![1-[6-(Trifluoromethyl)-2-pyridyl]cyclopropanecarbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABd9AAAXfQF8WBi1AAACVXpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP15B3wlQ6TZsmnbTdh9sm3bdTBmmHVGAC1pd/f05f1tL2qEqxcfzYieNkfLsq57DwTVvUVUo4ZQR8ldV5Uc1S8vb6OLLkdjLO0AkdqzYlH133eRNFy+WSZh++dKu6olldku34zaotej5LSetmFgnGePTn+ellw4yKqu1clXmk2uKm3Rif6sx1m1n8J0VUumZRVNHWPSqbxTbaX8HCw+iqzclhLfc4docoTIu5h2ndlK6DhWAUH/YDZr7yjet8Du9rNEuqcO2T8fNDnX2VvupQDRGKzM1fuuYrQ0NZz332hcFQ+fmQkpIj4Lq6vGsat4agBbPj4AQ4CU6B0+AMuBicBZeA4wz/OM7RgaMHRxeuseZzH5K+rj99Sh7hHh4hvPe/XwcNSyZSMuLUGiVhxKjiMQdGOUtM+EyUtID7KBlDIZJYgaCxUhokTYQSKIw2Fo2CJTEoaqXRoKlhKLAGBoWhjBsBMeWJwYZYY0KJoVSMsBU8RJQxZtdUGBsoqSzHL5xSjLBM0EVTxXhIaq1KUEhtBXI20WFe2uDqd2LngjOJlcWKRt8lnYzf6yo/UqHIU/LOyabWv/20FbtyE6ib3DfYwSFAcD0GRB8ImzMMyDNADQPqDNDDgO4DoU2+gbtLgOkDoamGgbgPhBYcBmwfCA07DCR9YNPew0QYP1n2VYSfZ+HDteUn+709cFeYky3fHtArjLqQ5xqjLzBXmouf7P3+0tgx8sBER+cl2l9XqJ5dZdHRPRfh7T75B+jpwxYkEa6vAAA35UlEQVR4Xu3dCbxV4/7HcVwyZQpxzfM8RGXOFSESQijzkIp0zd3CX4YucUPmSiJFiQzJVDQoqaTSrJIoqRTNE55/35W17POcfU57//Y+++zh83691ivOs9bunN0+z3etZ9zAAQBgsIH/BQAAEkGAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAhQij///NN17NjR3XrrrW7VqlV+MVDQCBAgjvHjx7sWLVq43XbbzW2wwQbBceSRR7pFixb5pwIFiwAB/jJnzhz3+OOPu6OOOioKDf845JBD3PTp0/1LgYJEgKCgLV++3HXv3t3Vrl3bbbzxxkXCYpNNNnHnnHOOe+2119yVV14ZfX3HHXd0gwcP9l8KKDgECAqO+jU+/fRTd/XVV7uKFSsWe8qoXr26e+qpp9y8efOKXPfoo4+6jTbaKDinQoUK7uWXXy5SDhQaAgQFY8KECe4///lPkX6N8Nhjjz3c3Xff7SZNmuRfVsS7775bJHTUT/LHH3/4pwEFgQBBXvv555/dE0884Y4++uhiobH11lu76667zg0cONC/rFRjx44NAid8nfPOO88tXbrUPw3IewQI8o76NdRvcfbZZ8ft16hTp47r0aOHW7FihX9pwhRMxx13XPS6VapUcT/++KN/GpDXCBDkBfVrDBgwwF1zzTVuq622Kva0Ua1aNde+fXs3d+5c/1IzBVCDBg2iv+Of//ynGz58uH8akLcIEOS0iRMnupYtW7rdd9+9WGiomalVq1br7ddI1f333+823HDD4O/cfPPN3euvv+6fAuQlAgQ5R08RTz75pKtatWqx0FC/xrXXXhs8jWRSz5493RZbbBF8DwqT1q1b+6cAeYcAQU5Qc5Hu7OP1a+j/9XWVp9KvkaoRI0a4XXbZJfq+LrnkkqA/BshXBAiymp4k9EShJwv/aUNPIHoSSWe/RqpmzZpVZCb7McccE8xwB/IRAYKsoz4L9V3EDpUND/V1qM9DczqylYb01qtXr8j3PHr0aP80IOcRIMgKeorQKCmNlvJDQ6OqNLrqs88+C0Zb5QJ9nwq68GfQ5MO3337bPw3IaQQIyo36KzQfQ/MyND8jNjTCfg3N58jlfoRXXnnFbbrppsHPpGVQHnnkEf8UIGcRIMg4zfzWDPB4/RqaMa6Z45qoly+GDBniKleuHP2MV111FXuLIC8QIMiIyZMnB2tNxevX0NpUWqMqm/s1UjVjxgx32GGHRT9zjRo13Pz58/3TgJxCgKDMaDVbrWqr1W390FCfgFbD1aq4udKvkarFixe7s846K3oP9tlnn7wOTeQ/AgRppX4NTaqrW7du3H4N7buh/Tcy1a/x22+/BfMz1BehyX3NmjULgqthw4bulFNOCf7U/+vrKtcS7VqO5Ndff/VfKi1+//13d8stt0TviZrxPvzwQ/80ICcQIEgLdYbXr1/fbbPNNsWeNjQvQjv9ZWI+xPfff+86d+4cBMOuu+5a7HtJ5th5552DyYAdOnRwU6dO9f+qlOg1w4D9xz/+EYxAA3INAYKUvf/++8UqX/VraK8M7S1e1mbPnh2MbtJ2s/73EXso3Pbaay938MEHB08f4aH/19fjhV/ssffee7v/+7//c9OmTfO/BRM131WqVCl6/SZNmrg1a9b4pwFZiwBByh577LGoEtQde//+/TPSr/HRRx8FTWK6g/cr+z333DOYwf7ss88G80cSHdWl8zT7/fnnn3c33HCD22+//Yq9to4TTzzRdevWLWiSSsWUKVPcAQccEL3uaaed5hYuXOifBmQlAgQpu/nmm4PKT0NVM+GDDz5wxx57bLFK/aSTTgoq/nQ9IYRmzpzpXnrpJXfGGWcUCysFzIsvvuhWr17tX5YwBYaCI3zNAw880H377bf+aUDWIUCQMjUDqeKrVauWX5RW48aNC+78YytwhZaGB6e7j6Ikai5r27ZtsScTNYGlMtNcTVeNGzeOXk9NW3pyArIZAYKU7bDDDkGld+utt/pFaaERW5onEjuqa6eddnLt2rVzy5Yt80/PCDVdaTTZoYceWiRIzjnnHPfdd9/5pydMi0OGTzn6eTt27OifAmQNAgQp0R15WHmqmSfdxowZU+RuXxs2tWnTplyXbY+lvh6NQIvd0Erf4wsvvOCfmjA10cXO0lcwp9rXApQFAgQp+fjjj6OKbuTIkX5xSrp06RJUxuHrqw9i+vTp/mlZYcmSJe6OO+4o8pR06aWXBpMHLTR6TaO+wtfSumDW1wLKCgGClPzvf/8LKjg1u6RrcqDutmP7AzbbbDPXqVMn/7SspCcmdYKH3/v+++9v3lJXM/k1MCB8LS2FoiVRgGxBgCAlWhhQlZuGoqaDFhm84IILokpTy318/fXX/mlZTU8jl112WfQzbL/99m7YsGH+aQnR+3HllVdGr6VBA0OHDvVPA8oFAYKUaPVcVWwXXnihX5Q0dYirmSqsLDW6q6yWFMmE5557LuoQ33LLLYO+DauHH344WA5er6Xl4bt27eqfAmQcAQIzNTWpeUmVmtaRSoXmUWgYcBgeGs2ULR3lqejdu3f0Hql/JJUQ0TBhBVH4HmnXxkxM2ARKQoDATG37YWX21ltv+cVJCZvCdKjzOZ+W9Bg0aFC0TIoC4Msvv/RPSZi2xtUyMeF7pea+8hrKDBAgMHvjjTeiiiyVmdNaXyp8nTPPPDOvwiOkEAmfRNQnMnHiRP+UhP30009FlshXM+KsWbP804AyR4DA7N577w0qsC222ML98ccffnFC+vTp4zbccMPgdapUqZLXQ1XVBBX2iWh0Vio/q0a8XXzxxVGI7LLLLmkfRg2sDwECs/PPPz+ovHQ3bKE76R133DF4jX/+85/BpMR8p8Udw0pfTXWpUP/HfffdFwWwglxPhUCmFESAdLhhg4QOJGffffcNKi6tepssVX6nn356cL1GF33yySf+KXkrdohvKjPWQ6+//no04VJh8sADD/inAGWiIGpNPyhKOpA4zXUIh5U+8cQTfvF6aY2nsBK9/fbb/eK8pvcunGyoij+VtbNC6pjXBljhe6oNtfJhFBuyW0HUmgRE+qnCCisr7f+RDM3tCJuuNLtak+UKjWash8ueaMhyOvzwww/uyCOPjP5dFCjMXEdZKohalQBJPy0tElZUc+fO9YtL9e9//zu6tpCXLNfaWeH78M477/jFJnq6Offcc6PX1TbDQFkpiFqVAEm/5s2bBxWUllVPhvbtCO+80zF7PZepsg9X8dV+IqlsShUrdn6ONtgCykpB1KoESPrVrFkzqKCS3UQqXCSxQoUKNK+s1bNnz6iy186G6fDmm29Grzl58mS/GEibgqhVCZD0s2wipf3Gw8l0mnmOdaPRwk2ptO9JOvb90NBevZ466NPxekBJCqJW9UdbxTuQOM3fCO9wk9lESlvP6hoNNdV+F1hHOxuG72e3bt384qSFqxlXrVrVLwLSqiBqTj8s4h1InGUTKd0Ja7KgrqlTp45fXND03oS7LmrP91Rplrte6+qrr/aLgLQqiJqTkEiv2E2kEl3Ir1+/flHoaIVaFNW2bdvo6UwDDaz07xHOz9Ge8UBZKohalQBJr3DlXN3pJkqz1XXNtttu61auXOkXFzwthhiuk6XFJa1GjBgRBXUhze5H+SiIWpUASa9wEym1tSdCw1MVHLrGsuxJoQg309IujFadO3eOAmTOnDl+MZBWBVGrEiDpo/b6cN0ljfZJxBdffBFVan379vWL8ZfYyt/ajHXLLbcE12umP1DWCqJWJUDSJ3aSmuYbJOKRRx4JzlcTzaJFi/xi/GXmzJnRe9uhQwe/OCGnnXZacP2pp57qFwFpVxC1KgGSPrGbSE2ZMsUvjuuss84Kzq9WrZpfBE84GuuSSy7xixJSuXLl4HotFwOUtYKoVQmQ9Al3D0xmE6lwO9fbbrvNL4LnhhtuCN4rDXlOliZqhuGerlntyE5Vq3YIjmrVOrgJE+b5xUWE55aFgqhVCZD0CTeRSvRpInbSYdeuXf1ieLQ/SPh+adXiZMQOlR4+fLhfjDwShoKORo3e84uLIECQNcImlmuuucYvimvgwIFRpTZs2DC/GJ4BAwaY36/HH388uE7zQJYuXeoXI4+EoVCr1ivBnwMHzvBPiRAgyAqqlMJJaqqsEhG77Psvv/ziF8Ojobfh+/Xyyy/7xaVSqOs6hTzyWxgKPXuOD/684IKe7vff4zcpEyDICmoWCSs3NZckolWrVsH52223nV+EEmy99dbBe3bvvff6RaVSs6Kuq1evnl+EPBOGgkJD4RGGSTwECLKCOmbDAFGHbSKaNWsWnJ/K5LhCo71B9J5pz5VEaUCDBjboulRmsiM3xIaCmq/C5qylS4vv7kmAlLFlv/3kxvZrF/yJkoU7CWqoaKK0oJ+u0VarSMzhhx8evGeJ9jOJhlSH4a6h1shvfiioI13///TTxQdP+OemEwGy1qcvNgxGaX34THr2ps5XmpymCkqT1RKlXQd1TTpWmS0UJ5xwQvCeXXTRRX5RidhEqrD4oaChvBrSe/zxL7qff14Sc2bxc9OJAFlrxDt3BwHSqcnGbtki1g8qiZbHUAWl5TISdfbZZwfXJLtzYSHTe6X3TO9dothEKnfNmrXItWr1qevTJ7GJuRIvFO6++9Pga/fe+1mRr8c7N10IkLV+nTMpmivyTb/ERhcVmtjRQVqzKVE8gSTP8gQSbiKlhS6RO77+es7aJ/p1Q3FPPz3xeVLxQmHOnCXBE4ieRCZNmh99Pd656UKA/KX3f6sHAfLWQ/wCxqOlwcMA0ZLhiaIPJHmWPpBwEym2Cs4d7703xR13XKegcq9evWOJo6jiKSkUnnpqePD1xo37RF8r6dx0IED+Mu6zp6KnkIWzE/+HLBTanEgVlOaBJLqJlDAKK3nJjsLSv0e4l4g2+0J2++OPP6OKXkeNGi+5QYO+908rVUmhoFFY4RNN+JolnZsOBMhfViye5zo13SQIkOFvtfCLC174JJHMJlLCPJDkJTsPJHYTKW03jOy1fPkad9ttH0eVep063d233y7wT1uv0kIhnFx40UXrJheWdm6qCJAYGoWlAOnWYjf355/xZ3UWqqpVqwYVVKKbSIWYiZ4cy0z0l156KbpGa48hO2l0VIMGb0YV+tVXv+0WLFjun5aQ0kJBoVGvXo+gvFevCaWemyoCJMb0kT2jZqxZk/r7xQXLsolUiLWwkmNZC+vWW28Nzt9hhx38ImSJcePmujPPfDWqzDViatUq+2i59YXCgAEzgnJ1zK/v3FQQIDF+X73Cdfn3NkGADOhylV9csDSvIKzUEt1EKsRqvMmxrMYbbiJVs2ZNvwhZ4OOPp7kTTugcVOIaIdWp0yj/lKQlEgrh5MJEzrUiQDyDul4fBMhLzbdya1Yl3lmcz3r16hVVaoluIhWL/UASZ9kPZKeddgquSbTTHZnTocNXQWioAj/xxM6uX7/p/imlmjHjV9e27ZC1v3dFm38TCYVwcmEi51oRIJ6fvh0UNWNNHd7dLy5IsZtIWSapsSNh4pLdkXDu3LlRuKu/Cdlh5co1rmXL/lHlXbv2q+vd+Mk3dOgP7uSTuwTXN2/+oV+cFQgQ359/utda7hUEyAfta/ulBUmru6YSAOyJnhjLnuj9+/ePrvnyyy/9YpSDX35Z5q688u0oPBo2fGtt0Ce3P8vrr48L5obo+mOP7ZT0k0umECBxsLRJUcluIuX74osvokqub9++fjH+ohn+4fs0depUvziuJ554Ijhf83OWLCm6BhIyT01NZ53VLQqPO+/8JBi6myiNoGrTZnB0fc2aL7sRI2b7p2UNAiSOX3+eHDVjaZXeQmbZRMq3evVqt+222wavce211/rF+MsZZ5wRvEfJTLrU+6lr9t13X78IGaaRTyedtK6zXMczzwxXg0bCFi1a6Zo2fT+6Xvt8zJz5m39aViFASvD2f49Zt7TJg0f5RQXFsolUPGFFpyBZuXKlX1zwZs2aFc0mT2Y/j+rVqwfXaK96lJ+XXx4dNTlpPaq+fb/1TymVgiLcGEqHgkSBku0IkBKM/+zp6ClkwexxfnHBiN1ESpPcrBQ+4ev07t3bLy54bdu2Dd6bDTfcMOHmq9hNpBKdtY70WrVqtWvevJ078MA7gopf8y7GjEnu92TkyNlBU1UYHmrCKml72mxDgJQgdmmTL9+6yy8uGOEmUlrKPRUavaWhqXqtOnXq+MUFTe9N2M+UzKrF3377bRTKbCKVefPmzXM1atRwFSvu53bd9Xx37rlPudmzF/unlap370lBJ7mCQ08wr72WWzerBEgpPnqmbsEvbRJuIqU/U3X33XdHd9njx7NgZah79+5REHTr1s0vLtFbb70VXTdp0iS/GGVIn1/1VYXv/0UXNXVLliS+LIkWVGzX7ovoqUPDdTVsNxlTpy5wXbuOdcuWrfaLMoYAKcX0r974e2mTifb2/1wWbiKlJ5FUaR/1zTbbLHg9lh1f588//3SHHnpo8J7oKSSZeTatW7cOrtN7msx1SM2HH34YLXipQxusJfP+q8LXvI4wPOrWfc1Nn77QP61UGtariYm6XpMVywsBUopgaZNbtg0C5LOXrvSL817swn7qC0mHxo0bB69XoUIFN2PGDL+44PTs2dP8HoebdbGJVOa0b98+GuywySabuI4dO/qnlEpNXBdf3CsKj+uue9ctXLjCP61UWgolnGGuJVJGjSq/BTQJkPX46MVG7s5zN3BN62zlVixPbjJQrotdwkSjsdJBHcT6xdNrqgIsZJq3sfvuuwfvhfYA0XDnZBxwwAE8zWXImjVropsfHZUqVXKffVZ069j1Ued67OKG9903YO2/eeJN41p8Mdy2VscZZ7waLNJYngiQ9Zg4erA7+ZAN3KG7beDe7Jl4+3SuWrVqVdC2rmGh4fwPHWqnT5ewY15Hsr+E+eSOO+6I3od33nnHLy7V8uXL2UQqQxYuXBgtWKnjwAMPDAYwJEPDejW8N+ws79JltH9KqbTsu5Z/D8NDy8JrefjyRoCsh9qoD9xvr+CDc+aZZ/rFeWPIkCGuSZMmwZ1V+IsSeyhMHnroIf8yE60yG/atHHbYYUFoFZoxY8ZET2LnnHOOX7xeI0eOjP5t2ESq7CgoFBjhe60gUaAkSvXHs8+OiCp+TTTUhMNkaMMpbTwVvoY2pEpmdntZIkAScM899wQfHt3x5dOGPdOnTw86YmNHk4SHhtzefvvtwRLs4WqvOi6//PK0TARU23H4mvp7ComarsJKSfusfPfdd/4p68UmUmVPT8exN1RqwlJTVqKWL1/hGjX6nzv00NZBxa8lTvxVdddH29Jqy9swPNq3/zIYwZUtCJAEaAnz8EOU680FCxYscM8//7w74YQTioWGJqUpIHRHGzuqRIv8HXHEEdF5ularwKZCd2ann3568Hp6uvnkk0/8U/LWZZddFr2X2v/Dgk2kypZucMInRN04Pvnkk/4ppdLKAtWqHeO23fYot+eel7sGDV5x8+cntz2EhuiGs9uPO66Te++95LdSKGsESIKOPfbY4MNUpUoVvyjrqYlIs7+1qu6mm25aJDRUedeqVSvYPlXrXpVEd81169aNrttzzz3dN99845+WFN05h01ZeuKZPTt7F41Ll2effTZ6Dy+99FK/OGH6N9NrnHLKKX4RUqAbpzCcdWi4robtJkPNi7vssktw/cYbV3TXX3+PW7Ei8WbaNWv+cPffPzB66jjttFfc118nN7s9UwiQBD3zzDPRhyrVijNThg4d6po2bRq3X0N9D1o+Q3dKidLSGbEdv1tttZV7//33/dOS0qdPn2BioV5P4bx4cXIzeXPJ22+/HXV877///in9rGwilX769zj77LOjz/fee++d9IRXrQgQLi+jz7W2gNbTdqJ++03NXn/vJFi//htrf0ezdwsEAiRB8+fPD+Yu6INx5513+sVZI+zX0OqsfmjoLl+7Ao4endwIEJ+WHY99vG/XLrUVi8MNq3RooEIy7cy5YtCgQdEkyu23395NnDjRPyVhbCKVfpqTpJuq8H096aSTgqVKkvHAAw9EN0Pq23r99df9U0r13Xe/uvPOez0Kj2bN+rqlSxN/cikPBEgSzj333ODDseuuuwZ349lCo0LUlq51lPzQ0N2Q2tz1GJ7MbNn1GThwYFARhn/P9ddfn/Q8hliayxC+lpp28ilEFB7htr5bbrllyhs/xW4iNWzYML8YSdIIxMqVK0fvqT6LyYwMXLFihWvYsGF0/c4775z0v/GXX/7o/vWvdbsP6nj00aFZ1VleEgIkCbET68q701cfcDWJXHDBBXH7NbR21fr6NVI1bdo0d/DBB0d/r9rj1UlvofAJ2/V1aGirfjFznfqewicPPbV98MEH/ilJYxOp9NEow/D3R+/nww8/7J9SKi3Pc9xxx0Wf2yOPPNL98ENya1r17DneHXPMugUV9WevXhP8U7IWAZIEDV8NN0a68sryWdpEu/upXyP27j88tKaSto/98ccf/cvKzG+//RaNptKhtv3Jkyf7pyVk2bJl0aZKYSBpzkiueu6556I+Dz15pCM8JNxbJZmNp1Dco48+Gn3W9O+jG7JkjB071u2xxx7Ra5x33nlJ3bBpyfa2bYdETx2nnNLFDR+eeJ9kNiBAknTDDTcEH5aKFSsm9WFJheYJ3H///dGS37GHHpc1auTrr7/2L8sYNY3ddNNN0fekkLVuPqUnKz1Vha+lSrI8fzYLPRXEDtVV2KezqSncREoVFuwOOeSQ4H3cbbfdku4XfO+994I6IPw3vuuuu5Jq1l60aIm74or/rX1iaReER716Pdz33+fezRIBkqTBgwdHH5pXX33VL04b3Xl36KCZqycVCw110KnNNd39GqnSSLWNN944+B71p+7ALfQzxa47pCagXOks1gzz2JnLeiJL51LrqqR0t6zX1gRX2Ol3uUWLFklPxHzssceiJ0sNrOnSpYt/SqnU9HvEEce5HXao4fbdt4lr1OjtnNh9MB4CJEkakqfhffrwqLklnXT3rTWRtMig36+h0R3q19CHNZvbvdU3FDbz6bj55pvNIaefVWEZvpbeb40yy0b6N9EQ53B0mg4NBkhlqG48WowyfH2t5IvMUT9d2HyoQ5M4FULJiB18stlmGhXZLmd2H4yHADHQ9qH6AOguJB2T39S8oSYgfSBjQ0OHHrPVsZfJfo1UaYhq7DBiDc1dtMg2ll139LFNdwqUNm3aZE0Hu24oevToEa2qG36P1hnm6xO7iVQqQ4GRnF9++cX961//KvJ7mezNTLqHv2cDAsRAC6yF472tS5to3Ln6NdTE4YeGJolpk5pRo0b5l+WMeL9w33030z8tIVp59j//+U+Ru3u9R/oFVMd7edBTlVYoDjeDCg+NHrOsbZUofWb096hZL5+GOmezVG+IymICbrYgQIzCoXsatpco9WtojR3toxxb6ejQXWuDBg2CkTr5UjHEPvJvttlO7qCDLnAjR07zT0vYuHHjis110fh9bZWrpp1M0BOnZvD7Axq0n0eyo3gsLrroouDvO+qoo/wilAE1yYZzeHQk2yTrLwGkz0murGSRCALEKHZNIw3nK4kq0XfffTf4xQ/nA4SHnmJq1qwZrKya7rbybNKu3VNrnxhquH32aeyOOebZlBeFU8iGa5PFHhpwoIUi1UmZTlpMUv9G6oMJO0/DQ0GinQRTmUSZjLCDvryGkReSVAeFlMUipNmGADFSE024tIkeT32aiVpSv4Ym3/33v/9NesJRLuvff7Q7/vj2aV2W+qOPPnK1a9cuVqnr0GKPevpR0GtZbk34SoTOGzBgQBBEGrLtP2mEh56EunXrltTdaCrU16KfN/z7tWwGyoZaAGJvUCzD0tWvWRbbIGQbAiQFGoevD4dW3lRF8v3337sHH3ww2mo09tCHSTvxffXVV/7LFIx4G+MsW5b6nbualTSBMhzXX9Khpgg1ISjANUkxPPT/+npsU0W8Q6PvtG5Xup9wSqP295YtWxbppNehdc3Ksq+lUGlirEY7hu+zfreTnRirvrGwtSGdG7FlIwIkBW+++Wb0QfM7U3WoX0NDOfv27Zs3/RqpKuutORXiGu2ieTJas8z/N0nm0CTNSy65JJiPk6k+FlEzh/afqFq1arHvKfZpS0vhf/755/7lMPKX5tHnJ5lRlnpKDEdo6tA6dKoj8hkBYqD2bs1E1XwN/xdc/Rq6q833fo1UrFr1u7v77k+jEDnjjFfduHFl0zasO8oRI0a4V155JViluFmzZmsD7OogYPTvpD/1//q6yrV+2PDhwzO+hIqGJWv11jp16kTt7uGh/9cy4yrXiDR14of71Wu+kH42pCbe4qDJ3PRpNGD9+vWLhE8uj6JMFAGSBFUsqmjCTZD8Q2v/q+MMienUaZSrVm1diJxwQmf38ceZaxrKFupvUV+NNi7yP096AtGTSLz+G004jV1KQ8Ock1lKA39LdX6GnlKqVatW5N8tmSeXXEaArIeaRNSGGbs8RXhoCGk4rFKHVvZEcvr1m+5OPLFzECIKkw4dvnJJ7L+Tk7S0SatWrYosxBce6utQn8eECetfkVWTLGP7RrTjZKbWZ8sH6ZifoaeM2KZS1QflNTepPBAgcajZQ0MzYyfChYc6x9Qurg+aHnHV7qkF/1SmVWmRvAkT5rnatV+NmrRatuzvVq5MvPkgF6hfo3379tFCiLGHKq5rrrkmGC2WzO51MmfOnCIjhjQ/JJdWLSgv6ZifoVUBwnXJdGhtsmT//XIdAfIX9Wtoe9WLL7642HwNHWovV6jEm4Ea7qiXrqVNCtHcuUvdZZe9FYXIlVe+7ebPz+07OfVraJkTzU6PnUWvQ/0aZ511lnvttdeCfo1U6O/RYI3wtTVCS/0+iC8d8zO0nE7YD6X6QkO6C1HBB4h+0TS7NF6/hpqt1Hy1vn6N2KVNtFInbFasWOPuvPOTKETOOqubmzLlF/+0rDdy5Pfuttvau8qViy9Tc/TRRwcbQsXr10iVBgHEbqnKYovFpTo/Q81emsQZXq/X0h49haogA0SBoGA46KCDiv2CK0gUKMnewR1//PHB9bqzgZ1aAJ59dkQUIied1NkNGDDDPy3raC8Hfd/nnNPdHXXU026vva5yW2+9bmi39ptQJ/f48eP9y9JOTzzhCsYKE62dhXXSMT9Dw6bDuuLwww8P+kgLWcEEyMrli9yn73V2Dc4/pVho6EOlpis1YVmXpNAyB+HrqXMTqenb99u1ofxiECLVq3d0Xbokt+FPJixcqCaqce6KK3pHgRceVaq0XHsj8rD77LOBGW8X12hBNWOFn0etsZYtqxeXh3TOz1AHufpAr7vuuqzeViFT8jpA/vhjjZv5zfuuf8dLXKemm7tGp23gqu6jO7N1HyR1kqtfQ53mqYpd2uT222/3i2EwZswcd/rpXaNKuXXrASkvf5IqzWH55JPp7tZbP3LHHrtuH+vw0H7WN9/8gfvww6nlPghAHelVqlSJKk11tKvDvdAU6vyMTMnLAJn3/Ug3tEdz1/X2yq7DDRtER4vzN3DXnnuga9f2wTJ59Dz//PODD2m4tAlSN3v24rVPh72iSrqsJhyuz6hRP7kHHxy09qajS7GnjYYN33Ldu3+z9iYiuzr9NaQ3/Ezq0JDfQno6LuT5GZmSNwGyZOEPbvQH/3U97zu4SGjoeOX2Hd2Q15u5n6YN9y9Lq9jNfrTwHdJD62U98MCgYPa6ngBCYQWu+SMaClya8NxkzJz5m3vuuZFBv4YfGurgf+qp4W7atAX+ZVlFnb7qfwk/l5p8qNWh812hz8/IlJwOkNUrFrvJQ19yff53iuvQeMMiofHiTZu5fh3qu+/Hvuf++N3Wr5EsjeaoVKlS8IHV6A6UrdgKvVGj9/ziIhINkF9/XeF69hwfDCP2Q6NGjZfcffcNcMOHz8q5yY5aoiXcJlkdyFoOJV8xPyNzyixA/KeAko5kBf0a4/q6/p0udZ1v2rzY67332Mlu0ued3KrlqfdrWDRp0iT40OoDTCdb2Qor9lq1Xgn+HDhwhn9KpLQA0VONZsTH69dQB36zZn3dBx9MDYYZ5zKNIIodrq41wFatWuWfltOYn5FZydfgCfIr9pKORM3//is3tOe/Xdc7dir2Gj3uPcCNev8Bt/iXGf5lGTdkyJDoF5RF7spWWMnriUF/XnBBT/f77/HXgyopQH76aUmRjvrw0CrB3bqNzbp+jVRpCfjYlaNPPvlkN3/+fP+0nKOn/yuuuCL6uQp9fkamJF6DJynZgIgn7Nd4475DioXGK7ft4Ia8dpOb+92X/mXlSo/K4f7JtWrV8ouRRmFlr9BQeIRhEk9JAaLO8bBM/Rra6Grq1Ozu10iVVlPQRlxhZavPayJrb2UrzSKP3eqY+RmZk1oNXwprgKhfY8rQLq5Pu5rx+zVeuMh9P+bdjPVrWGhVXn2