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)
| Product Number | 4H56-3-DM |
| CAS | 356058-13-4 |
| MDL Number | MFCD06410448 |
| Molecular Formula | C13H10F3NO |
| Molecular Weight | 253.224 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-DM
CAS: 356058-13-4
Molecule Weight: 253.224
Formula: C13H10F3NO
![[6-[3-(Trifluoromethyl)phenyl]-3-pyridyl]methanol](data:image/png;base64,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)
PN: 4H56-3-DQ
CAS: 887974-41-6
Molecule Weight: 253.224
Formula: C13H10F3NO
![[6-[2-(Trifluoromethyl)phenyl]3-pyridyl]methanol](data:image/png;base64,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)
PN: 4H56-3-DV
CAS: 220455-42-5
Molecule Weight: 253.224
Formula: C13H10F3NO
![6-[4-(Trifluoromethyl)phenyl]-3-pyridinecarbaldehyde](data:image/png;base64,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)
PN: 4H15-3-94
CAS: 356058-14-5
Molecule Weight: 251.208
Formula: C13H8F3NO
![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
PN: 4H56-3-DF
CAS: 887974-66-5
Molecule Weight: 203.216
Formula: C12H10FNO
![[6-(2-Fluorophenyl)-3-pyridyl]methanol](data:image/png;base64,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)
PN: 4H56-3-DK
CAS: 887974-54-1
Molecule Weight: 203.216
Formula: C12H10FNO
![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
TSCA: Not listed on TSCA inventory