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)
| Product Number | 3H30-3-Z2 |
| Purity | 97 % |
| CAS | 884507-35-1 |
| MDL Number | MFCD09817481 |
| Molecular Formula | C14H13F3N2 |
| Molecular Weight | 266.267 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-3-Z2
CAS: 884507-35-1
Molecule Weight: 266.267
Formula: C14H13F3N2
![4-[5-(Trifluoromethyl)pyridin-2-yl]benzylamine](data:image/png;base64,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)
PN: 3H30-3-Z1
CAS: 906352-74-7
Molecule Weight: 252.24
Formula: C13H11F3N2
![4-[5-(Trifluoromethyl)pyridin-2-yl]benzamide](data:image/png;base64,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)
PN: 4H48-3-8K
CAS: 2368871-51-4
Molecule Weight: 266.223
Formula: C13H9F3N2O
![4-[5-(Trifluoromethyl)pyridin-2-yl]benzyl chloride](data:image/png;base64,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)
PN: 3H32-7-Z8
CAS: 613239-76-2
Molecule Weight: 271.67
Formula: C13H9ClF3N
![4-[5-(Trifluoromethyl)pyridin-2-yl]benzyl alcohol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABj+AAAY/gEJxoKfAAACSnpUWHRtb2xTb3VyY2UAAHicjZVtb5swEMe/iuXXi41tHqOQKmpVaVK7SWsn7d3kgJMiBbsy5Onb7wxJC0kKC6C7nP+/w/bZZnZ3KDdop2xVGJ1iRjyMlM5MXuh1in+/Pk5ifDefZSACoa5S/FbX71NK9/s9yd5UKQ9Gk8yUuG2fHqqip9kLYuyacs9j9M/z00vDTApd1VJnCqiqmFZN8Mlksm568cUraCntrtC0ldPS7tpsf7nnbo8cqhx/juUe2haAolWxUWhlbClrtOMegdv7htZKKytrlaPlEcKC+DD2+ez5wWTbUukaXJehyOTmpbbbDAKl2ahsC8nA+f6Q4pIBIGtTLqyVR+Q8F5YMSY6kQNJHMkAyRDJCMkYyQZJ58EA7AwEDBQMJAw0DEQMVi2H+N8p14PX4rlL8E91/cf2A59FdMIk8xTAo+CFGhBDR2XAShpF/NqfgSdkH/l95MhM3kaEAIo5EhNHxsw/QFEXOciKYs4J4sbM+CbmzARFJ9/+5PSSJcDYiUZMnIdx3lkFi1g2cBYyRIGgcSJH0I60DFaIfJZrPlkbnHRcVeYqXDDe1+6VWFT+VDyNjc2VhR7gETtoFeB9wxR4GRB9wS+MDWNwC/D7gFtIwEPQBt+yGgbAPuEU6DER9wC3pYSC+GvQIkFx1KRmeVub1iWaDDb+DXRa72ZAjzEW92w08wlyUvN3wI8xF1dsDYoQJrqdgDAlvdC0YmemL6rdn1ggT32CiESa5wcS3GNrZyvR8MoN7dWrTzpFO4UM2/we38v9+lCawfQAAOcRJREFUeF7t3Qu8VlPi/3HRhaRIboky0q8hJkRRTH71wwjxc01DDOKXXF7DYMa4ppFhfqk0GVGuhVzHJU2Gn7txSY3bn5JuChVF99v6++4z+5lnrZ7nOevsZz3nPJfP+/Xar+rstW+rc9b3PHvvtdYmBgCABDZxvwAAgA8CBACQCAECAEiEAAEAJEKAAAASIUAAAIkQIACARAgQAEAiBAgAIBECBACQCAECAEiEAAEAJEKAAAASIUAAAIkQIACARAgQAEAiBAgAIBECBACQCAECAEiEAAEAJEKAAAASIUAAAIkQIACARAgQAEAiBEil22STqsWXb/mZM4256ipjDjzQmO23N6ZBA2O2267q37/7nTGff+5uAaDEeLQEKGu+gRCrrvz69cb89rdVgRGXzbRo/ZVXVpUHUJJytASoCNUFgitX+Q0bjDnhhKr19eoZ06ePMc89Z8zXXxuzZo0x33xjzMSJxpx2WtV6lVN5bQeg5GRpCVAxcgVCJrnKDx5cta5ZM2MmT3bX2l54wZimTavKazsAJSdLS4CKkSsQMslWfuFCYxo3rlr39NPu2sxUTuW1nbYHUFIytASoKNkCIZts5f/4x6qv/+IX7prcjjyyajttD6CkZGgJUFGyBUI22cofcUTV1x96yF2T2/jxVdspSACUlAwtASpKHAg1XVytWlV9fdYsd01uX3xRtZ22B1BSMrQEqChuMPgurs03r/r6ihXumtxUXtttsYW7BkCRy9ASoKJkC4RsspUnQICKk6ElQEXJFgjZZCu/885VX+cWFlAxMrQEqCjZAiGbbOUPP7zq6zV9iK7y2k4P4QGUlAwtASpKtkDIJlv5m2+u+vpRR7lrctNrv9qO13iBkpOhJUBFyRYI2WQrr2FK9BxDQ5Ro+BIfzz5btS9tp+0BlJQMLQEqSrZAyCZX+euvr1q39dbGvPiiu9b20ktV5VR+0CB3LYASkKUlQMXIFQiZ5CqvkXWPO65q/aabGtO3rzHPP1/16UKDKWq4kkmTjDn99Kr1KqfyjMgLlKQsLQEqRq5AyKS68uvWGfOb31Q/nHv9+lXlVB5AScrREqAiVBcILt/yM2ZUzQtywAHGtGhRFRj6s1OnqnlAtD4Xjdb76qvuVwEUEY+WAKhlr73276A6+mhjPvvMLQGgCBAgKD4ffvjvnu1aGjY05rLLjFmyxC0JoA4RIChOn3zy786J8aK51e+6i4fuQJEgQFDcNOnUHnvYQbLvvsa88opbEkAtI0BQ/PQK8C23VE2Vmx4kp5xS87G3AARDgKB0fP21MWef/e8+JFrUi/2aa4xZvtwtDaDACBCUnilTjDnkEPvTyC67GPPgg25JAAVEgKB0aSTf1q3tIOna1Zh33nFLAigAAgSlTRNSaQyuxo3/HSK6xXXWWcYsWOCWBhAQAYLyMGeOMaedZn8aadrUmCFDjFm92i0NIAACBOVFvdg1XEp6kOy+uzFPPumWBJAnAgTlZ8MGY8aMMWbHHVMh8tmPy7iePc0M9XIHEAQBgvL1/ffGXHGF2dCwoXn4xwA54celfv365oILLjCLFy92SwOoIQIEZW/VjBnm3t69zU9+DJBN/rU0b97cjBgxwqxdu9YtDsATAYKKMXnyZLPXXnulQkSL/q2vA6g5AgQVRZ84br/99ugTSHqQ9P7xE8qM6uYoAWAhQFCR9AxEz0L0TCQOkYYNG5orrrjCfK9nJwCqRYCgon344YemZ8+e1qeRHXfc0YwZM8Zs0NtcALIiQACjbiJPmrZt21pB0qlTJ/Oa+pUAyIgAAf5l9erVZsiQIaZp06ZWkJx22mlmjnq6A7AQIIBjwYIF5qyzzjKbbrppKkQaN25srr/+erNCY28BiBAgQBbvvPOO6dq1q/VpZPPNNzf333+/WxSoSAQIUI0HH3zQ7LLLLqkQ2UNT7AIgQAAfy5cvN40aNYoC5PDDD3dXAxWJAAE8xQ/XTz31VHcVUJEIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwMN9990XhYeWLbfc0rzzzjtuEaDiECBADv/4xz9Mly5dUuERL5tuuqk566yzzFdffeVuAlQMAgTIYP78+aZfv36mXr16qdDYYostTJs2bawg0W2tIUOGmNWrV7u7AMoeAQKkWbVqlRk8eLBp0qRJKiQUIqeffrqZN29eVOa1114znTp1soKkbdu25qmnnnL2BpQ3AgT4l8cee8z85Cc/sYLhwAMPNG+++aZb1Kxfv96MGTPG7LDDDlb5nj17mo8++sgtDpQlAgQV75///Kc57LDDrCDYaaedzD333GM2bNjgFrcsXbrUXH755aZhw4apbevXr28GDhxoFi9e7BYHygoBgoq1aNEic/7550cNftz4N2rUyPzud78zP/zwg1s8p+nTp5tjjz3WCqHmzZub22+/3axdu9YtDpQFAgQVRw36sGHDzDbbbGM1+P/93/9tPv/8c7d4jUyePNnsueee1n732msv88ILL7hFgZJHgKCiTJo0yfz0pz+1Gvi9997bvPjii27RxBRQI0aMiD6BpB+nd+/eZsaMGW5xoGQRIKgIn332mTn66KOtBn3bbbc1f/7zn826devc4kHoGcgFF1xg3SLTs5IrrrjCfP/9925xoOQQIChrS5YsMZdddpn1kLtBgwbmoosuMt9++61bvCA+/PBD06NHDyu8dtxxx+gtruoe0gPFjABBWdJrtnfddZfZfvvtrYb78MMPNx9//LFbvFY8+eSTZvfdd7fOR/1JXn/9dbcoUBIIEJSdV155xey3335WQ73HHnuYp59+2i1a69RjXT3Xt9pqK+v8+vbta+bOnesWB4oaAYKyMXv2bHPKKadYDXOzZs3MLbfcYtasWeMWr1MLFiyIxtLSmFrxuTZu3Nhcf/31ZsWKFW5xoCgRICh5y5cvN9dcc000VlXcGKthPvvss83XX3/tFi8qGtX34IMPtkKvdevW5qGHHnKLAkWHAEFJe/DBB80uu+xiNcCHHHKIee+999yiRe2BBx4wrVq12ug6pkyZ4hYFigYBgpKk39y7du1qNbi77rqrGT9+vFu0ZGT7JHXOOecU/ScpVCYCBCVF829kenZw3XXXlc2zg1mzZpXMsxxUNgIEJSF+eymeVjZeTjvtNDNnzhy3eFnQ22T77ruvdb3t2rUzzzzzjFsUqBMECIqe+k9ovo30hlT9JzQvR7lTf5bRo0dv1J/liCOOMJ988olbHKhVBAiKlnpwa36N9IazUntwq0f9pZdeulGP+osvvrjWetQDLgIERUdjSGk+jboYQ0oPsqdOnWomTJgQzUx45plnRsuRRx5punfvnlr073idyqm8ttP2hfTpp5+aXr16WaHaokULM2rUqIKN6QVkQ4CgaGgUW82fkWkUW823UQiaE0SN/4ABAzYapTfpov1of9qv9l8Izz//vGnfvr113H322SfoqMJAdQgQFAXNl6F5M9IbRP1b82uEpkZ95MiR5qCDDtqo8c+06LXaNm3aREvHjh1Tf09/3TbXouPoeKHDRIF72223ZZzXZObMmW5xIDgCBHVK82PoE0Z6A6hPIJpPI/RMfpoLRMdKf46Qvug3+v79+5uhQ4dGbzrpdpEPlVN5baft3U8G8aLj6vg6j5DimRU322yz1LGSzqwI1AQBgjqhZxl6puHOJa75M0LOJa6H7Y8//rjZf//9N2rQNaChnmGMGzcuGpsqJO1P+9X+3YETteh8dF4hXwaYNm3aRnO7t2zZ0tx7771BjwPECBDUKjVkeotKb1OlN3SaL0NvXYWU6baYQkoPodVjvbY6Huo4Op6Om/5igJZCTHf72GOPmd122806TufOnc2bb77pFgXyQoCg1qjfhvpvpDdsmh9D/TxCmjdv3kY9ufVJ59xzz63zKWV1fJ2HextN56vzDmXVqlXR22FNmjRJHaNevXrm9NNPD3ocVDYCBAWnnuLqMZ7eYKpHuXqWq4d5SHqdNf2WUXxbrNgaTZ2PO92tzlvnH9KXX35pzjjjjCg84uMoVAYNGhSFDJAPAgQFo1s3mt9CY1XFjZfGsNJYVqGfOSxdutScdNJJVkh169Ytei5QzHR+Os/089Z16HpCeuutt0yXLl2s4+g2l141BpIiQFAQms9C81qkN1ia90Kj6IamodvTp4rVpxs9ZyklOt/0cb50PYUYkv6+++4zO++8s/X/oo6R6gQJ1BQBgqA0dpP7gFzzdWjejkKYOHGi2XLLLVPH0ttNdf2cIymdd/rbYrouXV9oy5YtM1dddZXZfPPNrf+n448/3i0K5ESAICj9Jhs3SBqrSfNbFGp4D03CpGPEx9PwJ6GfqdQ2nb+uI70OdZ2F8MUXX5gTTzwxdSzdagRqggBBUOoBHTdI6udRKOpoGM8Joj+HDx/uFilpup7069P1FoqGQNFx1LseqAkCBEGlB4jesioE/UYeN656HbaUZyHMRdcVv+6r6y3UJ5FDDz00OobG8AJqggBBUIUOED0TiG9bqXEtxDOCYqLri0NE112I6yVAkBQBgqAKGSBTpkxJPTDXb+Tl+snDpeuMP3Hp+lUPIREgSIoAQVCFChD1i0h/VXfYsGFukbKm642vXfUQsp8IAYKkCBAEVagASe8kqLeUKlH621mqj1AIECRFgCCoQgSIhveI96l+EpU6BIeuO72fSKhhTwgQJEWAIKjQAaIxo+KxrZo1a1aynQRD0fWrHlQfqpcQY3wRIEiKAEFQoQMkfVTdsWPHuqsrkuohrhPVT74IECRFgCCokAGieTLifWnAQSZFqqJ6SB+AMd/5RAgQJEWAIKhQAaJGskOHDtF+NOR5sY+qW9tUH/FQ8KqnfMKVAEFSBAiCChUgmu413k+lvnVVnfS3slRfSREgSIoAQVChAiSeubBRo0ZBHhSXI9WL6kf1pPpKigBBUgQIggoRIJMmTUrtQ9O/IjvVT1xXqrckCBAkRYAgqBAB0rt372h73eOv9Nd2q6P6iZ+FqN6SIECQFAGCoPINkEWLFqUGD+zVq5e7GhmonlRfqjfVX00RIEiKAEFQ+QbIyJEjU9tXymCJ+VI9xXWm+qspAgRJESAIKt8A6dKlS7St5gdfsWKFuxoZqJ7i+dRVfzVFgCApAgRB5RMgCxcuNPXq1Yu27devn7saOai+VG+qP9VjTRAgSIoAQVD5BMiECRNS244bN85djRxUX3HdqR5rggBBUgQIgsonQAYMGJD6LXr+/PnuauSg+oo/vakea4IAQVIECILKJ0DUgGm79u3bu6vgQfWWJAgIECRFgCCopAGyfPny1LStdB5MJu5UqHpUffoiQJAUAYKgkgbI1KlTU9sNHTrUXQ0Pqre4DlWfvggQJEWAIKikAfLII4+ktnv22Wfd1fCgeovrUPXpiwBBUgQIgkoaIIMGDUptN336dHc1PKje4jpUffoiQJAUAYKgkgZI//79o210/37dunXuanhQvcXPkVSfvggQJEWAIKikAdKnT59oG83zjeTi+eNVn74IECRFgCCopAFyzDHHRNu0bNnSXYUaUP2pHlWfvggQJEWAIKikAdK9e/dom3bt2rmrUAOqP9Wj6tMXAYKkCBAElTRAOnfuHG3TsWNHdxVqQPWnelR9+iJAkBQBgqCSBgifQMLgEwhqEwGCoJIGCM9AwuAZCGoTAYKgkgYIb2GFwVtYqE0ECIJKGiD0A8kf/UBQ2wgQBJU0QOiJnj96oqO2ESAIKmmAMBZW/hgLC7WNAEFQSQOE0Xjzx2i8qG0ECIJKGiDMB5I/5gNBbSNAEFTSABE1YNqOGQmTYUZC1DYCBEHlEyDMiZ4cc6KjLhAgCCqfAJkwYUJq23HjxrmrkYPqK6471WNNECBIigBBUPkEyMKFC1O/Rffr189djRxUX/GnN9VjTRAgSIoAQVD5BIh06dIl2rZp06ZmxYoV7mpkoHpSfaneVH81RYAgKQIEQeUbICNHjkxtP378eHc1MlA9xXWm+qspAgRJESAIKt8AWbRokWnYsGG0fa9evdzVyED1pPpSvan+aooAQVIECILKN0Ckd+/e0fb169c3M2bMcFcjjepH9aT6Ur0lQYAgKQIEQYUIkEmTJqX2QafC3OLOg1pUb0kQIEiKAEFQIQJEOnXqFO2jUaNGZt68ee5q/Ej1ovpRPam+kiJAkBQBgqBCBcjjjz+e2s/AgQPd1fiR6iWuI9VXUgQIkiJAEFSoANmwYYPp0KFDtB/d4582bZpbpKKpPuJnH6on1VdSBAiSIkAQVKgAkRdeeCG1r27duuXVSJYT1YPqI64b1VM+CBAkRYAgqJABIqecckpqf2PHjnVXVyTVQ1wnqp98ESBIigBBUKEDRA+K43m+mzVrVvGv9er6VQ+qD9VLiBcMCBAkRYAgqNABIqNGjUrtc//99zerVq1yi1QEXbeuP64L1UsIBAiSIkAQVCECRE466aTUfiv1raz0t65UH6EQIEiKAEFQhQqQpUuXmt133z2172HDhrlFypquN7521YPqIxQCBEkRIAiqUAEiU6ZMMVtuuWW0b03bWimDLeo64+l+df2qh5AIECRFgCCoQgaITJw40TRo0CDavwYP1L/Lma4vHlxS112I6yVAkBQBgqAKHSDywAMPpH4jV+Narp9EdF1xeOh6dd2FQIAgKQIEQaUHyE033eSuDmbEiBGpENGfw4cPd4uUNF1P+vXpegvl4IMPjo7Trl07dxWQEwGCoD766KNUgOy8887mlVdecYsEo9/I49tZWvSW0urVq91iJUXnn/62la6vUJ881q1bZ/7yl7+k6rBJkyZuESAnAgRBfffdd2azzTZLNYBaTj31VDN79my3aBB6JhA/WNeifhKl2tlQ553ez0PXVYhnHvJ///d/5mc/+5n1//STn/zELQbkRIAguM8//9ycfPLJqVswWrbYYgtz7bXXmuXLl7vF8/bee+9Zr/hqfvAxY8a4xYqazjee11yLrkfXFdoXX3xhTjzxRCs4tt56a3PFFVcwBz1qjABBwagBPOSQQ6zGapdddjEPPvigWzRv6heR3tlQiwYcLPZRfHV+6QMjatF1hOznIcuWLTO///3vzeabb546jj4p9u/f3yxcuNAtDnghQFBwepto1113tRrJrl27mnfffdctmjcN7xGPnaVFQ55fcMEFQcaMCknno/OKh2TXovMONTxJuvvvvz96HpVe/z//+c/N1KlT3aJAjRAgqBW6PXLdddeZxo0bpxox3eI666yzzFdffeUWz4sa5/RRfLXodVhN/1rXz0d0fJ1H/HpuvOh8Q4fcP/7xD3PQQQdZx2nTpo155JFH3KJAIgQIatWcOXNMnz59rEZN9/5vvvnm4G9QaZ6MvfbayzqWfuPv1atX9Kmotu756zg6no6b/olDi84v3/k8XPPnzzf9+vUz9erVSx1HD+QHDRpkVq5c6RYHEiNAUCdee+01640jLW3btjVPPfWUWzQvmnxJ0726x9KiW0ZnnnmmGTdunFmwYIG7aV60P+1X+0+/pRYvOh+dV8hJsjRa7+DBg63jKUR++ctfBv90AwgBgjqzfv16c/fdd5sddtjBalx79uwZ9ScJbdKkSaZ3794b3T6Kl/bt20cPlYcOHWqeeeYZ8+mnn7q7yEjlVF7baXvtx923Fh1Xx9d5hPbYY49Fr+GmH+/AAw80b7zxhlsUCIYAQZ3TG0eXX3651bDrVo861C1evNgtnrdFixaZkSNHbvR8INuiV5D17EBLx44dU3/X192ymRYdR8fTcUP75z//aQ477DDreDvttJO55557gn66ATIhQFA0pk+fbo499lirMWzevLm5/fbbzdq1a93iQahRnzBhghkwYEA0FpTb+CdZtB/tT/stRGiI9vs///M/1jOVRo0amd/+9rfmhx9+cIsDBUGAoOhMnjzZ7LnnnlajXIiHzZmoo6Neb1Xjr+cJeoah5cgjjzTdu3dPLfp3vE7lVF7bFaKjZDoFqeYG2Wabbaz6Of7446MOnEBtIkBQlNRQagBBfQJJbyj1DKGuX8WtK3p24n5K2nvvvc3f//53tyhQKwgQFDU9A3E73OlWzZVXXmm+//57t3hZ+uyzz8zRRx9tBce2225r/vznP0cDIgJ1hQBBSfjwww9Njx49rEZ0xx13NGPHji3bh8V6ueCyyy6zXi7QyLkXXXSR+fbbb93iQK0jQFBSnnjiCWvgRC2dOnUyr7/+ulu0ZOn15rvuustsv/321nUefvjh5uOPP3aLA3WGAEHJUY91TVbldtDr27evmTt3rlu8pGj+lP3228+6rj322MM8/fTTblGgzhEgKFnq7a23oNKHjdeQHddff32tDVMSiuZL0bwp6cHRrFkzc8stt5g1a9a4xYGiQICg5L399tupaVnjpXXr1uahhx5yixYdvfareVLSOyUqEM8++2zz9ddfu8WBokKAoGxo6tdWrVpZQXLooYeaKVOmuEWLguZF0fwo6eer+VMKMZEUUAgECMqKfqO/5pprrN/oNXHSOeecY7755hu3eJ145513ovlQ0oND86VoxF6glBAgKEuzZs2KptVNb6T1TOHWW2+ts2cKmvdE85+kP7PR/CiaJ6XUntkAQoCgrL388stm3333tYKkXbt20ei5tUVvjQ0ZMsSa81zLaaedFs2PApQqAgRlT/0qRo8ebbbbbjurAT/iiCPMJ5984hYPSvObaJ6T9OOq34rmQwFKHQGCirFkyRJz6aWXbtSz++KLLzbfffedWzwvms9E85qkB4fmPRkzZkwUaEA5IEBQcTQBlKaXTW/cW7RoYUaNGpX32FIau0vzmKSP3aXA0nwnGpoEKCcECCrW888/v9Hsgfvss4958cUX3aLV0ujBmrfEHT1Y85tonhOgHBEgqGhq+G+77baN5tc44YQTzMyZM93iGWmeEs1Xkr695jPRvCZAOSNAAFM1w9/5558f9RmJQ0DDxl911VVZZ/jTvCSanyQ9OPQJRPOYFGoGRaCYECBAmmnTpm00x3jLli3Nvffemxo2XvOQXHHFFRvN4a55SwoxhztQrAgQIINHH33U7LbbblaQdO7cOXoYrnlI0r+ueUo0XwlQaQgQIItVq1aZG2+80TRp0sQKjHjRvCRPPvmkuxlQMQgQoBpffvmlOeOMM1LBoaFI1LNcPcyBSkaAAJ7iARrVhwQAAQJ4i8ey0sRPAAgQwBsBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMDTFltsEQXIkUce6a4CKhIBAlRj9uzZ0acOhYeWTTfd1Nxwww1m5cqVblGgohAgQBbLly831157beqTh7u0bt3aPPzww+5mQMUgQIAMxo0bZ3bZZRcrMLp16xZ98mjVqpX19UMPPdS8//777i6AskeAAGneffdd07VrVysgdt11VzN+/PhUmWXLlpmrr77a+mSy2WabmXPOOcd88803aXsDyhsBAvzoq6++Mr/61a+i5xtxKDRu3Nhcd911ZsWKFW7xyKxZs8zJJ59shU2zZs3MrbfeatasWeMWB8oOAYKKtnr1anPzzTenXtGNlz59+pg5c+a4xTN6+eWXTceOHa3t27VrZ5555hm3KFBWCBBUrKeeesq0bdvWavj3339/89prr7lFq7V+/XozevRos91221n70yu/n3zyiVscKAsECCrORx99ZHr27Gk19DvssIO5++67oyDIx5IlS8yvf/1r07Bhw9S+GzRoYC655BLz3XffucWBkkaAoGIsXrzYDBw40NSvXz/VuKuhv/zyy83SpUvd4nn59NNPzVFHHWWFVIsWLcwdd9xh1q1b5xYHShIBgrK3du1ac/vtt5ttt93WatCPPfZYM336dLd4UBMnTjTt27e3jrvPPvuYl156yS0KlBwCBGXthRdeMHvttZfVgO+5555m8uTJbtGC0RtZQ4cONVtvvbV1HieccIKZOXOmWxwoGQQIytLMmbPNcccdZzXYzZs3N8OHD48+kdSFhQsXmvPOOy/qMxKfU6NGjcxVV11lfvjhB7c4UPQIEJSV5cvXmFtuecK0bNndNGhQ9WqunnkMGDAgegZSDKZNm2a6d+9uhVvLli3NvffeazZs2OAWB4oWAYKyoHb3r3/91Bx++P2mQ4dBplWrk8xWW7U3PXr0MB988IFbvCg8+uijZrfddrOCpHPnzuatt95yiwJFiQBByZs27Stz+umPm/33/0tq6dHjRvPcczXvz1HbVq1aZW688UbTpEmTVIjUq1fPnHHGGebLL790iwNFhQBByfr662Xm97//uxUchxwyxowd+75Zs6a0XpVVWCg0FB5xkChUFC4KGaAYESAoOatXrzN33vme6dbt7lRwHHDAnea6614yixYtd4uXFN2+0m2s9Ntaus2l211AsSFAUFL+9rfPzdFHP2h96jjrrCfNRx+Vzyi4epCuB+p6sJ4eJHrwrgfwQLEgQFAS/t//W2jOPfevVnD84hcPmOeeK2xHwLqkV3v1iq9e9Y1DRK8A61VgvRIM1DUCBEXt229XmkGDXo5uUcXBcfDBd5s77njHrFxZN/05aps6G6rTYfqnkW222SbqnMiw8ahLBAiK0tq16839908zP//5WOtTx5VXTjbz51dmpzsNf6JhUNKDRMOkaLgUoC4QICg6r7462xx//ENWcJx22mPmvffmu0WD0zzoU6dONRMmTDCDBw82Z555ZrRoWHY9g4gX/Ttep3Iqr+20fSFpIEYNyKiBGdODpFevXtEAjkBtIkBQNL744jszcOCzVnD07HmveeKJT8z69YXpob1o0aKo8VdP9Z/+9KdWo5x00X60P+1X+y8EDQ1/8cUXR0PFx8fVyMKXXnppNKQ8UBsIECSW3tC/9NIX7uqNxGVd33+/2tx66+umc+fRqTJduow2Q4e+aX74YbVbPG9q1EeOHGkOOuigjRr/TIvmPm/Tpk20aObB+O/pc6LnWnQcHa8QYaLJqo444gjreJrUSpNb5Tu3CVAdAgSJpQfIcceNN2vW5G6wMgWIPlm4t6suvniimT07/G/RkyZNMr1797Yme0pf9Dyhf//+0cNpTUfre0tI5VRe22l7d/j2eNFxdXydR2g6vqbRTT/evvvuG023CxQKAYLE4gb/pJMeif584IHcfRQyBYgelh922D3R10844WHzxhtzrfX5Up+Kxx/XMCf7b9Sgb7XVVtEzjHHjxpkFCxa4m+ZF+9N+tX8dxz22zkfnFXLwRL2Rdeutt5pmzZpZxzr55JPNrFmz3OJA3ggQJBYHwuuvz4n+7N59rFmyZKVbLCVTgIiefbz44hdRmISUaS4QjcyrB87jx483K1ascDcpCB1Hx9Nx02dD1KLz03mG9M0335hzzjnHGjZet9uuvvrqgj/kR2UhQJBYeiBceOFz0d9vvjn7AIbZAiS0efPmmVNOOcVqqHX76NxzzzUzZsxwi9cqHV/n4d5G0/nqvEOaMmWKOfTQQ63jtGrV6sdPig+4RYFECBAklh4IM2d+Zw48cHS06O+Z1EaAjBo1yrplpN/4L7jgguCNc750Pjqv9E8kOm+df2gPP/ywad26tRUkBx98sHn77bfdokCNECBIzA0EffrQv/VpJBO3fEhLly41J510ktVIduvWrejHjtL56TzTz1vXoesJaeXKleb66683W265Zeo4m266afSMJvTzH1QOAgSJuYGwdOmq1APxTA/D3fKhvPfee2b33XdPNYxNmzY1Y8aMcYsVNZ2vzju+Bl2Priu0uXPnmr59+1qBpU8+F154oVm2bJlbHMiJAEFimQLhwQf/GX1Nb2a5nf8ylc+XhvFI/61abzfV9XOOpHTe6W+L6boKNUzJ66+/bg444AArSHSbC6gJAgSJZQoEvUkV9+uYMOEja12m8vnQw+D0ntgDBw40q1evdouVFJ2/riO+Jl1foR566xXisWPHph7oawIroCYIECSWLRBefnlW9PUePe61epJnK5/EiBEjonv4avj05/Dhw90iJU3Xk359ut5C6dq1a3Sc//iP/3BXATkRIEgsVyAMGFA1ptVtt72Z+lqu8jWh38jjxlW/PauPRTnSdcWfDnS9hfokEr/qqzG8gJogQJBYrkCYMWNxNIeHxrSaO7fqjaJc5X3pmUB820qNa6GeERQLXV8cIrruQlwvAYKkCBAkVl0gDB78SrT+N7/5W/Tv6spXRx3j4gfm+o28XD95uHSd8ScuXb/qISQCBEkRIEisukDQbILxhFCay6O68rmoX0T6q7rDhg1zi5Q1XW987aqHkP1ECBAkRYAgMZ9AuO++aVGZvn0f8yqfTXonQb2lVInS385SfYRCgCApAgSJ+QSChnjv3Xt8qmx15TPR8B5xw6l+EqtWrXKLVARdd3o/kVDDnhAgSIoAQWK+gaCRdpMGiMaMise20jDlpdpJMBRdfzxcu+olxBhfBAiSIkBQ1NJH1VWnN5ioHuI6Uf3kiwBBUgQIipbmyYgbSg04GHLypVKmekgfgDHf+UQIECRFgKAoqZHs0KFD1LBpyPNiH1W3tqk+4qHgVU/5hCsBgqQIEBQlTfca/4ZdqW9dVSf9rSzVV1IECJIiQFCUOnXqFDVqjRo1CvKguBypXlQ/qifVV1IECJIiQFB0Jk2alPrNWtO/IjvVT1xXqrckCBAkRYAguPHjPzA33fRqNMFUEr179049+6j013aro/qJn4Wo3pIgQJAUAYKgFi9ekervoSCpqUWLFqUGD+zVq5e7GhmonlRfqjfVX00RIEiKAEFQX375fSpA7rnnfXd1tUaOHJm6JVMpgyXmS/UU15nqr6YIECRFgCCofAOkS5cuUWOm+cFXrFjhrkYGqqd4PnXVX00RIEiKAEFQ+QTIwoULTb169aLGrF+/fu5q5KD6Ur2p/lSPNUGAICkCBEHlEyATJkxI3YoZN26cuxo5qL7iulM91gQBgqQIEASVT4AMGDAg9Vv0/Pnz3dXIQfUVf3pTPdYEAYKkCBAElU+AqAFTQ9a+fXt3FTyo3pIEAQGCpAgQBJU0QJYvX56atpXOg8nEnQpVj6pPXwQIkiJAEFTSAJk6dWrqHv7QoUPd1fCgeovrUPXpiwBBUgQIgkoaII888kiq8Xv22Wfd1fCgeovrUPXpiwBBUgQIgkoaIIMGDUo1ftOnT3dXw4PqLa5D1acvAgRJESAIKmmA9O/fP2rEdP9+3bp17mp4UL3Fz5FUn74IECRFgCCopAHSp0+fqBHTPN9ILp4/XvXpiwBBUgQIgkoaIMccc0zUiLVs2dJdhRpQ/akeVZ++CBAkRYAgqKQB0r1796gRa9eunbsKNaD6Uz2qPn0RIEiKAEFQSQOkc+fOUSPWsWNHdxVqQPWnelR9+iJAkBQBgqCSBgifQMLgEwhqEwGCoJIGCM9AwuAZCGoTAYKgkgYIb2GFwVtYqE0ECIJKGiD0A8kf/UBQ2wgQBJU0QOiJnj96oqO2ESAIKmmAMBZW/hgLC7WNAEFQc+cuNu3aXRotd975ors6K0bjzR+j8aK2ESAIavbs+aZFi67RMmzYA+7qrJgPJH/MB4LaRoAgqJkzvzD16tWPliFD/uiuzkkNmBoyZiRMhhkJUdsIEAQ1c+bM1G2UIUOGuKtzYk705JgTHXWBAEFQ+QTIhAkTUtuOGzfOXY0cVF9x3akea4IAQVIECILKJ0AWLlyY+i26X79+7mrkoPqKP72pHmuCAEFSBAiCyidApEuXLtG2TZs2NStWrHBXIwPVk+pL9ab6qykCBEkRIAgq3wAZOXJkavvx48e7q5GB6imuM9VfTREgSIoAQVD5BsiiRYtMw4YNo+179erlrkYGqifVl+pN9VdTBAiSIkAQVL4BIr179462r1+/vpkxY4a7GmlUP6on1ZfqLQkCBEkRIAgqRIBMmjQptQ86FeYWdx7UonpLggBBUgQIggoRINKpU6doH40aNTLz5s1zV+NHqhfVj+pJ9ZUUAYKkCBAEFSpAHn/88dR+Bg4c6K7Gj1QvcR2pvpIiQJAUAYKgQgXIhg0bTIcOHaL96B7/tGnT3CIVTfURP/tQPam+kiJAkBQBgqBCBYi88MILqX1169Ytr0aynKgeVB9x3aie8kGAICkCBEGFDBA55ZRTUvsbO3asu7oiqR7iOlH95IsAQVIECIIKHSB6UBzP892sWbOKf61X1696UH2oXkK8YECAICkCBEGFDhAZNWpUap/777+/WbVqlVukIui6df1xXaheQiBAkBQBgqAKESBy0kknpfZbqW9lpb91pfoIhQBBUgQIgipUgCxdutTsvvvuqX0PGzbMLVLWdL3xtaseVB+hECBIigBBUIUKEJkyZYrZcssto31r2tZKGWxR1xlP96vrVz2ERIAgKQIEQRUyQGTixImmQYMG0f41eKD+Xc50ffHgkrruQlwvAYKkCBAEVegAkQceeCD1G7ka13L9JKLrisND16vrLgQCBEkRIAgqPUB+85vfuKuDGTFiRCpE9Ofw4cPdIiVN15N+fbreQtl7772j47Rp08ZdBeREgCAoDbERB4iG2rjyyivN999/7xYLQr+Rx7eztOgtpdWrV7vFSorOP/1tK11foT55fPbZZ+aYY45JHatx48ZuESAnAgRBrV+/3uy8886pRknLTjvtFPWeLsRQJHomED9Y16J+EqXa2VDnnd7PQ9dViGceeoNLnw7j22NaNJf6ySef7BYFciJAUBBPPPGE9dqtlgMOOMC88cYbbtG8vffee9axND/4mDFj3GJFTecbz2uuRdej6wpJ4X733XebHXbYwfp/+a//+i/z8ccfu8WBahEgKBjdjvnDH/6QGookXvr27Wvmzp3rFs+LfqtO72yoRQMOFvsovjq/9IERteg6QvbzkFdffdXst99+1nH22GMP89e//tUtCngjQFBw8+fPN2eeeWZ0myRuvHR75oYbbjArV650i+dFw3ukB5aew1xwwQVBxowKSeej84qHZNei8w41PEls9uzZ5tRTT7WCQ590/vjHP5b88yLUPQIEtebtt982Bx10kNWYtW7d2jz88MNu0byocU4fxVeL7vdr+te6fj6i4+s80p8/aNH5hgy55cuXm2uvvdZsscUWqWPoba5f/epX5uuvv3aLA4kQIKh1equoVatWVgOqvgjvv/++WzQvmidjr732so6j3/h79eoV9bFYsWKFu0lB6Dg6no6b/olDi84v3/k8XOPGjTO77rqrdRzdJgv9TAUgQFAnli1bZq6++mqz+eabpxq5zTbbLPrt/JtvvnGLJ6Y3vzTda/rbTfGiW0a6taYGd8GCBe6medH+tF/t330GpEXno/MK+Wbau+++u9HzFAWJzgMoBAIEdWrWrFnR66PpjZ7mu/jTn/5k1qxZ4xbPy6RJk0zv3r03un0UL+3btzf9+/c3Q4cONc8884z59NNP3V1kpHIqr+20vfbj7luLjqvj6zxC+uqrr6JbU3HHQy3q03HdddfV2qcsVCYCBEXh5ZdfNh07drQa3Hbt2plnn33WLZq3RYsWmZEjR270PCbboucI6qWtRecY/z39+UKuRcfR8XTckPQQ/Oabb7Ze/9XSp08fM2fOHLc4EBwBgqKhfgp33nmn2W677awG8cgjjzSffPKJWzwINeoTJkwwAwYMiMaCchv/JIv2o/1pv6FDI/bUU0+Ztm3bWsfVbTG9rgvUFgIERWfJkiXm17/+tTVMif5+ySWXmO+++84tHpTeXpo6dWrU+A8ePDh6hqFFIda9e/fUon/H61RO5bWdti+kjz76KOr4lx4c6hioDoIKYKA2ESAoWnq2cNRRR1mNZYsWLcwdd9xh1q1b5xYva99++6258MILrbe49Ezl8ssvD97pEPBFgKDoaTwo98H0PvvsY1566SW3aNlRUOr5ybbbbmtd/7HHHmumT5/uFgdqFQGCkqA3svSW09Zbb201pCeccEI0hHw5Uv+QDh06WNe75557mr/97W9uUaBOECAoKQsXLjTnnXde1GckblQbNWpkrrrqKvPDDz+4xUuSeqsfd9xxVnA0b948miNk7dq1bnGgzhAgKEkahFAPs9Mb2ZYtW5r77rsvaOe82qR5UzR/igIxviY989AbXYsXL3aLA3WOAEFJe/TRR81uu+1mBUmXLl3MW2+95RYtWgo8zZey4447WtfRo0cP88EHH7jFgaJBgKDkrVq1ytx4442mSZMmqcZXI/+eccYZ5ssvv3SLF5XXX389miclPTg0F4jmUwGKHQGCsqGwOP30061h4xUqCheFTDHRfCiaFyU9ODRm1k033cQw6ygZBAjKzptvvmk6d+5sNc66zaXbXXVN859oHpT0aXg1hpU6JIYe0BEoNAIEZUnPFe69997owXp6kBx22GF1Nkuh5j3R/Cfp53PwwQdH86QApYgAQVnTq716xTf9zSa9Anz++edHrwTXhilTpkTznaQHh+ZD0bwoQCkjQFAR1NlQnQ7TG/FtttnG3HbbbQXrW6F5Tc455xyrz4pG8NU8KJoPBSh1BAgqyosvvhgNg5IeJBom5fnnn3eLJqZe87feems0r0n6cTTvieY/AcoFAYKKo/GlRo0aFQ3MmN7Aa8pZ30mkstHEUprHJH2/mkNE850A5YYAQcXS0PAXX3yxNWy8Rri99NJLoyHla0LzlWiI9/Tg0Lwmo0ePZph1lC0CBBVPjf8RRxyRqPFXCGmekhAhBJQaAgT4l0y3n/bdd9+Mt590G0zzkri3wTR/Sb63wYBSQYAAaXwegGsekkwP4jVvCVBJCBAgg0yv4Kovyc4772wFh+Yn0TwlCh6g0hAgQA6ZOgFqUbBoXpLa6owIFCMCBPDw0EMPpcJDAzTW1XAoQDEhQABPGi1XAXLqqae6q4CKRIAAnpo2bUqAAGkIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQwBMBAtgIEMATAQLYCBDAEwEC2AgQVOsv/TfxWspdJQWI+3+bbUFl4zsA1XIbjWxLuSNANl5Q2fgOQLVoLKpUYoAAufAdgmrRmFQhQAAb3yGoFo1JFQIEsPEdgmrRmFQhQAAb3yGoFo1JFQIEsPEdgmrFjUmupRJUYoDkWgC+C1Att+HItGTy9pNXmYd+v4cZ99s2BVvuuKSNufDENqZH5zamTZvCLvXq1YsCpFGjRhutC7203b2NOfbnbczv+rYxD1y58XWHWh694Wdm1rS/uv91G/3/ZloAvgtQrSQNxrq1q8xfzqu3UaMTern5lz9+Iui6iWnfcpOocS+XpcFmm5gD2m5izuu5iRl17sbXHXJ55n97uP99qXVALnyHoFpJG5P3n/uDefrW7gVdxg/ubm4Y2N2ccUJ30717YZf4E0izZs02Whd66fmf3c35fbubP13a3TyV4bqDLf/7n2bex5Pd/7rE/+eoLHyHoFo0JlUq8RkIkAvfIagWjUkVAgSw8R2CatGYVCFAABvfIagWjUkVAgSw8R2CatGYVCFAABvfIagWjUkVAgSw8R2CatGYVCFAABvfIYCnSgoQwAcBAngiQAAbAQJ4IkAAGwECeCJAABsBAngiQAAbAQJ4IkAAGwECeCJAABsBAngiQAAbAQJ4IkAAGwECeCJAABsBAngiQAAbAQJ4IkAAGwECeCJAABsBAngiQAAbAQJ4IkAAGwECePrPjk1N57abmN9fQoAAQoAAni4/sam56KhNzD1DCBBACBDA09iLmkaz9L0wmgABhAABPBEggI0AATwRIICNAAE8ESCAjQABPBEggI0AATwRIICNAAE8ESCAjQABPBEggI0AATwRIICNAAE8ESCAjQABPBEggI0AATwRIICNAAE8ESCAjQABPBEggI0AATwRIICNAAE8ESCAjQABPBEggI0AATwRIICNAAE8ESCAjQABPBEggI0AATzdd+n2UYC8dM+Z7iqgIhEggKfp/3jQTBx+lFn85QfuKqAiESAAgEQIEABAIgQIACARAgQAkAgBAgBIhAABACRCgABZqM+HzwJUKr77gSzcoMi2AJWK734gCwICyI2fDiALAgTIjZ8OIAsCBMiNnw4gCwIEyI2fDiALAgTIjZ8OIAv3batMC1DJ+AkAsnDDItMCVDJ+AoAsCAkgN346gCwIECA3fjqALAgQIDd+OoAsCBAgN346gCwIECA3fjqALAgQIDd+OoAsCBAgN346gCwIECA3fjqALAgQIDd+OgAAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAifx/lDq6udnQHREAAAAASUVORK5CYII=)
PN: 4H01-3-Y8
CAS: 613239-75-1
Molecule Weight: 253.224
Formula: C13H10F3NO
![4-[5-(Trifluoromethyl)pyridin-2-yl]benzonitrile](data:image/png;base64,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)
PN: 3H37-3-X5
CAS: 892501-99-4
Molecule Weight: 248.208
Formula: C13H7F3N2
![4-[5-(Trifluoromethyl)pyridin-2-yl]benzenaldehyde](data:image/png;base64,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)
PN: 4H15-3-51
CAS: 871252-64-1
Molecule Weight: 251.208
Formula: C13H8F3NO
![3-[5-(Trifluoromethyl)pyridin-2-yl]aniline](data:image/png;base64,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)
PN: 3H30-3-20
CAS: 886361-00-8
Molecule Weight: 238.213
Formula: C12H9F3N2
Melting Point: 89-90.5 ℃
TSCA: Not listed on TSCA inventory