| Product Number | 3H31-3-2X |
| Purity | 97 % |
| CAS | 1260779-70-1 |
| MDL Number | MFCD17481825 |
| Molecular Formula | C9H9F3N2 |
| Molecular Weight | 202.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-2X
CAS: 1260779-70-1
Molecule Weight: 202.18
Formula: C9H9F3N2
![2-[5-(Trifluoromethyl)pyridin-2-yl]ethan-1-amine](data:image/png;base64,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)
PN: 3H30-3-86
CAS: 885277-36-1
Molecule Weight: 190.169
Formula: C8H9F3N2
![2-[5-(Trifluoromethyl)pyridin-2-yl]ethan-1-amine dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABj7AAAY+wEkfOdpAAACGnpUWHRtb2xTb3VyY2UAAHichZRfb6MwDMC/ipXna0ISKFCVTtWmSSdt93DbpHs7pZB2SJBMgfXPtz8H1q5sPQqpbBz/HMdxM7/Z1xVstWtKazLCaUBAm9wWpdlk5OX5fpKQm8U8Ryd0NE1GXtv2bcbYbrej+auu1d4amtua9POzfVMOfHaSWrdhIgg4+/P48NQxk9I0rTK5RqopZ01nfLC5arss/rMEq5Xblob17qx22z7aXxH4EdB9U5DPvdzi3BJRWJeVhrV1tWphKwKKI/gBG220U60uYHVAs6Qh7n0xf7yz+XutTYuqj1Dmqnpq3XuOhtpWOn/HYKj8vMtIzRFQra2XzqkDeM2bFQclQElQIagI1BRUDCoBlYLiAf5wnqMDRw+OLjzCmlfaL/p8eNOYeQU4fsHt4PXf9/7FoomM4CbwAUnjEMWEUy6S6CT9LiNxFJxGMkmP4sM4jqBVyjBBJg4jQeDwueSHmEgaJF6GdCq8jKhMvZzSVHoZ07jzS6noU0SQnxuODhwTizoFQ6ZDS69gndmp0Iv5ypriTIWyyMiKk+4Efut1g7l25SdgXaEd9rUP4F3PATEE/GGNA3II+KMdB8Ih4BvhBCwvAdEQ8G0zDkyHgG+ycSAeAl1LjhPJkOg7eBxJv+37GuGT+JqXGC8u/3Lg/V/qCiMuMFfahMsLzMVOYWd9yY6XBarfLhJ2dsswvFsX/wCKsplkDpt8UwAALMlJREFUeF7t3Qu8TWX++HEl5ZaIhNSYrlL+6UJ0eSGVOkMuM6ar0XTR6F4zalJ+NU16VWqU6UaIJIVSCj9ERdRUipDIJZLI/Za75z/f5bdXez1n723v5+zHXutZn/frtV446zn7OPvsvT5n77XWs0opAAAMlNI/AABANggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQKCgijVp5S3ADbw+No/uIdjItcnVLbj129fr56Z9Yxq/b+t1W+G/EZV6F9Ble1XVh0z5Bj1+/G/VwPnDVTbdm3TPy3r20c05PrzzHY8j69w4x6OiVyfUNmM7z2rtzrs5cP8semWmoNrqhGLRgQ+N5vbR3Tk+vPMZjyPr/DjHo6JXJ9Q+xrfeXJnb/2BfQ9UHSZ0UG8uelP9sPkH77fBtdvWqi9WfaG6fdZNVX+lesrbSvUxRFeuP899jefxFQ3cwzGR6xMq0/heX/fy1lUbVE19tPwjfXWAPNn/9MGfit1WpttH9OT688w0nsdXdHAPx0SuT6h049dsW6MOHXCo95vhh8s/1Fendd9/7gv8O93tI5py/XmmG8/jK1q4h2Mi1ydUuvFPzXzK+7jswCyJdLePaMr155luPI+vaOEejolcn1Dpxl8y5hLv4/KedEmku31EU64/z3TjeXxFC/dwTCSeULkuutqv1vY+vnTTUn1VTtLdPqJJf9xku+h4fEUL93BM6E/cbBdduf7lvI9v3bVVX5WTdLePaNIfN9kuOh5f0cI9HBO5PqHSjecJjlRy/XmmG8/jK1q4h2Mi1ydUuvG8xYBUcv15phvP4ytauIdjItcnVLrx7OREKrn+PNON5/EVLdzDMZHrEyrdeA6zRCq5/jzTjefxFS3cwzGR6xMq3XjTE71k2olk6W4f0ZTrzzPdeB5f0cI9HBO5PqEyjU/8lihTTUz+abK+OmDd9nWq0wedit1WpttH9OT688w0nsdXdHAPx0SuT6h9jb/uw+u89fKb4h8n/FGNXDxSLdu8zJvsTp7U01dNV90/765qDK6R8rZSfQzRlevPc1/jeXxFA/dwTOT6hMpmvEx6V+nlSv7YdEutwbWK7RTN5vYRHbn+PLMZz+Mr/LiHYyLXJ1S242U2VHmi/27s79TRQ45W5fuX9y/40358ezVo3iC1ffd2/dOyvn1EQ64/z2zH8/gKN+5hAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIASmAM8/s4y8ffLBYX11MYmwqmdalkut4AEiHgBRAckDath2qduzYrQ8JyLTRz7QulVzHA0A6BKQAEhvxDh2GeX+++upMfUhApo1+pnWp5DoeANIhIAWQ2IhPnbrU+7NZs5fV+vVb9WG+TBv9TOtSyXU8AKRDQAogeSN+221jvL8//vjH2qhfZdroZ1qXSq7jASAdAlIAyRvxRYvWqUaNXvIW+XsqmTb6mdalkut4AEiHgBSAvhGXVx/yb3k1koo+PlmmdankOh4A0iEgBaBvxDds2KaaNx/ofWzatB+SRu6lj0+WWJfrAgAlRUAKINVGfMiQr72PyZFZu3fvCaxLNT5BD0O2CwCUFAEpgFQb8Z07d6t27V73Pj58+JzAulTjEzKtSyXX8QCQDgEpgHQb8Y8++t77eIsWg9SmTdv9j6cbLzKtSyXX8QCQDgEpgEwb8ZtvHu2te/rpT/yPZRqfaV0q+viFC9eqF174XHXqNFJdcMEg1aRJP9WmzVD12GNT1IoVm5I+EwCCCEgB6BvxZAsWrFENG/ZVjRu/pH74YYP3sUzjM61LRR+f+HeqRXbsz5+/JumzAeBXBKQA9I24rkePyd76rl3He//OND7TulT08bLTvl+/6Wr27JVq3bqtavPm7WrKlCWqdevXvHE33fRu0mcDwK8ISAHoG3Hd2rVbVdOmL3tjpk9fnnF8pnWpZDtegiLjzjmnv74KADwEpACy2Yi/8spMb8zVV7+ZcXymdalkO37Llh3eONmhDwCpEJACyGYjLlO8y87sxNh04zOtSyXb8W+/Pdcb9+CDH+irAMBDQAog2434pEmLCxIQOTJL3kI7//wB6scfN+qrAcBDQBAg8WjZcrAXmZEj5+qrAcBHQOCbOXOFPyfXc899pq8GgAACAo8cunvuuf29eDz55FR9NQAUQ0CgRo2a512PROKR6cJWAJCMgMTcoEEz/B3rPXvyygNA9ghIyMi10X/5Zaf+YWuSj/JKt8gZ6gCgIyAhMmfOz94cWEVFQ9TWrfsnInosUi0EBEAqBCREXn99lr/RlsNpASDMCEiIJAdEZuUFgDAjICFCQABECQEJEQICIEoISIgQEABRQkBChIAAiBICEiIEBECUEJAQISAAooSAhAgBARAlBCRECAiAKCEgIUJAAEQJAQkRAgIgSghIiBAQAFFCQEKEgACIEgISIgQEQJQQkBAhIACihICECAEBECUEJEQICIAoISAhQkAARAkBCRECAiBKCEiIEBAAUUJAQoSAAIgSAhIiBARAlBCQEBky5HNVv/6j3vLddz/rqwEgVAhIiPTv/56qVauNt8ydu0RfDQChQkBC5Lnn+qmyZY/0ltmz5+qrASBUCEiI9O7dW5UqVcpbZs2apa8GgFAhICFCQABECQEJEQICIEoISIgQEABRQkBChIAAiBICEiIEBECUEJAQISAAooSAhAgBARAlBCRECAiAKCEgIUJAAEQJAQkRAgIgSghIiBAQAFFCQEKEgACIEgISIgQEQJQQkBAhIACihICECAEBECUEJEQICIAoISAhQkAARAkBCRECAiBKCEiI3HnnnX5A7rrrLrV9+3Z9CACEBgEJkfvvv98PiCzHHXecevvtt/VhABAKBCRk/vrXv6qqVasGQtKiRQs1e/ZsfSgAFBQBCaGNGzeqv//97+qQQw7xI3LQQQepW265Ra1Zs0YfDgAFQUBCbMGCBapNmzaBVyOHH364+ve//6127typDweA/YqARMD777+vTjnllEBI6tWrpyZMmKAPBYD9hoBEhLziePbZZ71XIMkhueyyy9R3332nDwcA6whIxMg+kFtvvdXbJ5KIyMEHH6zuvfdetWHDBn04AFhDQCJqzpw56sILLwy8GqlRo4YaMGCA2rNnjz4cAPKOgETcO++8o44//vhASM466yz18ccf60MBIK8IiAPkjPXHH39cVapUKRCSq666Si1dulQfDgB5QUAcsmLFCnXdddepAw880I9I+fLl1UMPPaR++eUXfTgAlAgBcdAXX3yhzj333MCrkWOOOUYNHTpUHwoAxgiIw4YMGaKOPvroQEjOP/98NX36dH0oAOSMgDhuy5Yt6sEHH1TlypXzIyJvcV1//fVq5cqV+nAAyBoBiYklS5aoK664IvBq5LDDDlM9e/ZUO3bs0IcDwD4RkJiZPHmyOuOMMwIhOeGEE9S7776rDwWAjAhIDO3evVv169dPVa9ePRCSiy++WH3zzTf6cABIiYDEmEx90rVrV28qlEREypQpo26//Xa1du1afTgABBAQqPnz56tWrVoFXo3IRa2ef/55tWvXLn04AHgICHzjxo1TJ598ciAk9evXV5MmTdKHAgABQZBMG//MM8+oKlWqBELSrl07tXDhQn04gBgjIEhp9erVqkuXLoFp4+USu926dVObNm3ShwOIIQKCjL7++mt1wQUXBF6N1KxZUw0cOJBp44GYIyDIyltvvaWOPfbYQEgaNWqkPvnkE30ogJggIMiaTBv/6KOPqkMPPdSPyAEHHKCuueYatWzZMn04AMcREORs+fLlqlOnTl48EiGpUKGC+uc//6m2bt2qDwfgKAICY//5z39UkyZNAm9r1alTRw0bNkwfCsBBBAQlNnjwYHXUUUcFQtK0aVM1Y8YMfSgAhxAQ5MXmzZvVAw88oMqWLetHpHTp0qpz585q1apV+nAADiAgyKvFixerDh06BF6NVK5cWf3rX/9i2njAMQQEVnz44YeqQYMGgZDIRa1k3i0AbiAgsEYmYuzbt6/3CiQREbk6IgA3EBBYN3LkSD8gb7zxhr4aQEQREFg3YcIEPyDDhw/XVwOIKAIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgKrvv32W1W/fn0/IMcee6yaMWOGPgxABBEQWLFu3Tp15513qjJlyvjxSCylS5dWnTt3VqtWrdI/DUCEEBDk1a5du9SLL76oqlWrFojGeeedpy644ILAxypXrqx69eqlduzYod8MgAggIMibDz74QJ122mmBSNStW1eNHTs245iTTjopMAZANBAQlNjixYvVH/7wh6xfXcirlD59+hR7lVJUVKTmzZunDwcQUgQExjZv3qweeOABVbZsWT8Csn/jpptuymr/huwnueuuuwL7SeTvd999t1q/fr0+HEDIEBAYeeWVV9RRRx0VeAXRrFkzNXPmTH3oPsmRWpdeemngto444gjVt29ftXv3bn04gJAgIMjJp59+qho3bhzY2P/2t79VI0aM0IfmbPTo0d7+kOTbbtCggfrwww/1oQBCgIAgKz/++KP605/+pA444AB/416xYkX1yCOPqG3btunDjck+k6eeesrbh5Ickg4dOnj7WgCEBwFBRhKHHj16eLFIbMwlIh07dvSiYovsQ7nxxhu9fSqJryv7Wrp37+7tewFQeAQEab355pve21PJrwTOPvts9cknn+hDrfnqq69U06ZNA/+H2rVrq8GDB+tDAexnBATFfP31bNW8efPARrtWrVpq0KBBas+ePfrw/WLYsGGqTp06gf9TkyZN1GeffaYPBbCfEBD41q37Rd13Xz9Vpcqvc1cdcsgh6v7771ebNm3Sh+93W7duVQ8//LCqUKGC//+Tt9OuvfZatXz5cn04AMsICNSuXbvVa6/N+u+rjoHqxBPvUkceeaEqW/ZI9fvf/14tWrRIH15wy5YtU9dcc01gh/6hhx6qHn30UbV9+3Z9OABLCEjMTZv2w39D8YY688w+3nLaaU+qli3vV5Mnh/+toWnTpqlGjRoF3taS2X7feustfSgACwhITC1Zsl7dccdYPxyytGgxSI0YMcd7RRIVsk9m4MCBqmbNmoGQyMSNs2bN0ocDyCMCEjObNm1XvXp9oho3fskPx9lnv6SefHKq2rgxum//yD6a++67z9tnk4jIQQcdpLp06aJWr16tDweQBwQkJnbv3qNGjpyrLrrolcCrjltvHa0WL16nD4+shQsXqnbt2gVejVSpUkX17t1b7dy5Ux8OoAQISAx8+eVP6qqr3gyEo12719WUKUv0oc6YOHGiOvXUUwMhOfnkk9X48eP1oQAMERCHLV8ub+u8HwhH06Yvq8GDZ/73t/Ho7OcwJdPGP//886pq1aqBkLRu3VrNnz9fHw4gRwTEQVu37lQvvvi5Ouec/n44Gjbsq/75z4/U2rVb9eHOW7t2rbr99tsD08YffPDBqmvXrmrDhg36cABZIiCOGTPmO1VUNCTwquPGG0epb7/d9/U5SmrLli3e1CNy1rjMnyUn+MlyySWXeFO9Jxb5d2KdnLsxfPhwNWPGDPXLL7/oN5lX33zzjbrooosCr0aOPPJI1b9/f6aNBwwQEEfMmfOz+vOf3w6Eo1WrIWrcuAX60Lz56aef1NChQ70LSOnTsJsu9erVU7fccos3PfyaNWv0L5kXo0aNUieccELg655xxhlqypQp+lAAGRCQAkjeyH/wwWJ9dTGJsamsXr1F/eMfH3pvUSXGnXdef9W373S1ffsufXiJyVngPXv2VKeffnqxjX+qpVy5ct4cVrLI5yT+Lh/Xx6ZazjnnHG8/Rr4PxZUz1p944gl12GGHBb7eFVdcoZYscffgAiCfCEgBJAekbduhaseOzG+fpAuInAzYrNnLgdt74IGJauXK/E53Ljuj33jjDe/kvAMPPLDYRl4WOeJJzrl4+umnvQtDZbuTWq6B/t5773nXT+/cubOqW7dusduWRfZZtG3bNu9HUa1cuVJdf/31ge+rfPny6sEHH/TekgOQHgEpgMTGvkOHYd6fr76a+TKw6QIih+Em1nXs+JaaOXOFPqRE5Fog8tv/cccdV2yDXq1aNW+DL/svsrn+eS5kYsQhQ4Z4+0hkjiv9azds2FCNHDlS/7QSmT59+n9fuZ0X+DrHHHOMeu211/ShAP4PASmAxEZ/6tSl3p/yKmL9+vRHR6ULiMysLicHyn6OfM6yLjuU+/Tp4+1gTt6gyttO8hbPu+++6105cH+QHeuyES8qKgpcXEoWedUzadIk/VNKRPbpSDiSv46E5YsvvtCHArFHQAogOQi33TbG+/vjj3+sjfpVuoDYMHXqVG+HcvIGVM7klindf/75Z334fvXdd995VymUt7OS/39XXnllXq+OKNF66KGHvLeyEl9D3uK67rrr1IoV+X2VB0QZASmA5CAsWrRONWr0krfI31PZHwHZuHGjt4FMniJdwiE7mmVdmMiOfDlSS+a6SvxfK1Wq5L1qyqelS5d6cUqOlXydxx9/nGnjAUVACkIPgrz6kH/Lq5FU9PH5Jlf1S97PIb9t33DDDXnft5Fvcu7IueeeG9jAX3755Xk/OfDjj+Xnc2bg6xx//PHqnXfe0YcCsUJACkAPwoYN27yLOcnH5PocOn18PskrjOQztBs0aKA+//xzfVioyYmA8sogeeMuJzTmk+wXkq+j7xe68MIL1aeffqoPB2KBgBRAqiAMGfK19zE5Mktmzk2WanxJyU7wjh07+htCeevqjjvu8I68iiLZP5K876ZixYpq3Lhx+rASk1c399xzT7H9MM8884w+FHAeASmAVEGQyQ1lhlz5+PDhcwLrUo0vCdkItmjRwt/4ySG5ci5G1En8br75Zv/7ko28rcNwJVgXX3yx/7XatGmjDwGcR0AKIF0QPvroe+/jcmVAufBTQrrxJuTEufr16/sbPpnSQzaGLpGTGRMnBsqfzz33nD4kL3744Qf/fpSjtoC4ISAFkCkIN9882lv39NOf+B/LND4X69at8/ZxJDZ6jRs3Dv2OclPyyiPxNpNERE5MzLfkgDz88MP6asB5BKQAMgVhwYI13rxWcsnZH37YezRRpvHZkmk5ZF6pxAavZcuW1me/LbQxY8b4EZE/871PhIAg7ghIAewrCD16TPbWd+26d96nfY3fF5nLKvn9ejn0NS7zPMkrj8TbWbJjPZ9HZxEQxB0BKYB9BUEu+iRXDpQx06cv3+f4fbn33nv9DZ3MiLt+/Xp9iNNkn0ji+5dDfPN1nggBQdwRkALIJgivvDLTG3P11b9ey9zE22+/7Z9dXrt2bW8nehzJmeuJjb2cbJgPBARxR0AKIJsgyBTvbdoM9cfua3wqCxYsUJUrV/Y2cLIPYNq0afqQ2JBDfJPPE8nHtCcEBHFHQAog2yBMmrTYOCB79uzxLh+b2MD17t1bHxI7crhy4ox1+bOkEzASEMQdAXHUgAED/I3bZZddpq+OLZmOJHG/yESJJUFAEHcExEEy7XrVqlW9DZtckEk2dNhLXpklT8A4ceJEfUjWCAjijoA4SK6ZkdiwMUdTcTKLb2IqeDkrX6JigoAg7giIYxYtWuTPris7jWUWWRSXfFSW6eVxCQjijoA4Rq7jkdiouTBBoi2y8U+cpS7XWDdBQBB3BMQhya8+TDeKcZIc2/Hj9571nwsCgrgjICEi534MGPCVGjdugb4qK127duXVRw7ksN7SpUt791fbtm311ftEQBB3BCRERo+e753vcdZZfdSKFZv01Rnt3LlT1ahRw9uYyRTtyE5RUZF3n8nbWatXr9ZXZ0RAEHcEJERef32Wf9KgzMqbi1GjRvkbsx49euirkcbQoUP9+y3X64YQEMQdAQmRkgSkffv23oZM3pLhvI/syZT2ibPTmzRpoq/OiIAg7ghIiJgGROZ5Kl++vLchk2nbkZtOnTp5951M+57LBbYICOKOgISIaUAmTZrkb8g4cTB3cs2QxP03YsQIfXVaBARxR0BCxDQg3bp18zdkc+bM0VdjH5YvX+5PeS8nGGaLgCDuCEiImAakUaNG3kasVq1a+ipkqW7dut59WK9ePX1VWgQEcUdAQsQkIHL4buKM6quuukpfjSwl5g+T/SDZXiuegCDuCEiImARk3rx5/kaMw3fN9erVy78fZ86cqa9OiYAg7ghIiJgERC5Zm9iIvfXWW/pqZGn06NH+/Ths2DB9dUoEBHFHQELEJCCPPfaYvxGbO3euvhpZkmlNEvfjI488oq9OiYAg7ghIiJgEpEuXLt4GTI4i2rFjh74aWdq1a5e3/0Puy86dO+urUyIgiDsCEiImAbn66qu9DViFChX0VciRXL1R7stsD0YgIIg7AhIiJgGR653LBqxmzZr6KuRIDoOW+7J169b6qpQICOKOgISISUCaN2/ubcBOPPFEfRVydNJJJ3n3ZbNmzfRVKREQxB0BCRGTgJx99tneBqxBgwb6KuRI7kO5L+U+zQYBQdwRkBAxCQivQPKHVyBAbghIiJgEhH0g+cM+ECA3BCRETALCUVj5w1FYQG4ISIiYBITzQPKD80CA3BGQEDEJCGei5wdnogO5IyAhYhIQ5sLKD+bCAnJHQEJk8OCpqm7dv3vL/Pkr9NUpMRtvfjAbL5A7AhIiL730lqpevbm3zJ27SF+dEtcDyQ+uBwLkjoCEyL///bwqXbqct8yenf2labkiYclxRUIgdwQkRHr37u1vkGbNmqWvTotropcM10QHzBCQEDENyKRJk/zPe+aZZ/TV2IchQ4b499+IESP01WkREMQdAQkR04Bs27ZNlS9f3vu8iy++WF+NfejUqZN338n+j1WrVumr0yIgiDsCEiKmARHt27f3Pq906dLehg3ZkR3mlSpV8u67Jk2a6KszIiCIOwISIiUJyKhRo/zP5XDe7A0dOtS/35577jl9dUYEBHFHQEKkJAGRw3lr1Kjhfe4JJ5ygr0YaRUVF3n0mh0KvXr1aX50RAUHcEZAQKUlARNeuXf3Pf++99/TV0Mj0JfKWn9xfbdu21VfvEwFB3BGQEClpQBYtWqTKlCnjfX7Dhg311dDccMMN/v09fvx4ffU+ERDEHQEJkZIGRCRvFHkVkp5s/BNn8JvGloAg7ghIiOQjIMmvQs444wy1e/dufQj+S04YTNzXI0eO1FdnhYAg7ghIiOQjICIxr5MsnFhY3IwZM9RBBx3k3T/169dXe/bs0YdkhYAg7ghIiOQrID///LOqWrWqdztylT3OC/mVxOLcc8/17+eJEyfqQ7JGQBB3BCRE8hUQMWDAAP+25Lrp2Kt///7+/XLllVfqq3NCQBB3BCRE8hkQ+U27WbNm/u3JbcedHLabOOtc/vzxxx/1ITkhIIg7AhIi+QyIWLBggapcubJ3e3LE0bRp0/QhsSHzhclBBYn7t0+fPvqQnBEQxB0BCZF8B0TIJW8TU5XXrl1brVy5Uh8SC8lHXV1++eX6aiMEBHFHQELERkDEvffe69/u6aefrtavX68PcdrTTz/tf//HH3+82rBhgz7ECAFB3BGQELEVkF27dnnTvCduW45C2rJliz7MSXKtD5mmXb7vihUrqq+++kofYoyAIO4ISIjYCoiQYJxzzjn+7bds2TLra39H1ZgxY/yzzeXPcePG6UNKhIAg7ghIiNgMiFi3bp1q0KCB/zUaN26c0wWUouS1117z4yGvQOSVSL4REMQdAQmRXr16+RskOVvaBtmJLmdfJ76OTP0uh7e6RPZ5JN62kj9zvc5HtpYsWeLfj927d9dXA84jICGSuLSqLMcdd5zRDLHZkJ3ILVq08L9WtWrVnJh4UQ7Vvfnmm/3vS16ByCsRGyZPnhwIcatWrfQhgPMISIiMHTvW/805schZ5DZeIezYsUN17NjR/zpyqO8dd9zhbYSjSO6j5PM8ZId5vvd5CHnVIYcBJ/+M5L6zFSogzAhIyKxdu1bddttt/mR/id+k77nnnrwdfprsiSee8GfvlUX2kXz++ef6sFCT6UkSZ5jLIofq5vNoKyEHITz44IOqXLly/teR2F9//fWxPbcGICAhNWfOHHXRRRcFftM98sgjvY1lvqdo/+yzz7y3zJI3jHJdkbDvYJf9RMkTI8oirw7yHVrZAX/00UcHvs7555+vvvzyS30oECsEJORGjRrl/UadvPE688wz1ZQpU/ShJbJx40Z13XXX+Wety1KlShXvFYqsC5Nly5Z5Z5Ynv0qTVyD5mJ4kmbwS0wP1m9/8Rr3++uv6UCCWCEgEbN++3duQJ79NI4vMJrt06VJ9eIlMnTo1sC8hEZL777/fmya+kGQ/h1zrJHF4bvL9UNKJEZOtWLFC/fnPfw7sjypfvrz6xz/+4fy5M0AuCEiEyIZNXiXoG7aHHnoorxs2eYtMfpuXt8ySN9Ty/v8VV1yh3n33XW8n/P4g35fsoC4qKlKlS5cO/H9OPfVUNWnSJP1TjEmoH3vssWKhvuqqq/IeasAFBCSCvvjiC3XeeecFNnLHHHNM3o8EkiOynn/++cD+kcQih/527txZDR8+PO/7SpYvX+7td7j22mu9C2LpX1uuYW56Gdp0ZNJJ/a3Cs846S3388cf6UAD/h4BEmARDwpG80ZOwTJ8+XR9aIjKX1htvvKEuuOCCYocZJxZ5NdClSxfvJL7Ro0er+fPn6zeT0rx587xzUOQkSglS3bp1i922LPK2Vdu2bfN+bszs2bPVhRdeGPhaNWrU8C7IZXqpWyAuCEjEyVs88haWvJWV2ADKRl7e6rJxeKnswO7Zs6c3q6++kU+1yNtederU8Rb5nMTfkw+HzbTI/F3yKmj16tX6f6VE1qxZo2699dZih0vLzMVhO2gACCsC4gg5wU12JidvfOW9fNn5Lu/t2/DTTz+poUOHqptuukmddNJJxTb+Jku9evW8I6xGjBjhbeTzbefOnerZZ59Vhx9+eODrtmnTxrsAF4DsERDHyOG9cphv8sZR5ruSw4Ftk5Pt5AS+YcOGqR49enj7MGS55JJLvMvrJhb5d2Ldo48+6u1HkXM68nkgQCrvv/++OuWUUwL3jfx7woQJ+lAAWSAgDpKjqOSEQ/0oKjkx8ZtvvtGHO09eWcgrjOT7Ql6ByCsReUUCwAwBcZickd21a9fAeRPynr9MlSJTprhO9mXIPg39+5e3yGy8PQbEDQGJATkBr3Xr1oHfwKtWrepNcy5HWLlGjp6So6jkaKrk71mOtpKjrgDkBwGJETkE9uSTTw5sVOXw24kTJ+pDI0vOpJfzN5K/Rzm/Q87zAJBfBCRm5D1/ufKhfhRSu3bt1MKFC/XhkSFXB7z66qsD35MchSZnlts6Cg2IOwISU3JehVx8Kfk8iEMOOUTdd999kToPQo7ckjmq9PNgZC4rOcwYgD0EJObk2utyhnnyb+41a9ZUAwcODP2Z2DIrrsyOm/x/l9lzo3Y9EyCqCAg8MreUPueVzDk1bdo0fWjByXU45Hocyf9XuV6HzJ8FYP8hIPDJvgI5sU+fwPCaa67x9jEUmkzNIhe6Sp6PS6ZE+Z//+R/vJEYA+xcBQTEyG66cJZ58cakKFSqohx9+WG3dulUfbp1MHS/zbx122GGBsMnVB2UKFwCFQUCQllzqtkmTJoGNtkyEKFOV7C9y7RGZiiX5/yAXvJo8ebI+FMB+RkCwT4MHD1a1a9cObMSbNm3qzXtly9y5c1XLli0DX7N69eqqX79+eb8mPAAzBARZ2bx5s+revbsqW7asv0GXKwTKJWbzealbmWLljjvuUGXKlPG/jkxF8re//U2tX79eHw6ggAgIcvL999+rP/7xj4FXBpUrV1ZPPfVUiS5zK1OqvPDCC96VDpNvu1WrVllfnArA/kVAYOSjjz5SDRo0CGzsTzzxRO9qhLmS65rXr18/cFsy5cq4ceP0oQBChIDAmOyL6Nu3rzriiCMCG3+53se3336rDy9m0aJFqn379oHPrVKlindZXKZZB8KPgKDEZN/E3XffHdhvIX+/88471bp16/ThatOmTapbt27e1CmJ8bI/5S9/+UveL10LwB4CgryZN2+eKioqCryikH0aL774orePQ6ZGGTRokKpVq1ZgTPPmzdXXX3+t3xyAkCMgyLuxY8equnXrBiIhc1bpU6Uce+yx6s0339Q/HUBEEBBYIUdk9erVyztCKzkaslSsWNG7Zvq2bdv0TwMQIQQEVq1atSow269M0ChTpQCIPgIC6yZMmOAHZPjw4fpqABFFQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREBgHQEB3ERAYB0BAdxEQGAdAQHcREAs6tO5VFaL6+IUEP1nm24BXMAj2SJ9o5FucR0BKb4ALuCRbBEbi73iGBAgDnikW8TGZC8CAriJR7pFbEz2IiCAm3ikW8TGZC8CAriJR7pFbEz2IiCAm3ikW5TYmGRaUtmxdaN6/6Ur1LtPNrO6vNS9mbr3xmaqfatmqlkze0v9+vX9gNStW7fY+nwvbYuaqb9d30z1ub/495zPZfwL7dXWzasDPzv955tqAVzBo9kifcORakll0ZdvFhtnY+nWrpS69PRSqkblvRt3V5YjKpVSF59WSt3bpvj3nO/l24/7B352+vpUC+AKHs0WmW4wtv+yXo17vq167b46VpeeN9VR1/6ujmr4/+qoOnXsLdWrV/c37tWqVSu2Pt/LGafWUR0vraMeu7H495zPZUzvS9UvG1YEfnamP3MginikW8TGZC/2gQBu4pFuERuTvQgI4CYe6RaxMdmLgABu4pFuERuTvQgI4CYe6RaxMdmLgABu4pFuERuTvQgI4CYe6RaxMdmLgABu4pFuERuTvQgI4CYe6bAuTgEB4oSAwDoCAriJgMA6AgK4iYDAOgICuImAwDoCAriJgMA6AgK4iYDAOgICuImAwDoCAriJgMA6AgK4iYDAOgICuImAwDoCAriJgMA6AgK4iYDAOgICuImAwDoCAriJgMC6/0ydoBoeX8pb3h9LQABXEBBY9+2XE9Rtl5Tylq+mEBDAFQQE1i37ZoJ/oaWF0wkI4AoCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrCAjgJgIC6wgI4CYCAusICOAmAgLrfpo/2Q/I9zNH6asBRBQBgXW7d+9Uk1+9SX3wcie1a8dWfTWAiCIgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICKxInPexrwVAdPEMhhV6KNItAKKLZzCsIBCA+3iGwwoCAriPZzisICCA+3iGwwoCAriPZzisICCA+3iGwwr9aKtUC4Bo41kMK/RYpFoARBvPYlhBJAD38QyHFQQEcB/PcFhBQAD38QyHFQQEcB/PcFhBQAD38QyHFQQEcB/PcFhBQAD38QyHFQQEcB/PcFhBQAD38QwHABghIAAAIwQEAGCEgAAAjBAQAIARAgIAMEJAAABGCAgAwAgBAQAYISAAACMEBABghIAAAIwQEACAEQICADBCQAAARggIAMAIAQEAGCEgAAAjBAQAYISAAACMEBAAgBECAgAwQkAAAEYICADACAEBABj5/zezWhNNTKuOAAAAAElFTkSuQmCC)
PN: 3H30-7-27
CAS: 1187932-37-1
Molecule Weight: 263.09
Formula: C8H11Cl2F3N2
PN: 3H31-7-1J
CAS: 1781241-45-9
Molecule Weight: 236.62
Formula: C9H8ClF3N2
![2-[5-(Trifluoromethyl)pyridin-2-yl]acetonitrile](data:image/png;base64,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)
PN: 3H37-3-28
CAS: 939793-18-7
Molecule Weight: 186.137
Formula: C8H5F3N2
PN: 3H30-7-56
CAS: 658066-44-5
Molecule Weight: 224.61
Formula: C8H8ClF3N2
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]ethylamine hydrochloride](data:image/png;base64,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)
PN: 3H30-7-1U
CAS: 326816-37-9
Molecule Weight: 261.07
Formula: C8H9Cl2F3N2
![1-[5-(Trifluoromethyl)-2-pyridyl]cyclopropanecarbonitrile](data:image/png;base64,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)
PN: 3H37-3-90
CAS: 1427010-15-8
Molecule Weight: 212.175
Formula: C10H7F3N2
TSCA: Not listed on TSCA inventory