QtbTJrFmz/GKkSWwoqPlK/63mrKVLizfLlBQg8vnnM4N+jfIeIpxJGiXYvHnzqNLVZlq5OPBj3LhxwTpW4c+hZWNoOs6c5Gv4BFkCZFTfB+P2a7z7WA03cXAHt2pZZvdosNLmQ+GSEo8++qhfjDTxQ0Ed6fr/p58uPtrOPxfrvPDCC0X2/X7qqaf8U7KWNmrTQpRheGj+FUvaZ1ZyNXwSLAHy6l27RNf1uGd/N6rP/VnRr2GhBdrCx2mUDT8UNJRXQ3o1g93f5dA/F3/r37+/22677aKKuGnTpkltplQeHn/88Wh3Ri1UqQnByLzkavgkWAJk1sR+bsTbrdzc6cP8opzz/PPPR7+Qo0dn3zIc+SBeKIQ7Hd5772dFvh7vXPxtypQp7oADDog+s+q/y/SujIlQsDVq1Cj6PrWLoDblQvlIroZPgt8MFe/IZwsWLIjG3d92221+MdIgXijMmbMkeALRk8ikSX+PLop3LorSZ/bUU0+NKmctNprJveDXR99fzZo1s/b7K0RlVov7YRHvyHfaIU4fdC1sx9Im6VdSKGiGuL7euHGf6GslnYuisvUOf/LkyW7//f9eHl+bt2XjE1KhKbNavFBCojS9e/eOPvCf9su9ES7ZrqRQ0Cis005bN7lw0KB1wzlLOhfxac+SbOlj8PtobrzxxqzvoykUZVbDEyCa4bzKHXVAJVd93w3co60u84uRotJCIZxceNFF6yYXlnYu4vNHOakpNtOjnNSXGDtK7Omnn/ZPQTkqsxqeAFnnxUebuJtqb+DaXL6lW72S8enpVFooKDTq1esRlPfqNaHUc1GyePMsFi9e7J+WdvHmqXz88cf+aShnZVbDEyDrzJ46NHovpnzxsl+MFKwvFLSTocpjlypB8ubNm5fRmd7xZspPnDjRPw1ZoMxqeALkb6/fs1/wXrz/+Gl+EVKQSCiEkwsTORcli7fW1NChQ/3TUjZ9+nR3yCGHRH9PvqzVla/KrIYnQP72VZ/WwXvRsfFGbunCH/1iGCUSCuHkwkTOxfr5q92++uqr/ilmgwcPLrJa8DXXXGPeYhqZUWY1PAHyt0XzpkXreo35KH/3YUBhKIv9NrRfSbgltAKKJYByQ5nV8ARIUe+2PTF4P3q1PswvAnLO119/7XbbbbcoRC688ELTjn8a1dWiRYvodQplx8R8QQ2fIRMGPR+F6vwfvvaLgZyj/cWrV68eVf7J7jnu79m+xx57uLFjx/qnIYsRIBmycukC9+KNmwYB8sUbt/rFQE5avny5q1+/fhQC2of8q6++8k8r5scff3RVqlSJrjvuuOPcnDlz/NOQ5QiQDPrk+QuCAHn1jp3dn3+wtAnyg/o/7r333igMtthiC9erVy//tMjw4cOD5X3C8xs0aOBWrFjhn4YcQIBk0IzRb0fNWD+M/9AvBnJa9+7dg5FZCgXth/Pggw/6p7gePXq4zTffPDrn/vvv909BDiFAMuiPNavcK7duHwTIpy829IuBnDds2LBgjkj4dHHZZZcFc0ikdevW0UZrekrp2bOndzVyDQGSYZ93bxoESOdmWwTb9wL5ZubMme6II44o0r8R21mu5qsRI0b4lyEHESAZ9vP0L6JmLO39DuQj7Utet27dKDTC46ijjnKzZs3yT0eOIkDKgbbrVYD0efxUvwjIG5rjcfzxx0fhUalSpWDoLvIHAVIOtNe7AkRLmyxZ+INfDOSFuXPnBqvohgGiGeY0XeUXAqQcLJo/PVraZPRHj/jFQF4IdzZUx7k6zfXfJ5xwQsrLniB7ECDl5N1HTwoC5I3Wh/pFQM7TUifhoouXX365e+SRR6InEQ33RX4gQMrJxEEv/L20ycxRfjGQ07QMu8JCa1up01y7c2pfD31Na2hZ1s1C9iFAysnKZQujpU2G9brdLwZyluZ3hE8bDz30UPT1d955J/q6Zq4j9xEg5ejTzpcFATK0R3O/CMhJWhtrzz33DEJCW+H6S5TUqlUrKNNs9LLc1RCZQYCUozWrl7ufpgwMZqgD+UBLk4RPGW+++aZf7MaPH+823njjoPziiy/2i5FjCBAAaaEVdsONpk455RS/OHLTTTcF52h01qBBg/xi5BACBEBaNGzYMAiGf/zjH27MmDF+cWTBggXBpEKdq5npmnCI3ESAAEjZ0KFDo4USGzdu7BcX8/TTT0dNXR07dvSLkSMIkCwQDudd3wFkI00MrFatWhAG2267rZs3b55/SjFr1qxxhx56aHBN5cqV3W+//eafghxArZQF/KAo6QCy0UsvvRQ9TTzxxBN+cYk++eST6Lrbb2coey6iVsoCBARy1eLFi93OO+8chMBBBx3kVq9e7Z9SqnPPPTe4tkKFCm7KlCl+MbIctVYWIECQq1q0aBE9RXzwwQd+8XpNnTrVbbrppsH1derU8YuR5ai1sgABglw0bdq0qPI/++yz/eKE3XXXXVEIffghWz3nEmqtLECAIBedd955UfPT5MmT/eKExTaDHXzwwUk3g6H8UGtlAQIEuaZfv37RU8Ntt93mFycttiP+ySef9IuRpai1soA/2ireAWQLDcE97LDDgsp+xx13TMsQXE0mrFq1avCa2223nZs/f75/CrIQNVMW8MMi3gFki2eeeSZ6WujQoYNfbDZkyJBoMmKTJk38YmQhaqYsQEggV2gZku233z6o5KtUqZL2ZUgaNGgQvLaWQxk7dqxfjCxDrZUFCBDkimbNmkVPHwMHDvSLU/bDDz9E29+WtiAjsgO1VhYgQJALYpdir1+/vl+cNutbEh7Zg1orCxAgyAWnn356UKlrM6gZM2b4xWmjTan22GOP4O/ae++9i21KhexBrZUFCBBku3fffTd6Krjnnnv84rTr0aNH9Pe1adPGL0aWoNbKAgQIstmqVavcfvvtF1Tmu+22m1u6dKl/SpmoUaNG8HdWrFjRzZ492y9GFqDWygIECLJZ27Zto6eBbt26+cVlZtSoUW6jjTYK/t4rrrjCL0YWoNbKAgQIstXPP//stt5666ASP/7444O9PzLp+uuvD/5uzQ/58ssv/WKUM2otACW69tprgwpcTwIjRozwi8vc3LlzowA79thjMx5gKB0BAiCur776KmpCuuqqq/zijHnssceiJrSuXbv6xShHBAiAuE488cSg0t5qq63cTz/95BdnjDrx999//+B72XXXXd2SJUv8U1BOCBAAxbz22mvRXf/DDz/sF2dcnz59ou+nVatWfjHKCQECoIhly5a53XffPais99lnH7dy5Ur/lHJx5plnBt/TZptt5r777ju/GOWAAAFQxH333Rfd7ffu3dsvLjcTJkxwm2yySfB9XXjhhX4xygEBAiAyc+bMaDHDU0891S8ud82bN4/CbcCAAX4xMowAARC55JJLgspZiyZ+8803fnG5W7hwodthhx2C7/HII490v//+u38KMogAARAYPHhwtKHTjTfe6Bdnjeeeey56Cnn++ef9YmQQAQIg2Bjq6KOPDirlSpUquV9++cU/JWvoqePwww8Pvlc9jfz666/+KcgQAgSAe/HFF6O7+vbt2/vFWefTTz+Nvt9bbrnFL0aGECBAgVu0aJHbaaedgsr4kEMOcWvWrPFPyUr16tULvmeNzJo0aZJfjAwgQIACd8cdd0R38x9//LFfnLWmT5/uNt100+D7rl27tl+MDCBAgAL27bffugoVKgSVcN26df3irNeyZcso/N5//32/GGWMAAEKmEJDla9CRGGSa7Qu1i677BL8DAcccIBbvXq1fwrKEAECFCg1V4V373feeadfnDNefvnl6Odo166dX4wyRIAABUgd5eowV6WrDnR1pOcq7RFyzDHHBD/LNttsE+whgswgQIACpKG64V27hvDmumHDhkWTIBs1auQXo4wQIECB0STB7bbbLqhsNXlQkwjzweWXXx78TNoEa/To0X4xygABAhSYpk2bBhWt7tg///xzvzhnzZo1y1WsWDH42U4++WS/GGWAAAEKiBZI1EKJqmQvvfRSvzjnPfjgg1HT3BtvvOEXI80IEKCAaIl2Va5asl1Lt+ebFStWuL322iv4Gffcc0+3fPly/xSkEQECFIg2bdpEd+eFcrDxVNkiQIACcd555xWrYPP9OOigg/y3AWlEgAAFYunSpa5Zs2buscceCybf5fPx7LPPBnuazJgxw38bkEYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACAyf8D2LXQZtrggDkAAAAASUVORK5CYII=)
| Product Number | 3H37-3-91 |
| CAS | 1346544-42-0 |
| MDL Number | MFCD23134904 |
| Molecular Formula | C10H7F3N2 |
| Molecular Weight | 212.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory