| Product Number | 4654-3-2Q |
| CAS | 646497-60-1 |
| MDL Number | MFCD02682095 |
| Molecular Formula | C13H8F2N2O3 |
| Molecular Weight | 278.215 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4654-3-2Q
CAS: 646497-60-1
Molecule Weight: 278.215
Formula: C13H8F2N2O3
PN: 4654-7-47
CAS: 260442-70-4
Molecule Weight: 312.66
Formula: C13H7ClF2N2O3
![N-[4-(tert-Butyl)phenyl]-2,6-difluoro-3-nitrobenzamide](data:image/png;base64,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)
PN: 4754-3-00
CAS: 260553-01-3
Molecule Weight: 334.323
Formula: C17H16F2N2O3
![2,6-Difluoro-3-nitro-N-[4-(trifluoromethyl)phenyl]benzamide](data:image/png;base64,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)
PN: 4854-3-60
CAS: 260554-66-3
Molecule Weight: 346.213
Formula: C14H7F5N2O3
PN: 4654-3-3H
CAS: 260553-00-2
Molecule Weight: 314.196
Formula: C13H6F4N2O3
PN: 4654-7-44
CAS: 260553-19-3
Molecule Weight: 347.1
Formula: C13H6Cl2F2N2O3
PN: 4654-3-3G
CAS: 260442-72-6
Molecule Weight: 308.241
Formula: C14H10F2N2O4
![N-[3,5-Bis(trifluoromethyl)phenyl]-2,6-difluoro-3-nitrobenzamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABHjAAAR4wHTq4GaAAAC/XpUWHRtb2xTb3VyY2UAAHicnVZtb9owEP4rlj8Px3beK6CqqCpNajdp7aR9m9zg0kgkqZKUl3+/O4cAMSzWRoCzz89zPvvOF09vd8WabHTd5FU5o4JxSnSZVcu8XM3oz5eHSUJv59MMQAAsmxl9b9uPG8/bbrcse9eF2lUly6qCduM3uyYfYLY+q+qVJzkX3q+nx2fDmeRl06oy08Bq8pvGKB+rTLXGi79M4RWq3uSl18G9ot501n5Ljl/Ods2SntaygLE7oJK3fK3JW1UXqiUbyRl8+Rey0qWuVauX5HUPap8FsPb59Om+yj4LXbbQRAt5ptbPbf2ZgaKo1jr7BGPQ+Ho/o4UAgmqr4q6u1Z5gC9VKECWJ8okKiAqJioiKiUqISokSHH4wLgAgACEAIgAjACQAJQAmACcBJ9EO4CTgJOAk4CTgJOBkAnFaa3T0Zf+hZ/Q7+Ua+k8XheTD/qFsMngfznEnabcx68a7qFZiZCCII//cHAikxfXzfjwnsL3zIZNg99IZKCzqRLIri4CQhKBz2bBLCeBCfZATjCYwnMA77dJS9PgVcmIBdDorUAMPooBAcGz3yZElylCETEuXQI0r2sD7o+ALd9RlPUPb9gEWSd26mKCOW+ihjFpvlpUwG/6MHb7k4V/SAnnCSIuocCNPIN6uJ0HshWBgaS+Cyce2k6Ru9090iIKW9Y07Pp69VuTxrknw5o6+CmmT/od8aech3Sqp6qWvIATSA0HOCHBLwdBwJ8hrBvyAE4zMEQwKevCPh7hohHBLwnI4ToiEBT/U4IR4SsAaMryG5IKTjM6RDgqkv41Pg+CB0ph6Nx0LY4UaOI+DCinhX7xwcK+hdfRzfAWHFvaunDo4V+q7+OjhW9Lt67eBYCdDVdwcnubIHLk56ZZ7UcSDtPDDvHAfHzgPkCAfHzgPkuIqFnQf43nPkjrTyoHtnOjjhFU7o4ERXOJGDE18cU+lIHZlclDMnxcqC/pZw6Zl3VtO9/k4DzYv7jnd2GfLgCjj/A/+w1LUPsfAIAAA6AElEQVR4Xu3dB5hU1cHGcbBr7B35YiOiRqMYQE1iAQF7w16iqBEEFEWMIpYEFBRj7yIqIIKiIFiwAAqKiooUpSgiYKOjdAEp59v37HMH9uzeO3fOzE7b/+955gH2nB12ZmfOO/fUagYAAA/V3C8AABAHAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAMXoiy+M6dix4tvatW5tLwQIgNz58ktjLrzQmBo1jNl009I/L7jAmPHj3ZoIxH3OpkwxpmfPim8ECICC1q9faQPYqFFpo7hyZemf+re+rnKUlWfPGQECIPumTjVmyy2NqVXLmBUrypbp3/q6ylUPpfLwOSNAAGRf69YlrU9J8/Poo25JqUceKS1XPZTKw+eMAAGQfbVrlzZ2kya5JaUmTiwtVz2UysPnjAABkH1bbFHa2C1e7JaU0tdVri4ZlMrD54wAAZB96TaG69YZM3eu+9Xilu5zVgkIEADZl253TJcuxlSvbkyzZsbMmuWWFqd0n7NKQIAAyL5WrUobO98B4U8/NaZmzdI6W29dGiia0lrM0n3OKgEBAiD7tMhNXTJRU1JV/u23Zcs2tGyZMbfdtr5rZ999jRkwwK1VPDLxnGUYAQIgN/r2NWaTTYxp3NiYr74yZtWq0j/1by2KU3kcM2YYc845pSGiW8OGpfdTqBYuNKZdO2POP9+Y1avLlmXqOcsQAgRA7owbV9pQ7r57aQO4226l/x471q2Z3IgRxhx6aGmIbLyxMS1bGrNggVsrf61ZY8xTTxmz886lj0FddMuXu7Uy+5yliQABUDzUCHfrtr4R3mEHs/TRbmbtmszs/VRphg835pBDSn9mXWFovKMAwo8AAZD/FAyzZ7tfDaduoOuvt5/Qu+1xmjn77H7mk09+cmvl3vTppuSHW9/9dtxxBdX9RoAAyH+33lo6bffSS42ZOdMtDbXy2+mmU8uXTN263eytbdu3zQ8/LHKrZZ8mAOgxbTgB4NVX3Vp5jwABkP8++aTstN3OnVOatvvxxz+as87qZ0PkyCO7m4ceGmWWLl3lVsuO559f/1i22caYu+4qHQwvQAQIgMKgT+23377+U/s++xjTv79bK9Tq1WvNCy98aRo06GGDpEmT582gQV+btWvXuVVTsnjxSrNihTNbqgITJsw1w066uvRnL5JFkAQIgMKiabvnnrt+3KBBg9IzMWJauHBFyQXMB6Z+/adtkFx00QAzdmwK4yuOrl1HmmHDprlfTpg3b7n5z3+Gm3r1upnLD2hvZh57qjGffeZWK0gECIDCpGm7deqUhoim7V51lTHz57u1Qk2ZssA0b/56YnykU6cRdoutVIUFyKpVa8yzz441Rx/9nL3/k056wQwenL1FftlAgAAoXDqa9emnjdlll9Ig2WEHs+jR7mbN6jVuzVBDh04zp53W13ZtqdGP49dfV5gvvphpb+3avWu6dfsi8W91lb333nR7nwqOv/3tGfPEE6PNb78l7+YqNAQIgMK3aFHp6u1NNzWP1mya8rRdjYMsWRJ/IHvSpHmmY8fh9qb/q0WLN+zf27V7p8xVTfv2Q83MmUvcby8aBAiAorFi6gzzn9avJBrw666r/Gm76sJ6/fVvzF13jUyMq1x4YX8zZkxhD5DHQYAAKDrutN0HH0xt2m4QQAMGTHaLEmWBLl0+MA0bls7saty4l3n11fRndhUKAgRAUdJYRJ8+XyWm7apxHzgwXuMehIQGvt1xETdAxo+fbRcoKqRS6QYrBgQIgKKmabtdunxYZtpusu6lICR069277BRhN0CqMgIEQJWgabsa7A4C4I47PgidthvUUTdYo0a9zPLlv5crAwECoIrRmg1NsdVK9LDurCAkRoyYYf/UNF23DAQIgCpqw6sK14YhoWm5Wgy4aFHpKYAEyHoECAA4NgyJyZPn221INEjullV1BAgAONyQuO229+yK8rlzl5Urq8oIEABwuCExe/ZSGyCazeWWVWUECAA4KgqJRx75zBx+ePcKy6oqAgQAHBWFxLJlq+xixIrKqioCBAAcYSHRr9/E0LKqiAABAHghQAAAXggQAIAXAgQA4IUAAYAk3C3dUYoAAYAIt9/+vjnllD5mzZq1blGVR4AAQIR//nOAnbabyomGVQUBAgARCJBwBAgARCBAwhEgABCBAAlHgABABAIkHAECABEIkHAECABEIEDCESAAEIEACUeAAEAEAiQcAQIAEQiQcAQIAEQgQMIRIAAQgQAJR4AAQAQCJBwBAgARCJBwBAgARCBAwhEgABCBAAlHgABAhIsueskcdtgjBEgFCBAAiNCkSWuz225NzOLFy9yiKo8AAYAIdevWNdWqVTOLFi1yi6o8AgQAIhAg4QgQAIhAgIQjQAAgAgESjgABgAgESDgCBAAiECDhCBAAiECAhCNAACACARKOAAGACARIOAIEqAK6tagWekM0AiQcrx6gCiAs/BEg4XhFAVUAAeKPAAnHKwqoAggQfwRIOF5RQBVAgPj7y1/+QoCE4BUFVAHuwDmBktyqVatM165dTfXq1W2AXHrppWbOnDlutSqNVxBQBRAYqRk0aJCpVauWDY5NNtnEbL755vbv2267rfnf//5nwwUECFAlECDxTJw40TRq1MiGhW5NmzY106ZNM0uWLDE333xzIkj+9Kc/mddff9399iqHVxRQBRAg0X755Rdz9dVX26sNBYTGPd577z23mvnuu+/MmWeemQiYJk2amEmTJrnVqgxeUUAVECdARr7Q0gzseqSZOWW4W1S0Vq9ebR599FGz44472kDYaaedzBNPPGHWrFnjVi1j2LBh5qCDDkp0cbVp08b8+uuvbrWiF/2KAlAU4gTIh71bJOoNeepss2T+dLdKURk6dGgiBDbddFNz7bXXphQCCp/HHnvMhk4QPo8//njS8Ckm0a8oAEUhToDIjLGvmhdv2dfWfab15ubzQbea31cudasVNHVDnXHGGYluqOOPP95MnjzZrRabur+uueaaRPfXwQcfXGH3VzFK/ooCUKWsXb3KjHvrLvPctdvYIOl90x5myqhexqxb51YtKBoIb9++vdlss81sQ7/ffvuZN954w63mTWMhjRs3TgSTxkoUVsWMAAFQoeWLZpnhPZqZbldVt0Ey8O4jzNzpn7rV8t66kuB77rnnzO67724b9u22287ce++9lTYV97XXXrOztPR/adaWZm8pvIoRAQIg0rwZn5tBXf9W2g1WEibDn7vULF84062Wlz766CNTr14925hvtNFG5l//+peZO3euWy3jFE733HOPXTei/7tGjRqmR48eNsyKCQECIJZvP+1tXmj/fzZInmuztRk7uLNZs3qlWy0v/Pjjj+aiiy5KdCcdffTRZsyYMW61SqeV61dccYUNL/0c9evXN5988olbrWARIABiW71ymRn92u3mmau3sEHS95Z9zPQx/d1qOfPbb7+ZTp06ma222so22Hvuuad58cUX3WpZ98UXX5h//OMfiUC7+OKLzU8//eRWKzgECICULVkwwwztdm5idtcb9zUw83780q2WVS+99JINDDXQCpCOHTvaQMknffr0MX/84x/tz/iHP/zB3HHHHWbFihVutYJBgADwNmvKCNP/zjo2RFqdsLHpdPNVZv78+W61SqWuKXVRBZ/u1XWlLqx8tXz5cvPf//7XbLnllvbn3XvvvU2/fv3cagWBAAGQlnXr1poxw542Zx+7i9l802pmhx12MA8++KD5/fff3aoZpcFwDYoH4ws6t0OD5pmg/a+GDx9uu7969uyZuOnf+vr06ekvsvzhhx/MBRdckAi+Y445xowbN86tltcIEAAZsWTxItOuXTu7qlsN4gEHHGDefvttt1raFEyahqvpuPp/dtttNztNd+3atW7VWBYvXmyn3mo7kkMPPTRxZZDspm6yOnXq2Mf81ltvmWXLlrl3HcvIkSPNX//6V3ufG2+8sWnevLmZN2+eWy0vESAAMmrKlCnm5JNPTjS0p5xyiv1aJmjhnxYA6n61IPCmm26yAZAqhdDAgQPtYr9gYWFw23XXXU2DBg3M5ZdfbsdRdNO5IMHf9XVdLeyyyy5lvk/Bo8Fx7ZOVKoXfM888Y/9v3ZfC8f7776/0q7h0ESAAKoWuPvbff/9EY3/DDTd4n+qnrUa05UjQWJ9++ulm6tSpbrWkNP7wwAMP2HUZwX3pCkZdYX379k15jcjMmTNNr169zCWXXGK77oL71NWXBsxTvSpSGN54442JUKtdu7YZPHiwWy1vECAAKo0+QWs8ZPvtt7cNoj61d+/ePXbDqs0Ntclh0C325z//2W6CmCr9f9r4MLhqUFfR2Wefba9otCliJmg2lcZIjjvuuESQHHjggWbIkCFu1aS+/fZbc+qppybu58QTTzRff/21Wy3nCBAAlU4zs1q0aGEbbjWIhx12mPnggw/cagna0Vbbqgc73Wq7dW277tPYjx49OrEaXUF02WWX2Qa6Mn388cf2rJAgAHSFsmDBArdaUu+++64NoeBnb9u2rVm4cKFbLWcIEABZM378eDu+EDSs5513nvn+++/L1Hn//fftgU4q1w63OuhJO96mStuGaOwi2CVX4xbZPvxJVzjB2pSaNWuaUaNGuVWSUmg+/PDDiS6ynXfe2Tz11FN5sW08AQIg61555RWzzz772AZRg8+33367PU72rLPOSoSLjpbV13yo6ysYyN9mm23sLK1c0UaKmlmln0VjG2r8fegKplWrVolAPOSQQ+yU4lwiQADkxMqVK82dd95ptt5660Ro6FarVi0zaNAgt3psP//8c+KgKDWy33zzjVslJxRiwRRhbbfi66uvviozzqIrulwhQDwFWzhUdAMQnxr8PfbYwzaG6tJKZ5t1jW3stdde9r50aFS+bWWiLqygK0pTkNPx8ssv2/vR+FCu0Np5IiyAzNGJfmoM33nnHbcoNgVREB6alpsPYwQV0ThQsN5DCyJ9KWh1H5qZliu0gJ4IECBz0g0QjXnoKFndh7ZPz3faskRjM9qGReNBPgiQAkaAAJmTToBotlUwYK5uq3y98nBpoaUGxDUG5DOtmAApYAQIkDnpBIim6up7NWCeb2MeyQQ/uw6aSnXbEgKkgLkD5wQK4M83QLRIUJ/i1R2UL7OtUqEV8g0bNrSPXftspYIAKWAEBpA5PgGixldbuOv7crnOI106u0TdWJri6y6qjEKAFDACBMgcnwDR3lb6nmOPPdaOgxSyLl262MeiacxxESAFjAABMifVANGuupoKq/2hsr09SWXQRow6mbB69epmwoQJbnGFCJACRoAAmZNqgGhLdtXXxojFQptH6jE1a9bMLaoQAVLACBAgc1IJEM1W0sp17ezrM/01X2kGmbab135Zs2bNcovLIUAKGAECZE4qAaJ9slRX53kUm1tuucU+Np1GmAwBAgAmtQDRMbSqq63Si412H9Zj0/klyRAgAGDiB4iOxFUXj46h9TlcqhBoQaSei+nTp7tFZRAghWTdOjN9TH+zann+nAYGFIu4ARJ0X2mzxGJ1880328eYbG0LAVJAvhx6vx3zGP/OPW4RgDTFDZA2bdrYen379nWLiob2yNJjTDYbq2gCZMOtPNxbMVixZJ7p0XZ70731ZmbR3OKZ9QHki7gBUqdOHVtvzpw5blHR0AmGmmFWu3Ztt6iMoguQYvVh7xb28Y3q/2+3CEAGxAkQbV2i7T523313t6joaFGh9viK2mCRACkAC34cZ55uubF5/oZdzaoVi91iABkQJ0A0qKw6uTzCNVuOP/54+1inTJniFiUQIAXg9fuOtY/t65Hd3SIAGRInQIYOHWrrNG/e3C0qOq1atUr6fBAgeW7aFy/bxzXgzsPMunVr3WIAGRInQPr372/rtG/f3i0qOh06dLCPVeeehym6AHFvhWzN7ytM3w57m25XVTezv/3QLQYS6tbtZm8ViSrDenECpEePHrZO586d3aKiE+zOGzWVt+gCpJiMGXynfUzDnj7fLQLKiAqJqDKsFydAHn/8cVtHGykWu2CzSD3mMARInlq28GfzbJs/mGev3tIs/eUHtxgoIyokosqwXpwA4QqkLAIkT7337MX28Yx+/T9uEVBOVEhElWG9OAHCGEhZVS5Ali+e7X4p78yZ9okd9+jT/o9m9arlbjFQTlRIRJVhvTgBUpVmYbVs2dI+1nfffdctSqhSATLpgydtnSFPnW2WzI/eJCxn1q0zA+863P6cUz8v3q0SkFlBSETdEC1OgMyYMcPWOfbYY92iotOkSRP7WKPOO6lSAfLrzInmxVv2tfWeab25+XzQreb3lUvdajk15ZOe9ud77Z5/2DAB4ogKiagyrBcnQLQSfauttrI78Ra7vfbayx7XG7XjcNEESFxrV68y4966yzx37Ta2oe590x5myqheedFYr1qx1PS+sYZ5+qqNzLzvR7vFQKiokIgqw3pxAkTq1q1r682cOdMtKhrasn6jjTYyBxxwgFtURpULkMDyRbPM8B7N7FiDgmTg3UeYudM/datl1ZP33WyaNahm3njqcrcIiBQVElFlWC9ugFx//fW2Xq9evdyioqGDsvQYk21ZX2UDJDB3xmdmUNe/lXaBlYTJ8OcuNcsXZv+TxbRp08zmm29uDtx7G/PL/Pwf6Ed+iQqJqDKsFzdABg8ebOtdcsklblHRuOGGG+xj7N27t1tURpUPkMC3n/Y2L9xU0wbJc222NmMHdzZrVq90q1Wapk2b2l/EPfdw1gdSFxUSUWVYL26ALFu2zO7Iu8MOO5gVK1a4xUVhv/32M9WrVzc///yzW1QGAbKB1SuXmdGv3W6euXoLGyR9b9nHngBY2d577z37S/jTn/5kfyFAqqJCIqoM68UNELn44ott3WI8VOrTTz+1j+2YY45xi8ohQCqwZMEMM7TbuYmZXW/c18D88tOXbrWMWLNmjfnLX/5ifwk6KhNAbqQSIMOGDbN1jzvuOLeo4LVu3do+tm7dkn/oIEAizJoywvS/s44NEZ3H8WHvq8ySRfPdamkJ9tZp3LixWwQgi1IJkHXr1tkZSqr/8ccfu8UFa/78+Xaa8jbbbGMWLlzoFpdDgCShLdS//vBp0+uGXcy/Ty9p6OvtYB588MHIU7ri+vXXX81OO+1kT/2aOHGiWwwgi1IJEOnTp4+trwV3xeK2226zj+nGG290iypEgMS08rdFpsdD7UyNHTe1T5g+fcR9oYW59tpr7X3phQsgt1INEC0qPPDAA+33aNproZs1a5bZdtttzRZbbGH/HgcBkiId73jyySfbJ023U045JfLIxzCTJk2yqzx1BfLLL7+4xQCyLNUAkSFDhtjv2XPPPc3Spfm1q0WqLrroIvtYbr31VrcoFAHi6a233jL777+/ffI222wzO29aqzfjCs4bfvTRR90iADngEyCi9SD6vkLeYFGPWdN2tX3J8uXxN3AlQNKgcRAdurL99tvbJ3GXXXYx3bt3t5e2UV5//XVb/+CDD47cZwaIK5iqO2DAZLeIabwx+QaIBp5r1qxpvzfq7Ix8pe6qXXfd1QbIm2++6RZHIkAyQC+gFi1amI033tg+mYcddpj54IMP3GqWnnAt0lE9bQ0NZEIQEied9ELJa2xNhWWI5hsg8sknn9ieCC0wHDVqlFuct9QeHXvssfZxa4uWVBEgGTR+/HjToEED+4Tqdt5555nvv/++TJ17773Xlp1xxhllvg6kIwgJ3Xr3LrtmiQCJJ50AkSeffNJ+v1aoqy3Id+opOf/88+3PfOSRR3otYiZAKsErr7xi9t57b/vE6hPJf/7zH9uvOGfOHDvLQXtefffdd+63Ad6CkDjrrH6mUaNeJa+39dPMCZB40g0Q6dSpk70PdQnlc4goPIIDo2rXrm3mzZvnVomFAKkkK1euNHfeeafZeuut7RP8f//3f4lLxZtuusmtjgjJxpSwPiRGjJhh/+zW7YtyZYiWiQARvb91P1qM9/bbb7vFOadGP7jy0NiNDsnyRYBUMm1GplkaGqDSE6099keMGOFWQwVGjhxpatSoYZ+7f//733YTO1Rsw5Bo3vx1c/TRz5lFi0o3+iNAktPVgrqe9B5t1KhR2lPr1VWt97oWCWuD1Hz5EKQB8+CDrK48pk/3P5lVE4A0iUj3td1227nFWVPUARI46KCD7BMdhMhll11mZs9m2/aK/PDDD+aCCy5IPF96Ewaflp5//nm3OkzZkJg8eb6pV6+befDB0sFcAiScOwEm+KC344472in26cySVFd20AOhPbN+/PFHt0pW6WpIXWv6eY444gjvbivROenBIkq1ZxdeeKFbJWuKPkBeeukl+0TXq1fP9OzZ0+yxxx7237rEvfvuu70Gr4qRxon++9//2nEjPT+ak96vXz/7qalZs2aJN7cG/LRjKNZzQ+K2294zf/vbM2bu3GXlyhA+BX/BggV2hwgt8tXX1TWTzmxJnSeu973uS2HSuXNn272dTXr/BLsH6z3Utm1b762Y9HhOPfXUxIe7E0880XzzzTdutawq6gBRo6hVqvrFBZuuacXqLbfcYgfT9UuoVauWGThwoPOdVYu2xf7jH/9on48//OEP5o477ih31sJnn31W0ij+LfFGuPTSS4v6WNFUuCExe/ZSGyBdunxYrqyq0yfxZIuAJ0+enFjsq9vpp59upk6dWqZOXGqsO3bsmPhgpAk22kTVfX1nmq6utLeVJu4EH8hSXecRWLx4sd0fS8+X7kvdXzpYKx8UdYDohaMnvKJLPPU/nnXWWYkXqfpeq9qmil988YX5xz/+kXgO9Enpp59+cquVoVPSgoVbufpUl2tr164r8++KQuKRRz4zhx/evcIyce+j2PlsQ6Q9roJ1W2o8NUCuxtSHpvQHg9e66apHHyQz/Z7X1fnVV19td9XV/6MPqtqeJJUV5gGN3TzzzDOJri+Nddx///3eVzCVoWgDRH2e+iXqE3VU/+f777+fOBNE/f3ajz/dQbx8pynNV1xxhe0/1eOuX79+Sttia0Bdn6608Zu+f5999jH9+1f+4V+5NnLkD6Zp05dKGr8+Zt0G7X9FIbFs2SrTuHGvCst0P/XrP21uv/19281VzHR10a5du0S3VKoboaqx1KC4Gk99/2677WZXnPsOjE+YMMF2yQaf5nU75JBDzM0332yvjpYsWeJ+SyQFmna30JWUDqUL7lNd5Jp84jvW+uGHH5q//vWv9r40RqStWtIZN6ksRRsgwUCw5oYno4OltBBp5513tt+TiUG8fKTxHs1KCS6rd999d9OjRw97voIPTUE899xzE2+ahg0bmi+/rJzDv3JpxoyF5pprBifCQA1/sgCRfv0mVlim+zv55D7260cd9azp3n1MuRXshU4N/NNPP20/6eu1oVlW6RzFMHfuXPOvf/0r8aGnbt265qOPPnKrxaaxCX2aD8ZINrzpA9EJJ5xgrrrqKtuLoZveN8Hf9XV1salbyv1ezbLS445znkdF3EksOplw3LhxbrW8UZQBohdWsDnZb7/95haH0hkh1113XcYG8fLJa6+9lviEpMtqfeJK9dNWGE2NPvTQQ+1969OSFklpQLTQLVmyytx338fmiCNKu6LOPfdl8+mn0V18ca1YsdquF/n735+1933aaX1LXmvT3GoFSa+HOnXqJF4PanA1JpAJY8aMMUcffXSigdUutlE9DHGoO1tXNboy0RVSEFLJbnpsmg2lYNMMxWRnmEdxJ7ForEaTWPJd0QWIPvno04l+Cb6/gK+//tp+AgleKOkM4uWatq7XiYvBYznzzDMrZSW+ruJ0DOeGnzgfeuihgryK0/hE//6T7KpyNe4NG/Y0L700oeQx+nWbRNGAe4cOwxJXKlpHMmVKYYave0WqrYUq64pUsyuDKwB1VevKIJUPi1H0WtbspuHDh9tg0OzN4KZ/6+sq9+1Gc+lwrGSTWPJV0QXIs88+a38R+pSSrkwO4mWbxnG0ujdYx6Hdh3WWdGXTpbs2hvPt88610aNnmgsueMU25hoE79p1ZGJRYGUaO3a2ufjiAfb/1fhI584flFwRV/7/mwkaE7v99tuzPiamwFAXdTBgrRmXL774olstb7mTWP75z38mncSSb4oqQNQlo0E2XYKOHTvWLfZS0SCeQipTnz4yTZ/4NU1Rh2Xp59Wf+rc+VWWTPqGddNJJiTdHnFk3uTRz5hJz441DElcCLVu+UXKllt3JFLryGTToa9OkyfP2Z2jQoId54YUvS36n+flaE83K01ZB+h3nalaeurCCA5mCD4/q6spXFU1i0Y7ChaioAkRzpfULufLKK92itGkQT/ebqUG8yqArDF1p6OfTlUebNm3suE4upXv4V2XTxoePP/65XbehRvuMM140w4fPcKtllWZwPfTQKHPkkaVjL9qk8aOPfnCr5VQ+rgvS+zEYFNf7VGMTet/mC3cSi7YKSmcSSz4omgDRGIUGh3WlUJkvGl3ZbDiIpzUm6Q7ipUtjGhrbCH6mJk2a2LGPfBG28jiXV3F6z7755hRz4om9bSOt/at69BhX8rPm7mdy/fDDItO27duJq6I2bd4y33/vN7snU9ydCbQtRz7tTKDGWAPimmGon0/twf/+97+c7zhRmZNYcqloAkQD3frl3HfffW5RpajMQby49ALUCzFYVa8XqF6o+crd+yjq8K/KNG7c9yWN4MDEeEPHjsPNggWpL/TKllGjfjLnnNPP/ryaEXbXXYNKruKy2/ioAb7rrrvs+gb97rQlUK9evfL207PeG+3bt0+s99BYpsY0s62iSSzTphXHbDspigAZMmSI/eVoiX82P2nkahBPb1pd+gafsnRJrEvjbD72dGj31WBXUt20Qtg9/KsyqIvlssuuMjVrnmEOPfQBc/nlg0re4Pm3OKsimgH24osTSq6UHitpvE8zNWrsY2e9ZWNs69VXXzX77rtv4tOzVlZrS6BCoKtzHSAXvNa0fkNbpVS2iiaxvPfee261glfwAbJmzWpzSsODSi6pq+XkE4Zo5sSGg3hHHXVUpQ3iacW4Bt30/6ifV4NxGpTLhGxPXww7/CvTNKirwd1gd9YDDmhgBg36zK1WEBYuXGauv75TomHS+hv9XiqDVm1rJ9vgdX322WentQV5Lmk9V7Art2YIatPGyhgf1CSWxx57LOeTWLKl4ANk3JBHTMvjq5n2V53gFmVdZQ7iKaSCXT2DkNI0wHTkwwIqzXfX4V+a/6771oyeF154wa3mTSGlaaW6b00z1XTTYjjb5KuvvrIr/4PfyTnnnGPXYWSCFoG2atUqEVLa6qOyQiqb1LhrhwntNKHHpcb9iSeeyFjjrkksQUjlyySWylbQAbJi2QLT8/odTfdWm5r5P1f+ZWkc7iCeupfSGcRTA6tusqCBVTeZds/1la9bOLiHf/397383o0ePdqvFpgVsWsgW/HznnXdeVrrJsm3AgAGJ7iUFpPYo8w1INbAPP/xw4nAnbe3z1FNPZayBzRfqXtKGh0FAai+8dLqX3G4yTWLJRjdZPijoAPmo79WmW4tq5uN+17lFOVfRIJ42XUuFVtJvOFCvrQ58B+oLZRO5UaNGmcMPP9zel8/hXxqoV9AFA/XaUiMXA/XZpC66Ll26JLrofA7/0jhicEiRunh0boXvh4FCoZ14Nxzgbtq0aUoD3O4kFp/3eKEr2AD5ZeYE073lJqZXu53NyuX5e5no8+lEU4W1iVrwPZoqrE3WfBTiNta6itO4i+bJB6GU7PAvTRXWZn0bThXWFVGmxmsKgTvFNs7hXzqk6LTTTku8PnRIkbbyqUoGDRpkzwUKXrcdOnSInCRQ0SSWdHoZClnBBsibDzSyVx+TRjzhFuWlDftH9Qmvov5RbdesxYrBp2dt56yzyX0Uw0E6FR3+pTe7S1dQGsMJnlttH55PixWzTYv8FB5BKOisG3eRn64gNYYV1NEMRt/fUzFQ49+1a9cyi/z0IcadpqxJLBuOc2ZyEkshKsgAmTFuoA2PV+44xKxbWzj9s8EMDXcQT4261q9karuUYjvKU90KFR3+5R5SpL/n83Yp2aYPI8Fzo9eBurnUBapDivQaC8o0GO/7uyk26i69/PLLExNK1J2qbUYqYxJLMSi4AFmzeqV58dZaNkBmfvO+W1wQ3DniwRWHxie0HUs6GzZq1lHQF64pmLleJa+rg+BENa1aTudQnA0P/1IoBW9yXX3o/0FZmswRBESw0WFwNafXXND/r7E6lKUJHBtudBi81tKdxFJsCi5Axr3T1YbHkCfPcosKjj5Fa0WvXpjqnkl3y3ht+qgXuoJJs6d8r2AyTVcjwcJBdZWks5ZAM4J01Rb086dzSFGxCwJEK8g1xVdXbkHg6pAizeAiQKJpq/UgPNSd6juJpVgVVIAsXzzbPHftNuaZq7cwS+b7N0L5RINvenFqVXE6tNW87kcDzvn4aVx9zMFgvmYJpbtmQV0wutJCuA0DJLDhFSkBEk9wtGxVHlcLU1ABMrznZfbq47OBHdyigpWJANE6Ed2Huoq0TUi+0hWRTisMrkTS6c7SDBgCJFpFAbIhAiSe4IA6AqS8ggmQeTM+N09ftZHpfdMe5veV4VPsCk26AaKz3PX9WvyVz+ERUIgEVyKaKeQ79ZEASY4AyQwCJFxhBMi6dWbQPX+3Vx9TRvVySwtaOgGi2SEaeNdUXS3AKxQKjWBMRKcX+iBAkiNAMoMACVcQATL1sz42PAbefUTpQQ5FxDdAtN5CYwn6XjUUhUYD6+py02C4z/oDAiQ5AiQzCJBweR8ga9f8bl5o/3+m21XVzdxphfMpOy7fANG+Ufq+5s2bu0UFQ2elK0C02DDVFesESHIESGYQIOHyPkBWrVhserbdwYzs08otKgo+ARKcf6I56VFbLhSCYBt8bXuSCgIkOQIkMwiQcHkfIMUu1QDRIHSw6V2uzj/JJHVlafsILXTT3+MiQJIjQDKDAAlHgORYqgGihU2qr00Zi4X2ztJj0ir8uAiQ5AiQzCBAwhEgOZZKgGhjt2DTQG3qViw0IUC7+GoRZNwtxAmQ5AiQzCBAwuVNgGiWVditmKUSINrRV3W1x1Wxad26deznQQiQ5AiQzCBAwuVN61wVwqIiqQRIsBtoMW7mpnMr9Nh0DkocBEhyBEhmECDh8qbFJkCiA0THlGrBoFacV/aZHrmiE900rTfOGesESHIESGYQIOHypsUmQKIDZPDgwbae1n8UKx2Pq8fYu3dvt6gcAiQ5AiQzCJBwedNiEyDRAaItP1SvV6/i2splQ5qWrMeok/KSIUCSI0AygwAJlzcttjtwXlUCJW6ABC9i92jSYqI3qM5e0EyzZAiQ5AiQzCBAwuVNC11VAsMVJ0C0eFDTXHUGRrHTtiY611zH/0YhQJL7qCRArix5bQ0OCZAxJQGi8v4ESKRLzqhr6teqZpYuIUBcedNiEyDhAaLDl1RHO9gWOy2Q1GPVue5RCJDklpcEyKyS53JpSICsKAkQlS8hQCJ171DX3HF+NbNyOQHiypsWmwAJD5ChQ4faOoW8cWJcwYFT7777rltUBgESg3ZpLnkuTUiAmJIAseUESKQBXeratmnVbwSIK29abAIkPED69+9fZfqqO3ToYB/ryy+/7BaVQYDEQIBkBAESLm9abAIkPEB69Ohh63Tu3NktKjpdunSxjzXZGScESAwESEYQIOHypsUmQMID5PHHH7d1HnjgAbeo6Ogx6rHqMUchQGIgQDKCAAlX9VrsPBMnQLgCKY8AiYEAyQgCJBwBkmNxAoQxkPIIkBgIkIwgQMIRIDkWJ0Cq0iysVq1a2ceq426jECAxECAZQYCEI0ByLE6ATJ8+3dZp0KCBW1R0jj/+ePtYp0yZ4haVQYDEQIBkBAESjgDJsTgBopXo2olXjWax23vvvc0mm2xifv/9d7eoDAIkBgIkIwiQcARIjsUJEKlTp46tN2fOHLeoaCxZssRsvPHGpnbt2m5ROQRIDARIRhAg4QiQHIsbIG3atLH1ivEwqcDbb79tH2OzZs3conIIkBgIkIwgQMIRIDkWN0AGDRpk68XZ6rxQ3XzzzfYxJpvCKwRIDARIRhAg4QiQHIsbINpKerPNNrM78ibbqbZQHXLIIfa50KSBZAiQGAiQjCBAwhEgORY3QOTMM8+0dXXwUrGZOHGifWz16tVziypEgMRAgGQEARKOAMmxVAIk6MY6++yz3aKCd8stt9jHdv/997tFFSJAYpgxw5iTTzZm/Hi3pJQmZKj8k0/cEmxg1Cs3mFe71DPr1q11i6o8AiTHUgkQTW3dY4897EylZOdlFJLffvvN7LLLLraLbtasWW5xhQgQIPcIkBxLJUAk2Gzwsssuc4sK1hNPPGEfU5zZVwECBMg9AiTHUg2Q5cuXm1133dUe+zpp0iS3uOCsWLHCLh6sXr26mTBhglscigABco8AybFUA0Qee+wx+z064nbdunVucUEJdt8977zz3KJIBAiQewRIjvkEiLY2qVu3rv2+OGsm8tWPP/5oQ0DbtHz//fducSQCBMg9AiTHfAJERo8ebfeM2mabbcw333zjFuc9hWDDhg3tY+/YsaNbnBQBkoIvvzTmwguNqVHDmE03Lf3zggvCZ2fBCg65q+iGUjwTOeYbINK1a1f7vVqAp5lMhST42evXr59048SKECAx9etXGhqNGpUGycqVpX/q3/q6ylEhwiI5np0cSydANP5x8skn2+8/44wzzJo1a9wqeUl7XunqSQHgOx2ZAIlh6lRjttzSmFq1NFuhbJn+ra+rXPVQDgGSHM9OjqUTIPLrr7+agw8+2N7HFVdc4RbnnXHjxtlut4022si88sorbnFsBEgMrVuXrjR/9FG3pNQjj5SWqx7KIUCS49nJsXQDRH7++Wez11572fvRZov5eiUyfvx4OwVZP+e9997rFqeEAIlB2+IrIMKme0+cWFoeY/v8qogASY5nJ8euueaaRBeU1kT4UldQECK6r3wbExk1apTZYYcd7M930003ucUp+fzzz+2qdXWDIcIWW5QGxOLFbkkpfV3l6sZCOe7AOYFSHs9Gjj377LO2O0cNqxbUvfzyy26V2HQlctBBB9n70sB6vszO0lRjTdXVz9WpUye3OLbZs2fbFfjB86XARAQCJC0ERnI8O3lAayDOP/982yjqpgWC6u7xoTGRYGBdYw25XCeiEwabN29ufxZdMTz11FNulVhWrVpl7r77bvt4dF/aD6xXr14Fv4iy0tGFlRYCJDmenTzy4YcfmsMOO8w2ktowsUWLFmb+/PlutaTUsGqarLp4dF/HHHNM1rc90Zbze+65p/3/a9asabuwfAwcONDUqlXL3s/mm29ud+1dunSpWw0VadWqNCAYRPdCgCTHs5NntMCue/fuicHm7bff3m6g6LNWQosNdb6G7kd7Z6n7x3fabFwff/yxadKkSeJq6pJLLjELFixwqyWlfbEaNWqUuJ+zzjor1kFT2MCUKaXdWFHTeFVeya+JQkWAJMezk6d0AuENN9xgu37UgO6///7mrbfecqslpUDS3lnaLj24stF5IrpCyNTJhhr8f/HFF81xxx2XaPAPPPBAM2TIELdqUr/88kvJB+LWiasnjeW8//77bjXE1bevMZps0LixMV99pf7A0j/1by0kVDkqRIAkx7OT53TFcMoppyQa5pNOOslrcFy7+OpKpkaNGon70vG4mvbbt6QRmTt3rvstkWbOnGnHIXSFEcyu0u2AAw4wffr0scGVCoXZI488YnbccUd7PzvvvLN58skn83ZKckEZN86Y88/X3OfS0Cj5vdt/jx3r1sQGCJDkeHYKxDvvvGMbZzWu6o66/vrrzcKFC91qSakrTOMKOh43uLoJbuo2a9Cggbn88svt/lS6aSwl+Lu+rvGU4GomuGmG1cUXX2yGDRvm/nex6Erlz3/+c+KxXXfddXYyAID8RoAUEH1Kf+ihhxKf+PUpXQsQfT+lL1682Lz22mumTZs25tBDD01MtU1222qrrUydOnVMu3btbLfasmXL3LuOZerUqeb0009P3O8JJ5xgvv76a7cagDxFgBQgDUq3bNnSjmeo4VXjP2LECLeal2nTppnhw4fbMY2ePXsmbvq3vp6JgWwFlxYTBldAtWvXNm+++aZbDUCeI0AK2FdffZXYEl23c845x8yYMcOtljc0LqKFkxp70c+73Xbb2S1NfGaYAcg9AqQIDBgwwOy77762Ud5iiy3Mbbfd5t2tVFlGjhyZOARLK8mvvPLKlAfuAeQXAqRIrFy50h4Pqw0G1Uhr8V7v3r3dalmnUwcvvPDCxFXS0UcfbcYy+wcoCgRIkdH02ksvvdRUr17dNthHHnmk+eyzz9xqlU6bOWrmlgbc9XNo36qXXnrJrQaggBEgRerTTz+14aHGW2HSrFkzM2vWLLdapdCAe7CNiQJEGyjm2+7AANJHgBS5559/3nZnqTHXZoTq5lJ3V2UYM2aMOeqooxLdVVob8tNPP7nVABQJAqQK0IC6BtY1wK6GXQPuGnjPFA2G6zTEYJt17b+lPbEAFDcCpArRFF9N9Q2uEDQFWFOBfWmbdZ2ouO2229r70ymB2j6ebdaBqoEAqYK0IFCLD9Xoa9PCVq1apbxj7uuvv272228/ex9aENi+fXt7/geAqoMAqaK0/Ym2QdF2KAoBbY/y8MMPJ92hd/LkyWW2a9fxud99951bDUAVQIBUcdqQsW3btnYTQwWCtmF/99133Wp2c0PtmRVss66jc303TwRQHAgQWNoi/sQTT0xcWZx66ql2K3ldqTz++ONmp512sl/Xdus6XyTZlQqA4keAoIzBgwfbw6uC8ZFgZbv+fs0119gDnwBACBCUo80N77///sS03Pr162f9THUA+Y8AQSidz6EASWeqL4DiRYAgVNOmTQkQAKEIEIQiQABEIUAQigABEIUAQSgCBEAUAgShCBAAUQgQhCJAAEQhQBCKAAEQhQBBKAIEQBQCBKEIEABRCBCEIkAARCFAEIoAARCFAEEoAgRAFAIEoQgQAFEIEIQiQABEIUAQigABEIUAQSgCBEAUAgShCBAAUQgQhCJAAEQhQBCKAAEQhQBBKAIEQBQCBKEIEABRCBCEIkAARCFAEIoAARCFAEEoAgRAFAIEoQgQAFEIEIQiQABEIUAQigABEIUAQSgCBEAUAgShCBAAUQgQhCJAAEQhQBCKAAEQhQBBKAIEQBQCBKEIEABRCBCEIkAARCFAEIoAARCFAEEoAgRAFAIEoQgQAFEIkCzo1qJa6C2fFVKAuM9roTzHQCHj3ZUFhdqQFWKAAMge3nFZUKiNGwECIArvuCwo1MaNAAEQhXdcFhRq40aAAIjCOy4LgsbNvW1ozBudzBv3NUj71ufOBqbd5Q1Mgwbp37baaisbIHXr1i1X5nO78MwG5r4byv/Mqd7eevhEs2jOlDLPn/vcVvQcA8gs3mFZEKcxG9j1yHKNn8/t7ouqmUYHV7MNf77d9tm1mmneuPzPnOqte8tNzI8T3irz/AVlALKHd1wWxGnc1q1dY5YsmJH2bdG8GWb2zBlmxoz0byeccIJt+N95551yZT63n36cYRbMKf8zp3pbuewX9+mL9RwDyCzecVlQqI0bYyAAovCOy4JCbdwIEABReMdlQaE2bgQIgCi847KgUBs3AgRAFN5xCFVIAQIg+wgQhCJAAEQhQBCKAAEQhQBBKAIEQBQCBKEIEABRCBCEIkAARCFAEIoAARCFAEEoAgRAFAIEoQgQAFEIEIQiQABEIUAQigABEIUAQagOVzc1f69dzXw3hQABUB4BglADHmhqTzic9yMBAqA8AgSh3n2yqd3h9pefCRAA5REgCEWAAIhCgCAUAQIgCgGCUAQIgCgECEIRIACiECAIRYAAiEKAIBQBAiAKAYJQBAiAKAQIQhEgAKIQIAhFgACIQoAgFAECIAoBglAECIAoBAhCESAAohAgCEWAAIhCgCDU5A+7mVfvqm9W//6bWwQABAgAwA8BAgDwQoAAALwQIAAALwQIAMALAYJyNHU37AYAAVoElENYAIiDVgLlECAA4qCVQDkECIA4aCVQDgECIA5aCZTjDpwTKAAqQquAcggMAHHQSqAcAgRAHLQSKIcAARAHrQTKIUAAxEErgXIIEABx0EqgHAIEQBy0EgAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8/D8UNp3Q1aLxzAAAAABJRU5ErkJggg==)
PN: 4854-3-62
CAS: 260554-68-5
Molecule Weight: 414.211
Formula: C15H6F8N2O3
TSCA: Not listed on TSCA inventory