| Product Number | 4H48-3-7M |
| CAS | 22245-84-7 |
| MDL Number | MFCD02180820 |
| Molecular Formula | C7H5F3N2O |
| Molecular Weight | 190.125 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-3-7M
CAS: 22245-84-7
Molecule Weight: 190.125
Formula: C7H5F3N2O
PN: 4H15-3-Y9
CAS: 131747-65-4
Molecule Weight: 175.11
Formula: C7H4F3NO
![[6-(Trifluoromethyl)pyridin-2-yl]methanamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACDLAAAgywFOtIkqAAAB9npUWHRtb2xTb3VyY2UAAHichZRZa+MwEID/yqDnjS5fSYhTQkuh0O7DtoV9K4qtpIZYKrJz/fsdOXFjk67jgxnNzDeyRiPP7g7lBnbaVYU1KRGUE9Ams3lh1il5f3scjcndfJZhEAaaKiWfdf01ZWy/39PsU5fqYA3NbElO/umhKnox+4Bat2aSc8H+vjy/NsyoMFWtTKaRqopp1Rifbabq5iv+MwUrldsVhp3CWel2p2wfkvuH00OVk8ta7tG3QBRWxUbDyrpS1bCTnOLDf8FaG+1UrXNYHtEc0BDXPp+9PNhsW2pTo+ozFJnavNZum6GhtBudbTEZKk8PKSkFAqq25cI5dQSvebMSoCSoAFQIKgIVg0pAjUFNQAmOL/qFxDpvtJ/o7filU/Ib7ju3Hz36GwskUyJpHCchCBoEQdKKs7Hvw6Xh1YrR2To6B6EU3I85jeIgIXDE5CGNcXcgoOMIhaSBQCFoFPoEbSJOk+SS9+JtrKPz+JS1nQVrw76LM58trck7KhR5SpaCNFX7o1eVPBeOgHW5dtiLPoEP7QKyD/gyDwNBH/Cb8g0sfgLCPuC3cBiI+oDf8GEg7gO+PYaBpA/4ZhoGxleLvgFMrmaYDJdV8D7RtPYNRFwj4gYir5EfG4R1uou1xxTVqyPMOueb4V9t/g8xE3oZ2hg00gAAOXBJREFUeF7t3Qm8E9Whx3FQca17FRS1KloFbd2t4FIFl6rF+p6iVl8VsS6IKxQtBUSfDwTbuqE+AdlksaIouFQWUQRcEFzBDbBsKrty2eFyOc9/+hInZ5J7c89kJsnk9/18zucjN+ckkzPm/JOZM2fqGAAAHNSx/wAAQC4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAxNZxx/VJK48/Ps2ukpW3XTa51MkmSNtiQYAAiC07QJo1628WL15tV8solwE+lzrZBGlbLAgQALFlB4hKly4T7GoZ5TLA51InmyBtiwUBAiC27PBQOf74PmbmzCV2VZ9cBvhc6mQTpG2xIEAAxJZ3kO7YcVzqv9u0GW1X9cllgM+lTjZB2hYLAgRAbHkH6YULK8xJJ/VL/XvcuK/s6mlyGeBzqZNNkLbFggABEFv2IP3gg++k/t2y5XCzceNmq8WP7LaZ5FInmyBtiwUBAiC27EF69eqNpkWLwam/DRr0odXiR3bbTHKpk02QtsWCAAEQW5kG6WeemZn622mnDTQrVqzztPhRpra2XOpkE6RtsSBAAMRWpkF68+Yqc/HFz6T+3r37JE+LH2Vqa/PWCVJKFQECILayDdJTpsxP/f2EE/qaOXNWpD0u2dp62UHgWkoVAQIgtqobpNu1eyX1mP7bVl3bJDsIXEupIkAAxFZ1g7R+dejXR/Lxt95akPZ4dW2TcqmTTZC2xYIAARBbNQ3SOv+RfLxVqxGmqmpL6rGa2koudbIJ0rZYECAAYqumQVozsDQTK1lnxIhPU4/V1FZyqZNNkLbFggABEFu5DNIDB36YqqNrRHStiOTSNpc62WRrqyvmFWTt249NzBY79dQBiVWEf/e7p80990w0X3yxLK1+IREgAGIr2yDtpavRdVV6st5DD72T+HsubXOpk022tt6/Zyo6b/PUUx+ntSkUAgRAbGUbpG1jx85J1dN6WV9/XZFT21zqZJOtrf79q1/1M127vp6Ybvz99+vNunWViV8e3bq9kWozadL8tHaFQIAAiK1sg3QmV189KlXXu3JvdW1zqZNNtra33z7GfPPNqrS/efXuPTXR5tprX7QfihwBAqAkzZv3vbnrrjdMp06vmeXL19oPJ2QbpDPRPUJ0rxBvm5ra5lInG9e2y5atTbTRuZFCI0AAlJRVqzaav//97cRhnuQAfPfdb9jVEmo7SHfuPMEXHtW1zaVONq5tdThLbU45pb/9UOQIEAAlQddojBz5Wdpqusly332T7eoJtR2kdb90zXiynz+bXOpk49o2uQxL69Yv2A9FjgABUPSmT//G/P73z/kGdhXd43zNmo12kwSXQfqxx97zvUY2udTJxqWtFoK8/PKRiTYvvPC5/XDkCBAARUsnk++4Y7xvQFf5wx+eNx9/vNhuEms9e05OvXeFSaERIACKjo7zP/74NNO06ZO+4Dj77CHmxRe/NFt+XHWkLOjmV3r/Z5wxyCxYUGE/XBAECICi8sors8y55w71BYfCRFNY167dZDeJvaFDP070gU6cf/LJEvvhgiFAABSFGTOWJE4M28Gh0qHD2MQSH+UoGR4K0KlTv7YfLigCBEBBLV26NnE9R6ZrMC655NmiGzSjNHjwR4l+0JTlYrjy3EaAACgIrUHVv/8HiQvi7OBo3nxwYkHBYjhRXCgDBvz7nMeJJ/YzEyb8y364KBAgACKnAdG7gGGyaLDs1WuKqajYYDcpK/36vZ/qj/Hjv7IfLhoECIDIzJq1wlx//Uu+4FBp2/Zl89VX39lNyk6fPtMT/aFVd8eNK97wEAIEQOhWrlxvevSYnHYL2WS58MKnzZtvzrOblC27f6or2dYAiwoBAiA0OocxfPiMxLUL9uCnOwHqJPGmTeV7niMTu5+qKwQIgFh6++2F5qKLnvENevoVojvr6XayKG0ECIC8mj9/pbn11ld9waHSps1o89lnxXNLVgRDgADIi1Wr1pqePV8yv/qVPzjOO2+YGTNmtt0EJY4AARBIVVWVGThwuGnc+HfmwAOvNkceeW8qOLQ0umYVrV9faTdDDBAgAJxNmjTJHHPMMWarrbYzu+zSxOy7b0tz6KG3/vC3RxJ3Cly0aLXdBDFCgACotXnz5plLL73U1KlTJ1W2225vs+eeJ5nzzuts3n+/+JbdQP4RIABytnat1q26y+ywww5p4aFSv34DM3jwiMSdA1EeCBAAORk6dKjZb7/9fMGx7bbbmo4dO5qKivJcLbecESAAqjVt2jTTrFkzX3CotGzZ0syaNctugjJBgADIaNGiRebqq682W221lS84GjdubMaNG2c3QZkhQACk2bhxo+nZs6fZeeedfcGx++67m4cffthUVjItFwQIAI9Ro0aZRo0a+YJjm222MW3btjXLly+3m6CMESAAzMyZM02LFi18waHSvHlzM2PGDLsJQIAA5WzFihWmXbt2iV8YdnAcfPDB5vnnn7ebACkECFCGdA6jd+/eZo899vAFh8599OjRI3EuBKgOAQKUmfHjx5smTZr4gqNu3brmqquuMt9++63dBMiIAAHKxOzZs80FF1zgCw6Vpk2bmqlTp9pNgGoRIEDM6QrxO+64I3HFuB0cDRs2NEOGDLGbADkhQIAYe+CBB0y9evV8wbH99tubrl27mjVr1thNgJwRIECMKSjs8GjVqpWZO3euXRWoNQIEiLHtttsuFRwNGjQwEydOtKsAzggQIMbq16+fChAdsgLyiQABYmyfffZJBYju4wHkEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECMESAIEwECxBgBgjARIECM7bLLLqkAueWWW+yHgUAIECCGvvjiC3PuueemwkNl6623Nvfee69Zv369XR1wQoAAMfL999+b22+/3dSrVy8tPLzlwAMPNM8++6zdFKg1AgSIgc2bN5s+ffqYvfbayxcYdevW9f1N5fTTTzcfffSR/VRAzggQoMRNnDjRHHXUUb6AULn88svNggULzEsvvWQOPfRQ3+M6rHXdddeZZcuW2U8L1IgAAUrU3LlzTatWrXyhoHL88cebKVOmpNXftGmT+etf/2p23XVXX/3ddtvNPPDAA4k6QK4IEKDErFmzxnTp0sVsv/32viBo0KCBGTBggNmyZYvdLGXJkiXmmmuuMVtttZWv/WGHHWb++c9/2k2AjAgQoIQMGTLENGzY0Dfwb7vttubOO+80q1atsptk9f7775tTTz3V91wqmsGlmVxAdQgQoARMnTrVNG3a1DfQq/zud78zc+bMsZvk7OmnnzYHHHCA73k1k6t9+/aJmV1AJgQIUMS+/fZbc9VVV2WcSXXEEUeY8ePH202crFu3ztx9991mxx139L2OZnb17dvXVFVV2c1Q5ggQoAht2LDB9OjRw+y8886+AX2PPfYwvXv3NpWVlXazwDRjSzO37NdUOfrooxMzvoAkAgQoMs8//7w5+OCDfQP4NttsY9q1a2dWrFhhN8k7zeDSTC57G1Q080szwAACBCgSn3zyiWnevLlvwFY588wzzcyZM+0modJMLs3o0swue3s0A6xr166JGWEoXwQIUGDLly83bdu2TfzCsAfqQw45xIwaNcpuEinN7NIML830srdPM8I0MwzliQABCkTnMB5++GGz++67+wZmraLbs2dPs3HjRrtZwcyePTsx48veVhXNENNMMZQXAgQogLFjx5rGjRv7BmJd3Hf11VebRYsW2U2KhmZ+aQaYve2aKaYZY5o5hvJAgAAR+uqrheaii1r7Bl+Vk08+2UybNs1uUpT060kzwTQjzH4fmjmmGWTF9OsJ4SBAgAisWbPR9Or1sjnooEvNbrsdY+rV+/FGT/vvv78ZNmyY3aQkaEaYZoZlOn+jmWSaUYb4IkCAEFVVbTGjRn1uzjrrKfPLX95vGjW6wdSvf5bZaaeDzQ477JC4zezatWvtZiVHM8RatGjhCxEVzSzTDDPEDwEChOSDDxaZK64YaY47rk+qNG7cxRxwwO/NNdd0NvPnL7CblDzNGGvUqJEvRPQLRTPNNOMM8UGAAHm2aNFq06nTa2nBkSyXXTbMTJvmvm5VKdC5D80g896PPVk040wzz8K4ih7RI0CAPFm/vtL06TPdNGvW3xccOoSlQ1k6pFUuNJNMM8oyLRuvGWiaiYbSRoAAefDqq7PNeecN8wXHSSf1Mw899I5Zvbp8ZyRpZlmzZs18IaLy29/+1syaNctughJBgAABfPbZMtOmzWhfcKjcdturZv78lXaTsqWZZppxZoeIrnDv2LGjqaiosJugyBEggIMVK9aZe+6ZaE44oa8vOC6++Bnz9tsL7Sb4gWacaeaZZqDZQbL33nubJ598kmXjSwgBAtTCpk1VZvDgj8xppw30BccZZwwyw4fPMJs3MwDWZN68eebSSy/1hYjKscceayZPnmw3QREiQIAcvfnmPHPhhU/7gkO/Qnr0mGxWrlxvN0ENJk2aZI455hhfiKhcdtllZv78+XYTFBECBKjBV199Z9q2fdkXHCrXX/+SmT07/Ptz1Nb69esT9+xQ0SKHyf/W34uNDln169cvcQjLDhEd6urWrVssLraMIwIEyKKiYoPp1WuKOfHEfr7guOCCp82ECf+ym0RGS4i8/fbbpk+fPqZDhw6J2Uw///nPzU477eQbhDMV1VN9tVN7PY+eL4qbVWWzcuVK86c//SnjsvGlvNxLnBEggEXnMJ55ZmbinIYdHKeeOsD07/+B2bhxs90sVLonx+jRo81NN92UcRXffBY9v15Hr6fXjZqm9Z5//vm+7VLRgpPTp0+3m6BACBDAY+rUr02rViN8wXH88X1Mt25vmGXLojuU8s0335j77rsvca+Nrbfe2jeYRlH0unp9bYe2J0pjxowxhx9+uG+bdGFimzZtzOLFi+0miBgBgpJgD+iPP577sufedtksXFhh2rcf63sdldatXzAzZy6xm4Riw4YNP/z6ecace+65OYdG/fr1EwsWalXcu+++O3Eb2kGDBiV+Qbzxxhupon/r73pc9VRf7dTefs5MRduj7dL2aTujoCVPHnrooaw33erVqxfLxhcQAYKSYA/qWi5k8eLVdrWMagqQYcM++eFb9pO+1zj33KHmlVeiuUpa36bbt2+f8f4a9qCpuwI++uijiZPjOm+QD3oePZ+eV8+faR0rb9F2anuj+hWgRRhvuOGGjKGq2/4qHBE9AgQlwR7cVbp0mWBXy6i6AFm1aqPvYkCFiX7hrFsX/oJ/Wi/qtttuy3hhXbIcf/zx5t577zXvvPOO2bw5mnMveh29nl5Xr29vU7Jou7X9Ud1BUcvCn3HGGb7tUDnzzDPNp59+ajdBiAgQlAQ7PFR0XiKXQ0vVBUhlZZU555whqcfvuGO8+eab8E8cL1myxNx6661m++239w2EKjqspG/4xXIfDW2Htifb4S69D70fva8ojBw5MnHDKns7tGy8JgAUcjZZOSFAUBK8IdCx47jUf2sdqppUFyCyYEGFefLJ983HH4d/OGbLli2mb9++GY/pq5x22mmJwzGbNm2ymxYFbZe2T9tpb7uK3pfen95n2HQepnv37uYnP/mJbzv23HPPxOE4lo0PFwGCkuANAZ3w1iq3yX+PG/eVXT1NTQESFR1eOeWUU3yDncrpp59uXn/9dbtJUdP2arvt96Ki9xnV4STNDrvyyitN3bp1fdtxxBFHmNdee81ugjwhQFAS7BB48MF3Uv9u2XJ4tddl2G2jpm/BXbp0MfXq1fMNcPomP3HiRLtJSdH2Z/pFover9x3Vr4B33333hy8WJ/m2Q+XCCy80c+bE+0ZehUCAoCTYIaD7a7RoMTj1t0GDPrRa/MhuGyV9O870q0OHWDSlNk70fvS+7Peq9x/lNSRPPfWUadiwoW87tttuO/PnP/+5IBdHxhUBgpKQKQR0tXjyb1odV0usZ5KpbRR0iCfTSefWrVvH9t7gel96f/Z7Vj9EeYhuzZo1iV8/mSYpNGjQwAwcODCS8zRxR4CgJGQKAS05ontvJP/evfskT4sfZWobJg1MPXr08F2zoG/FUQ6ihaT3af8KUH+oX6IcuLWA5MUXX+wLEZUTTjjBvPXWW3YT1AIBgpKQLQSmTJmf+ruu55gzxz99M1vbMOj6Cd0H3B6sWrRoEdkU12Kh96v3bfeF+ieq61mSdCX+UUcd5dsWFa39VW77Jl8IEJSE6kKgXbtXUo/pv23Vtc0nTSv9z//8z7TBSes2de7cOfIBs1jofev9qx+8/aJ+imo5lCRti1Yd/ulPf+oLEQUdao8AQUmoLgT0q8N7Nflbby1Ie7y6tvmiY+66Eto7KOn6hJdfftmuWpbUD/b1Guov9VvUvv/++8TV895pvzqchdojQFASagoBnf9IPq7VdKuqfjzOXlPboDSrx54+qrWiNK0UP1J/2Gt9qd8KNSuqSZMmqe3Q6r6oPQIEJaGmENAMLO99ykeM+PEitpraBqErs88666y0QXGfffYxM2bMsKviB+oX9Y+3v9R/hbjyXvdeT27Dtddeaz+MHBAgKAm5hMDAgR+m6ugaEV0rIrm0daHZRH/4wx/SBkOtz/TVV9VfGV/u1D/2OlbqxyhnZwkBEhwBgpKQSwjoanRdlZ6s99BD7yT+nktbF506dfL98tC0UdRM/WT/ElF/RokACY4AQUnINQTGjp2Tqqf1sr7+uiLntrWh2TzewW/nnXc2H3zwgV0N1VB/qd+8/ah+jQoBEhwBgpJQmxC4+upRqbrelXtzaZsLDXxaFiM5+GjNp7Fjx9rVkAP1m3eNMPVrVEFMgARHgKAk1CYEdI8Q3SvE2ybXtjXRtNPDDjss7Vtz3Na0ipr6z9uf6t8opvcSIMERICgJtQ2Bzp0n+MIj17bVsdd50m1WEZz60duv6uewESDBESAoCbUNAd0vXfdNz2eADBs2LG2QO/LII8369evtanCgflR/evtX/R0mAiQ4AgQlwSUEHnvsvbwFyNKlS9PuIqh7gc+cOdOuhgDUn957w6u/1e9hIUCCI0CAHOhKZe+34yhnC5UTe3ZbmFeIEyDBESBADbQEh3cxQN3GFeHx3iZX/R7WkjAESHAECFCNqqqqxEJ7yYFmm222YZmSkKl/1c/JPlf/az/kGwESHAECVKNfv36pQUbl1ltvtasgBOpnb79rP+QbARIcAQJkUVlZaQ488MDUIKPbsq5cudKuhhCon723A9Z+0P7IJwIkOAIEyOKpp55K+xb8xBNP2FUQIvW3t/+1P/KJAAmOAAEy0MqwRxxxRGqA2XfffSO/g165U3+r35P7QPsjnyv2EiDBESBABqNGjUr79vvXv/7VroIIqN+9+0H7JV8IkOAIECCDpk2bpgYXXdC2evVquwoioH73XsCp/ZIvBEhwBAhK3pgxs81//Mc/TKdOryXuCRLU559/nvatt2vXrnYVREj9790f2j/5QIAER4Cg5J1xxqDUUiW6H0hQnTt3Tg0supBt4cKFdhVESP3vvZBT+ycfCJDgCBCUPO9aV88+++O90F3oJK136m7z5s3tKigA7YfkPtH+ycfJdAIkOAIEJS+fATJp0qTUoKIyYMAAuwoKQPvBu1+0n4IiQIIjQFDy8hkg119/fWpQ0cqwFRUVdhUUgPaDd6Ve7aegCJDgCBCUvHwGyP77758aVC655BL7YRSQ9kdy32g/BUWABEeAoOTlK0DmzJmTGlBUuFVtcbFvfav9FQQBEhwBgpKXrwCxF06cN2+eXQUFpP3h3T9BF1gkQIIjQFDy8hUgV1xxRWpAOfjgg+2HUQS0X5L7SPsrCAIkOAIEJS9fAeJddynMO+HBnffOkNpfQRAgwREgKHn5CBD78MiQIUPsKigC2i/e/RTkMCMBEhwBgpKXjwAZO3Zs2sDEXQeLk/aLdz9pv7kiQIIjQFDy8hEgvXv3Tg0mW2+9tVm/fr1dBUVA+0X7J7mvtN9cESDBESAoefkIkJtvvjk1mBx00EH2wygi2j/JfaX95ooACY4AQcnLR4CcffbZqcHkN7/5jf0wioj2T3Jfab+5IkCCI0BQ8vIRIN4FFG+55Rb7YRQR7Z/kvtJ+c0WABEeAoOTlI0B+8pOfpAYT7j5Y3Lx3KdR+c0WABEeAoOQFDZCqqipTt27d1GDyxBNP2FVQRLR/kvtK+037zwUBEhwBgpIXNEC00mtyIFEZOnSoXQVFRPvHu79cV0wmQIIjQFDyggbI119/nTYgjR492q6CIqL9491f2n8uCJDgyjJA+lxXp9YFxStogHzxxRdpA9Lrr79uV0ER0f7x7i/tPxcESHBlOTLa4ZBLQfEKGiAffPBB2oD0zjvv2FVQRLR/vPtL+88FARJcWY6MdjjkUlC8ggYIv0BKC79AikdZjowEQ7wEDRDOgZQWzoEUj7IcQQmQeAkaIMzCKi3MwioeZTmCEiDxEjRAuA6ktHAdSPEoyxGUAImXoAEiXIleOrgSvXiU5QhKgMRLPgKEtbBKB2thFY+yHEEJkHjJR4Ccc845qcFE/43ila99RYAEV5YjqDdAcikobsce+1iqPPus250EvfcDCfKtFuHz/lrkfiCFVZajox0QNRUUt0MOaZcqw4ZNsh/OyaOPPpoaTLbaaivuSFiktF+0f5L7SvvNFQESXFmOjnZA1FRQ3Pbe+4xUGTjQ7RqO8ePHpwYTlU8++cSugiKg/eLdT9pvrgiQ4MpydCQc4mW77fZOlT59BtoP52TBggVpA9OgQYPsKigC2i/e/aT95ooACa4sR1ACJF68A8rjjz9uP5yz/fffP/U8V111lf0wioD2S3IfaX8FQYAEV5YjKAESL/kKkCuvvDJvgxPC4Q157a8gCJDgynIEJUDiJV8BMnDgwLTnmj17tl0FBaT94d0/2l9BECDBleUISoDES74CZP78+WnP1bdvX7sKCkj7w7t/tL+CIECCK8sRlACJl3wFiDRq1Cj1XC1btrQfRgFpfyT3jfZTUARIcGU5ghIg8ZLPALn11ltTz1WvXj2zdOlSuwoKQPtB+yO5b7SfgiJAgivLEZQAiZd8Bsj06dPTnu+RRx6xq6AAtB+8+0X7KSgCJLiyHEEJkHjJZ4BIkyZNUs93wgkn2A+jALQfkvtE+ycfCJDgynIEJUDiJd8Bct9996U95+eff25XQYTU/979of2TDwRIcGU5ghIg8ZLvANHVzd71ltq2bWtXQYTU/8l9of0S5OpzLwIkOEZQlLx8B4icf/75qefcfvvtzbfffmtXQQTU7+r/5L7QfskXAiQ4AgQlL4wAmTJlStrzdujQwa6CCKjfvftB+yVfCJDgCBCUvDACRE4//fTU8+rWqcuXL7erIETqb++thrU/8okACY4AQckLK0DGjRuX9tydOnWyqyBE6m9v/2t/5BMBEhwBUgsb1n5n5kz7h1lbsch+CAUUVoDIiSeemHru7bbbzsyaNcuughCon9Xfyb7Xfsg3AiQ4AiRHVVWV5pm7Dk/M3Hqqw96ESBEJM0AmTJiQ9vxnn322XQUhUD97+137Id8IkOAIkBytW7UkbfrvG4Na21VQIGEGiPz+979Pe40RI0bYVZBH6l9vf6v/w0CABEeA1MLLD56ZCpC+129lls59z66CAgg7QDSVdJdddkm9xn777WdWrVplV0MeqF/Vv8m+Vr+HNYWaAAmOAKmFFd/MMP1u2CYVIqN6NTNmyxa7GiIWdoDIgw8+mPY6V1xxhV0FeaB+9faz+j0sBEhwBEgtTR5+Y9qhrNnvDrWrIGJRBEhlZaU5+uij016rX79+djUEoP709q/6W/0eFgIkOAKkltavWW4G3b5HKkCG3rmfqdywxq6GCEURIKI1mbzXJeywww5mxowZdjU4UD+qP5N9q34Oew0yAiQ4AsTBjNcfSfsVMm10V7sKIhRVgMhTTz2V9nqNGzc2q1evtquhFtR/6kdvv6qfw0aABEeAONCU3hHdmqQCpH+7Hczq5fPsaohIlAEiV199ddprnnPOOWbTpk12NeRA/ab+8/an+jcKBEhwBIijhZ+NS/sVMr5PK7sKIhJ1gKxdu9YcccQRaa97+eWXmy1MqKgV9Zf6zduP6lf1bxQIkOAIkADGPHZBWoh8O+tNuwoiEHWAyFdffWUaNGiQ9tq33XabXQ3VUH95+0/9qX6NCgESHAESQMWS2abfjdumAuS5e4/+4VtVlV0NIStEgMiHH35odt1117TXv+eee+xqyED95O039aP6M0oESHAESEDvPtcx7VfI55P62lUQskIFiLzxxhtp96tQ0TdrDmdlpn6xf3mo/9SPUSNAgiNAAtq4vsI89af6qQDROlkb1620qyFE3sGod+/e9sOhe+6558zWW2+dth06ts+J9XTqD/uch/pN/VcIRx55ZGo7rrnmGvth5IAAyYMvpvRP+xXyzoj2dhWEYNGiRaZ169ZpA9Iee+xhXn31Vbtq6DQI2r9EtCAgU3z/Tf1gL5Co/ipEeKxZs8Z07do17bbFv/rVr+xqyAEBkgc67zGy+3GpANF5kZWLv7SrIU82btxo7rvvPrPzzjunDUject5555kvv4x2H+gwjHfNLBVd3/DJJ5/YVcuK3r99nYf6qRCHrYYMGWIaNmzo+/8l3zerKhcESJ4smj3Z9Lm+bipEXu2dv3s340cvvPCCadSokW8AyFTq1atn2rdvb1aujO6Qok4E27Ozdtxxx7Jd9kTvW+/f2x/qn6hPmE+dOtU0bdrU9/+Iys9+9jOzcOFCuwlyQIDk0Wv9Lks7lLVgZvSHUuJKS100b97c9+FXadGihZk+fbq5++67fYOVyl577WX69u1rqqqimSGnqaj2dSIqOv5fLqv46n3a5ztU1C9RTtXVSr5XXXWVqVu3rm9bmjRpYsaPH283QS0QIHm0esV80/+mHVMB8ky3xqZqMydSg9B9sW+88UazzTbb+AYA/RLRLxKvBQsWZBy4VLQ438SJE9Pqh0UXw9lXrKtoqfK4309E78+7JHuyqD+iukhQhzl79OiR8TCnzpNpskWYCzWWCwIkz6a/dHfar5BPXgtvOeo404f7kUceSXzY7QFAg4LOgWiQyGbKlCnmuOOO87VVadWqlZk7d67dJBRa08m7AGOy6IRy3G6Pq/djnyhX0fuPYm2rpOeff94cfPDBvu3Ql5B27dqZFStW2E3giADJs8qNa82wPx+QCpCBt+1m1q9eZldDNcaNG5c4vGAPAJo1o1lXmn2VCx2yGjBggKlfv77vuTQDSDNxNCMnbFpV1l4KXkX3/O7UqVPiV1Yp0/brfXjvYZ4set9hr6qbVNNhzpkzZ9pNEBABEoI57z2d9itk8tAb7CrIYPbs2aZly5a+D79Ks2bNzHvvud0BsqKiwtxxxx1m22239T2vDrVoZk7Y9ItKN0eyZ2mp7LTTTomT/bkGY7HQ9mq7tf32e9L71PuN4jCRAqxt27ZZD3OOGjXKboI8IUBCMvr+U1IB0veGrc2KhR/bVfD/NMB37Ngx6wA/dGh+btqlgLrgggt8r6GiGTquAVUbOqlr32M9WfQNXgNhVN/YXWn7tJ2ZfnGo6P2FdRtaL4XTww8/bHbffXffNugwZ8+ePas9zIngCJCQLJs3PXHf9GSIvPQ35pnbdIipf//+GQ8x6eZCOsQUxklXzbzJdIhMM3V0iCyKwe/11183J554om8bkkWP6RzQ0qVL7aYFoe3Q9tS0zXpfUdBhTvvaEhUd5tTJ+lL7NVeqCJAQvTn4mrRDWf96P/qrbovV5MmTs57kvuSSS8y8efPsJnmlb6+aiZPtJL1m8ETx7VUDoS5is7chWXQtiw7raRqyfkFFSa+n19XrazvsbUsWbb/eRxR0or66w5zTpk2zmyBEBEiI1lUsNgNv2SUVIMP/cpDZvGm9Xa2szJ8/P+shnGOOOca8+Wa0S+JrRo5m5mQ6fq6ZPJrRE4W33nrLnH/++RmvV/CW/fffP3Fdw6BBg8zHH39s1q/Pz/9Peh49n55Xz6/XsV/bW7Sd2l5tdxSiOsyJ2iFAQvbR2PvTfoVMfbG7XaUsrFu3rtoL/XTFclQX+mWiGTqaqWNvm4pm9kR173NdEa0pypkOsWUrBx54oPnNb35jbrnlFvM///M/iRBQefnllxPLhSSL/p18TPVUX+3U3n7ObEXbpe2L6spt/T/x5JNPmr333tu3LTrMedddd4VymBO5IUBCVlW50fyjy6Gmd5s6ptvFdcztF/7EfLfsG7tarA0fPtwccMABvgFA3yY7dOgQ6VIjNcm2VIp+oeiCxiin3Orq+ltvvTXj9kRZ9PraDm1PlHSY07vkurdceumloR/mRM0IkAjMev9Fc9t5dcwVp9Yx5xxVx3Rt/we7SixpwDnllFN8H34VHf6IerHDXFW3WKNm/OhkchTTU700WA4cONBceeWVNR5eClr0/HodvV4hBmkd5rzssst826Wiw5yTJk2ym6BACJCIdG13tjnp0B++zdWvY3bdqa5599137SqxsXjxYtOmTZu05bKT5fDDDy/IcusuksvFZ3ofmgEU1YnjTL7++mszduzYxESA5KEo/VKo7mS3t6ie6icPfel59Hx63kLRoahu3bolDk3Z26tDWIU+zAk/AiQic7781DTY/ccTtbr/QNzuWqdv7vfff3/Gi+X0zV0XlpXiTZY0s0czfOz3pKIZQcW4JImusNdyLSr6spL87yiuvHehw5yZflkV42FO/IgAidDNN9+c9uGIcn2gsL344ovm0EMP9Q0AuuPc9ddfb5YtK/3lXDTTJ9MigRrkNENIM4VQOzrMefLJJ/v6VKWYD3Pi3wiQCH333Xdmzz33TH1A9t1335K/Y91nn31mzjrrLN+HX0XXB2hqaJzoMItm/mQ6zKILInVhJIdZalbTYc4xY8bYTVCECJCIPfbYY2kflr/85S92lZKgMNQvqkzXTxx00EEFuVVplHRyWTOB7PeuoplDmkEEPx3m7NWrV9bDnA899FDkExTgjgCJ2ObNm80vfvGL1IdGq8L+61//sqsVLW2/QtD7SypZtGy3ri/YsGGD3Sy2dOGjZgbZfaGimUSaUYR/Gz16tDnkkEN8/aTDnDfccEOkU6SRHwRIAbz22mtpH6CLLrrIrlKUJkyYYI488kjfAKCrkjXt85tvyuv6liQdstIMIV0QafeNLpzUzKJyvtjt008/NWeeeaavb1TOOOOM2B3mLCcESIFceOGFaR8kXSlcrHQLUnt7k0WzyeI8Jbk2NFNIM4YyLbehCyk106icaJmYm266KethzpEjR9pNUGIIkALRoOxdDvuXv/xl4vBQMdF9rf/85z9nXLZbEwAGDx4cu6nI+aCZQ5pBZPeZii6sjPqK7qjpHEZ1hzm7d+9eVoc544wAKSANzt4P1//+7//aVQpCoaCrkPfZZx/fAKAw6dy5c8nPHouCZhJpRpHdh5p5pBlImokUNzo8y2HO8kGAFJC+4XsH6Z/+9Kfm+++/t6tF6u233zYnnHCCbwBQ0bmaUjrhXwz0bVwzizLd9EgzkTQjKYpl48M2Z86crIc5TzrpJA5zxhQBUmD6pu/9sGnRukLQ6qr/9V//5fvwq+jwWjGfoykFmmGkmUaacWT3r2YmaYZSKaruMGfDhg1jdbEs/AiQAtPhIu83fq1RFOUtTXUfiP/+7//OeF9r/SJ64okniu7cTCnTjCPNPLL7WkUXZGrGUilIHuZs0KCB731oanqXLl2KdtkU5A8BUgR02Mh7IyEtcBeFZ555JuO9IBRit912W8EPp8WZLrTUTCS77zVjSRdo6kLNYqWbSGU7zHnxxRcn1txCeSBAisQVV1yR9kHUzX/C8uGHH5rTTjvN9+FXUXhF+QuonGkmki681Mwkez9oBpNmMhXTrz8d5rT/P02Wo446isOcZYgAKRL6cHoPI/385z/P+8q1S5cuNddee23G4/B6vTBDC9lpZpJmKGW6na1mNGlmUyHpMOc999zDYU74ECBF5N577037cP7tb3+zqzhREP397383u+22m28A2HXXXROvk++wQu1pppJmLNn7SEUznDTTKWo6zPmzn/3Mtz0c5oQQIEVE9w33npPQ4L5kyRK7Wq288soriV8X9gCgXyF//OMfE79KUFw0c0kzmOx9pplOmvGkmU9h++CDD6o9zPnFF1/YTVCGCJAiM2LEiLQPqw45udAHXB90+8OvooFBAwSKly7U1AWbmtFk7z/NfNIMqDBWAdAXCn2xyHaYU19IgCQCpAh5v/npqmWd9M6VDino0EKmW5vqUIQOSaB06MJNXcBp70sVzYTSjKh80CFMHcrUr177dXToU4dAOcwJGwFShBQY3m+ACpSa6CSmTmbqpKY9AOjkp6710MlQlCbNcNIFnfa+VdHMKE3CcKXJE9kOc+oXMIc5kQ0BUqSuu+66tA9zdb8cNLhoGqU9AORjcEHxyPeXBE3XPuecc3zPpfLrX/+6Vr98UZ4IkCKlb33ewwk6/KST7F46vKELt+wPv0o+D2+guAQ9TKn2WjInU3tN4qipPZBEgBQxHXf2frj1DVO0REQhTrCiuNQ0UcL+BZHvXzAAAVLEdNLysMMOS/uQa2XXQk/xRHHJZap2dedQtIgmhznhggApchoc7A+8XQp1kRmKR/Ji0UyzqDIdqlLRYU6twwa4IkCKnJa5yPSLQ6UYlrlAcaluuZpk0T1oOMyJfCBAilR1C+3p2pBHH32U9YeQVaYFM7XSb6dOnTjMibwhQIpQtqW+vUXfIIGa6EuIVvY99NBDS+ZeIygdBEgRqe5mQ/r7Hnvskfq3DkPwTRJAIREgRSDX251qCqb3sTvvvNN6JgCIDgFSQJWVlYlpubvvvrsvOHbZZRfTq1cvs3HjxlR9nfPwXnGuqbvMvgJQKARIgYwZM8YcfvjhvuDQCfI2bdqYxYsX200SNJ/fW19TeAGgEAiQiH355Zfm/PPP9wWHyimnnGKmT59uN/GxV2dlKi+AQiBAIrJy5UrToUMHs+222/qC44ADDjDDhw+3m2Q1d+7ctGVMdD0IU3oBRI0ACVlVVZXp16+f2WuvvXzBscMOO5hu3bqZtWvX2s1qpLWwvM+l60IAIEoESIjefPNNc8wxx/iCQ+Wyyy4z8+fPt5vkTAsqeq9Q11z/FStW2NUAIDQESAjmzZtnLr30Ul9oqBx77LFm8uTJdhMnune297lvvvlmuwoAhIYAySMdirrrrrsSh6bs4Khfv77p379/4pBWvmgto5NOOin1GlqqYubMmXY1AAgFAZInQ4cONfvtt58vOHTSvGPHjqaiosJukhfvvvtuYupv8vXOOussuwoAhIIACWjatGmmWbNmvuBQadmypZk1a5bdJO+uvPLKtNdNXrkOAGEiQBwtWrTItG7dOu3bf7I0btzYjBs3zm4SGi357l21V8ufeK9gB4AwECC1VLlpoxn8xH2mUcOdfcGhJUkeeeSRxBIlUevevXvattx///12FQDIKwKkFuZMf8Hcc3Ujc/6xdUyT/eqY7bf992Ctk9dt27ZNLIpYKLp/iHcJeK2llW05FADIBwIkB999M9O8/EAL0+e6OubuVnXMlb+uY05tXMfst0cd07x5czNjxgy7SUGMHDky7VeI1tQCgLAQINXYsGaFmTK8nel3wzaJ8FDp3aaOuf23dcz1/3GwmTDmebtJwXnvJ6LzM7msrQUALgiQDKqqKs3M13ubQbfvkQqOZBlwy87mrVE9TGVlcZ6k1k2pvPcVOfnkk+0qAJAXBIjl68/GmxHdmviCo8/1dc0bg1qbtSu/tZsUHd2cynso6+mnn7arAEBgBMj/q1gy24x57AJ/cPxQRvVsapbOfc9uUrSWLVuWdpOq/fff32nBRgCoTtkHyMb1FebdkXeYfjdu6wuOoXfuZ2a9O8RuUhJ0p0PvrxCt+gsA+VS2AbJlS5X54q0B5qk/1fcFx5PttjfTRnc1lRvW2M1KxqZNmxIXNCYDZMcddwy0+i8A2MoyQBbNmWJGdj/OFxwq4/u0MquWz7WblCTdNtf7K0QrBANAvpRVgKz+boGZ8OTlvtBQee7eo823X060m5Q87+1z69atm7el5AGgLAKkctM6M/2lu03/m3b0BcfgDnuZzyf1TRzSiiPdg917G92TTjw2r0vKAyhfsQ+QOe89bYb9+QBfcPRrW8+8M6K92bhupd0kdnQv9q3q1jF771rHHLFfHfPyc0/aVQCg1mIbIMvmv29G//VUX3CovPrIeWbl4i/tJrFVUbHSnPSLvU2zn9cxFxxfx9x+UX2zYW049ycBUD4KGiD2wJ5Lqcm6VUvMm4OvMX2v38rX9pmuh5kFM1+1m5SFMc/3M384rY5p/9s6psfldcw7z/3JrgIAtVLziBwie4DPpWRTVbnRfDT2fjPw1l19bQbetpv55LUHTdXmTXazsqFzPH3uOMY89sd/94mue1m5JPybXQGIr+wjcgTsgT6XksmCGf80/+hyqK9u3xu2NpOGXGfWr15mNylLi2ZNSizJkuyfMY+2tKsAQM4yj8gRqSkYcrHw07Fpg2KyvPS3083yhR/Z1cve+L6XpPWT+g8AXLiP3HmQjwD5ePzf055n+F8OMl+9/6xdDf9v9fJ5pn+7HVL9pYUjtfowANSW+8idB/kIkPWrliZmW2lJkvdfuddsrtxgV4Fl2ot3pfX9jAkP21UAoEbuI3ce5CNAUHuVG9cmFopM9r3ue7J+TeFuxwugNBV05CZACmf21GFp/T95+I12FQCoVkFHbgKkgLZsMaN6NUv1v27bu+LrT+xaAJBVQUdub4DkUpBfS+dNS7vg8qUHmttVACCrgo7KdkDUVJB/EwddndbHcz943q4CABkVdFS2A6KmgvxbW7HIDLhl51QfP/2Xg5nJBiAnBR2VCYfi8OGYnmn74sNX77OrAIBPQUduAqQ4aB2xpzs3Su0L/SJZu/JbuxoApCnoyE2AFI+5H41K2x9vDLzKrgIAaQo6chMgxeXlB89M7Q/Nzloyd6pdBQBSCjpyEyDFZcU3MxLXgyT3yaieTRPXiwBAJgUduQmQ4jNleLu0/TL73aF2FQBIKOjITYAUnw1rViTWxkruF62ZVblhjV0NAAgQ+M18vXfavpk2qotdBQAIEPjp/iAj7j4itW90/5BVy+fa1QCUuYKO3ARI8Vr42bi0/TO+Tyu7CoAyV9CRmwApbmMeuyBtH3375US7CoAyxsiNrCqWzDZP3rhdKkCeu/dos2VLlV0NQJkiQFCtd0fekfYrRIe2AEAIEFRr0/pVZsgd+6YCRPcQAQAhQFCj7xd/Yd5+5jYz98MX7IcAlDECBADghAABADghQAAATggQOPPOzsq1AIgPPtFwZodDLgVAfPCJhjM7HHIpAOKDTzScEQxAeeOTD2cECFDe+OTDGQEClDc++XBGgADljU8+nBEgQHnjkw9nBAhQ3vjkw5k3QHIpAOKFTzWc2QFRUwEQL3yq4cwOiJoKgHjhUw1nhANQ3vjkwxkBApQ3PvlwRoAA5Y1PPpwRIEB545MPZwQIUN745MMZAQKUNz75cEaAAOWNTz6cESBAeeOTD2cECFDe+OTDGQEClDc++XBGgADljU8+AMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPJ/B0ZTbwmOrjcAAAAASUVORK5CYII=)
PN: 3H30-3-82
CAS: 916304-19-3
Molecule Weight: 176.142
Formula: C7H7F3N2
![[6-(Trifluoromethyl)pyridin-2-yl]methanamine dihydrochloride](data:image/png;base64,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)
PN: 3H30-7-25
CAS: 916211-40-0
Molecule Weight: 249.06
Formula: C7H9Cl2F3N2
PN: 3H33-7-13
CAS: 1185022-87-0
Molecule Weight: 212.6
Formula: C7H8ClF3N2
TSCA: Not listed on TSCA inventory