtW7Z0RiDe1z7++OPlww8/NMuBpAgQpM0cIbRuPcosiZIoQN59d45ccEG/qBr9+6BB30phYXq3ky3O5s2bpVevXnFvKuXdjj76aOcmU+3bt5dXX33VOX1WO3zdzLOc9O+RfVqn9fo4fbw+j/nc3k3fh74ffV9BmDVrljO1Zr7u5Zdf/lv4zzXLgWIRIEibGSC6TZ9e/LRMcQGydu22qFGH/llHIjoiCcK6deukW7duzgq3ZmeqW7Vq1aRp06bO1d1Llvg78tHn0+fV59fXMV9bN31f+v70fQbh7bffjgkzXTb+3nvvDew1kV8IEKTNDA/dmjQZ7lzoF09xAaIjjEaNhjg/12Mf8+cHc7BZD2J37txZKlWqFNNp602lWrVqJVOmTDEfFih9PX1d8/a2uun71PcbxMH37du3y+OPPy777rtv1Gvq9SQ9e/Zk2XgkRIAgbd5AqFu3r/vnMWMWmKWO4gJEbd9eKD//HMy3X10jqk+fPnFHHDpt9M4775T6Kr36+vo+4k2n6fvW9x/EWlfLly+X2267zbmC3fuap556qowfP94sBxwECNLmDYTnnpvq/llHE/GOWyQKkKDMmDHDOa3W7JQvu+wy5xhFNtL3pe/PfM/6OfTzBEFPMz7nnHNiXvP6668P9AA/chMBgrR5A2H9+m1Sv/4fB8GHDp1tlmc0QHQK5pFHHnFuW2t2wnqPjVyg79MMP/08+rmCmGLSEc6AAQPk8MMPj3rNP/3pT/LQQw8FdnAfuYcAQdrMQOjV62v375dc8nrMooZmfVBWrFghDRo0iOoEg5wGClJx02/6+fRzBkHvL/Lggw869xvxvuYRRxzhXL8CECBImxkIury6LjES+ZkGSqL6IHzyySdyyCGHRHV8esZTEAeiM0nfv34O7+fSz6mfNyg//fSTXHfddVGvqZuOiqZPn26WI0QIEKQtXiDodRuRn+n6VXqKbqJ6P/Xt2zdqykrPMMq3b8z6ebxnTunn1c8dpM8++0xOOeWUmCDRYyYIJwIEaYsXCLr44RVXDHJ/3r375IT1fnnyySejOjft8ObMmWOW5QX9XGaHrp8/SHrMRS+KrFKlStTrrly50ixFCBAgSFtxgTBixBz35+ee29u55Wyi+nToMYJ77rknqlO7+uqrZevWrWZpXtHPp5/T+7m1HYI+xqMXGnrvPVJQUGCWIAQIEKStuEDQJdYbN37T3ffgg+MS1qfDDI/mzZsHcoZSNtLPqZ/XDJGgnXbaaQRIyBEgSFuiQNCLCSP7dKFFXWE3Ub0Nc9qqU6dOZkko6Of2tkPQ01kECAgQpC1RIOhMyi23DHf3t2kzKmF9qvTAsffq6bCGR4Q3RLRdgjywToCAAEHakgXCpEmLo2qS1ZeUnrrqPdtKp3EgUdNZ2j5BneJLgIAAQdpKEggtWrwXEx6J6pPRi+e813nogeSwHPNIRtvBe2Bd2ymIiw0JEBAgSFtJAmHGjJUx4ZGoPpGioqKoK8xr1aqV92dbpUrbQ9sl0kbaXtpufiJAQIAgbSUNhLZtP/QlQLp06eJ2XHoxXb5e55EubRfvxYbabn4iQECAIG0lDQQ9A0vPxCppfTy6Cq33lqz5doW537R9Im2l7ebnKr4ECAgQ5Ay9OM67Ku3tt99uliAObadIm2n7+XWRIQECAgQ5o3fv3m6HpUtprF692ixBHNpO3qVHtB39QICAAEFOMDtBXdocJaft5Xf4EiAgQJAT9J7gQUzDhIU5/aftmS4CBAQIsp4u3FepUiW3s8qVOwlmG223SBtqe2q7poMAAQGCrNetWze3o9J7hMOe9x7r2q7pIEBAgCCr6f23vbdxnTBhglmCFGj7RdpS2zWd+5sTICBAEAg9RDFhwiLn2o909OrVy+2k6tWrZ+6GBW3HSJtq+9oiQECAIBADB85yLhQ855w/biRlw9vZDR8+3NwNC9qOfoQyAQICBIHo2nW8e7X51KlLzd0lsnDhQnepdp1u2bFjh1kCC9qOkWlBbV9tZxsECAgQBMKPAOnatavbQbVq1crcjTRoe0baVtvZBgECAgSB8CNAatas6XZQU6ZMMXcjDdqekbbVdrZBgIAAQSDSDZBly5a5nVPVqlXN3fCBtmukjbW9U0WAgABBININEO8qsk2bNjV3wwfarpE2tlnVmAABAYJApBsgzZo1czun/v37m7vhA23XSBtre6eKAAEBgkCkGyDVq1d3O6clS5aYu+EDbddIG2t7p4oAAQGCQKQTIGvWrHE7pqOPPtrcDR9p+0baWts9FQQICBAEIp0A8Z4h1LBhQ3M3fKTtG2nrVM90I0BAgCAQ6QRIv3793I7pvvvuM3fDR9q+kbbWdk8FAQICBIFIJ0A6derkdkzprNWE5LxrjWm7p4IAAQGCQKQTINddd53bMY0fP97cDR9p+0baWts9FQQICBAEIp0AadCggdsxzZs3z9wNH2n7Rtpa2z0VBAgIEAQinQA566yz3I5pxYoV5m74SNs30tba7qkgQECAIBDpBMjxxx/vdkybNm0yd8NH2r6RttZ2TwUBgrwLkJ53lSnxhuCkEyCHH3640ymVLVtWduudqRAYbV9tZ21vbfdUECDIu17UDIlEG4KTToBUrlzZ6ZT22WcfcxcCoO2s7a3tngoCBHnXixIQ2SGdAGEEkjmMQJCOvOtlCZDskE6AcAwkczgGgnTkXS9LgGSHdAKEs7Ayh7OwkI6862UJkOyQToBwHUjmcB0I0pF3vSwBkh3SCRCuRM8crkRHOvKulyVAskM6AcJaWJnDWlhIR971st4ASbQhWOkECKvxZg6r8SIdedeTmkFR3IZgdew4SGrUaOtsEyfOMXcnxP1AMof7gSAdedeTEhLZoW3bJ6VKlfOc7dNPp5u7E+KOhJnDHQmRjrzrZQmQ7NCiRUspV66Cs3388Sfm7qS4J3rwuCc60pV3vSwBkh2aNWvmdi5jxowxdyflfXz//v3N3fCBtmukjbW9U0WAIO96WQIkO6QbIAMHDnQf37RpU3M3fKDtGmljbe9UESDIu16WAMkO6QbIsmXL3MdXrVrV3A0faLtG2ljbO1UECPKulyVAskO6AaJq1qzpPkeqZwghMe+ZbtrONggQ5F0vS4BkBz8CpGvXru5ztGrVytyNNGh7RtpW29kGAYK862UJkOzgR4AsXLhQ9thjD+c5DjroINmxY4dZAgvajtqe2q7avtrONggQ5F0vS4BkBz8CRNWrV899nuHDh5u7YUHbMdKm2r62CBDkXS9LgGQHvwLEu1ZTOp0d/uAN5XTWGiNAQC+LQPgVIJs3b3anW3SbMGGCWYIUaPtF2lLbVdvXFgECAgSB8CtAVLdu3dznuuyyy8zdSIG2X6QttV3TQYCAAEEg/AyQdevWSaVKldzn++KLL8wSlIC2W6QNtT21XdNBgIAAQSD8DBDVuXNn9/nq1Kkju3fvNkuQgLaXtlukDbU900WAINQBsmXDShn26Mky+IGjZUPBj+ZupMHvAFm9erVUqVLFfc4+ffqYJUhA2yvSdtqO2p7pIkAQ6gCZP/V194ytUT0uMXcjDX4HiOrdu7fvnWAYmOGr7egHAgShDpCtGwukX7tKbogsmvmeWQJLQQSIOQ1z++23myWIQ9sp0mZ+Tv8RIAh1gKiZY/6fGyBDHqohRYVc7eyHIAJEzZgxQ8qVK+c+t80qsmHiXdVY203bzy8ECEIfIBoYGhyREJk5+mmzBBaCChDVpUsX97n33XdfmTMntVvmhoW2i7ZPpK203fxEgCD0AaJ06ioSIDqlpQfXkZ4gA6SoqEgaNGjgPn+tWrVk69atZlmoaXtou0TaSNtL281PBAgIkP/Rg+iREBnfP/W7syFakAGiVqxYIYcccoj7GldffbXs2rXLLAslbQdtj0jbaDtpe/mNAAEB8j9rV3wvve/e0wmQXi3LyqpFX5klSEHQAaI++eQT2XPPPd3Xad68uVkSStoOkTbR9tF2CgIBAgLEY/KQtu4o5L2nz9PTfswSlFAmAkT17dvXXfJdt06dOpkloaKfP9IW2i7aPkEhQECAeGzfvEYG3HuQGyI/fjHYLEEJZSpA1JNPPum+VphDxBseumm7BIkAAQFimP3Zi26ADOpYVQp3bDFLUAKZDBB1zz33RHWeOo0TlmMi+jm901a6aXsEjQABAWLYXbTLWd4kEiJfvv+IWYIktDM5/PDD3c7lzjvvDLwz14vjzBDRA8n5fnaWfj7vAfNIePh1sWBx9BTh/fbbjwAJOQIkjmVzxroB0rfNPrJpzWKzBHHorVK7d+8u+++/f1SHppueUvrpp5+aD/GdOZ11yimn5O11Ivq59PN5P2/Q01Zr1651AmqvvfaKet1ff/3VLEUIECDFGPNyIzdExva60dwNw8iRI+XYY4+NCQ5zu/baa63vwV1SeuDYe3aWXkyXb1es6+fxXiSonzfIA+Y6gnzllVeibu4Ved2mTZua5QgJAqQYG1YtlD6ty/8eIi33kJXzPzdL8JsffvhBLr300piguOiii2T27NnyxhtvyJFHHhm1r3z58vLAAw/Ipk2bzKfzjZ666r1ORDft6NasWWOW5hR9//o5vJ9LP2dQp+oqHTl6L0rUTc/w0jW2gri+BLmDAElg+vCO7ihk+ONnyO7d/l7Jm8t0KqNdu3YxUxnHHHOMjBgxIqp2y5Yt8vDDD0uFChWiag877DDp379/YPP12rl5r1jXTb9B69LmQb1mUPT96vs2RwD6+YLqxHWkqCNG7+vppgsyclMvKAIkgZ3bNsrA+w9zQ2TORH+Wwc5lOpXx8ssvx3RkekD1qaeeco6DFGfRokVyww03xHRIZ599tkydOtUs94W+30ceeSRqSivXOkF9n95ViHXTz6OfK4iTE3RkqCNEHSl6X1NHkjqiBCIIkCTmTe7nBsjrHQ6RHds2mCWhMW7cuJipjLJlyzpTGStXlnz9sAkTJsjpp58e9Tw6JdKkSRNZtmyZWe4LXYXW7IR103uE6/vJRvq+vPcwj2z6OfxcVTdCRzk6IvSeQafbn/70J2cEuXnzZvMhCDkCJJnffqneebK2GyJT3+5gVuQ9ncpo3LhxTEdWt25d62/xurCf3tjoz3/+c9RzVqxYUR577DHZtm2b+ZC0FTcNpFu9evXknXfeSTiCygR9fX0f+n7M9xjk9JuOAHUkaL6mjhh15AjEQ4CUwC8LJjsH0jVAerfeW9YXzDdL8pJOZei9s4Ocyli/fr3cd999svfee0e9RvXq1eWtt94yy32hB6L1c1WqVCmmwzzwwAOlVatWMmXKFPNhgdLX09fV1zffk75Pfb9BnACgI75bb701ajkY3fQiwWwdmSF7ECAlNK7PLe4o5KMXG5q780pkKkMPcns7FT0IrvPuelDcb/PmzZMrr7wypvM8//zzZebMmWa5L9atWyfdunWLOyLRrVq1as4ZT9oWS5YsMR+eFn0+fV59fn0d87V10/el70/fp990hKcjPe+pwLrpiLBXr16+L/2O/ESAlNDmtUulb9uKbogsnT3aLMkL+k24NKcyPvroIznhhBOiXlvvpHfXXXfJqlWrzHJf6Ny+dprxpo2829FHHy1XXXWVtG/fXl599VXnG/rPP//sbOaUm/49sk/rtF4fp4/X5zGf27vp+9D3E9Qxh2HDhjkjPO9r6tl0+v50RAiUFAGSgq8/6OaEx6t3lpGX7j1RinYVmiU5S6cy9CC2OZWhB7szPZWxc+dO6dGjhxxwwAFR76Vy5cry7LPPOvuDoh1+165dY0Is6E1fT19XXz8oOpK74IILYl77iiuucEaAQKoIkBQU7twqL7U7Stpd/ts38jpl5O2Bz5slOScylaEHr72dik5l6EHu0pzK0BFHy5Yto+6Brtvxxx8vH374oVnuOw1VveJbF4Y0v7Gnu+nz6fPq8wd15lmEtqOO4Mx21NDSER9giwBJ0fTP3pKLTykjJ1ctIzWqHiCrV682S3KGHqQ2O0Y9mK0HtbNpKmPWrFlxvzlffvnlMnfuXLM8MHoQe9q0adKvXz/p2LGjc2aavi89rVbbUTcdNUX+rD/X/Vqn9fo4fXwQB8Pj0ZGajth05OZtN/27jvCCHMkhHAgQC9c2rC9ly/7+y6hnzuQancrQg9Nmh6wHsbN5KuPtt9+OOX6gc/f33ntvIAeac5mO0HSk5m0rHYHoiC6oY0kIHwLEgl7EpRfQRX4pv/32W7MkK2nHoUurx5vKGD06N04K2L59uzz++ONxzx7q2bNnIFdm5xIdkekxDW/b6KYjIR3JAX4iQCxpRxz55bzwwgvN3VmluKkMnW557rnnpLAw904GWL58udx2220xB/1PPfVUGT9+vFme93TKUc+iMtcm0xGbjtyAIBAglvQGOt77XujVw9mouKmMu+++Oy+mMvSYwjnnnBP1+XS7/vrrAz2jKVvoSQ56yq95Rb+O0HSkpiM2ICgESBqeeeYZ9xf2L3/5S1b9supUhh5kNjtWXb0136Yy9MLHAQMGxF3D6aGHHgrseorSpiMt721lddMRmV5ZriM0IGgESBp0aui4445zf3mDvhtcSejBZD2oHMapDF165cEHH4xZeuWII47IqxtK6chKR1jez6ibjsSCWtUYiIcASdMHH3zg/gLrtEFQ92ZIRg8e60HkKlWqRHUqYZzK+Omnn+S6666L6WD1tNrp06eb5TlDR1K6Kq6OrLyfS0deOgILYpFFIBECxAd/+9vf3F/m0ri9p05l6MFjb6eiUxl6kDnMUxmfffZZzD3DtV3036i0gt6WjqB0JOX9LDrS0hFXkHd2BBIhQHwwZ84cd8pIT+/N1Ldcncr4+9//HtWp6Hbuuec6B5fx+8hM16EyR2Z6A6wnnngi60dm+v9SvPuY6AhLR1pAaSJAfPKvf/3L/eXWX/ggpxN0KkMPDsebynj99dcDfe1cpceG9N/IPDakJz9k4xl0OkLSkZJ5mrKOqPQe5UA2IEB8oh2U91tuUAdtNSCYyrCno0XvlGNk02t5suGCUL2hlJ6MoSMk7/vT/7deeeWV0F8oiexCgPhIf8Ejv/Dayft5+qhOZejUlNnxMZVhR09+8J5Bp5veZ1yXpimt9c10JKQjIu970hHTPffcw1ItyEoEiI/026H3oK1OM6Ur0VSGHiSGPT0N+7///W/UBaG66RX6zz//fMau0P/uu++cEZD3Peim90PXEROQrQgQn2mnHukA9A5+tldD68FdPchrrvmkUxl6UJipDP/8+uuvcscdd8SsEVazZk0ZM2aMWe4bHenoiEdHPt7X1ZGRjpCAbEeABMB7DYKeJZWq4cOHx53K0IPATGUE55tvvpH69etHtbtuDRs2lPnz55vl1nRkoyMc84ZZOhLSERHLrCNXECAB0GMS3jOkSrq4nx7E1aVGzA5MD/oylZE5Q4cOlaOOOirq30Dvk9KhQwfZsGGDWZ4SHdHoyMb73Dry0RGQjoSAXEKABOSBBx5wOwi9yC/Rnf10KkMXN4w3lTFq1CizHBmgd2rs1q1bzJ0aDz74YOnTp0/Cf894dASj90P3PpduOuLRkQ+QiwiQgOgptd7F/XSZEVOiqQxdqJGpjNK3dOlS+cc//hHT8Z9xxhny+eefm+UxdMRy//33OyMY7+N1hKMjHSCXESAB0ms2Ih2GLrftPX5R3FSG3meEqYzsM3nyZKldu3ZMkNx0002yePFis9wZoehIRUcs3nod0XTt2tUZ4QC5jgAJkF4R7r1Xha6Sq1MZelDW7Ih0KkPvdIjspf+eel/zQw89NOrfTs+269Kli2zZssWpmzhxojNCMf+NdSSjIxogXxAgAdM1qSLXcOg6WeZSGkxl5J6NGzdKp06dYpaN1ynLeOtW6chFRzBAviFAAqZTGfE6FZ3K0IO0TGXkrgULFkijRo1i/m0jm45UdMTC2mTIVwRIgPQga7ypDD1Vl6mM/DF27NioZVH0WJaOUHSkAuQzAiQAelD1xhtvjAmOyKb3KOcMq/yiKwPotRz6hSFTy/kDpY0A8ZEeRNWDqXpQ1RsYhx12mPTq1cu5rWzkZ88++6z5cADIKQSITwYNGiRVq1aNCg49yOqdytB7kkf2Va5cmdN1AeQ0AiRNX375pZx33nkx01R6cFUPspouuOACt+auu+4ydwNAziBALP3yyy/SrFkz59Rcb3CcfPLJMm7cOLPcNWvWLHfVV/3vzJkzzRIAyAkESIr0jnH/+c9/pFKlSlHBcdBBB8lLL71UomXWdd2ryOPOP/98czcA5AQCJAXvvvuu1KhRIyo4dAHEtm3bytq1a83yYq1atSpq/athw4aZJQCQ9QiQEpg9e7ZcfPHFUcGh2yWXXCLff/+9WV4iPXr0cJ+nevXqXFAIIOcQIAmsWbNG2rRpE7PMuo5C3n//fbM8JXodiHcxxccee8wsAYCsRoDEocusv/jii3LggQdGBYce93j66aed4yB++Oijj9zn1qVNli1bZpYAQNYiQAy6LMVJJ50UFRx6plXz5s2dM6/8duWVV7qv06RJE3M3AGQtAuR/flq4QK655pqo4NDtr3/9q3z11VdmuW/mzZvn3mxIV+2dOnWqWQIAWSn0AbJ960bp/0JHObFa9B3jqlWrJoMHDzbLA9G+fXv3dc8++2xWbwWQE8IbIL910nMnvyYv/fNQaXHhbyONE8pIlUplZJ999pFHH31Utm7daj4iMOvXr4+6c13//v3NEgDIOqEMkF8WTJZ3njhLet5VxtkeaFxGrj2njNzf5ua4tyfNBF1sMRIgemMivac6AGSzUAXI5rVLZVyfW9zgiGyDHz1TFnw30SzPKL3x1GmnneaGSOfOnc0SAMgqoQiQwp1b5euRXaVvm32iguP1DofI3El9ZffuIvMhpWLChAnu7W91Jd+FCxeaJQCQNfI+QBZ8+aYM6nxUVHD0br23THv7ftmxbYNZXupuuOEGdxTSuHFjczcAZI28DZBVS76R97rXi5muGv3iVbKh4EezPGssWrQo6oZUiVb2BYDSlHcBsnVjgUx4/Q7p1bJsVHAM7VJTlv7wsVmelR5++GE3QGrVqlWiFX4BINPyJkCKdu2UWWO6S7979o8Kjv73HijfffqCFBUVmg/JWps3b5YjjzzSDZGXX37ZLAGAUpcXAbJ41kh586Fjo49z3L2nTBzcWrZtXm2W5wS9RW4kQKpUqSLr1pV8uXgAyIScDpB1K+fIqOcviznOMfLZC2XN8u/M8pyiV6PXrVtX9tm7jPzl4DLS4/F2ZgkAlKqcDJDtW9bK5KH3SO9We0UFx5AHj5Gfv3nHLM9ZM7/5QmrXKCsNzygjLS/dSwqW2t17BACCkLEAMUcJibbi7C7aJd9PeEUGtK8SVf9au/1kxodPSlGhP8usZ5NeT90u919dRp69rYwz2gKAbFF8b+0zMyQSbfEsn/upDOtaK7q25R7yWf/bZcv6FWZ53ti0boUTkJHPrMd7ACAbxO+tA5AsIBKZMfo/MSHz7n/qyK8/f2GW5iXv59eTBfJxpAUg96Tem1tKJ0De717ffewbHY+U+dMGmiV5bVfhduf4TqQN9HRlAChtqffmltIJkJXzP5dRPS5x1rMq3L7Z3B0KP88Y4bZfv3aVnAsmAaA0pd6bW0onQPC7D569yG1DvdoeAEpTxnpzAiR9em2LXiCpbahLtaxa/LVZAgAZk7HenADxx6TB/3TbUReLBIDSkrHe3BsgiTYkpkuz6PpekfbS5eoBoDRkrMc2g6K4Dcnp4pCR9hrUqZpzwywAyLSM9diEhH90ZeG3Hj3Jbc+vRj5qlgBA4DLWmxMg/tJ7m0TaU2/Vu2ntErMEAAKVsd6cAPHf6Jeudtt0XO+bzd0AEKiM9eYEiP/01rx6f3enXVvuISsXTDJLACAwGevNCZBgTHv7frddhz9xpuzeXWSWAEAgMtabEyDB2Llto7ze4RC3bedO6muWAEAgMtabEyDB0dCItO3ADoc6oQIAQctYb06ABEenrXT6KtK+04b/2ywBAN9lrDcnQIKlB9D1QLq2b5/W5Z0D7AAQpIz15gRI8Mb2vsltYz3FFwCCRG+eR/RiQr2oMBIia1d8b5YAgG8IkDwz48MnnfDo27aibFm33NwNAL4hQPJQwU/TZNPqReaPAcBXBAgAwAoBAgCwQoCEgPcMuGQbAJQUPUYImCGRaAOAkqLHCAECAkAQ6FFCgAABEAR6lBAgQAAEgR4lBAgQAEGgRwkBAgRAEOhRQoAAARAEepQQ8AZIog0AUkGvEQJmUBS3AUAq6DVCgJAAEAR6lBAgQAAEgR4lBAgQAEGgRwkBAgRAEOhRQoAAARAEepQQIEAABIEeJQQIEABBoEcJAQIEQBDoUUKAAAEQBHqUECBAAASBHgUAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBY+f+FInFvAhT6vAAAAABJRU5ErkJggg==)
| Product Number | 3H30-3-5W |
| CAS | 1227955-19-2 |
| MDL Number | MFCD00099693 |
| Molecular Formula | C8H10F3N3 |
| Molecular Weight | 205.184 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-5W
CAS: 1227955-19-2
Molecule Weight: 205.184
Formula: C8H10F3N3
PN: 3H32-3-W8
CAS: 127561-18-6
Molecule Weight: 231.222
Formula: C10H12F3N3
PN: 3H31-3-8R
CAS: 1242339-20-3
Molecule Weight: 176.142
Formula: C7H7F3N2
![4-[6-(Trifluoromethyl)pyridin-2-yl]morpholine](data:image/png;base64,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)
PN: 4H44-3-19
CAS: 914636-87-6
Molecule Weight: 232.206
Formula: C10H11F3N2O
PN: 3H39-3-0C
CAS: 163620-27-7
Molecule Weight: 191.157
Formula: C7H8F3N3
![1-[6-(Trifluoromethyl)pyridin-2-yl]-1,4-diazepane](data:image/png;base64,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)
PN: 3H31-3-3N
CAS: 1227954-88-2
Molecule Weight: 245.249
Formula: C11H14F3N3
PN: 3H30-3-62
CAS: 34486-24-3
Molecule Weight: 162.115
Formula: C6H5F3N2
PN: 3H30-3-7T
CAS: 1315611-68-7
Molecule Weight: 144.125
Formula: C6H6F2N2
TSCA: Not listed on TSCA inventory