| Product Number | 3H31-3-9A |
| CAS | 929418-48-4 |
| MDL Number | MFCD08762128 |
| Molecular Formula | C10H8F3N3 |
| Molecular Weight | 227.19 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-3-9A
CAS: 929418-48-4
Molecule Weight: 227.19
Formula: C10H8F3N3
PN: 3H39-3-X7
CAS: 154136-31-9
Molecule Weight: 228.178
Formula: C9H7F3N4
![{[2-(Trifluoromethyl)quinazolin-4-yl]amino}acetic acid](data:image/png;base64,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)
PN: 4H57-3-28
CAS: 927969-20-8
Molecule Weight: 271.199
Formula: C11H8F3N3O2
![4-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}butanoic acid](data:image/png;base64,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)
PN: 4H57-3-33
CAS: 927969-26-4
Molecule Weight: 299.253
Formula: C13H12F3N3O2
![3-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABPkAAAT5AEV9OKiAAACcnpUWHRtb2xTb3VyY2UAAHichZVpb6MwEIb/ysifN764o5AqSlVppXZX2rbSfls54KRIASqgOf79jiEHkBQ4NGbmfYxhxvbs4ZBuYaeLMsmzkAjKCegsyuMk24Tk/e1p4pOH+SxCEQqzMiQfVfU5ZWy/39PoQ6fqkGc0ylPSxKeHMulo9hbNiw2TnAv29+X5tWYmSVZWKos0UmUyLWvncx6pqh7FN69gqSp2ScYaOUuLXdPbP8nNxemhjMn1W5YYWyAK62SrYZ0XqapgJznFi/+Ajc50oSodw+qIbova+O3z2ctjHn2lOquwaXpIIrV9rYqvCB1pvtXRF3aGjZ+PIUkFAqrK00VRqCOYlnErAUqCskDZoBxQLigPlA8qACU43hgXKBCoECgRqBEoEqgSKBOokyYPW20G8nb81CH5DUsw9xJ+te72+WRO/KEyJA61LNsDl7qub5+NTzmXAgKMOT4Ijt7ABiHRbYmrtTDuYtymrsedq3UxbourPfvP+u+sTX3PWEG9wPUJHHF8mAA8gFPPQyOpJeqntvOuxKLcbwNt5URQxzb2FD0/n8I4XKxB/BfCvT41BpPILlmcz1Z5FreakMQhWQlSp/ePXpfylGECeRHrAieN6cBI24DsAqYeLoC8B1g3gD38BrsLmFobBpwuYCpzGHC7gKnjYcDrAqbqL8DiHuB3ATNHhoGgC9Qzapgw8U7q6hk4wvTTXc/YEaaX8WaGjzC9pDcrwgjTy3uzgowwvdQ3K84I494kcxTx7vy2Mca/zehIlYleETTr5sh07FeBYYIRpl8FXrMu3zKstWaw8y6BzZsdhLW2F4ab6vw/IhAlvz1zcd8AADLpSURBVHhe7d0JmBTVucZxFFFAorheFaOoYDQagokQ9yWuyCXIRYkLuC/RGL0qRiVxQ9S4AsZoCMoiooCiKKIQ8QIuuCsuiKAIKuCOgCIi4Lnz1qTK5jAzXf11z0xV9f/3PPUAU6er69Q05+06VedUAwcAgEED/wcAAMRBgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgABJhwBkNalyQPPxWACSCHxj+guThtwIgEQiK9OG3BSARCJD04bcFIBEIkPThtwUgEQiQ9OG3BSAR/IvmXEBPPn4zABLBDw0CJPn4zQBIBMIiffhtAUgEAiR9+G0BSAQCJH34bQFIBAIkffhtAUgEAiR9+G0BSAQCJH34bQEATAgQAIAJAQIAMCFAAAAmBAgAwIQAAZAoiz97zz3W/3A3f+YkfxUShgABkChvTuwX3M47eegp/iokDAECIFHemNg3CJBJQ07yVyFhCBAAiUKApAcBAiBRCJD0IEAAJAoBkh4ECIBEIUDSgwABkCgESHoQIAAShQBJDwIEQKIQIOlBgABIFAIkPQgQAIlCgKQHAQIgUQiQ9CBAACQKAZIeBAiARCFA0oMAAZAoBEh6ECAAEoUASQ8CBECiECDpQYAASJQXHuvrrjmmgRt7BwGSdAQIgES5f2hft//PG7jrehEgSUeAAEiUvn37ugYNGriTTiJAko4AAZAoBEh6ECAAEoUASQ8CBECiECDpQYAASBQCJD0IEACJQoCkBwECIFEIkPQgQAAkCgGSHgQIgEQhQNKDAAGQKARIehAgQMpp4sGalrRJe4D4x99fsiRbtQHKkN9A+UvaECDpka3aAGUoaw1TVgKkHJRHLYEMy1qDRYCkR3nUEsiwrDVYBEh6lEctgQzLWoNFgKRHedQSyLCwwapq8X2/bImbP3NSyZYP357k3nx5knv6qUlu0qTSLH/84x+DADn00EPXWFfMMnnyJDftxUluzltr1sO6LF20wD/Ea/wOavp9pF32agSUGb+RqqnBGn3Nr9coU8xyY48G7ne7N3DN128QNPpJXho1bOAO2rWBu/LoNethXQafu4FbsXzpasfYL5O7ZE32agSUmUIapxcevMTde2nLki3/Or+lO61TS9fm5y1dy5alWZo1axY0+Ouuu+4a64pZWu3Q0h1/aEvX7+w162FdJtzRxf3ww6rVjnEhv4+0K49aAhmWtQaLayDpUR61BDIsaw0WAZIe5VFLIMOy1mARIOlRHrUEMixrDRYBkh7lUUsgw7LWYBEg6VEetQSQGmkPkHJCgABIFAIkPQgQAIlCgKQHAQIgUQiQ9CBAACQKAZIeBAiARCFA0oMAAZAoBEh6ECAAEoUASQ8CBECiECDpQYAASBQCJD0IEACJQoCkBwECIFEIkPQgQAAkCgGSHgQIgEQhQNKDAAGQKARIehAgABKFAEkPAgRAohAg6UGAAEgUAiQ9CBAAiUKApAcBAiBRCJD0IEAAJAoBkh4ECIBEIUDSgwABkCgESHoQIAAShQBJDwIEQKIQIOlBgABIFAIkPQgQAIlCgKQHAQIgUQiQ9CBAACQKAZIeBAiARCFA0oMAAZAoBEh6ECAAEoUASQ8CBECiECDpQYAASBQCJD0IEACJQoCkBwECIFEIkPQgQAAkCgGSHgQIgEQhQNKDAAGQKARIehAgABKFAEkPAgRAohAg6UGAAEgUAiQ9CBAAidKnT58gQLp06eKvQsIQIAAS4YcffnBDhgxxTZs2DQJk7bXXdtdcc4377rvv/KJICAIEQL177rnnXPv27YPg0LLOOutEf99+++3d6NGj/ZcgAQgQAPVm3rx5rkePHm6ttdYKwqJ58+bBNZDvv//ejRw50rVs2TIKkgMPPNC98cYb/iZQjwgQAHVu2bJl7uqrr3bNmjULwqFhw4buzDPPdJ9//vka5Xr37u3WX3/9qNwf/vAH98UXX6xWDvWDAAFQp+6///7VziwOOOAAN23aNL/Yaj766CPXvXv36DUbbbSR69evn1uxYoVfFHWIAAFQJxQSCoswBLbbbrsgTAoxdepU165du2gbO+20kxs/frxfDHWEAAFQq9QtdcYZZwTdT2r01W2lW3Wtd1fpbq3Bgwe7LbfcMgqSjh07ulmzZvlFUcsIEAC1QhfCb7nlluDCuBp5XSjXBfP58+f7RU2WLFniLrnkErfeeusF21933XVdz5493aJFi/yiqCUECICSmzjxObfTTjtHZwi/+c1vglt1a8Ps2bPdkUceGb3X5ptv7gYOHOhWrVrlF0WJESAASmbu3K/cn/40zm27bQ/XrNkObquttnJDhw4Nup1q25NPPul23XXXKEh2220398wztRNaqESAACja118vd7fc8lzFmcZA9+tfD3Bt2/Z21157V8XPv/aL1qqVK1e6f/zjH26TTTYJQmTjjdu5884b7BYsqNv9KBcECACzVat+cA8+OMMdfPDQIDi0XHTRv938+Uv8onVq4cKF7sILL3fbbXdsRZj1dXvtdZf75z9fcsuWcdtvKREgAExeeWWBO/bYB6LgOOaY+91LL5XmAnmpvPfep+7ss8dF+3jEEcPd44+/6xeDEQECoCA6u7j44ieiRvmgg4a6Bx6YHpyNJNWUKXNdly4jon0++eQxbvr0z/xiKBABAiCWb79d4e644yW35553Bo2wrnfcdNOzbvFi23iOuvb996vc0KHT3H77DQ72v127f7mrrprsvvhiqV8UMREgAPIaN26W69Dhnugb/DnnjHNz5nzlF0uFL7/8NggOBYjqokAZMuS1IGBQGAIEQLXeeuvToLsnDA51Az399Ad+saLMnTvXPf7448GzQP7+97+7K6+8Mlr0b/1c61WulN5++3N36qkPR3Xr3Pk+N3nyHL8YakCAAFjD558vdVdcMcntvntl47r//oPdsGGvuxUrivuW/s033wRzV/35z3+u2Pbu0cOj4i4qr9fp9dqOtles8ePfdR07Do+C5KyzHnWzZy/0i6EKBEhcGgg1apRzRxzh3OabO9eoUeWfHTo4N2JE5XogIXK/Va9cuWajH673qeygQa+5ffcdFF0nuPrqKW7hwmV+0dg0Y+6jjz7qunXr5ho3blxlKLRt2zYYTa7noJ988snB2Yf+1L/1c62vKmy0PW1X2y9mZt7vvlvhBgx42e29911Bvdu3H+iuv/6ZKq/vWI9tFhEgcWgwlIKj4gNb7aIgqeNBU0B1wkZMy5gxM/zV1TZyGtMRrjvttIfdO++s/nyOQmiuquuuu85tscUWqzX6rVu3Dp79oQdGFdotpfJ6nV6v7eRuV++j99P7Wn388deuV68no2Nw6KHDgnDJZT22WUSAxNG1a2VING/uXL9+zn34oW7p0EMKnOvf37mNNqpcr3JAAuQ2cp063btG11N1jdwHHyxyl132f27ChPf8VbEtXbo0OIPQMzvCxr1FixZBt9Nbb73lFy+Ktqftavvhe+l99f7aD6vXXvs4uD5y9NGj1rg92Xpss4gAyeeJJyrDYf31nXvzTX9tJf1c61Vu4kR/LVDnwkZMDaD+HD367SrXl9qYMWPctttuGzXmv/jFL9yIESNqfWJDbV/vo/cL31v7of0ptfo6tklEgORz3HGVwVDxjaZGWq9yxx/vrwHqXNiI6UxCf2oE9vLlK9dYXyqaOqRLly5R473DDju4hx56yC9WJ/S+ev9wX7Rf2r9Sqetjm2QESD4tW1YGQ75Tb52FqNz22/trgDoXNmLqfjnqqJHB30eO/PEzXMpGTtO0b7PNNkFjrWdzXHHFFeaHRZWK3l/7ET4rRPtXqunk6/LYJh0Bkk/jxpXBsCzPXSjffltZrkkTfw1Q53IbMd2mqr8ffviw6JtyqRo5PXejUaNGQSO98847V3yPqqabt55of7Rf2j/tp/a3WHV1bNOAAMmn0ABp2tRfA9S53EZM35S7dq38pjx8+BtrrLe65pprom6iE044oSRjMmqD9kv7F+6r9rsYdXFs04IAyYcuLKSQ34g99ljlN+VDDrk7mNLcX1+oCy64IGqQe/fu7a9OJO1nuM/afyv/2JX62KYJAZLPscdWBsNVV/lrVsdFdCSI34jpm3I4G60mFPTXF6JPnz5BI9ywYUM3YIBtG/VF+6v91v6rHhb+sSvlsU0bAiSfCRMqg6FZM27jRWpU1YhpQkT9TNOvV7U+Dl1DCL/Fpy08QtrvsA6WayJVHbtSHNs0IkDi6Ny5Mhw0YFADBzWAUAMJ581z7tZbGUiIxKmqEcv9plzV+nymTp0aXTBPS7dVdcLuLNVH9SpEVceu2GObVgRIHJoa4bDDKkOiuuXww5nKBIlRXSM2duxMUyOncRThrbo9evTwV6eS6qH6qF6FjBOp7thZj22aESBxabJETZqooNhsM+fWWafyT/37vvuYTBGJUl0jpm/KRx55X7XrqxMOEtQtsUm926pQqkd4i6/qF1d1x856bNOMAAFQI00HokZWM9+Wei6r+qb6hDME18a0J1lHgAColiYkDOe20sjuLFK9VD/Vs5gJGMsRAQKgWprVVo1rq1at3LJ8g2lTSvVS/VRP1RfxESAAqrR48eJoSvb6mhixrqh+qqfqq3ojHgIEQJX0cCY1qm3atHE/ZPwmEdVP9VR9VW/EQ4AAZUAPPdJDkvyHI1VHj4cNnySo52yUA9VT9VW9C3k87vTpn7klS5b7Py4LBEgczz/v3MEH6zFl/pofPfVUZZnp0/01QL0bOPCV4NbS3GnHazJ27NigMdWT/lau/PFZF1mmeoZPNlT941Ao67j++c9P+KvKAgEShyZeq/hQucsv99f86KyzKstw+osEuvHGZ4OGbsCAl/1VVerWrVvQkOpxseVE9VW9Vf84Jk2aExzX009/xF9VFgiQOM4/vzIcLrvMX/OjP/yhssy11/prgHpXSIBogF04NiJr4z7yUX1Vb9U/zoBJAgT5ESBIuUICZPz48UEj2rp1a39VWVC9VX8dh3wIEORHgCDlCgmQsBvnzDPP9FeVBdU7bvcdAYL8CBCkXCEB0q5du6ABHTlypL+qLKjeqr+OQz4ECPIjQJBycQNE4yGaNm0aNKBz5871V5cF1Vv113HIN/6FAEF+BAhSLm6AFNJ4ZlUhIUqAID8CBCkXN0AmTJgQNJxt27b1V5UV1V/HQcejJgQI8iNAkHJxA2TQoEFBw9lZT+EsY6q/joOOR00IEORHgCDl4gZI//79g4YzK08dtAqfVqjjURMCBPkRIEi5uAHSp0+foOE8++yz/VVlRfXXcdDxqAkBgvwIEKRc3ADp1atX0HD27NnTX1VWVH8dBx2PmhAgyI8AQcrFDRDOQCpxBhIPARIHAYKUixsgXAOpxDWQeAiQOAgQpFzcAOEurErchRUPARIHAYKUixsgjAOpxDiQeAiQOAgQpFzcAGEkOiPRC0GAxPBeRYBMqfgwzakhQGZVBIjKfEiAIIGuvHK4a9nyZNev3xh/1WoKaTyzqpAQJUCQ18CKAOlY8YEaVkOA3FYRICozigBBAl144WWuSZMWrk+fm/1Va2A23viz8U6c+I7bZZfe7sQTh/qrygIBEsP5FQGiD9RlNQTIHyoCRGWuJUCQQOeee27w+bzyyiv9VWvgeSDxnwcybtxTbtNN93G/+905/qqyQIDEQIAg7QoJEJ5IGP+JhA899FBQdv/99/dXlQUCJAYCBGlXSIDwTPT4z0QnQJAXAYK0KyRApFu3brG7cbIk7L5T/eMgQJAXAYK0KzRAxo4dG5Rv0aKFW7lypb86k1RP1Vf1Vv3jIECQFwGCtCs0QFasWOG22GKL4DUjRozwV2eS6qn6qt6qfxwECPIiQJB2hQaIXHfddcFr2rRpk3c8RNqpfqqn6qt6x0WAIC8CBGlnCZDFixe7jTbaKHidGsosC4NA9VW94yJAkBcBgrSzBIiovF7XqlUrt2zZMn91Jqheqp/l+BAgyIsAQdpZA2Tp0qVu2223DV57xRVX+KszQfVS/VRP1bcQBAjyIkCQdtYAkTFjxgSv1diIrI0LUX3CMS+qZ6EIEORFgCDtigkQ6dKlS/D6nXfeOdYAuzRQPVQf1Uv1syBAkBcBgrQrNkAWLlzottlmm2AbWXlaYfjUQdVL9bMgQJAXAYK0KzZAZOrUqa5Ro0bBdnr37u2vThXtv+qh+qheVgQI8iJAkHalCBAZOHBgsB0tAwYM8FengvY7rIPqUwwCBHkRIEi7UgWI9OnTJ9hWw4YNUxci2l/tt/Zf9SgWAYK8/AD55JNP3J577ukOOuigqO+UACne8uXL3fHHH+923XVX9/rrr/urUYR99tkn+Hz+7ne/81eZXHDBBdG3+LR0Z4XdVlq0/6Wg/+/a3pZbbhl7+pMsIUBiCAOkV69e7vrrr3cbbLBB9EHcZJNN3O233x49hIYAsdE3uR122CE6ruuss4773//9X/fVV1/5RVEABfGBBx4YHVctHTt2dDNnzvSLFuyaa66JtnnCCSck9u4s7Zf2L9xX7XexPv/8c3f66ae7tddeO9qu7uj697//7RfNNAIkhjBANt544+jD8otf/ML97Gc/i/4driNACvPmm28GZ3LhcdRsqHvssUf070033dT985//LJsZYUvliy++CM6Kw+6a9ddfPzizW2+99YJ/r7vuuu7CCy90ixYt8l9aEF1DCC+sqwHV7zNJtD/hrbraz2KveXz//ffu5ptvds2bNw+2udZaa7lddtkl+JyGn9lOnTq5d999139pJhEgeUyfPj26fVHLT3/6Uzd8+PBg3apVq4IP5GabbRat14dp9uzZ3lbgUwN39tlnB2caOm5NmzYN+ue//fbbYP2kSZPcL3/5y+i46u/6GWqmbpR+/fpFc1ipgevevbubN29esF6fzXBMhxZ9dvUZ1mfZ6rnnnov+jyigNLL7u+++84vVKb2/9iMMTO2f9rMY48aNW+1L429+8xv3/PPPB+uWLFniLr744iCYtU5/XnTRRQXNq5VGBEg1vvzyS3fOOedEDZz+I+o0uKqpDvQtTn3LKhP+J7r00kvd119/7Rcte2rgbr311tXO5o477jj34Ycf+kWDsw6dfeR+uzvqqKPcnDlz/KJwlY+i3WmnnaJj1b59+2pvUX3yySeDs+iw7G677eamTJniF4tN1wJzg0ndkfU1AaPfHar9so7zkHfeecd16NAh2t5WW23l7r777ipnKH7vvfdc586do7L/9V//5e66666iAjrJCBCPGrh//OMfwbWN8ENwzDHHuA8++MAvugb1Kx9xxBHR63RhbciQIVV+0MqR+od//vOfR8dn9913d88884xfbA26DqLrIWFXiaae+Otf/5rYPve6ps+drmsU+rlTQOv6Xe5nXU/imzt3rl80Nk0HEs6dpUUhpeds1HYDqu3rfXJDUfthmZ4kpM+duq/Dz52+GP7lL3+J9cXwiSeeCHojwn359a9/7Z5++mm/WOoRIDkmTpwY9BOHv/Rf/epX7qmnnvKL5fX444/H/iZYDtQfrH7h8HjogT2DBg3K28D59E3w8MMPj7aj6yX6JliudOar6xhht0l45qvulELo27lu8w0byiZNmgR3HFZ1th2HXqfuyLAbLfxd6XGxpZ5LS9vTdsMnCWrR++r9rfuvYNXtvrlnvl27dnXvv/++X7RG+jJ62223rXa2feyxx8b6MpoWBIirPO088sgjo1/y5ptv7u68886ivjXpYlvfvn1Xu9iW2xddDtT/q37g3H5h9RMX2y+svugdd9wx+n3ponvYF10Oqrr2pm6aYq+9vf322+7QQw+Ntrn11lu7e+65xy8Wm4JMD2cKn2wYLq1btw7uWhw5cmTBZzsqr9fp9dpO7nb1Pnq/QgM0l3/tTQ+ZKvbam7rD//jHP652vU/XZ8LrfWlW1gGysuKDdt8ll6x2Z0rPnj2LbuBy6XY/fdhz74a5+uqrM/tsBVEDp35f9f+G/xF1jaiUd6ZUdTeMrlHNnz/fL5opuk6h6xXhcdUZs65nlJKeB57bOO+1117uxRdf9IvFpm/ijz76aNA9Fs58m7uoQW3btm3wJe6kk05yJ598cnAGoT/1b/1c61XOf622p+1q+8WMw9B1NV1fC7dbG3f/6Wzp4IMPjt5DF/bvvfdev1iqlGeAqOtk8GBX8ZXF3a7/hBXLf//3f7tZs2b5JUtG9+MfcMAB0YenZcuWbtSoUX6x1FM/r/p7w3rqmof6g2vLZ599FtyPHwZ0s2bNgvv86/suoFKbN+/Lisa0Z3Rcdd1C1+pK2cDl0qDOG264wW244YbB+2m8gxrzjz/+2C9aEF230sV+dTvpGlhVoVDTovJ6nV6v7RR7HUyv1/W0MNjUjVfb4490XSZ8gJUWDfJ8+eWX/WKpUH4B8uyzzrVrV1HzBsEya+ed3dsTJvilas0DDzzgtttuu+jDoykQpk2b5hdLHd1Fpf7dsF7q9/373/9e1LfCQrz22mtuv/32i95fx/iRR/7PL5Y6y5atqPgm/FJFo3mT22qrzhVnsFu5P/3pT0XdVVSITz/91J166qnRgLmf/OQnQTeRAqZU1C2l64a68K/PjM4+wkX/1s+1vtDurnx0/Sz32omur82YMcMvVit0/P72t79Fg5J1fE855ZRglos0KZ8A+egj544/PgoOt9FGzvXvr/Nrv2St07djzcOjb8v68Ojb8xlnnBF0d6WN+nH1Hz38Jql+XvX3qt+3Pqh/XGd3TZps7bbe+mh32mn3u3ffrZ99KdZjj73rOnS4p+KMbkCwnHTSHW7mzDl+sTrxyiuvuH333TdqbOvzNt1ivfDCC6sNVtX1NF1Xqw86o1NXXRjQChTNdlHKgK5N2Q8QXWu46ipX8dWtMjgqGjh31lkayeaXrHPqr1e/fTh+RP35t9xyS9C/nwbqv80dZKkR5aW+y8ZC15duummIa9v2r0HD267dv9y11z7tFi1Kx3Wn6dM/q2hUxkTB0aXLCDdlSmm/fVvdd999a/zOkzb6vDoLFixwJ554YvT/Td1zN910UyL+v7300ktu7733jo6rurgefvhhv1jiZDtAKr6Num23/fGs48ADnXvjDb9UvdMdRBrVGn54NNr1scce84slhvprw8n5wm+jxdxvX1s++eQbd9ll/xc1xAceOKQi9N50K1fa766rTV98odtfJwWBp/3db7/BbujQaRUNXLL2t6qzTs0qUF9nnfnojF/XxXLP+E877bTg+lnSaJYLzXYR/t865JBDgtkwkiqbAfLqq67if9+PwbH99s6NHu2XShSNiRg6dGgwyjX88Gj0q8Y+JIX6Z9VPm9sfrn7cpJ9uv/76J65HjwejIOnadaSbOvUjv1i9UUAMHvya23ffQdEZU+/eUyoa5GTf5qnrXppFIPy86rqXZhmoq+tecYyu+H+/fcX//3AfdZ1M18uSTONXLr/88mA8ThjQdXndqxDZChB9o6j4ZlHxFaMyOCoaOKeZN1N0R45GuWq0a3hrse4K0WjY2rwrJJ/wjpzcC37qty32jpy6pBvvHnlkpjvssGFRkJx33uPugw+Km0ywWJMmzXGdO98X7dOppz7sZsxI17UwzSZQl3fexfHGG2+sNguxRqXr+liaaMDh73//+6gOtX3nnUU2AkR9mDfd5NyGG1YGx1prOXfiier09Eumhka9avRr+OHRfekaHVvXH55HHnlkjTEB6q9Nq6VLv3e33faC23PPO4MGe489Brq+fZ+rCO66PYuaPXuhO+usR6Pg6NhxuJsw4T2/WGpo7I9mF6jNsT9xVDULsZ4DkuZxV5oNwx/7o1kzkiD9AaL593fc8cfuqj320G0WfqnU0ihYjYYNPzwaJTt58mS/WMlpVLL6X8P3Vb9sMaOSk2bevMXuwgsnRA34IYfc7R56aEZFQ1jY9CqFWrz4O3f99c+49u0HBu+79953VXwxeLniJDk53T7F0CBcjdHInX1A/y7l4Nyq+LMQa9HDyT7S3ZclVF+3HCugNTuGZskI66cBlppFoz6lP0CaNKkMjhYtnBs2zF+bCXU5K636WdXfGk67oH5Y9cda5xVKuhdfnO+6dbs/CpLjjhvtXn219F1zunA/cuRbwYX88L169XrSffJJ/on50khnHjoDCT+vtTkrrQYUhs/80NKuXTv3rMZ7FSlpgx5F859ptozc+c8uueSSoqZvKUZpA6TBf84CqlPTenVSa2T2EUe4iph1rlGjyj87dHBuxIjK9VW54YbKpQS/nKTTdZDzzjuvVmalVUj5sxCr/7XU36SSSGcdo0ZNd7/97dCocb/00onus89WD81wna5ZVHUnV7je9/LL893RR4+K1nfvPtpNm1b6kEoiXQvJnYG5lLPSauYIzSARbltzYQ0ePLjgSTpzpWHaFamNultU05obNaghIKS69ZoeWcERrq9qUZDEmEa5HGi07GGHHRZ9eDSadlgRZ1+aSyl3FmL1t1pmIU47dS/dcMOzUfeSQiRXGABaxoxZc8RyVQGicAqvt6ib7OGH36n1brKkUWOp7h1/VtqqngETR218C0/jxI8yYcKEWjn7iquK1rwIaui1VKe69V27Vv68eXPn+vXT/YGVF8bVf6nR4ho1rvUqh4i+yfiz0mqUbVyavdWfhbjYp9NlwfvvfxUMPHz22dUbuNwA6dTp3oqGcfXjVFWAyMCBrwTXOb75pm4v1CdNVbPS5j6FMp/auA6Q9qnnpa6u/1Slita8CGrktVSnqvW63U8/00jx6ka06ufhSPKE3H2QFBpFq9G04aR3GmWr0bYadVsdfevRcyNK/XzsrAsDIuyOGj367SrXo2ZqSDWCPWzsNLJdI9xrUht3ImXp4VdSH3eg1dDaG1QVELmqWn/ccZU/q0jhGmm9ymk+K6xBo2o1ujb88GiQnz8rrfpH1U+qJ9aFH1w9ya42ZyHOkjAgdLut/jziiOFu+fIfb6smQArjP3pWsxtozq1c6gYq9ViILD9+V+pyDEwNrb2BGngt1alqfcuWlT/Ld7qosxCV06hyVOvVV19dbVZajcLVaFw9EVH9o+HP9cRE3RmC+MKA0DWMo44aGfxdd1b56xGfBqnqWoC+8OhzqUGqmv1XwVEbo7Gfe+65aC4vnYHrwU71PfW/3l/7EfYIaP+0n8Wqi1H4NbT2BmFA5FtyNW5c+bN8p1nqJ1U53baLvPSNI/f0PFzUT6r+0mLvAilHuQExfvy7wd8PP3xYdBZCgNhpVgPdxRROk5O7lGo+KF3fC+9g1IXnpE0Cqf0JL4hrP7W/xfLnAVMXt7oPSyV9AdK0qb8G1VDf51VXXRX9p9SU8eonhU1uQOgsRHNq6d/Dh1dO0EmAFE+zHISj2fWNvFQz0qoRDQNJM2CX4tb32qD90v6F+6r9LgVdE+3UqVOwTd1OXCq1EyDVqWo9XVi1bubMmSU/dS1HfkDoeR36t27P1YOf/PWw6du3b9DQde/e3V9lcsEFF0QNsi4qp4H2M9xn7X8pqHtb29OsEqVSQ2tvUFVA5Kpq/bHHVv5Mz+yoCRfRUc/8gNBZiJ7VoZ9p2nV/PWzCAFGXVrH04DZtSzeXaC65NNH+hjfFqB7FCgNEXdulUkNrb1BVQOSqar0eJ6ufNWvGbbxItKoCYty4WcHPDjrox1HsKE6pAkTXEMJv8WkLj5D2O6xDsddEshkg0rlz5c/Dx8xqAIwGEs6b59yttzKQEIlQVUDknoVUtR6FK0WA6K7D8IJ5WrqtqhN2Z6k+qpdVdgNEw/kPO+zH9VUthx/OVCaoV9UFxNixMwmQEio2QHSrb3irbo8ePfzVqaR6qD6ql/VW5uwGiGgSME2aqKDYbLPKZ5frT/1bo1TreJIwwFddQOgs5Mgjf3woFIpTbICEgwR1S2xS77YqlOoR3uKr+lkkP0AAoEjFBIimA9Frdatqqeeyqm+qTzhDsGXaEwIEQOZZA0QTEoaDZzWyO4tUrzAECp2AkQABkHnWANGstnpdq1atanUCwfqkeql+qqfqWwgCBEDmWQJEj8wNpzOvr4kR64rqp3qqvoU8KpgAAZB5lgDRhIx6TZs2ber8qXx1TfVTPVVf1TsuAgRA5hUaIJoYNHySoJ6zUQ5UT9VX9Y47MSoBAtSjfLfp5luPeAoNkLFjxwbl9aS/Yp4TkiaqZ/hkQ9U/DgIEqEf5AiLfesRTaIB069YtKK/HxZYT1Vf1Vv3jIECAepQvIPKtRzyFBIgG2IVjI7I27iMf1Vf1Vv3jDJgkQIB6lC8g8q1HPIUEiJ6qqbKtW7f2V5UF1Vv1j/N0UQIEqEf5AiLfesRTSICE3Thnnnmmv6osqN5xu+8IEKAe5QuIfOsRTyEB0q5du6CsHuFcjlRv1V/HIR8CBKhHYUDkW1CcuAGi8RBNmzYNys6dO9dfXRZUb9VfxyHf+BcCBKhHflBUt6A4cQOkkMYzqwoJUQIEqEf5AiLfesQTN0AmTJgQlGvbtq2/qqyo/joOOh41IUCAepQvIPKtRzxxA2TQoEFBuc56omkZU/11HHQ8akKAAPUoX0DkW4944gZI//79g3JZeeqgVfi0Qh2PmhAgQD3KFxD51iOeuAHSp0+foNzZZ5/tryorqr+Og45HTQgQoB7lC4h86xFP3ADp1atXUK5nz57+qrKi+us46HjUhAAB6lG+gMi3HvHEDRDOQCpxBgIA/xE3QLgGUolrIADwH3EDhLuwKnEXFgD8R9wACceB/PKXv/RXlRXVX8eBcSAAyl7cAPnggw+Cck2aNHGrVq3yV5cF1Vv113HQ8agJAQIg8+IGiKbxWH/99YOy77//vr+6LKjeqr+OQ77pXAgQAJkXN0Bkjz32CMoOHz7cX1UWVG/VX8chHwIEQOYVEiCXXnppUPaUU07xV5UF1Vv113HIhwABkHmFBMjEiRNL3iimieqt+us45EOAAMi8QgJk2bJlrlmzZkH5F154wV+daaqv6q366zjkQ4AAyLxCAkRUTuXLbUR6OAI97nEiQABkXqEBMmnSpKD8xhtvHOubeBaonqqv6q36x0GAAMi8QgNEt6+2atUqeM2tt97qr84k1VP1Vb3z3b4bIkAAZF6hASJ33XVX8JoWLVpk/ixE9VM9VV/VOy4CBEDmWQJkxYoVbrvttgtep9dnWXh8VF/VOy4CBEDmWQJEhgwZErxugw02cB999JG/OhNUL9VP9VR9C0GAAMg8a4DoWsD+++8fvLZLly7+6kxQvVQ/1TPutY8QAQIg86wBIjNmzHDrrbdewdcH0iC8zqP6qZ6FIkAAZF4xASI33nhj8PrGjRsHjWYWqB6qj+ql+lkQIAAyr9gAkf/5n/8JtqELzQsWLPBXp4r2P7xBQPWyIkAAZF4pAmTx4sVup512Craz6667ui+++MIvkgrab+2/6qH6qF5WBAiAzCtFgMiHH34YNJba1u677566ENH+ar/DRl/1KQYBAiDzShUg8u6777otttgi2N6OO+7o3nvvPb9IImk/tb/ab+2/6lEsAgRA5p133nnR9Yt8j2mNY+bMmdFUJ5tttpmbPHmyXyRRtH/aT+2v9lv7X6yVK1e6v/zlL8E29fTCUiFAACRKeAaiRc/7vuKKK9zSpUv9YgX57LPP3J577hlss2HDhq5Xr14FjeKuC9of7Zf2T/up/dV+F0uTLbZp0yY6pltvvbVfxIwAAZA406dPdwcffHDU6P30pz8t+rG1mkMqnAJdi64vPP/8836xeqH9CK93aNF+Fjunl56X3rVr12ibm266qRswYEBwNlIqBAiAxHr44Yej7icte++9t3vppZf8YgV55JFHoi6itdZay51wwglu3rx5frE6offV+2s/tD/aL+1fMb7++uuguyocUNmoUSN3/vnnu6+++sovWjQCBECiLV++3F1//fXRHFBrr722O/nkk90nn3ziF43t888/d2eeeWbUXbTuuusGF+3feustv2it0Pvo/fS+en/th/ZH+2WlqU3uvvtut9VWW0WB26FDB/fOO+/4RUuGAAGQCgqMU045JQgQNY4KlL/97W9BwFhNmzbNHXbYYVGDq2W//fZzd9xxR0muP+TS9rRdbT/3/fT+2o9iqAtsjz32iLb5s5/9zI0bN84vVnIECIBUefnll4OurLCxVBeXurqK8dprr7njjjsu6O4Jt7vOOusE73PppZe6xx9/vOCzA5XX6/R6bUfbC7et99H76X2LMX/+/NW6wJo3b+5uvvlm9/333/tFawUBAiCV7r333uDietgo66K7Lr4X4+OPPw6e9pcbULmLGmhd7P79738fdEHpjOjKK68M/tS/9XOtVzn/tVq0XW1f71OM7777zvXp08c1a9Ys2K66wE4//fSCQ65YBAiA1NLtvbrNV7f7qiHVt/xzzjnHffnll37RgukCt+780rUJTScSfsuPu6i8XqfXazululD/wAMPRHNjadHU7sWeyVgRIABSTwMOjznmmKhR3Xjjjd1tt91W0rEeuv1VF6QfffTR4GFOt9xyS3D2ES76t36u9SpXyttl5fXXX3cHHHBAVMeWLVu6UaNG+cXqFAECIDOefvpp96tf/SpqZHfZZRc3ceJEv1iq+HeMaSR57969ix4nUgoECIBMWbVqlbvzzjvd5ptvHgVJ586dUzMPVkhnT/369XMbbbRR1CXWvXv3knWFlQIBAiCTNPX5RRddFI210J8XX3yxW7JkiV80ccaPHx9NR6+lffv2burUqX6xekeAAMi0WbNmuU6dOkWNsWa3HTRoUMHPFK8LmjixY8eO0b5uueWWwXWVJO6rECAAysKECRPczjvvHDXOut322Wef9YvVi0WLFrkLL7wwOlvSNCQaP6JpSZKMAAFQNnRdoX///tF1BS3HH3+8++ijj/yidULXawYOHBjNzaWlS5cubvbs2X7RRCJAAJQdPe3vrLPOikaHN23a1F111VXu22+/9YvWmilTprjddtstCg6NGXnyySf9YolGgAAoW2+++ab77W9/GzXielrfiBEj/GIlNXfuXNetW7foPTfZZBN3++23l3zcSF0gQACUvQcffNBtv/32UaO+7777Bo+ALSWNmr/88sujUfOaD+vcc891Cxcu9IumBgECAK5y2vhrr73W/eQnPwkaeM36e9ppp7lPP/3UL1qwe+65J3gSYBhQhxxyiHv77bf9YqlDgABAjgULFrgTTzwxmvtqww03dDfeeKNphtsXX3zR7bXXXlFwtG7duugHRiUJAQIAVXjhhRei56hr2XHHHYN5ruLQbLuanTd8dolC6IYbbijq2SVJRIAAQA2GDRvmWrRoEQWJHgA1Y8YMv1hAAXHdddet1g126qmnlqQbLIkIEADI45tvvnGXXXaZa9y4cXQB/LzzzlvtAvhDDz3kdthhhyho9tlnH/fKK6/kbCV7CBAAiGnOnDnu6KOPjkJi0003De6syr0VeJtttnH33Xef/9JMIkAAoECTJ092bdu2jUJDiwYj6rkgdTkYsb4RIABgoGlIdGFc81bpGSQffvihXyTzCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAAJP/B3HfoBhu6ejaAAAAAElFTkSuQmCC)
PN: 4H57-3-35
CAS: 692762-85-9
Molecule Weight: 285.226
Formula: C12H10F3N3O2
![4-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}phenol](data:image/png;base64,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)
PN: 4H31-3-18
CAS: 900730-89-4
Molecule Weight: 305.26
Formula: C15H10F3N3O
![3-{[2-(Trifluoromethyl)quinazolin-4-yl]amino}phenol](data:image/png;base64,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)
PN: 4H31-3-17
CAS: 900730-86-1
Molecule Weight: 305.26
Formula: C15H10F3N3O
![{Methyl[2-(trifluoromethyl)quinazolin-4-yl]amino}acetic acid](data:image/png;base64,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)
PN: 4H58-3-28
CAS: 927969-23-1
Molecule Weight: 285.226
Formula: C12H10F3N3O2
TSCA: Not listed on TSCA inventory