| Product Number | 8H57-1-05 |
| CAS | 228413-61-4 |
| MDL Number | MFCD00665914 |
| Molecular Formula | C10H8N2O2S |
| Molecular Weight | 220.25 |
| Units | Price (USD) | Availability |
|---|
PN: 8H57-1-05
CAS: 228413-61-4
Molecule Weight: 220.25
Formula: C10H8N2O2S
PN: 8H30-1-X1
CAS: 64399-23-1
Molecule Weight: 248.3
Formula: C12H12N2O2S
![Ethyl 2-amino-4-[4-(trifluoromethyl)phenyl]-1,3-thiazole-5-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABJjAAASYwHFNqnNAAACvXpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZcT1YnwAH6okVdWq0krtrrTpSnu3conbIgWogObw9juGpA0kCyHIp//zjBl7PLve5WvYuKrOymIeMEIDcEVarrLidR78froPdXC9mKUoQmFRz4O3pnm/iqLtdkvSN5fbXVmQtMyDbvxqV2c9zVaQsnqNOKUs+vP4sGyZMCvqxhapQ6rOruq286FMbdN68R8TUW6rTVZEnTzKq003219O/Z+SXb0KvtZyi2M3iMJLtnbwUla5bWDDKcE//QavrnCVbdwKnvfYLUiMa1/MHu/K9CN3RYNVP0OW2vWyqT5S7MjLtUs/cDKsfL+bBzlDwDZlflNVdg++5rstA8vBCrAx2ASsBKvAarAGLKP44jhDAUMFQwlDDUMRQxVDGUMdRx1nGIu188487d8drghu4efhXeL7A5/bwXPvH/ysfB7ggija40RKFR8LRoQQCvAT4O/Y4iRRRmLBKLYEjmmDkkR2Sq00hChVEkvUcvQ8FMToxEAYE0El820mcRWok0ZRCBOiFFUQKsJFInybmxh5SXgsZQB79JATwVovkhiL8OAUlojSo4/hQYUWOEu4tyiV0X5GwxP11T6Oc6KEaT1U8tBvhPGeKa2SdvpEMd/mQtB2Zcx7TokWiUazLBGtWaWkwAhHnyFezJ7LYnVShWw1D54xTl7yy73U/BD+AMpq5So8UX4CLz0FeB/wm2UcEH3Ab61xIO4DfiN+AvwSkJwBctyC7AN+k38CN5cA1Qf8kRgHdB/wB2jcJXMGMDpuwo/3QtcezwmGna18EhkEvMsA44thg5h3GWPCziDsXYaZYAaR7zLSBDMIfpfBJphB/LuMN8HoC99gijEXfNMT53G4DdosPMEMT732WXuCGe4D3WX5cyY6STTR8d7B6tmdFJ1cWBFe04t/+tI7IPve2y8AADrCSURBVHhe7d0JvNVz/sdxg2QY+26s2coW01T+TIxGkX2ZaYy/NUuiBiFrRRHRkG2oLFFICglZokIRRaWiLG3alPZF6/d/39/7/53u/XbP9r3nnHt+v9/r+Xj8HtX5/s5dTvf+3uf3XT7fTQwAAB42cR8AACATBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAFVkzZo1pmfPnuaUU04xu+22m6lWrZr9s06dOqZ169ZmzJgx5c7fZJNN7JFMuvZcK9xnAgAkzJo1y9SrVy9x0U92lFXRY2Wla8+1wn0mAIC1evVqe5ehi/1ee+1lnnrqKTNlyhSzatUqM2/ePPPVV1+Zrl27mtq1a5d7XrqASNeea4X7TAAAq3v37vZCv99++5m5c+e6zUmlC4h07blWuM8EALAaNmxoL/QvvPCC25RSuoBI155rhftMAABrp512shf6OXPmuE0pBQGR7iiUwn0mAIC1+eab2wu9ZmFlww2KZEehFO4zAQCsyt6BJJOuPdcK95kAANaJJ55oL/SMgQAAstKtWzd7od9///3NL7/84jYnlS4g3PbBgwebv/3tb2abbbYxe+yxh7nkkkuyvutJJflXAgDImYULFyb+rvUeRx99tL3Y77333jZQpk6dateHzJ8/33z99dfmkUceMUcddVSZj7BxQLjcdt3p9O/f38ycOdMsWbLE3H333XYGWK4k/0oAAJXWr18/e6ex/fbbm2XLliUe//nnnxOLCVMdZVX0WFnp2pcuXWq22mor92FvyT8TAMDb2LFjE2MdOs466yyzdu3acufojuPZZ581jRs3NrvuuquthaU/FSw33nij/RhlpQuIVO0Kr/vuu8+cdtppbpO3ij8TAMCLSpFcffXVZrPNNrMX8wMPPNAMGDDAPa2ggmBROH3//fduszcCBAByQGs6VL9qhx12sBfrbbfd1nTu3NmOdxSDxYsXm/bt25sGDRq4Td4IEACopHfffdfUrFnTBsemm25qmjVrltPZTrmiENl6663dh70RIADgadKkSXZMIegiOu6448yoUaPc06rMOeecYyv7rly50kyfPt20bNmSMRAAqEqLFi2yg9xbbLGFDQ5NxX3ppZfc06rcm2++aerWrWt+//vf26+xefPm5tdff3VP80aAAECG1q1bZ3r06GF22WUXGxy6MGtcYfny5e6psUCAAEAGhg0bllj8p+P8888306ZNc0+LFQIEAFLQCvGmTZsmguNPf/qT+eSTT9zTYokAAYAKqFuqXbt2tpsqWEPx9NNP224slCJAAMDRu3dvu1e5gkMD5TfffLOdAovyCBAA+H9ffPGFOfbYYxPdVWeccYaZPHmyexr+HwECIPZmz55tLr30UrsIUMFRq1Yt895777mnwUGAAIgtlRlRgUHtl6HgUBkSlVHPdqvZuCJAAMTS66+/bg444AAbHNqjvEWLFnYvDmSOAAEQK+PHj7e79AXjHNpg6ZtvvnFPQwYIEACxoK1jzzzzTHu3oeCoUaOGee2119zTkAUCBEAsNGnSJFF+pFOnTkVTZj3MCBAAsaBNnhQgjz32mNsETwQIgFhQ9VwFSK9evdwmeCJAAMQCAZJ7BAiAWCBAco8AARALBEjuESAAYoEAyT0CBEAsECC5R4AAiAUCJPcIEACxQIDkHgECIBYIkNwjQADEAgGSewQIgFggQHKPAAEQCwRI7hEgAGKBAMk9AgRALBAguUeAAIgFAiT3CBAAsUCA5B4BAiAW+pcEyDUlATKSAMkZAgRALCwpCZA5JQGykgDJGQIEQDyUBIgpCRBDgOQMAQIgHgiQnCNAAMQDAZJzBAiAeCBAco4AARAPBEjOESAA4oEAyTkCBEA8ECA5R4AAiAcCJOcIEADxQIDkHAECIB4IkJwjQADEAwGScwQIgHggQHKOAAEQDwRIzhEgAOKBAMk5AgRAPHTqVBogb7/ttsATAZKlbldtkvIAUKRWrDDmo4+MWbvWbYEnrnhZcgPDPQAgLrjiZYmgAIBSXAmzRIAAQCmuhFkiQACgFFfCLLljHox/IO8WLTKmfXtjjjzSmK23Lj2OOMKYtm2NWbjQPRtl8drlFVe9LLmhQYAgryZONGaffUqnn1Z0qE3nYGO8dnnHVS9LhAUKZvlyYw46qPRiV7u2MYMGGbN0qTHLlhnz3nvGHHVUaZvO0bnYgNeuILgSZokAQcF07Vp6katVq/Ti59JjNWuWnvPII25rvPHaFQRXwiwRICiY448vvcD16eO2bPDyy6XnnHCC2xJvvHYFwZUwSwQICmbHHUsvcHPnui0bzJ5des5OO7kt8cZrVxBcCbNEgKBgNt+89AK3Zo3bssHq1aXn6FxswGtXEFwJs0SAoGAyeRc9Z07qd9EV9f/HQS5eO6TFlRAoVpXtx1+82JjttjPm4IONeesttzXaKvvaISMECFCsgplEhx5aOv3UpcfUpnMqmkmkLpqTTy5t16G/f/ute1Y0Vfa1Q0YIEKBY6SJ34IGlF7k//al0/YIe07qFDz4ofUxt6dYyvPKKMfvtV3putWrGXHdd9Fdh5+q1Q0oECFDMtFJ677033EW4h9oyWU29cqUxHTqUlvLQ83be2Zgnn4zG3hhffmnMFVcYM25c+cdz9dohKQIkA2tWLTd97jzIDHvhCrcJyD/dLbRrV1rDaautSo/DD/er5zRjhjEXXrjhIqoaUdpkKYw0Dfeyy4zZdNPS70XdVq5cvnbYCAGSgZ9G97Mzr95/6jy3CQinESOMqVt3Q5CcV/Kz/dNP7lnFadUqY+6/35htty392nfYoXQcI9WUXeQFAZKBD3v8ywbI5M97uU1AeK1fb8xzzxmzxx6lF+Lq1Y25447invr7xhsbxja0fuPqq42ZP989CwVCgKSxds1v5rl/b2t6XLOFWbVikdsMFI9p00pnFjVrVrrGIVNLlhhz662lAaIL8557GvP886UBUyzGjzfmpJM23DGdeOLGYx4oOAIkjWljB9q7j0GPnuo2AcVl+vTSRXG6wKp7p3Pn0u6eTP34ozFnn524SH9Xv7758bPP3LMK69dfjbn22g0ry2vUMKZ/f/csVBECJI0hPS+1AfLdp8+4TUDxmTfPmObNjdlss9ILrrp7Bgxwz0rtww/NmsMPNw+XPP+g3/3OXHTRRWbmzJnuWfml8YzHHtuwovwPfzDm3nuN+e0390xUIQIkhXVrV5ueN+xoely9uVm5jH5WhMjYscb89a8bunwaNTJmwgT3rKTWr11rBj3xRMkNzU4lT9+k5Pr9B3PPPfeUXL8LcAHXOo3DDiv9uksCzFxyiTGzZrlnoQgQICnMmPCevft46+GT3CYgHPr1M2b//UsvxuoGatXKmAUL3LOSWlBybquS52xe8lwFyf4lH6ufPmY+/PCDMWedtSH0jjnGmJEj3bNQRAiQFD7udZUNkAlD/+s2AeGhu4aSuwfbDaQLs8ZJSu4usllEOHHixJKbmEY2RHT8teTuZqzucnJgyZIl5rVbbjHjttii9Ov74x+NeeEF9zQUIQIkifXr1poXbtzVdG++qVm+eLbbDISPxjEuvri0W0gXai2oGzzYPSulN9980xx00EE2RDbbbDPTvHlzM0/jLh7Wr19vnn32WbP77rubQ0s+3pNbbmnW33lnxbWrUJQIkCRmThpi7z4GPNjAbQLC7fPPjalff0NXkWZeqfsoQ6tWrTIPPPCA2XbbbW2QbL/99ubhhx82q1W8MUOffvqp+fOf/5y4o/n73/9ufpkyxT0NRY4ASWL4y61sgHwzuILyCEDYaY2H1npozYdCpHp1M/3WW81KrQnJ0Jw5c0yzZs3MpptuakOgZs2aZtCgQe5p5UyfPt1ccMEFieCoXbu2GTp0qHsaQoIAqUjJL1fvNn803Zr/zixdMN1tBaJDq87vuMOsKAmQB0su6HV3390899xztnspU6NGjTJ/+ctfEqFw6qmnmkmTJpU7Z8WKFebuu+82W221lT1n5513Nt26dTNrsxiHQfHJWYAEO/UlO8Jkzo8j7Nf8+n313SYgklb89JO577zzEiFQt25dM3z4cPe0lF566SWzzz772OdXq1bNtG7d2ixatMj06dPH7LvvvonHb7jhBrOQQoaRkLMruxsY7hEmn716o/2ax7zb2W0CIm3IkCHmyCOPTATJ//7v/5oZquCbId1p3HXXXYk7DQVG8LGaNGlivvvuO/cpCLGcXdnDGBTJvHT7/vZ7WfxL5gOLQFSoW+mpp56y3Uy68G+99damQ4cOZqX2FMnA3LlzzT//+U/zu9/9LtFd9c4777inIQJydsWPSoD8+N0o8+8mm5inbznKbcL/u+qqq+zg5yuvvGKWs5tbZKmb6frrr0/cRagbSv/nyaxZs8a0bNnSbLfddvZ8zc7S3UhBVq+jSuTsih+VAOl41+2m5p6bmOef7Og2xZ4GVm+66aZEl4SO3//+9+acc84xvXr1MosXL3afggj49ttvzSmnnJL4Pz/++OPN119/7Z5mbrnlFtuuWVlXXnml9/oQhEfOrvjumEdYxz8OOeQQ+0uglbfYQHP8L7zwQvvaaP7/7bffbs4777xEX7eO6tWr2xk4Whw2nz0aIuett94yBx98sP2/1iLCK664wvzyyy+J9v/85z+2rUWLFmWehSjL2dXdDY0wBsg333xjfwEO1Z4KSFi6dKk5+eST7Wuzxx57mDFjxiTa1IX16quv2rn9KrgXhIlqJ/3tb3+zfemztfUoIkFvJLp06ZLoptKf+rce/+9//2sf03RdxEPOru5hC4uKqL9WvwBttV8yLA2IBiuG9e5zSorVwurrVqmLSy65xOywww6JMFGXhro9HnnkEbuQDOGnOw/dgehOJPjZuOaaawiQmMnZFT+TABk18C7zdtfGZsx7D5gl84pv/+UjjjjC/gJU1L8bRz/++GOi7lH9+vWz6tPWO9L333/fXmR23XXXRJjoOOaYY0znzp3NT2HZgxtJffXVV/bNQdn/X42FIB5SX/GzkEmADO5xfrmurf73/MmMfrujWTSn/KrVqqCVs/rhP+CAA9ymWNKFQUXu9Jpo/v6yShS4W7dunV1fcO2115o//vGP5S42Rx99tOnYsSPrA0JOs7N23HFH+396xhlnuM2IqNRX/CxkEiAy+/tPzGd9W5sXb9u3XJj0bX+o+fLNdubXGbkpEZ2tTp062R/+Nm3auE2xM3jwYLPNNtvY10PdUZqemUsqpHfjjTea/fbbr1yYaOypXbt25cZYEB7qotT/Y/v27d0mRFT6K36GMg2Qsn6Z8oUZ+fpt5uU7DywXJvq3Hld7odSpU8f+8I+M+QY2L7/8stliiy0K1hXx5Zdf2hldQVdZcOhO8NZbb439/0eYMIgeP9ld8VPwCZCyfv15nBn1ZnvT967DyoWJ7lRG9L3B3rnkiwaGtWpWdXyyKSIXNSrJrQFvHXo3WWiaBad3r4cffni5MNH/ixa0ffzxx7H+/yl2BEj8+F/x80hjIl+9fY/pf2+dcmHSq82e5pOXrjHTJn5k1q3LXRXPYP66LlJxpIvyzTffbF8DreVItdq4UCZPnmz34A7uDIND04i1zuDDDz+kkmuRIUDipygDpKwl86eYse89aN7ofGwiSNqctYk5ud4u5vLLLzfvvvtuVhvZVOTYY4+1P/iffJK/u5xipfGNiy66yH7/WiD40UcfuadUOd0haq3BcccdVy5MVGMp+BnQJkeoWgRI/BR9gJS1bMEM881Hj5r7rz/BHLh76SY2OlRz5+KLLzYDBgzIuOBbYObMmbbLRu9sNVsoTjSzKihRoe8/DNOXf/75Z/PYY4/ZPbmDNQg6tKBNPwNvvPFG1j8DyA0CJH5CFSBlzZ07x3Tv3t2cdNJJ5UpGazX0+eefn3GhP12M9Ly4lV/QQjDt+aDvXYvAwrgmQ4sc9TPQqFGjcj8Dqh4b/AxUZvoxskOAxE9oA6SsX3/91e6idtppp9k+/OBCkkmhP72T1bmauhoXZRcI1qtXr1w9I18aj5gwYYLtTurZs6c9tFgw+LseHz9+fM6nBAcWLFhgP8/pp59uttxyy3I/A+qifPzxx92nIMcIkPiJRICUtWTJEtO7d++MCv3pHay6QdSXnq8LW7FRN1UuFggqtPUOXyvNtX6jbHdSqkPdhbVq1TKXXXaZ/X/Svtq5ptpd+th///vfEz8Dqs3FDK78IkDiJ3IBUla6Qn9BdVkNxMaBZi4FCwQ1XpBtaGqgum/fvnbcREFQNhhU+0olSvRxNZtNdcWCQ//WgkS1B6uVyx4qhaFg14U/1/QzUKNGDft5NLML+UOAxE+kA6SsZIX+dOgdcdQL/Wlf6rILBLN5N667FHVH7bLLLonXbKeddrLbnarbKJstT2XWrFn2DuHSSy81e+65Z+JjauxC+2jn+q6kefPm9uPrcyJ/CJD4iU2AlKVpv6+99lpiy82yR1DoT+MEUdG1a9fEAkH9PVMa13j00UcTwaHXS91euqvL1bRZfY5BgwbZLVCDgNMYxg033GAWLVrknu7lmWeesR+3VatWbhNyiACJn1gGiOids37Y1Y2lQn/aijNqhf50l6HaXvpedHHWXUimxo4dawfYg+A499xzzbhx49zTckp3Mvp/CAbBNVbz0ksvuadlLdjnRRWFkT8ESPzENkBUMVQ/7K+//nq5x5MV+lM3V5gK/Wl8Q+MR+tq1QFDjH5l66KGHEtNijzrqKPPFF4WrSSZa69G0adPEa3/mmWfa/bl9aX2Pxn40kSJXd07YGAESP7EMEM3U0rtcDayvWLHCbU4Ia6G/sgsE9S4+0wWCep7WT+h5CpD7778/64H2XNLU3yDI9WdlguzEE0+0H6cyHwOpESDxE8sAUcVZ/aDrXW6m1A2iGUXFXuhPazqCricFX6YLBDUtN3ieuvJGjBjhnlIltL5DdyD6uhT6GrvyoYkD+hisB8kfAiR+YhkgWh+gH3TfooFBob9gq9fgqOpCfwoLrSrX16JV5pkuENR6mCOPPDLxvFzPgsoF7deisRitN9Hq82z179/ffn/q1kN+ECDxE7sA0boATRfVCuVcrDtIV+hPM4wK0e9edoGguq8yXSCoFfpBeGg9hrr3itXzzz9v1/Doa802RDRAr+cdcsghbhNyhACJn9gFSPBO9Oyzz3abKq2qCv3pjkcD5fpcqqyb6biFzlMdqSA8MqkdVtVUMFMhotc32+4sdc1pKnNlBuSRHAESP7ELEK1K1w/5Cy+84DbllLqFevTokbTQn6bUZnqXkIq64YL6X9rTI5txGO1RrufVrFnTjoGEhe5E1J2lMZFsJjKoLpq+3/fff99tQg4QIPETqwDRanS9U9eaiEK+C01V6E93QgqzZMUeU9Hq+WCBoHYTzIbeyetr0Kr8TAfai8l9991nv37NztLrm4ngORq/Qu4RIPETqwAZOHCg/QHXauqqonGXF198sVyhPx0KNX1dWjUdFHtMJZhVpOdpVlk2VEpEYzR6fr9+/dzmUNCdVjA766yzznKbK6SuPp2v5yH3CJD4iVWAqAKsfsCffvppt6lKaA2KLuCqKRUUOdShPv6GDRuaJ5980syePbvcczRuoXpeOk/P8SlDr8+n54e9iKTuPIJ1IpmsWNddnu7WdtttN7cJOUCAxE9sAkQXXlWC1cV53rx5bnOVU/ea7pBUYLBsxVr19WuAWzWsVFJFdyl6XDOuvvrqK/fDpDV8+HD7MVXfqpDdePmixYbB65FJ7azDDjvMnj916lS3CZVEgMRPbAJEA6f64VYZ92KnYo8ffPCBufLKK+275SBMgkMLBH2LPQaLBbt16+Y2hVZQ9kQFGNMJ7kJVlh65RYDET2wCJCjp/cQTT7hNRU11nIYOHWoryQbVg30HvdXdpedrA6go7f+u6dOanKBJCW6Xn0vdgnoNbrrpJrcJlUSAxE8sAkQXS72TV/+3BpDDSlv26hdUgeKjcePG9vna/jdqVMVX35sKYaYyevRoe16DBg3cJlQSARI/sQiQUZ8PNXvuoMVyf3GbQkW/mPoFfeCBB9ymtL799lt7B7PXXnvZLrKo0UpzrYdRgcxUq+n1vetORetxqqLcTJQRIPETiwAZ0L2VufSvm5jXX8xurUSxUVkU/YJqCnC2VIpez73zzjvdpsjQplT6HrU9bipB2ZmwlOYPCwIkfqIfIOvXm9637GW6Nf+dWTJ/mtsaKloforsIVQDO1oEHHmh/uSdOnOg2RUYQsJq1looG23VetvW0kBoBEj+RD5C5P35mul1VcvfRqZ7bFEpBEGQzlhPsyFe7dm23KVLUJaWKyArZVIPpQTn/K664wm1CJRAg8RP5APms3002QMa829ltCqVgEaAKM2ZKBR71HNXKijqto9H3qtX+yWgKtM454ogj3CZUAgESP5EPkJdu398GyOJffnCbQkn1r/RLqp0SMxXsf/LWW2+5TZHTu3dv+71qvUcqWkipir65KOmPUgRI/EQ6QOZNG23Do1+H6HTdfPbZZ/aX9KSTTnKbktp7771tt04mK7XDbubMmfb1SbfvR2WnRGNjBEj8RDpAvnj9dhsgo9/q4DaFlkqeqICi9hjJpHS79vjQ+hfthREXQcmaVNOVKzMlGhUjQOIn0gHySttDbIAsmDXBbQq1YCvdTGZUjR071p6rTa7iIpimm+r1qcyUaFSMAImfyAbIgpnjbXi80r6W2xR6wUZQ2mMknWDfj2bNmrlNkRVUK0415qMNtNStp+495AYBEj+RDZDRA++2AfLlG9FbOKcd+fSLes0117hNGwkGlVu3bu02Rdb1119vv+d0Jd59pkQjOQIkfiIbIK92ONIGyPzpX7tNoaeyJPpFVVdWOkHxQK1Ej4u2bdva7/mpp55ym8rxmRKN5AiQ+IlkgCyaO9mGx8t3HOA2RYIGz7fffns7mL5y5Uq3uZyHHnrI/lLff//9blNkBVvX6ntPxWdKNJJ7/PHHY/dmJe4iGSBfD7rPBsjn/aK7cE7TePXLOmLECLepHO5AkvOZEo2KqZilZvrp9dxhhx3M5MmT3VMQQZEMkNfu/bMNkLk/fe42RcYdd9xhf1m1U2EqjIEkV3ZKdJT2Ryk0dQEGu2hq+rT+VFXkTCZ5INwiFyBL50+1hRNfvGVvW0gxqoLZVRdccIHbVM6bb75pz2MWVsXq1q1rz0015RcVU/epJnLo9dOhTdu077xK5mjtUfDzqccQTZELkEkjetq7j+GvXOc2RYqKBeoXVDOJUgnWgZxwwgluU2Qde+yxGYdCNlOiscH48eNtLTG9duqy6t+/f7l2bSGtwpZqr1Gjhhk5cmS5dkRD5AJkyfwp5pMXW9g7kahTWXetZVCZ92RWrFhh3w3qlzkudEGrVq1aypXogWymRKOUxtW0KZdet7/85S9m2rSKt0mYO3euadKkiT1P/x+dO3fOqHoCwiNyARInQZHEd955x20qZ99997VBo8VzUTd9+nT7mtSqldkC0mymRMfdggULzDnnnGNfLxWibN++fdpdHRUYmg2nsSY9TxMWWHcTHQRIiD344IP2l/Kuu+5ym8oJduqLw3oHdUXpe73yyivdpgplMyU6zj7++GO7al+vrf7Uv7OhvegPPvhg+/xdd93VvP322+4pCCECJMSGDRtmfyFPPfVUt6kcTWfVeZqdFHXB4sBXXnnFbUqqUaNG9jnppkTHke4w9AZFdxx6jXQHojsRHyqdH+zXojti/TyuWrXKPQ0hEuoA0WB5qiPqli1bZqdN7rzzzm5TOd999539pU1X4jzsdDHaaaed7MUu1biQK9Mp0XGj7sAGDRrY10ZjHlppnguaXr3tttvaj3v00Ufbn0+EU6ivsm5guEccHHnkkfYXUbvspRLMmPniiy/cpsh49dVX7fd4yimnuE0pZTolOk5ee+01OxlBr8vhhx9ut0XOpZ9++snUr1/ffnytGXn22WfdUxACob7KxikoktG+3volTLdoTjNgdN6///1vtykyghk/ffv2dZtSynRKdBxo1t7VV19tXw8dLVq0sI/lw5o1a8ytt96aWDNy/vnnmyVLWDMSJqG++hIgxvTo0cP+8qUb31CpCXV3acA4ijsTar2LLkTaqtanXz2TKdFRN27cOHPYYYfZnyetLH/99dfdU/Ji8ODBZs899zTVq+vucX8zeXJ0K0hETaivvgTIhoWCWjyXTjDArGKDUXPuuefa7013Wj7OOOMM+3zNbIujJ554IrG24/jjj7fjH4X0yy+/lNxNn1ZyF6m7nmrmnXc6mfXrKS9T7EJ99XXHPOI2/iGaJbP11lvbX/50C+fUj6136ZpGGaXyElrlrLsHfV+aWJAtrUsI+vt17L///rYcRxxmZWlt0Nlnn22/b92hasZVurUd+TR4cFdzzTXVzVVXqZry38zChTPdU1BEQn2ldUMjjgEieseoC4Dm2qfTtGlTe+4NN9zgNoWS+tGPOuoo+z09+uijbnNamgG033772edrNtuhhx6aCBIde+21l2nVqpUZOnRo5Aou6nvS96fvU114n3zyiXtKlZg+/WvTrl1NGyKtW+9ccpc90D0FRSLUV9o4hkVFbrrpJnsRyGSapbomNOtF7zbV/RV2wd4fKoqY7QX+888/t6Gh52t9Q7CQ8IcffrAft169euXCZLfddiu5qF1lPvjgAxtcYaU7DJX3D9Z2qPtv4cKF7mkZ+fnnn+3roQWcOjp16pT4u+ph+XaF/fbbMvP8881siOh45ZXrSl7z39zTUMVCffUlQEoF01e1SCsT2lxK52tqb5hXXw8fPtyuIFedpWzDUCuh1fWn10FVZJN126jO08MPP2zXQ6ibLAgTDTJfdtll9uOoLHxY6Ps57rjj7Pew1VZbpd0zxTVlyhQ7TnTaaacl1nKkO/SG5eSTTzb33ntvRgUuy/ryyz7muuu2syHSseNRZvbsb91TUIVCffUlQErpoqBfVHW/ZEIXSxXB03MyLflRbObMmZPYwCjdzoOu5557LrFvRboyMGVprER3eQ0bNkw8X8c222xjLrzwQluRNl9TXnOhX79+dhaevmatH5owYYJ7SoX08/Lyyy8nfmaCo3r16qZ27dq2JlubNm3saxkc+vc//vEP27245ZZblnuePre6G5cvX+5+qgrNnz+l5E3PMTZEWrXa2nz66dPuKagiob76EiAb7L777naAPNPBcU3rDbpvNAMnTJYsWZLYx0N1vrKhLhbdSaj7plu3bm5zxubNm2eeeeYZu2gxKBSoQ+/qdeHUuhyV7igGulCr6y34GlXCPtM7TwXHAQcckHiuQltdph9++GHGYak7NNXOUreZ1toEH0tVAzp27JjR17Ju3Rrz+uu3l9wtbmqDpHv3piWfP3rT0cMm1FdfAmSDM8880/5S6hc7U+qj1sVPwZPt4ruqoothMGlAYxSZzrrS+IgGw/U8zVjLZWFJratRWfizzjorMRVWh955a3qwxgN8xxgqS117wcQAXbAz/b5V2eDEE09MfC+6+xg4cGBOyrFrK2HdtQRjMKoWnenX9e23H5bc3fzRhshtt+1X8nVGf6ZcMQv11ZcA2eCee+6xv4x6h52NF1980QaIuiOKPUQ05TQID3WDZFqeXu+AdVeg52ns4tNPP3VPyRkFmt61684oGGPRoXGaxo0b24WfWvNQCI899lii++ivf/2rHfDOhH4OtM2vnnfQQQeZQYMGuafkhErpB9UDdKiqQiZ3bUuXzjOPP36GDZGrr97cvP32PawZqSJcfSNCM2H0S6g5/dlSF5ZCRO8IH3/8cbe5KOgdcc2aNe33qMF/bVaUCXXpBe+kVYY8037/XFAXj1ZzX3TRRYkLsg69zvqa9FrPnJn7dQ5aTR/ckWqsRt1Emc5Q07nB11moarmquxV0p2pMRd2rmfjoo0cTa0YGD364XNuUKSNLfq7PNLfcsrdp2XIr0759LdOr15Vm6tRR5c5D5RAgEaEuEoWASkL40J2I3iXrl1gD65n2bxeCBn+DhX4qva4xkExo0FsXJD1PJToyvTDlgy7E2vhLe9OrKym4SOtQ99B//vOfkovbVPdpWRsyZEhicoG6hjRTLVMKDD1P4ziFKmMS0P9VMEivn+FMZ2vNmDHGdO/+T/PTTxvKn3z11WuJsZKKDuQOr2aEBO/QfS+UuosJLm56l5/t1NhcUyhefvnliQutBn8zXX8xadKkxAJBXZh897DIB30PGqtS0UJNfigbJtoZUdNdv//+e/dpKeljqix9MK6gLrtsap4Fdx7q4quqFfjqalRFZH0d2oI529cgcNddh9mgeOSRk23ArF690s7k+vzz3ua+++q7p6MSCJAIufjii+0vn6aT+lL4BO8E1f2hFeuZzuzKFXW3dO/ePdGtoT9Vcj1TWiCooop6rrr0iuluyqVBac1Quu666xI7/gWHQlxTYsePH+8+rRzduagWmp6juwe9dtnQmEfw3KoKj4D+79Xlp69HJWUyHecqK+jWWrx4jtuEHCNAIkRjGfrF0xz8ytC7WS021AIwfTzVmNLK7Gze0fpQLS+t0ShbTkTrK1RuPVPqJgoGrzV1NdkCwWKl8LvllltMjRo1yoWJtoPVHcaoUeX78LXzYjC+ou66TLt+Ahpb0vM1tbnQ3VbJ6P/s9NNPt9+TuiwzHb8JaLxDAfLWWx3sgDvyhwCJkC+//NL+0mnGTS6oDIVmEwUrsLUITe+Uc70plS56bdu2TfTd69AU3Wz670XTZYMFfu3bt3ebQ+frr7+2r0vQNRkc6prTlGSt7g4e0799VsQHEwzSbQdQaHqzEuyh3qVLF7c5Ja1eLzvmcccdB9hxEnVhrV2buuAoskOARIgGajVtUyujs33Xloq6UFQKvuzqa03vVJho/n62dybqEnvrrbdsxdtgR8Xg0EVR+0NkS3dMwQLBbMtzhIFCtkOHDonCkcGhciJvvvmme3pGNN04+L/0CZ98U3FQ/cypay3djpuu7777yE711cr1smGicijcleQOARIxxxxzjL0o5HoLUtH4iPbbCLbHLXtoMPiEE06w9bgUDGXLWujfelx3RhocdZ+rlc5apeyzN7aCUrss6uNoEV+xdMPkky6mQT0r1ePyoW6iYIW5uv2Klbpj9TWqirSPdevWmlmzJpghQ56wCw8VIr17N3dPgycCJGL+9a9/2V84DYTrXX6+3llqlpPe6auLK5jtlOmhwWKtRNZCt8oEne64gvL0muZbLOXIC0F7iuuOS1N1fVaHB3cf+jkpZpqyrUkUmqJe2VmBs2ZNtAGitSHIDQIkYoKB9OAoVKE/fWz9gqs7JSjnrYH34O96XO2ZFtBLp+wCQe1pkW6mUhTVqVPHfv8+Y1LBHYzeZBS7oHr0JZdc4jZlRZtTKUCuuWYLtwmeCJAISlfoT4sGMykZUaw0KysYC9CMLd89J8JO60X0GmjWVjaCuxdNWsjlWFm+aA2PxvY0uy6TKeUdOtS2K9O1BkQFF3/7bamtmfXgg8fbAGnfPrOq1UiPAIk4DXC/8MILRVnoz4e6zrQ+QN+D3kX7rBOICo0Z6XVQhdtsaD8PPU9VdcMi6JpV0cp0yg6au4dWqI8e3c99CjwRIDGiQn99+vQpikJ/PrT3ebBAUIGYzy65sDj88MPt6zFmzBi3KSltBqXnZFO5uappvYu+Zs0GTOfnn8eZ/v1vKblDq2NuuGFH06JFNVvB96mnzjPffx+fcbJCIEBiSnswJCv0p9lS+Sr056vsAkHV6grbAsF80XoXvSZaL5IJDbjr/1vVl8MUwCoQqYF0zeJD8SBAUK7QX1A+JDhyWejPl7otgjUomu6LDcaNG2dfFxWLzITGi3S+Vq2HTbCwsJjvkuOGAEE5ZQv9uWs2fAv9VUbZBYJPPvmk2wyz4cKq/TXS0f+tztU06rBRt6W+9mHDhrlNqCIECJIKCv2pzMU+++xTLkwyLfTnS7ODtNJdn0uD/9ozAhW77bbb7OukTcXS6dWrlz23devWblPRC34etF0wigMBgowlK/SnUhgVFfrzpS41DfTrY2uBoEIMyQU10I4++mi3aSO6i9O5YawVpnEefe3pStUMHHh3Schc6z6MPCBA4CVVoT9ND822EGJAK48bNmxoP5bWKeTrDidqgmoA6WpGPfTQQ/Y8dQ2GjRam6mvX95DMsmW/2llXN964q9uEPCBAUGnqe6+o0J8CoGXLlmbo0KEZLVjTAkG9i9Zz47xA0Ie6pPS6PfDAA25TOVG/Axk+/Dm73uPZZy92m5AHBAhySu+A9e62fv365cJEe4po+q12PdS+H67Jkycnusa0OVKcFwj60B2fXju97qmEeQwk2HI31RjI44+fbgNkzJg33CbkAQGCvNEdRNeuXc3xxx+f2FNEh7ZNVXXegQMH2mKPquUULBA888wzQ7U+oVhowoPu+PQ6p7pzU6l8vc4qaRM22l1SX7vuaCuycuViuxthq1Z/sNvYIv8IEBSEuqfUfaLxjbL7iqg+l1bC6+9XXHEFCwQr4frrbzPbbXeE6dEj+Yy1adOm2dda3Y1hc8ghh9ivfe7cuW6T9cUXL9m7D20ehcIgQFBwWlWsYo9NmjSx6zt0UWjRooV7GrL02WcTSy6yN5nLLnvZbUrQnYoqNKsWWr5K/eeD6rXpZ0VdocmoVIkCZNSovm4T8oQAQZXSWMeQIUPch+Fh3br1plGjF0zdut1LXtfk3YDBVrhhmh6tdUD6mjW9uyKrVi03LVtuZa699vclwbjMbUaeECBAhNxzzzBTp04306/fBLcpISgDf+edd7pNRevyyy+3X7MKflZEFXZ19/Hkk+e4TcgjAgSIkBEjZtgAadEi+UZREyZMsBdjlUAJA21Cpr3ftbeN9rqpSI8e/7IB8vnnvdwm5BEBAkTImjXrzIkn9jT16vUwixYln4mkYooKkREjRrhNRUfjZfpazz33XLfJWrPmN/Pvf29rZ2BpAykUDgECREz79kPsXciAAd+5TQnaj14X5WIvqqhZeSqVo6/1o48+cputsWMH2ruPRx891W1CnhEgQMQMGzbVBsh11w1ymxK0uZjW42hmUyZVfKvK008/bcND2wok07PnpTZAPv30GbcJeUaAABGzatVa06DBs+Z//udps3TpKrc5QdV7dXHWdOpipOne2p9GiyOTLR5cu3a13XXw6qs3LwnF+W4z8owAASLo9ts/tHch77yTfO8Wrfjfd999bYgUY7n8YB/0iy9OXtdqwoT37N3Hww+f5DahAAgQIIIGD/7RBshNN73nNpUzYMAAe5HWO/1Zs2a5zVWmW7du9uvSpmapdiDs1esqGyBDh/7XbUIBECBABK1YscYcd9wz9tDfU1EJmWCcoRhWp2uwXCvlNT6TapHpunVrbdn25s03NYsXz3abUQAECBBRN9/8vr0L0d1IKhpQD6b1XnDBBRmV3s8XbUqmNR/6WlLt+yFjxw4x55+/iXnwwQZuEwqEAAEiatCg722A3HbbYLdpIzNmzDB77rmnvXBfdNFFVVLUUncbQXho58t07rijpalVaxPTp09XtwkFQoAAEbVs2So7E0szsjQzK52JEyfaMQddwE8//XSzePFi95S80ZiHuq30udu0aeM2b6Rs+foZM5KXr0d+ESBAhF1//SB7F6K1IZn4/vvvzf77728v5Cp1Mnr0aPeUnFIxzWC2lcY80nVbBbSCXs9Jt4EW8osAASJMq9EVIO3aDXGbktL6i0aNGtkLtPZu0R2B9qrPJXWRqUSJZn8Fs61SDZi7brzxRvu8dFv4Ir8IECDCFi/+zTRs+LwdUM+GLvBdunSxG34F03y1VfGCBQvcU7OitSdaXR6UJ9GhdR7JiiQmE9wl/fDDD24TCogAASJORRUzGQOpiPa4b9q0aWJLYo1TqMupT58+Ge9br7EULVRs1qyZ3cwqCA5NGx42bJh7elqaqaXnh3FXxaghQACkNW7cOHPJJZck7kh0KFRq1qxpzjrrLHP99debu+66K3Ho39rDvFatWmbTTTdNPEcl2VVV98MPP3Q/RcZuu+02+7E6duzoNqHACBAAGdNYSM+ePc2FF15odtttt0QwpDrU/XX++efbzaCy7aqqiAb39XE1awxViwABIk6D6DoeeeRzt8kK2n0oELQ1rkJFR+fOnRN/V/dUqjIkPr755hsbHoceeqjbhCpAgAARFwRE/fo9zNSpC93mSgVIoal7TAHStm1btwlVgAABIi4ICB0tW77tNocqQI444ggbIGPGjHGbUAUIECDigoBo1eod++fQoVMqbC92kyZNsuFx4IEHuk2oIgQIEHFBQEyZstDulX7GGS+Vm9YblgDp1KmTDZBMSp2gMAgQIOLKBkSXLsPt33v02FCiJCwBUqdOHRsgI0eOdJtQRQgQIOLKBkSwMv3YY58xs2cv3ahd5s1bbnr2/Np06zaq0sfDD/czHTs+UG6NiM/RqlUru+5EFYNVSBHFgQABIs4NiL59J9h/t2nzQYXtjz46MvFYZY999vmXqV59l43WhvgeO+64Y5XuV4LyCBAg4oKLeWDduvWmadNX7WMjR/68Ufv8+cvN88+P2ehuwufI1R3IzTffnNgrRDW5UBwIECDi3ICQIDj+8Y++FbYXI5WWr169uqlWrRrjIEWCAAEiLllAtG79XrnupjDQfiG6C6lRo0ZBN7xCxQgQIOKSBcT06YvNMcf0SNpejDSAfuqpp9oQ0f7tqFoECBBxqQJC9bFStRejuXPnJrbeVc0tVB0CBEDovP/++7ZM/B/+8AczefJktxkFQoAACCWtSNddiBYYrlq1ym1GARAgAEJp9erVpl69ejZEWrdu7TajAAgQAKGlPdG1PkSr1AcNGuQ2I88IEACh1rt3b3sXoh0SZ8+e7TYjjwgQAKF38cUX2xBp3LgxtbIKiAABEHpLly41Bx10kA2RBx54wG1GnhAgACJh1KhRZosttrDHF1984TYjDwgQAJHRpUsXexdSs+bRJXcly91m5BgBAiAyNP5x9tmXmD32OM20adPHbUaOESAAImXevEXmxBMfteVZ3n6bVer5RIAAiJzPPpth6tbtbho0eNYWjUR+ECAAIqlr18/sXchFF71mVq9mF8N8IEAARJJCQ+GhEFGYIPcIEACRpe4rdWOpO2vEiBluMyqJAAEQaRpI111I48a9zK+/rnCbUQkECIDIa9v2IxsirVq9Y6h0kjsECIDIW758tTn77JdtiPTqNdZthicCBEAsTJjwi90DXsfEifPcZnggQADExvPPj7F3Ieec08felaByCBAAsaHxj2uvfduGSLt2Q9xmZIkAARAr8+cvN40avWBD5L33fnCbkQUCBEDsDB8+3a4N6dhxmNuELBAgAGJp2rRFZsWKNe7DyAIBAgDwQoAAiD2Nh+h45JHP3SYraHclezyQrj3sCBAAsRdc6OvX72GmTl3oNicNgmSPB9K1hx0BAiD2ggu9jpYt33abkwZBsscD6drDjgABEHvBhV61svTn0KFTKmx3JXs8kK497AgQALEXXOinTFlo6tXrYc444yWzatXajdpdyR4PpGsPOwIEQOyVvdB36TLc/r1Hj9EVtpcVPJ7uiCoCBEDslb3QL178m2nY8Hlz7LHPmNmzl27UXpYbFMmOqCJAAMSee6Hv23eC/XebNh9U2B5I9nggXXvYESAAYs+90K9bt940bfqqfWzkyJ83ag8kezyQrj3sCBAAsVfRhT4Ijn/8o2+F7ZLs8UDZ9i+/nGmnCB9//HPm5JN7mQ4dhplFi1Y6zwgXAgRA7CULgtat30u0VdSe7PFA2fYrrhhghg2bahYuXGn3Zr/33o/NddcNcp4RLgQIgNhLFgTTpy+2Oxgma0/2eCBVuza00t1ImBEgAGIv1YVe9bGStSd7PJCqXYsVdVcSZgQIABTYd9/NM02a9DaTJs13m0KFAAGAAho1aqYNj9GjZ7lNoUOAAECBaAvdU07pZcaPn+s2hRIBAgAF0Lv3WHPaaS+an37auFx8WBEgAFAAwYC6e2g2VlgRIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAAL/8HejWEpDLPUbUAAAAASUVORK5CYII=)
PN: 8H58-3-09
CAS: 887267-75-6
Molecule Weight: 316.3
Formula: C13H11F3N2O2S
PN: 8H58-3-06
CAS: 887267-78-9
Molecule Weight: 266.29
Formula: C12H11FN2O2S
![Ethyl 2-amino-4-[4-(trifluoromethoxy)phenyl]-1,3-thiazole-5-carboxylate](data:image/png;base64,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)
PN: 8H58-3-07
CAS: 887267-77-8
Molecule Weight: 332.3
Formula: C13H11F3N2O3S
PN: 7H30-1-21
CAS: 30709-67-2
Molecule Weight: 190.26
Formula: C10H10N2S
PN: 8H70-1-0C
CAS: 99822-80-7
Molecule Weight: 233.29
Formula: C12H11NO2S
PN: 8H58-3-08
CAS: 887267-76-7
Molecule Weight: 284.28
Formula: C12H10F2N2O2S
TSCA: Not listed on TSCA inventory