| Product Number | 4H54-7-22 |
| CAS | 1185298-75-2 |
| MDL Number | MFCD08692456 |
| Molecular Formula | C11H15ClFN3O2 |
| Molecular Weight | 275.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-7-22
CAS: 1185298-75-2
Molecule Weight: 275.71
Formula: C11H15ClFN3O2
PN: 4H54-7-21
CAS: 1185298-63-8
Molecule Weight: 275.71
Formula: C11H15ClFN3O2
PN: 4H55-1-0P
CAS: 450352-64-4
Molecule Weight: 221.26
Formula: C11H15N3O2
PN: 4H54-3-42
CAS: 243128-46-3
Molecule Weight: 225.223
Formula: C10H12FN3O2
PN: 4H54-7-19
CAS: 1185297-30-6
Molecule Weight: 305.73
Formula: C12H17ClFN3O3
![1-[2-Nitro-4-(trifluoromethyl)phenyl]homopiperazine](data:image/png;base64,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)
PN: 4H54-3-Z4
CAS: 646455-48-3
Molecule Weight: 289.258
Formula: C12H14F3N3O2
![1-[2-Nitro-4-(trifluoromethyl)phenyl]homopiperazine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA8yAAAPMgGzs9OnAAACsHpUWHRtb2xTb3VyY2UAAHichZVtT9swEMe/yimvV8dnO4mD2iIEQpoETBpM2rvJpKZEygNKQh++/c4xo03KmqbR+eH/s2Pf+Ty/3JUFbGzT5nW1CJDxAGyV1au8Wi+CX0+3Mx1cLucZiUhYtYvgteveLsJwu92y7NWWZldXLKvLwPdf7Np8oNlKVjfrUHCO4e/7u8eemeVV25kqs0S1+UXbN97Vmen6r/jPFGFpmk1ehV4els3Gj/ZHcPfnbNeugsNarqnvilB4yQsLL3VTmg42gjP682+wtpVtTGdX8LynZskUrX05v7+ps/fSVh0V3Qh5ZorHrnnPqKGsC5u902BU+H6zCEokwHR1edU0Zg+u5JoNghFgJBgFJgITg0nAaDApGOT0Uj+SAEmBJEHSIImQVEgyJJ0gnUDyRWHdxzzt3yytqIAf8EDv9dHzMLK37gn8eovrV9OsieQwQ0Dg0w95RJCecfpByrjiEpAzmSgOiCzhSXJaH7V/YB8moc44hpgpqQQolsYiJqPcBBHDhEzM4lRoUmpBm4CSQNocVDRcRNMIJhJXl0wjygD2hy8UTPMkJcNlb/oaZyolMyNXJwJp6cQ5K1ikj+sf/Qe5jNOYqlwrmo1F6IeMyDn0STR3P4+MDyNJJiNvU4wSN7JQWlFUhJ9hsZw/19XqqAj5ahE8k2+d5Kd9aWk1fbwEUDcr29ApdAM46TEghoCLrk9AfAXIEyA6P4MaAi5yP4Grr4BoCLg4Pw/EQ8CdivNAMgTcGToP6CHQn7jzRHqy6inC9R8j/kyf31sc+dvngAlm5HKfMyaYkdd9jplgRo73OWmCGfne57AJZuR+n/MmmOSLfZti9EmYoZ5ARlHg0/DEgRyHgXZpe4IZh4H2af6UCY+yRvjv4qHiyaUUHt1YId3Ty7/6tzb3qmnZFwAALOxJREFUeF7t3QmczWX//3FCtCDRJrSiXSGKQvuere6Iku64lbh1/3/dylJo0631dpcte0jITvYilF0SSoTs+74Mff7zueYxY1zNzDnnM2dmzvJ6Ph7zaDrX93vOdQ6u9/le2zeXAABgkMt/AACAYBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECCIS7/88ouMGzdOOnbsKDVr1pSDBw/6hwAIgACBWYUKPfyHTpG6XH9/+eXJqUpPFei5LLZv3y6zZ8+WXr16Jb72y1KrVi259tprJV++fJIrV65TfqpWrSp79+71nwJABggQmAVq9NMKkMmTf0t1xEmBnis9R44kJF5N7JRp09ZInz6L5cUX/yOVKlWSIkWK/CUkzj//fBcUTZs2lS5dusioUaPk559/lg8++EBOO+00uemmm2Tr1q3+S0S3fv1EKlcWOeuspB/9vW9f/6jYx+eQJQgQmAVq9P0A2bnzkNSpM1R27Tqc6qiT5RnZtGl/4tXEevnii2Xyn//MTgyK8fLww4Pceal/SpduKOXKlZPHH39c2rRpI59//rnMmzdPdu/e7T/lKQYMGCB58+aVMmXKyLp16/zi6NSsmSR+GCITJ4rs3y9y4IDIpEkiN96YVKaWLBGpUeOvPytWnPpc0SyYzwEmBAjMAjX6foCoceNWSevWU1IeT5b62PnzN0rXrj+4K5Z69YbJrbd+9pegePTRIdKixYTEK4nZMnToTzJ37gbZsmV/qmcM3ejRo6VAgQJSokSJxPYzyhvQxKsrufrqpAbTp49ddZW+Yb8k9vA5ZCkCBGaWAFHa8E+dempXVuryBx9MurK4887+8swzI6VDhxnSr99i1021evVOOXr0eKozw+ubb76RQoUKSbFixRKDbL5fHD3uv18SL9f8R08aMkTkgQf8R2MPn0OWIkBg5l8VpPWT+thkeqVQs+YQ2b37ZFdW6vJ9+47Knj1/7ebKLgsWLJDzzjtPChYsKNOnT/eLo0PRoiIZjeds3iyJKek/Gnv4HLIUAQIz6xWIGjZsubz66tSU//fLc9rKlSulZMmSrktr5MiRfnHky5NHJCHBf/SkY8dE8ub1H409fA5ZigCBWaBGP6MA+fNPkSZNxiR+w1+bZnkkWL9+vZQtW9YNrvfTWTzRJNA37y1b4uObN59DliJAYBao0c8oQNT69XvlkUcGy969R9IsjwTbtm1LrFsFyZ07t3z44Yd+ceS6777Aff86PhALVq8WqV077bGMePoccgABArNAjX6gAFEDBy6Vtm2npVseCXSBYfXq1d1aknbt2vnFkemrr0SuuSZpyqpPH9OyaOyaS23fPpHWrUVOP10kXz6RTp38I+Ljc8hBBAjMAjX6wQTIiRN/SqNGI9MtjxSHDx+WRx991IXICy+8kFjvE/4hkadJE5Hy5ZPWPGhjqdu1TJmS9JiW+Y4c8R+JTNr/2aePyIUXJrZguZKuPFau9I86KdTPAUEjQIAgJSQkyFNPPeVCpH79+nJMB2AjnTa0lSqJnHlm0o/+3ru3f1TSgkIdcH7ySe1b9Esjx+zZIhUrJgVH2bIiEyb4R6Qt2M8BISFAgBD8mfjtt2XLli5EHnzwQTl06JB/SHTSMNRV2Roi2sB26CASQe9t36YdIg0aJAXHOeeIfPBBUp2RowgQwKBDYgOrIXLbbbfJnj17/OLotXRp0lYm2lCXKpU0yJwFJk1ane6+aKnpXmc9ey6UalV6ycJzrhZp2lR3yfQPQw4hQACjrl27uk0Yb7zxRtmi00FjybBhIpddlhQkt98usnChf0SmjBy5QkaPzmDcQpJCJnm/M53yvennDf4hf6VjHDrRoVAhkZkz/VKEGQGCsHvjjW/l44+/9x+OSbpZo64TKV26tKxdu9Yvjm46qP7mmyJnny2JSSny979nvKYiCOPH/yI9eiyQl1762v3o7/pYaitXbpfnnhvtgkOneU+ZEvhKxRk4UOTii5NC7+67RXbu9I9AmBEgCCvdMVf/4X/yyTy/KGaNHTtWzjjjjMS262JZvny5Xxz9Nm4Ueeopkdy5RQoXll+6DpZjx2yz0HTr/QULNspHH811XzL0d31M6W7N+uXj5pt7ym239ZbPPlsY3L5nP/wgcuutScFx5ZVJGygiWxAgCJuEhBNSt+5QuffegXLwYHwNcH777beJbWthKVq0aGJ79oNfHBvmzpU9Ve+UJ69uJ7VrfyEzZ9q3vU/dhaV/bwYMWCrVq/eVihV7SPv20xMvdNJYt+HbtEmkUaOkYNMuq86dJTFx/KOQhQgQhM2gQT+6q49AfduxatGiRe6mVWeffbZMnXpyn6+Y8uefbkv+++8f6P6smzcfL2vWZHyvlbQsXLgp8fPa7H7/4IO57rmefnqk/Phj4C6yY4lXJbvf/VikYMGkrrXGjZO2JEG2I0AQFnqTqBo1+krDhiPc4sB4tWrVKrnkkkskf/78MmLECL84ZugVpnZT6r1aKlfu5e7LolvSWPz6687EK7jf3frAQHTvNL0XzNulGohUrao3j/EPQTYiQBAWb70103U/LFmS9K0ynm3YsEGuvvpqyZMnj/SO8cVqGzfuczf+0isIvX+L7rKc+guEPq7l6Ql2BwINmWbNxrrj9X4xEyf+6h+CHECAINNWrdrhBj7btJnmF8Wt7du3JwZqRbcJ43vvvecXxxy9i6TePVIb+Ndem5HyeHKApLfmI1CA6H1h3nlnllSq1EuqVOntZm0dPpzB9uzIVgQIMq1p07FStWrvTN9SNtbs27dP7rjjDrfg8NVXX/WLY45eeYwZs0pmzTo5uK4BobOr6tQZ6ro5fekFyPHjJ2TIkGWJn18/d4zeO2bzZv5+RRoCBJmit5nVf+D6zRB/pZsw1qxZ04VIs2bNomMTxjBKDggdeG/deopXmnaA6P3tH3tsqCtr0GBEymA7Ig8BAjOdo68LvR56aJDbcgJpO378uDRq1MiFyBNPPBEdmzCGSeqAaNFigkydempXlh8gv/++242l3XPPABk1akVcT8iIBgQIzHr3XuQaAN1yAhnTTRhbtWrlQqRMmTJ+ccxKHRDaxVmz5hDZvftkV5YfIBoYOtPqwAHWc0QDAgQmmzfvkPLlX3dbTiB4VatWdSGiVyXxwA8InaWl4xnJ/HJEFwIEJnpfjMKFr5Jly9b4RcjAk08+KUWKFPEfjll+QOhaD90YUa8y0ipHdCFAELK5c+e66anPPfecX4QA7r33XrlS92uKE2kFxPr1e93YmS48TKsc0YMAQUi0L79y5cpSqFAh2ZrJnVnjUYUKFdznFy/SC4iBA5dK27bT0i1HdCBAEJL+/fu7PvwuXbr4RQjCpZde6u5kGC/SCwgdLG/UaGS65YgOBAiCtn//filevLi798VRdj01KViwoBs/AmIBAYKg6WpqvfrQ+18gdBq6+vnpdF4gFhAgCMqaNWukQIECct999/lFCNKmTZtcgLzxxht+ERCVCBAEpU6dOpIvX77YvONeNlm2bJkLkE8//dQvAqISAYKApk+f7hq+li1b+kUIwTfffOM+xy+//NIvigu61b8uImR7kthBgCBDumL6hhtukGLFismuXbv8YoRAbzClATJtWnxue9+z50I36yqtXXkRnQgQZEi7W+h2CY8ePXq4z3LJkiV+UVwgQGIPAYJ06aLBvHnzSsmSJeNm76as9Pbbb7sA0TsWxiMCJPYQIEiXBsi5554rV1xxhV8EgzZtOstZZ10qhw7FZwNKgMQeAgQZeuedd9y35jlz5vhFCFHbtqPkppte9x+OGwRI7CFAkKHNmze76bvPPvusX4QQvfTS1/Lgg4P8h+MGARJ7CBAEVKtWLTnrrLNk7969fhFC0LjxKKlff7j/cNwgQGIPAYKAxo0b57qxunfv7hchBHXqDJXnnx/nPxw3CJDYQ4AgIJ2BVaJECalYsaJfhBDcdVf/U+7GF28IkNhDgCAo7du3d1chixcv9osQBF19ffPNPaVz51l+UdwgQGIPAYKgrF27Vk477TRp3ry5X4QgJN99r1u3+X5R3CBAYg8BgqDp7VjPOeccOXTokF+EANat2+Maz8GDl/lFcYMAiT0ECIKmmwBqN9aAAQP8IgSwdOkW13iOH/+LXxQ3CJDYQ4AgaHpDpPPPP1+qVavmFyGAmTPXucZz9uz1flHcIEBiDwGCkPzf//2f5M6dW1auXOkXIQNjx65yjedPP231i+LGp59+K9de2zExQA76RYhSBAhCsmLFChcgL7/8sl+EDHz++VIXIBs2xO9izHfe+Z8ULFhGtm/f6RchShEgCNntt9/uurKOHTvmFyEdn3wyzwXIvn1H/aK40bFjRzeGtm3bNr8IUYoAQcj69+/vGoLhw+N3W45QvfXWTKlUqZf8Gcc34yNAYg8BgpDpNF6dznv//ff7RUjHxIm/yptvfus/HFcIkNhDgMDkhRdecAsLf//9d78ISBMBEnsIEJgsWrTINQavvfaaXwSkiQCJPQQIzCpUqMDtbhE0AiT2ECAw69atm2sQxo8f7xfFPZ1x9fLLk/2HU2h5vCFAYg8BAjO9wZTeaKp27dp+UdxLDpDJk3/zixwCBLGAAEGmPPPMM+6Wt3rrW5ykAbFz5yF3E6m0tu4gQBALCBBkynfffecahc6dO/tFcS05IMaNWyWtW0/xSgkQxAYCBJl2zTXXSOnSpeXPeF4l50kdEC1aTJCpU0/tyiJAEAsIEGTaBx984BqGGTNm+EVxK3VAbNmyX2rWHCK7d5/syoq3ANGZerfddpv7ezJ9+nS/GFGKAEGmbd++XfLnzy8NGjTwi+KWHxDDhi0/5X7ofnksmzZtmlx33XUuPHQjzjx58kiTJk3c3xtENwIEYfHEE09IgQIFZNeuXX5RXPIDQnv3mjQZk/jte22a5bHot99+k1q1arngKFasmHTv3t3tXKBfNPQx3Q7n/fffZ1POKEaAICymTJniGoX//ve/flFcSisg1q/fK488Mjjl/uixat++ffLKK6+4q1KdodeqVSvZvXv3KcfMnj1bbr75Zvd3pmzZsqwlilIECMJCB9Avu+wyuf766/2iuJReQAwcuFTatp12SvkXXyyT5cujf2BZ/w707dtXLrroIhcMutmm3j8mPcnHX3jhhSnHc6Oy6EKAIGzefPNN1xB8//33flFMO3bshLvfR8OGI9zvKr0AOXHiT2nUaGRK+dGjx+Wuu/onfhvvKR06zJAdO6Lzbn1z5sxJuaIoU6ZMSFcU/hXLSy+99JcrFkQmAgRh88cff0jevHnlueee84ti1qpVO6RevWEuEHTluQZEqDQ0NDw0RG6/vU/it/LFKUEU6TZs2JAYnA1dcBQuXFjee+8985jG6tWrTxkz6dGjB/usRThzgOTqkfGpaZV/veFreWjiQ1KsfzHJ/1l+uWLIFVJvaj2Zs2WOK0/rHESXRx55RAoWLCj79+/3i2LK8eMnpHfvRVK5ci+pVq2vjB6d+a4X7cZq3HiUCyOd9jtjxlr/kIhx+PBh6dSpk9vKJnlWVbjWd0ydOjVl1la5cuWYHh7BzC12oMbeL28/v72UH1Fexq4bK7uO7JJDCYdccNScVDPlWP8cRJ/Ro0e7f/i9evXyi2LG77/vlqefTuqGatZsrGzeHN6wnDDhV3nggc/d8z///LjEb+aRdQ/xoUOHyqWXXur+nKtVqyaLFy/2D8m0hIQE+d///idFixZ1r/PYY4/J2rVr/cOQw8wtdqDGPnX5pA2TpNzwci400tJxYUf330DPicin//CLFy+e+M28sl8U9XQq7qBBP0qVKr2latXebvA7qxbfHz6cIN27z3evpbfC7dx5lpu9lZM0KDQwtEG/5JJLXJBktZ07d8qLL77oukZ1mni7du3kwIED/mHIIeYWO1Bjn7r84YkPy4g1I1KVpi3QcyI6tGnTxjUyXbt2dbe/jQUbN+6Tpk3HuquCZ54ZKevW7fEPyRKbNu2XV16Z4l73jjv6udDS7rPspF1T2kWlXVXaZaVdV9qFlZ2WL18ud999t/t7dfHFF8uAAQP8Q5ADzC12oMY+dbmOeWw7HLh/NNBzIjosWbLErTjWf+xnnnmmGxjV6ZrRuvL4q69WuMHtW27p5Qa4LQPlmbVw4SZ58skRLkgef/xLmTNnjX9I2OlguC7008Fx/bPUBYA6aJ6TtIv0yiuvdPW55ZZb4m7GX6Qxt9ja2Af6SZa3V15JOJGQ6uy0ESCxY8+ePTJo0CCpX7++G1TXf/B6D3XtAunSpYv8+uuv/ikRZ9u2g9Ky5UTXaNevP1x++SVnxyI0uEaOXJH4Tby/lCrVQGrXrp9ln6NOw9XpuPrnptNzdeGflV7BLFu2zA2GJ//o/1sH3Y8ePSrvvvuuFCpUyH1RefrppxOvEDf6hyEbmFvsQI29fwWy/XDgb5+BnhPRSf/BT548WZ5//nkpUaKEa5T05+qrr3bdXbqGINKMHTvfdRnp+IOu8UhIyN5uo4zs23dY2rV7X04//XT38+9//9vd3CscdCGfLujTPx9dEKhXjqHssqxjYLNmzZL27dtL9erVUwbB0/vRcj1Oj9fz9PxgbdmyRZ599ln3xeTss8+Wt956S44cydlxonhjbrEDNfapy3XqLmMgSDZ//nx57bXX5IYbbkhpSLSx0n52/eab3f3rqe3YsUMef/xxOffcSvLQQx/LTz9t9Q+JGKtWrUqs40Pu87vgggukd+/eiVcptqDThXu65Ygu5NMFfbqwTxf4BUvXcLRu3TplVbn+aFdTnTp1pG3bttKvXz/3o18kkn/Xx7U8uUtKf/R8fR59vmAtWLBAqlat6s6//PLLZcSIwG0NwsPcYgdq7FOX6/qPG4ffKIePp90wdFrYyf030HMi9ujUzI8++ijx2/4dbqaNNgI6UFu3bl3p37+/m4WTXcaMGeMaMP1G26rVvxKD7Kh/SET6+uuv5aqrrnKfXYUKFdw3+WDpQj3d5FAX7un5Ol4VSuOtXWhPPfWUG2DX86tUqSLdunWTNWtCG6PR4/U8PV+fR59PnzeULrrBgwdLyZIl3fn69+nHH3/0D0GYmVvsQI29X95mXhupMKKCjFs3TvYc3ePCZO7WuawDQQrdyXfgwIHyt7/9zXVJaEOgoVKjRg13zxHd3TUraPdP48aN3evp+oZoXLimA94ffvihFClSxL0PHXtav369f9gp9H0mXwXqwj3ddj1Y2lWk3Y96xaKNfaNGjdxMqXDQ59Hn0+fV59fXCbZr6uDBg/L666/LGWec4c5v1qyZu6pE1jC32IEa+7TKJ6yfIA9MeECK9i8qp/c63a1Erz+tvgsSldY5iE/aYOg366ZNm7p1JcldHNrQ6VqAH374wT/FRFc9lypVyj23bsESSrdNJNKZbv/4xz9c46kz4Dp06PCXqdT6bV+v8PQ96xjEJ598EtKWITrLLvmK54EHHsiyDRD1efX59XX09fR1g7Vu3TqpV6+eO1dDVa9yQxlfQXBosREVdLqmBse1116bEia6HkAby0mTJgX9DTWZflNt0aKFm8WjARXK5n/RYOnSpe7KTT8nDUjt3tEFeDruoAvy9MpO33+o92/RmXUaTHovD71azA76Ovp6+rr6+qHQ7rzy5cunhJB+KUH4ECCIOtqVpesTdPZOct+7dnlp15c2NoF2cp07d667h7uepzfCys5xluw2fPhwt82+vtfkz+qee+4xdTd17tzZna9b9ocyNhEO+nr6uvr6Wo9Q6MSCzz77TM4//3x3vt5/BOFBgCCqaf+2zujRLhkdfNcGQvvN77zzTvn4449P2T9JpxPrDB9tSLXr5ssvvzz5RDFMr86SB6e1u8pCu8L0fF0NnlNbiejrJq9G1/qESse6krecD/WKFWkjQBAzdPqvdkXpWEbq6aS6o6sOpib32+uOwZs3b/ZPj2k6wK7v3XLloKGj5z788MM5OsVa6etrPaxh+K9//YsACSMCBDFLV0/rDJ7k4NArkz59+viHxQVrgEycONFdsekVTE6HRzKth9ZH66X1CwUBEl4ECOKCDsKHsr4h1lgCZNOmTXLeeee5MZRI28dM66P10vppPYNFgIQXAQLEAUuA3HfffW62ViRuNaO0Xlo/rWewCJDwIkCAOBBqgAwZMsQdr4vyIpnWT+up9Q0GARJeBAgQB0IJEF0jo1uC6L5Skd7Qav20nlpfrXcgBEh4ESBAHAglQHTbGD02WjYl1HpqfbXegRAg4UWAAHEg2ADRPbX027wu2gtlG/ecpPXU+mq9tf4ZIUDCiwAB4kCwAZI89hFtt4zV+gYzFkKAhBcBAsSBYANEF+npvlPR1sBqfbXeWv+MECDhRYAAcSCYANFtYXSxpd7lLxppvbX+GW3fToCEFwECxIFgAmTYsGHumHHjxvlFUUHrrfXX95EeAiS8CBAgDgQTIM2bN3cL88J1f/XspvXW+uv7SA8BEl4ECBAHggkQvW+G/kSzQO+BAAkvAgSIA4ECRKfC6j1VGjZs6BdFFa2/vo/0piATIOFFgABxIFCA/PHHH668U6dOflFU0frr+9D3kxYCJLwIECAOBAqQxYsXu3K9c1800/rr+9D3kxYCJLwIECAOBAqQmTNnuvIvvvjCL4oqWn99H/p+0hIrAdKjaa40f7Jb9r8igGwXKEC+/vprVz5mzBi/KKpo/fV96PtJSywFSCSIjFoAyFKBAoQrkOhCgADINoEChDGQ6EKAAMg2gQJk48aNrjxWZmHp+0kLARJekVELAFkqUICoggULSoMGDfyHo4rWX99HemIpQNL6yW7Z/4oAsl0wAVKxYkUpV66c/3BU0frr+0hPLAVIJIiMWgDIUsEESMuWLeW0006TnTt3+kVRQeut9df3kR4CJLwioxYAslQwATJq1Ch3TLTcytaXfGtbfR/pIUDCKzJqASBLBRMgupvtGWecIfXq1fOLooLWW+uf0W7CBEh4RUYtAGSpYAJEPfHEEwEb4UiUHH5a/4wQIOEVGbUAkKWCDZCJEye6495//32/KKJpfbXeWv+MxEqARAoCBIgDwQaIboN+ww03SPHixaOmkdV6an213ult456MAAkvAgSIA8EGiEreDuTdd9/1iyKS1lPrG8w2LNEcIAlHDsjsIS1k7/bf/KIcQ4AAcSCUANFv8VWrVnU3Zlq/fr1fHFG0flpPrW+gqw8VzQEyb1RbN/axcdUMvyjHECBAHAglQNSSJUvc/cXvueceOXHihF8cEbReWj+tp9Y3GNEaIPt2rJXPmheQ8R/e4xflKAIEiAOhBoh644033DlvvvmmXxQRtF5aP61nsKI1QCZ3ryu9muWVXRt/8otyFAECxAFLgOg3/Lvvvlvy5Mkjw4YN84tzlNZH66X1C+UKKRoDRLustOtKxz8iDQECxAFLgCjdHuTaa6+V/Pnzy+TJk/3iHKH10PpovULddiXaAuTPE8dleKdy0v+lonLkQGjvNTsQIEAcaNOmjWs4A62TSMuGDRvkkksucY12Tl+J6OtrPbQ+Wq9Q6JVK5cqV3efwyy+/+MUR6edvu7urj59m/M8viggECBAHunXr5jYa1AHnFi1ayK5du/xDMqSNtX7j124jHXsIpdsoHPT19HX19bUeoYbHrFmzpHz58i489EdXrb/22mty8OBB/9CIcfTgbun//86TYR2uc1cikYgAAeLEmjVrpG7duq4BLVq0qHzyySdy/HjwDZN2F+msJz1f/5tdU3z1dVK/bijdVuvWrXN7ZOm5RYoUkY8++sjN2LrzzjvdYyVKlJDPP//cPy0izBnayl19/LFiql8UMQgQIM7MmDHDrdrWBvS6666TadOm+YekS68EdNaTXsno+gtdxJdV4wn6vPr8+jr6evq6wV756JXF66+/7q409KqlWbNmsmPHjlOO+eqrr+Tyyy93n0OVKlVk/vz5p5TnpN2bV0iv5/PJpE9r+UURhQAB4pBeeXTv3l2KFSvmGtBatWrJ6tWr/cPSpd/itdHVcy+66CK3F1W4NmDU59Hn0+dNbtyDXeehBg8eLCVLlnTn3nHHHfLjjz/6h6Q4evSovP322+4uhtrF17hxY9m8ebN/WLab8N8H5LMX8svebcH/meQEAgSIY7t375ZWrVpJvnz53OD0K6+8Ivv27fMPS5Ou/NbtQ5KvZpK3gh8+fLh73lDo8Xpe8pbs+nz6vPr8wawwVwsWLHAr0vVcvbII5b4mmzZtkmeeeUZy587twqRz584uXHLCumXjXdfVDyNa+0URhwABICtWrJD7778/5Yqib9++QTfcasKECSlbwetzaEN80003Sf369V3XU79+/dzP1KlTU37Xx7Vcj9Pjk0NIn0efL1hbtmyRZ5991l1BaHfXW2+9Ze5Wmzdvntx6662uLldccUWGN6fKCscTjsmnL5WVgS9fJMcOBxfkOYkAAZBi/PjxUqZMGdeA3nzzzTJnzhz/kAzt37/fNbp6W1md9aTf5vW50vvRcj1Oj9fz9Pxg6RWCjpEUKlTIBdDTTz8tGzdu9A8zGThwoBtg1zredddd8tNP2bMC/OOP3pdKV+aS777u6xdFJAIEwCmOHTvmxiAKFy7sGtAGDRqEPG02Ne0eWrRokRu8T/7R/9fHrUaPHi1XXnmlq98tt9wi33//vX9Iph04cEDat28vBQoUcIP4zZs3D2kGWKi2bdvmPnMN7lCu/nISAQIgTdqgNWnSxM1iOuuss6RTp05y+PBh/7BstXz5crd9iQbHxRdfLAMGDPAPCbu1a9fK448/7l7z3HPPla5du0pCQoJ/WKY1bdrUXUnNnj3bL4pYBAiADC1evFiqVavmGtBLL71Uhg4d6h+S5fSb/4svvuiuBPSKoF27du4KITt98803cuONN7rP4ZprrpEpU6b4h5jpZ6xB/eSTT/pFEY0AARAUDQ4NEG1ANVC00ctq+k1fFzzqwkd93ccee8xdEeQUXYfSs2dPOe+881x9Hn300ZD3F0tL9erV3VVeZroKcwIBAiBo2oWlXVna2Ok3Zu3i0q6urKAztnShozbU5cqVc2MnkWLPnj1uY0ad/nz66afLv//9b/M6mC+//NK9R/1cow0BAiBk+k25YcOGruHTgV8ddNfB93DQBY26sFGfWxc69ujRI6QtV7LTqlWr5MEHH3R1veCCC6RPnz5Br5ZXGsh6VaebQx46dMgvjngECAAznears4a0AdXpvzoN2EoXMOpCRl3QqN/sdYFjqAsSc4rucnzVVVe5z6FixYry3Xff+YekKfmmXTkxrhQOBAiATNEpp7rwMHnrEV2QqAsTg5V8/oUXXphy/sqVK/3DIp5egel9V8455xz3PnRAPKMNJ/UqTrsCdTwpWhEgAMLCcgWhU1aTr2DKli2bqSuYSLF9+3Y3JVfHiM4880zp0KFDmt1Tur5GV89nx2SErEKAAAgrfwxDN230xzD027c2oHqMfmMP5xhKpNANIGvUqOHeY6lSpWTIkCEpZdr1p2s+dBJCNCNAAGQJ3SY+eRaVboyos6h00Lhjx47ZMosrUuhdFC+77DL3Odx+++1u00e96tLJB1u3bvUPjyoECIAso1ceqddxaHDof3XdQzR33YRKN3fUAXPd7DF540jt2op2BAiALKe30K1du7YLkGidcRQOOjlAV9NrgOgVSJcuXaK6644AAYBsopMMNDzee+89qVy5svu9dOnSMnbsWP/QqECAAEA2+O2339wMNZ2mrHT6cv/+/aV48eIuSO699175+eefvbMiGwECANlAu/B0erO/RkbvgdKmTZuU6c96bxTt8osGBAgAZDGdkaZXGbo2Jj1r1qyROnXquON00sGnn376l+nPkYYAAYAspCFw/fXXuzUxgRZWqunTp6fcZ17P0/CJVAQIAGQhncasYdCtWze/KF0aOnq8ho6eq91fOoYSaQgQAMgiOpah3VF6RWHpjtLz//nPf7qxER0jeafTq3LkUPD3jc9qBAgAZJEWLVq4K4jM3stEB97vu+8+ufv6XPJpi4tk1Zx+Oo3LPyzbESAAkAX0/u165VC3bl2/yOynH8bJF+3LSI+muWTk25Vky29z/EOyFQECAFlA13Xo/dt1dlU4nTh+TJZO6iJ9/1lYevwjt0zv3VAO7P7DPyxbECAAEGZjxoxxXVe6viOrHNq3Vb4d8Jz0/Mdp0rvFWbJw/Bty/Nhh/7AsRYAAQBglHDsqlW4s7VaY6yLBrLZ9/SIZ3eV21601+NVL5bcFX/qHZBkCBADCaN74/0jjGrlk/MgBflGWWj3/Cxn06iUuSMa8V112bFhySrk+ntZPZmTubABAikN7t0jfloVk5DuVc2SWVMKxQ7JwbEfp/eKZ0rNZHpk5sKkcOZi0LUpmwyIt4X9GAIhT3/b/uxvY3rrme78oWx3YtUGm9W7gQuP74S+7xwgQAIhQ29ctdAPa0/s85RflmF0bf5KjB5O2TyFAACBCjf7PbdKnxdlycPdGvygiECAAEIFWzxviGuhFE97yiyKGP3jOIDoA5LCEowdl0CulZHCby7J9HUYoMhsWaQn/MwJAHFkwtoNrnNcsHO4XRRQCBAAiyP5d692U2bHv1fCLIg4BAgARZGqvem69xc4NS/2iiEOAAECE2PzrLLfmY9bnzfyiiESAAECE+Ortm6VfqyJyeP92vyhuECAAYDDq3SpJN3aKYwQIAMCEAAGAdPiL7sKx+C6W8EkAQDoIi4zx6QBAOgiQjPHpAEA6CJCM8ekAQDoIkIzx6QBAOvzBcwbRT8UnAQDpICwyxqcDAOkgQDLGpwMA6SBAMsanAwDpIEAyxqcDAOkgQDLGpwMAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADA5P8DYebbz871IIsAAAAASUVORK5CYII=)
PN: 4H54-7-25
CAS: 1185299-12-0
Molecule Weight: 325.72
Formula: C12H15ClF3N3O2
PN: 4H55-3-01
CAS: 778-56-3
Molecule Weight: 210.208
Formula: C10H11FN2O2
Melting Point: 179-181 ℃
TSCA: Not listed on TSCA inventory