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3JoknYB89tlnYUKBZkXFgfZD+6P9SqZoAwKgWrISEB1sdFAqtjOMVNIJyO9+9zs74IADUl42yhXth/ZH+5UMAQGQSFYCsnbt2jBjZ+utt44+VdRSBUTjPrpnJJvLtntof7RfyZY9ISAAEsl4QHSg0YFUn4Knz/GoSVIFRGtTaQwojrRf2r9EijIgyZZpSfY4gA1kPCA1WWUB0RIhuslQa1TFkfZL+5dova6iDMhOO5m99FLFx7Q+Vv36+seq+DiAhAhIBlUWkNLLRFVdGDFXtF/JLq8VZUA228zsyScrPvb66zqF1hznio8DSIiAZFBlAdHndGhRwzjT/mk/owgIgEQISAZVFpBDDz00LLQYZ9o/7WcUAQGQCAHJoMoCok8MfOSRR6IPx4r2T/sZRUAAJEJAMihZQLR0iw7AcV+MUPun/Yx+xjoBAZAIAcmgZAHRx9/qAPyf//wn+lSsaP+0n9GP6yUgABIhIBmULCBaJkQH4GQ36sWF9k/7GV3WhIAASISAZFCygHAGEkMEBKg2ApJByQLCGEgMERCg2ghIBiULiDALK2YICFBtBCSDKgsI94HEy+ySgCyPBOTHkoB8UfLnXEtAgLQQkAyqLCDciR4v+5YEZGQkIONLAtK05M+5hIAAaSEgGVRZQFgLK142KwnIk5GA6FM09efM18cMA4WGgGRQZQFhNd54ISBA9RGQDKosIMLngcQHAQGqj4BkUKqA8ImE8UFAgOojIBmUKiDCZ6LHAwEBqo+AZFA6AdEyIXXr1rUHH3ww+lReaD+0P9HlS8ojIAASISAZlE5ApGvXrla/fn2bPHly9Kmc0vtrP7Q/lSEgABIhIBmUbkB02ejwww+3Zs2a5e1gpffV+2s/Ul1OIyAAEiEgGZRuQGT+/Pm2yy672GGHHWYrVqyIPp1Vej+9r95f+5EKAQGQCAHJIAVk2LBh0YeTmjZtmjVq1CgczHN10NL76P30vnr/dJQGZPTo0dGnClb5gIwYMcLWrl1bdAFZt26dPf/889GHi4L+vfTvhvwiIBlUq1Yt22mnnWzkyJHRp5LSQVxnArqclO0xEb2+3kfvl248pkyZYkcffXQ4sO68885FcxaigHTv3j3EVH+2Fi1a2AMPPFA0AXnvvfesZcuW4c/TqlWr2H+UQFWMHTs2fB/rz6ZLsB999FF0E+QIAcmguXPn2llnnRW+sY899thw8E3HggULwn8IGtDWrKhUYxJVpdfT6+r19T56v1QWL14cFlfcdNNNwwHomWeesdNOOy382U455RSbMWNG9EsKxjfffGO1a9cO974oILrs+Jvf/Cb82fQr2f0whUCXJM8555xwNqzwDx8+3I488sjw+z/84Q9p/dvH1RdffGEdO3YM/0YnnXRS+HfT4p/6we3iiy+2hQsXRr8EWUZAsuCdd94JB10dfHUQ1sE4FR3kb7vttjClVosajho1KrqJi15Hr6fX1eunipOe79mzZ1jWfYcddrCBAweGSyGldJln3333tTp16liXLl02+OyQOFu9erXde++9YcmWBg0a2P3331/h+aeeesq23nrrcHZy66232g8//FDh+ThbuXKl3XHHHbbFFlvYbrvtZs8991yF53Ww3XXXXW3LLbe0v/3tb7Zq1aoKz8fZ8uXL7a9//avVq1fP9t577w0upT7xxBP2i1/8Ivzb/eMf/wj/zsgNApIlOugOGDAgHIR1MNZBOdXBW6ZPn27t27cPPzFqeRGtUVXVBRi1vb5OX6/X0evpdVN59dVXw6UcxebGG29MGgf9OfTZIQ0bNrTtt9/e+vfvXyEycaS77ffcc0/bfPPNw7TlZBMXdPDRQUiR0UFJB6e409nhL3/5yxDFu+66K2kc9LjioYgoJulO+Minxx9/PFwWVhz0Pb1mzZroJoFir+gr/nvttZf9+9//jm6CLCAgWaaDsA7GOijr4Pzaa69FN0lIl1G0NtVWW20VTtl1FnHVVVeFEGkcQteBZ82aFf5Xv9fjel7baXt9nb4+ncsxM2fODJHR1+l/9ft0aKxA76kzLV1vf/vtt6Ob5J3Geo4//vjwZzvjjDNszpw50U0S0uUQXRbR5RFdJvnggw+im+Sdrv3/+te/Dpfi/vjHP9qXX34Z3SQhXcY699xzww8XuryVzvdIrmnM5pBDDgmXGv/0pz/Zt99+G90kodmzZ1unTp3Cv/eJJ55on376aXQTZBAByREdlLVciL6xTz311LQP0lodVz8963M62rRpE85mSq/Vl/+lx/W8ttP2iVbVjVq2bFlZ3Jo3bx7OQDymTp1qxx13XNlBWmNB+bZ06Y/WpcvfQtwOPPBAGzduXHSTtEycOLHsIH3eeefZV199Fd0k56Jxe//996ObpGX8+PHhe0YH6UsvvTTtg3Q2KYIaq9Hft+L28ccfRzdJy5tvvhmW6NGlVv038f3330c3QQYQkBzTQVoHax20b7rppnAQryqd1ejso/RXsktNyehyk8Y2Si+vPfzww2ldXktF4y1NmzYNl4nuuWeQrVyZ+HJDNq1du86efXaKHXXUoJJwXGb9+w8IUz6rS9OzSy8T3X333UkvE2WTLt9o3EaXczJ5ee2xxx6zHXfc0bbZZpswEy3ZZaJs0t+nZsVl8vKa/t379u1r2267bZi23qdPn4x8L+B/CEge6GCtg3aygeps0gB/69atw0+dl19+eVoD/FWhMYT77+9tLVv+1U466QkbPTp3s7U++GC+nX76M3bwwX3sn/98z5Yvz+xBvvxA9e67757TeyxeeumlcG1f1/hvueWWjA/wRweqx4wZE90kazRTTAP/isedd94Z/p4zSWcf1157bTgb0SVeXfZFZhCQPNLBWwdxHcx1UH/33Xejm2TMvHnzwhRjXfc+5phj0p5i7LV48Y/WrdtYa9XqUbvggudt2rTsTbGcP3+pXX/9yyVnHL3t6qtfsjlzlkQ3yShNlT377LPLpspm8/4dXcPXtXxdHtS1fU1lzSad0Xbo0CG838knn5zW5Asvjb2UTjHWmEy2pxhrwVBN/9WfTdOBs/13WRMQkBjQwVwHdf2HpIO8DvaZorGQbt26hXtA9thjj5zfvatwXHjhiBASBWXRosSznzxWrFhjPXu+b23a9C056A218eMz9/eWDgX/oIMOCj8AdO7cueTPtii6iZt+ata1+9KfmnVNP5feeOMN23///cP7X3fddWE1gkzRWIvGXPT3pjEYjcXkkqYB6yxLZ3M668r02VxNQkBiRAd3HeR1sNdBP52B8MoMHTrUmjRpEq7b9+jRIy/X7UuNGTMzXNJq126ADR78ka1ZU71r0S+88JmdcMLjdsQRA23IkEn200/Vez0vXXocNGiQNW7cOFySfOihh6o1hqBr9LpWr2v2unava/j5um6v93300UfDvmy33XbWr1+/au2L/l40xqKxFo25aOzFo7pjgKJ90bRgjSdpmrCmC6PqCEjM6CCvg70O+jr4KwJVpZlD7dq1K5s5VNX7SLJl1aqfSg6OE6xt237Wvv3TJT9Vz45uktInn3xtf/jDcGvduo/dffe4kp+MM3u93EuTITQpQpMj9tlnH9eSL7o2r7MN/dSva/ZxmTmk6drXXHNN2Yy2t956K7pJShpT0fIjGmO5+eabw5hLOrI5C1F0NnTJJZeEsyFNGy6mJV9ygYDElKaL6uCvCCgGikIqmt550UUXhemdbdu2tQkTJkQ3iYWvv15echB5NYxZDB8+NTym/3/uucMjW65/vNSECQusZcve9qc/jbKZMzM7+J8pn3/+eZimrYOapm2ns+RLdImOyj7cK590T80JJ5wQ9vP0008P91ykojEUjaXoazS2ojOGdOTyPijRdOEjjjgi/PemacTp3lNT0xGQmNMNbIqBoqA4JFrvRzOf7rvvvnD3tBY8jC5THleKwHffrf9JUaHo3PmFDWZtlQ+IpgVPmhSPs6lUdMOolnzRGckNN9yQ8DKLrr1rRlXp3dOaaVUIXnzxxbK7+nX3d6K7+jVmorETnU1pRQSNqaQjnysxyLPPPlu25IumFefzsm8hICAFQlFQHBQJxaJ0vZ/y/zFXtkRH3CkUM2YsCpe2Vq/+33X28gEpNJqu3atXr7IlX7S0Tel07fJLdOjejuqMm+RDsh9aNEaisRKNmWjspHfv3mndYxSXteBE04g1nbh0XTFNM0ZiBKSAKA6KhGKhb2zNACq9nJDuEh1xVRqKO+4Ya0888b+7jws5IKU0XfvKK68MYwiKvc42dEapa+9xuPu7OspfNtXMJk0C0Z/z6quvTntZ/DiuRi3ll3zRf2txXKon3whIAVIsNOCnmxA9A5pxVBoKTfPVbK2lS9dfOiiGgJTSki+6Nq+fbL1LdMSVxuh0gNYZVbqfNSNx/zwc0TRj/bn0EQ2oiIAgFsqHol+/D+3++9ffVFlMARHdgKhB9mL029/+NgxAp6tQPpFTtB6aziJREQFBLEQHyzUWsmDBMgJSQKoSEN3NrzMBHcxzPW6n99P76v21H+kgIIkREMRCNBS6UfAvf1k/1beYEJD1YxIai9DlpFydeUTpffX+2o90xlwISGIEBLEQDYUmK51zzvANHi90BMTCRBCNl2R7zCMVvb/2Q/uTCgFJjIAAOVTTA6KbJDWlVrOi4kD7of1JdfMmAUmMgAA5VNMDorvz9UFP6Vw2ygXth/ZH+1UZApIYAQFyqCYHRMuKaKkQrVUVJ9of7Vdly54QkMQICGIh2VhHsscLVU0OiNam0vIicaT90v4lQ0ASIyCIhWShSPZ4oaqpAdHquFr2RGtUxZH2S/uXbBVfApIYAUEsJAtFsscLVU0NSOlloqoujJgr2q/KLq8RkMQICGIhWSiSPV6oampA9DkdWtQwzrR/2s9ECEhiBASxoFAk+1VMzr69JCA31ryAHHrooXbFFVdEH44V7Z/2MxECkhgBQSwkC0WyxwvV2a+VBGRMzQuIPjHwkUceiT4cK9o/7WciBCQxAoJYSBaKZI8XqpoYEH2Ylj52QB9rG2faP+1nog//IiCJERDEQrJQJHu8UNXEgMybNy8cmOP+eePaP+2n9jeKgCRGQBALyUKR7PFCVRMDomVCdGCu7Ea9OND+aT8TLWtSKAHpfdFGG/zKpuy+OoAKamJAOAPJnWwHIyq37wbUcDUxIIyB5A4BAYpYTQyIMAsrNwgIUMRqakC4DyQ3ouMf2Q5Kdl8dQAU1NSDciZ4b2Q5GVG7fDajhampAWAsrNwgIUMT6TetnD09+OPpwUagsIKzGmxsEBEBBqiwgwueBZB8BAVCQUgWETyQsPgQEyLONehfHf4apAiJ8Jnrm/bhsoU0d1zf6cE4Ux3cuEHMvzH7B9ntmP6vXt541H9bchswcUvZcTQqIlgmpW7euPfjgg9Gn8kL7of1JtHxJeXEOyGv9z7Yht+4dfTgniuM7F4ixid9OtG0Hb2vDZw23JauW2CeLPrGOL3cse74mBUS6du1q9evXt8mTJ0efyim9v/ZD+5NKXAPy9efvWe+LN7ZZE5+LPpUTxfGdC8RYh5c7WK/JvaIPl6lpAdFlo8MPP9yaNWtm3333XfTpnND76v21H+lcTotlQNats+HdD7JR/zg6+kzOFMd3LhBjTZ5sYnOXz40+XKamBUTmz59vu+yyix122GG2YsWK6NNZpffT++r9tR/piGNAPnt3sPW5pLYtnj8p+lTOFMd3LhBjdfvWtZU/rYw+XKYYAvLDDz/YjjvuaHvssYetWrUq+nRC06ZNs0aNGoWDea7ORPQ+ej+9r94/HUuWLLGGDRva/vvvb6tXr44+nRerVy6zx65vbOOe6hx9KqcK/zsXiLliPwN5/PHHbaeddrJ69epZnTp1bLfddrPhw4dHN0tIB3GdCehyUrbHRPT6eh+9XzrxWLt2rfXr18+2224722yzzWzTTTe1vfbay1566aXopjn3n+E32aCrf24rly+KPpVThf2dCxQAjYH0npL8g7EKNSD6/IxDDjnEateubZdccol9++23tmDBAjv33HNt4403tiOPPLLSeytK6Ws0FqEBbc2KSmdMoir0enpdvb7eR++XyltvvWUHHnhgiMY111wTzly++OIL69SpU1jy/cQTT7RPP/00+mU5sXTh59b3sno26bX8z2QrzO9coIBoFtZ2g7ez52Y9Z0tXLw2zsDq90qns+UILyJdffhnGOnTz3RFHHGEff/xxdBMbP368tWnTJsTl0ksvDXGpjA7yt912W5hSq0UNR40aFd3ERa+j19Pr6vVTxWn27Nl2+umnh0iccMIJCc9U3nzzzfCaOtvS4ovff/99dJOsGvPIaTasa/OSM6Q10adyrrC+c4ECNWr2qLL7QFoMa2FDZw4te65QAqKxje7du9uWW25pu+66qz377LPRTTbw2GOPhbGRbbbZxh544AFbs6byg9706dOtffv24QxGy4tojaqqLsCo7fV1+nq9jl5Pr1sZDazfeuuttvnmm9uee+5pL774YnSTCnR5q2/fvrbtttuG8ZQ+ffqEx7Jt/qevh+VK5k15OfpUXhTGdy6AvNKYhsY2tthiC7vzzjtt5crkkwKili9fbjfffHMYI9EYRDqfTKhLX1qbaquttgpnA/qJ/6qrrrKePXvaK6+8YmPHjrVZs2aF/9Xv9bie13baXl+nr0/nEtqTTz5pO++8c1hM8b777qvSQLnOPq699tpwNqL31v5ky9q1P9ljf93XRj98SvSpvCEgAJLS5baj7jwq/CSvsY10xg+S0QG/Q4cO4QB/8sknpzwrEK2Oq7WqdKlIl8T0iYH6+ugvPa7ntZ22T7aqbnkffPCBtW3b1mrVqmUXXXSRLVy4MLpJ2nQn+0knnRT2pWPHjmG8JNN69eplbfaqa98smBF9Km8ICIANLFq5yC5961Kr3ae2HTzkYBv/yfjoJm5vvPFGuLykn9qvu+66ME22KvSZ5YpR6a9En2Fema+++srOO++8MIaj+zsmTpwY3cRNM7T23nvvMGvrlltuCdObM0GD+JpK3KVLl+hTeUVAAJRZs3aNPfDJA7bNwG1sx8d3tMGfDY5ukhEazO7du3cYP9A0WU2XzfYYgsZw7r77bmvQoIE1adLEhg0bFt0kIzTOc//999vWW28dpjdrmnN16fLc9ttvX+VYZhsBARCMmTvGmg1tFgb6b37/Zlu+Znl0k4zTT9ZXX311mC6rabOaPpsNzz//vO2+++5hKm+3bt3SusRVXZp5punNukSm6c6a9uwxderU8PfTv3//6FN5R0CAGm76kun225d+G2aD/f7l39uspbOim2Sdpstq2qzGEDSNVtNpM0E3Dx5zzDFhDOfss8+2efPmRTfJOk1z1nRnXTLT9GdNg66K448/3lq2bGnr1q2LPpV3BASoQcpPGdYZxvXvXW91+tQJU4zfWPBGuS3zQ9NnNY1W02m1Sq53nazFixfb5ZdfHu5Dad26tb377rvRTXJO0541/VnToDUdOp0lX3Qfi+L39ttvR5+KBQICFJl0P3tE4xsNBzUMd8n/tK7yG+xySdNoNZ1W02o1vVbTbNOlsZWHH344zMpq3LixDRw4MFY/uWv6s6ZBazp0qiVf9PfQtGlTO+OMM6JPxQYBAYpIMX32iKbVanqtxhA03VbTbiuj+0GaN28e7jq/6aabbNmyZdFNYqP8ki9HHXWUTZq04Yq699xzTxizmTNnTvSp2Cic7yYAKRXjZ49omm27du3CGIKm32oabnkzZswIH0mr8ZNTTz3VZs6cWeH5ONOSLwcffHDZki+LFq1fHFF30+tmSC2/EmeF990EIKliXvl36NChYfqtpuH26NEjzHK64YYbwhlHixYt7LXXXot+ScEYPHhw2ZIvWvjx/PPPD6sGe8eAcqVwv5sAbKDYP3tE0281DVeD7PqpXWMdukM71SKJhaB0yRdN2dXZlP5/3BX2dxOACor5DKQ8XaY688wzw2yrYnPAAQeEdcMUEX3KYzpLvuRLcXw3AQiK9bNHaoohQ4aEsZ4PP/zQXn/99bIlX66//voqL/mSC3w3AUWk2D57pCbReIfGPS644IKyx0qXfNE6WLla8qUq+G4CikwxfPZITXT77beHmVeJPv8kuuTLuHHjopvkBd9NAJBnc+fODfd86N6PykSXfMn3PSIEBADyTHeb667zdJY3EX3mSSaWfKkuAgIAeaR1rnRH+siRI6NPVUpLndx7771hyZffH7mzfTb+qegmWUdAACBPtE5Xq1at7Ljjjos+lbZF3y60px+40B69pJY936OtLZw9IbpJ1hAQAMiTAQMGhIHxKVOmRJ+qsm/n/NdG3NPOHr14Exs76HxbsXTDwfhMIyAAkAf6dMEddtjBrrzyyuhT1TLzg6H25I1NbMAVDWzi6B62dk164yoeBAQA8uCxh7rYfk0bZuVu+p9W/2gTRt1u/S6vb0/fvId98dGI6CYZQUAAIMeWfDPD+l5a1977d8/oUxm1/Lt59lq/s6z3xRvbC/84xr5b8L9LZb0v2miDX1VV9a8AAFTL6J6/s2G372vr1uZmEcivZr5jw//W2vpcWsd+XPpNeMwTjKjqvwIAIG3zpr4SDt7zp+V4+fl16yrM0CIgAFBAdMYxrGtzG9Pr1OhTOUdAAKCATHr9Iet7WT1buvDz6FM5Fx3/8ASl6l8BAKiylcsX2aCrf27jh98YfSovPMGIqv4rAABSevupy+2x6xvb6pXLok/lBQEBgAKweP4k63NJbfv03UHRp/KGgABAAdA9GMO7HxRmQsUFAQGAmFuycGZY6PDrme9Gnyp4BAQAsiwXCxvmAwEBALgQEADIkOh9FZkYZ4iz4v7TAUAOFXswomrWnxYAsoiAAABcCAgAwCU6/lHsQSnuPx0A5FCxByOqZv1pASCLCAgAwIWAAABcCAgAAGkgIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAFwICAHAhIAAAl/8DNdDFTrn9Kl0AAAAASUVORK5CYII=)
| Product Number | 4848-7-29 |
| CAS | 680215-65-0 |
| MDL Number | MFCD01314365 |
| Molecular Formula | C17H14Cl2F3NO2 |
| Molecular Weight | 392.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory