![Ethyl 2-bromo-3-oxo-3-[4-(trifluoromethoxy)phenyl]propanoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA6xAAAOsQGcjB/aAAACe3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF2ObB0MUUmWtKk1qNWntpL2bHOKkSAEqIE/ffmcIKRAGAmT77v/zA3e2Fw/nZA9HnRdxloaEU0ZAp1G2idNdSH6/P8988rBcRChCYVqE5KMsP+eWdTqdaPShE3XOUhplCan983MRdzQnm2b5zhKMcevP68tbxczitChVGmmkinheVMaXLFJlNYv/DGElKj/GqVXLrSQ/1r39Fcy8jJ6LDflayyP6VojCNt5r2GZ5oko4CkbxZd9gp1Odq1JvYH1Bs00dXPty8fqURYdEpyVWTQ9xpPZvZX6I0JBkex0dsDOs/HgKScIRUGWWrPJcXcDUjFlxUAKUDcoB5YLyQElQPqgAFGf4oZ+jgKOCo4SjhqOIo4qjjKNOmDjstZnI++VT42rgEX5ev+/5tVI/pvZcPdjCPypCIqjnSQdwSQxHdKltOxI8NPpOU/joE7wpApS4flNwhprAAS7Qa3PgNto9/6t0qCeZC9xDv4N+iXbpm7aUpu1SYZuy4ev+CFxwbjNJJWMMZh4NbFP22zjdoG0PqHDG/P1+Gj2OiqtvGXzqyKvDlbY0RMA8+06JUbVuYV0u1lm6aVUh3oRkzUkV7196W4hryAlk+UbnuItMB0baBkQXMAkyDthdwKTTOOB0AZN8N0AMAe4d4I2P4HUBk9jjgLwD/HHA7wJm04yvIbgDOBsfwvg7oau25I1ZDTL9cFdbeILpRbze8hNML+j1ETGxnl7c6yNlgumFvj6CJhhvgJmIP5cDzEQKcH/gHwQT/62XBs0ROsaIgTwYZqzWCWA1lwBW7y4Iq3V7WHhnLv8Bf+IaHSoSntcAACZVSURBVHhe7d0HlCVlmYBhZAEZVBAkKElYQUGyJEFwBRFRVpIu7gq4AiIKKAMqKAg7IBJlFUFxQclxYckoQUGCAqICi+Scc3QY4vDv/arPnZ0pu3u6v7ndfcPznDNn4Fb1TN/unnrrr/qraqYCAAkz1V8AgKEQEABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAAEgREABSBASAFAEBIEVAetHzz5eyyy6lLLpoKbPO2vf7rruW8sIL9TW7U6+/f2gRAek1L71UygorlLL11qXceWcpr77a9/s225Sy0kqlTJpU/4ju0uvvH1pIQHrNPvuUsuGG9Vf7xOvf/3791e7S6+8fWkhAes2yy5Zy1VX1V/tceWUpyy1Xf7W79Pr7hxYSkF4z++ylPPNM/dU+8fq4cfVXu0uvv39oIQHpNb2+Ae319w8tJCC9ptcP4fT6+4cWEpBe0+snkXv9/UMLCUivmTixlOWX75u2etddpbz2Wt/v227bG9NYe/39QwsJSC967rlSxo8vZeGFS5llllIWWaTvwrpeuZCu198/tIiAAJAiIACkCAgAKQICQIqA9Jo33ijl2mvrr/Z5/PFS7r67/mp3iYsFb721/mqfm2/uu1MvMCQC0msuvbTxXW9822+8sb6klC22KOVDH6q/2l1ittVCC9Vf7fPOd5byve/VXwUGICC95rzz+gLyhz/Ul5Sy6aalLLVU/dXusv32pcw9d/3VPrPN1vdcEGBIBKTXCIiAQIsISK8REAGBFhGQXiMgAgItIiC9RkAEBFpEQHqNgAgItIiA9BoBERBoEQHpNQIiINAiAtJrBERAoEUEpNcIiIBAiwhIrxEQAYEWEZBeIyACAi0iID3mgUZAjmoE5PF+AnJJIyD/3eUBuaoRkOMHCMgvGgG5RkBgyASkx5zXCMhMjYD8oZ+AbNoIyFJdHpDtGwGZe4CAzNYIyK4CAkMmID1GQAQEWkVAeoyACAi0ioD0GAEREGgVAekxAiIg0CoC0mMERECgVQSkxwiIgECrCEiPERABgVYRkB4jIAICrSIgPUZABARaRUB6jIAICLSKgPQYAREQaJWeDsiTTz5Z/umf/qmsuOKK5b777qsv7kpTB+T6668v733ve8uWW25ZXnrppZ4LyGGHHVbmm2++cvTRR1f/30sBefHFF8vnPve58o//+I/lpptuqi+GIenJgLz22mvlhz/8YZlrrrnKP/zDP5RZZpmlzD777GXPPfcsEydOrK/eVZoB2XDDDcvMM89c3vrWt1b/v8gii5RVVlmlJwLyjne8o3z4wx+u3nd83+P3j370o2XWWWft+oC8+eab5dhjjy3vec97qvcd3//4NxBfl6eeeqq+Ogyq5wJywQUXlPe///3VP56Pf/zj5eabb65GH//yL/9SvbbQQguVE044of5hXeHVV18t//7v/169z4jmN77xjfLss8+Wyy67rCy33HLV6+PGjatGJt3o0UcfLR/4wAeq9xkjj6OOOqr6mhx++OFlnnnmqV6Pr0OMTLtRjDpXXXXV6n1+6EMfKldddVUVjYhHRCRGZj/60Y+qHSwYip4JyG233VY++clPVv943ve+95Wzzz67vkr53e9+Vx3OinViD/Xaa6+tr9Kxzj333LLEEktU723xxRcvN9xwwzTL33jjjbLzzjuXt7/97dXIZOutty6PPfbYNOt0qldeeaX84Ac/qN5bhHPdddctzz333DTrPPPMM2WttdaqNqQxMo0RardsSB966KHqMGV87xdYYIHyy1/+skyePHmadeIw1sc+9rFqnRiF/vrXv55mOfSn6wMSG4rYMMbhiTh0ccABB1R7nQOJf1ixZxp7qG95y1vKF7/4xfLII4/UV+sYt9xyS1lvvfWqDcOSSy5Zzj///Poq04gRSYxM4us155xzlgMPPHDQr1e7+5//+Z/qOH+8/0996lPl9ttvr68yjb/+9a/VyDTWj5FqjFg71csvv1z23Xff8ra3va06v/Ptb3+7vPDCC/XVpnHmmWdWOxjx/j/96U+XO+64o74KTNG1AYk96p///Odl3nnnrfaov/SlLw1rj/r555+vjofHhjT2XGMPNvZkO0XsUe+0007VHnfsUR9yyCHDCsGtt95a1l9//WpDEiOXc845p75KW/vf//3fss4661Sffxy2+tWvflVfZVAxQo2Ranx8jFxjBNtJTj/99LLYYotVn/9nPvOZctddd9VXGVD8nO+3337Vz32E55vf/Gb17wHqujIgl19+eVl++eWrfzxrrrlm+eMf/1hfZchiDyz2xJqHfmKPtp29+frr5bQjjqiO6Uc4t9122/LEE0/UVxuyGLHEyCXef4xkYg+9nT399NPlq1/9anUo6p3vfGf5z//8z/ShqAhujFhj5Bo7EjGSjRFaO4tDkzEhIL5fSy+9dLnkkkvqqwxZjLxjBB4j8eZstfqhL3pbVwXk3nvvLZ/97GerfzwLL7xwOemkk+qrpMUx4eYJ2NizfaQdpz7+5jelLLNM2avxOa699trlz3/+c32NlNgAxwgmRjIxotlxxx2rEU47eb0Rzh//+MfVieCIx1e+8pWWzSqKkWuMYCPIMaI98sgjqxFuO4kT/9ttt92Uk+E/+clPqq9JK8S5wNVXX7362V9ppZXKFVdcUV+FHtUVAfnb3/5WTcGNKYkxi2ivvfaqrmtotdiQxiyVdRt7tr9p/ENt7OrGLm99tdF3992lbLxx47vZ+HYuumh55tRT62u0RIxkYkQTG9IY4RzRGOm0aiM1Iy666KJqbzs2cHEi+MYbb6yv0hIxOy1GtPH3xAg3Zq+NtfiZPPTQQ6vRVsR9hx12qEZhrRbTf48//viy4IILVu9/8803L/fff399NXpMRwdkrH6oX4o928YebomIxEVpjT3fMhYb0hdfLGX33eMKuFLmmKOUCRNKmTSpvlbLxcgmRjjxNV+mMeK59NJL66uMijvvvLP88z//c/V5xPH+M844o77KiIiRbYxw4+/dbLPNqpHvWLjwwgunTEmPmWUxJX2kjdbOGp2hYwPSFsPq2NNt7PFWe/5xAV5jT3hUNMJZjjmmlHe/u+/v/sIXSnnwwfpaI+60005rDHgWrb4HGzdGQHfHSGgUxAndb33rW9UJ3phh9P3vf7+acTSaYqO59957VxvR2JjGRjU2rqMhZpJtsMEG1dc9ZpidddZZ9VVG3EgeLqZzdFxA2vLEXuz5Lr5438Z8ww3jzHt9jdb5/e9LWWWVvr9r5ZVLufrq+hqjalJjxLPPPvs0BkBzVBv03RsjorhNxkiI7/MvfvGLMv/881ff/6222qo8/PDD9dVGVYx4P//5z1cb0hgJx4g4RsYjIaakjx8/fsqU9P33339YM+tGQisnrNB5OiYgbT+1MKb4NvaEG59g3yGlxudXWvn5PfRQKVts0ReOBRboG4GMdTin8mBjBPSFxkgoNiTvboyMjml8fq3ckF555ZXVSDP+/NVWW61cc8019VXGVIyAm59fjIxb+flNPSU9whkn9OOq+qyYAHHPPfdUG//mrxhRZCdGzOiUeTpXRwRk6oub4h5ObX1xU+wRN/aMG//SS2NXuZS4Ud+MbOjjnEZjD786xxFh2m23UqZzMdhYuroxIop7asX3Kn6P/58R9T384447rqVhaqUYIcWIuHkRaoyQZvQi1Ni4r7DCCtX7X2ONNYa9hx8jxDhXslvj5+YjH/lIede73lX9WQP9iuVxfmuPPfaopgAPZ4RTHyFN76JdOl8qIPGDNpDBlk2teZXsBz/4weqGdnFzt7jeIv7BNMUMk+btRzru9gqxB9rYEy3x9ajfoC9GJrvsUs2Yavxr6/s91ukvDI33X/0ZG21UyjAuBhtLsYGPEUiMROJ7FyOTGKEMR/0cQ2zQRuscw4yKkXGMkGOkHCPmGDkP9yLUGBHE3XLj6xfnGE488cT6KoOKiQ0RsDhHFH9GzNCKoMcsuoMOOqgKcVwsGf/e4vf4/7jrQNzCJu6TFSOJ+LiYbRf3yhrOlPCh3DaI7jC0rX3NYJEYbFlT/GOK46Xxwxq32oi9lNjAxP2aYu+nKQKyUWPD2bE3eIs95cboqVx33f+/FjNWGnuUjTcf04jiarW+37fZppSVVvr7WVRx65GxmCDQAnEuJM6JxIY0zpHEuZLYI56ek08+ubo7cPwsxSynONzSiWKkHCPmeB8xgh7KLLG4G3SckI+dqvgVs5yGc4foU089dcr93OJWNHE4Ka7CH25845YncdFs3GS0ecfiOHHf33NkBtLfjUvpLtPf2vdjsEgMtqwpTv5tsskm9Zd7QxyOihPt/YnX4zxKl4nZWTFLK3424vkjMXurP3GdRRxmifXirrjtcJ1FK8R1KjGCjvc12HUqcRfouBt0rBcb7uE8o+a6xk5K8xb1ceeAuNixVTPT4ur7iH8c3mqegxnqHYunfnRC8zqV7LkW2s/0t/b9GCwSgy1rio3DcPZkusqyy5Zy1VX1V/tceWV8ceqvdo04rBLXjcTPSIw0//KXv1SvxwnXGI3GYZPYSP3sZz9ruyu9Z1T9Svmpn78RU9KbG/8YPcRdoYcqNtDf/e53qz9zpGclxoiyeX+4uKvvcG6TEsH58pe/XH2ecVislVfKM3amv7XvR/ygD/ZremJI3O73FBoxjfdeBtoDi9fHjau/2lVio9F8/kYEIw5xNO811Xw+STeb+l5dcYgpbo/TnJIed4EezsY/TtA3n+8R5ztGa1Zi3G8rPu/4/sX5neGInYbmvbri/EhMe6ZzTX9r34/BIjHYsiYB6d2ANMVhjOa03zg/EHf/7SXx/I3m4aoIynA3/nG34ThPFCfJ47zHaItzKnHnh/j847DUcMIX4m7BMUFioOfTt5v/+spM/f7qdamvwGCRGGxZk0NYvXkIqy5uMR4/L/GAo14Uh3Hi/Q/3mo44hxIjuJi5OJZPj4xoxKixGZHhiplacciuE4hF/1JflcEiMfWymL4Xc9hjBk5MIWwe241naziJ3o8uPYk+EAEZfkBiZldciR/xGM4zPkZSMyLDPZwVAYmLLzuBgPQv9VUZakDiuGz8wMfUzZiaGT/0IWaHxEnDmJMe03jjRGA8djOm8cbx0a4WUzKXX75v2m5sAGJ6cvze+Fr0O423iwnI8AISU2tjNldMNGinQ34xEonDWXFOZDgn1gWk86W+KkMNSFNc9xFXk8c9c5oiKhMmTKj+QcSFYnHRWf1Cwq4Vz+MeP76UhRcuZZZZSllkkb4LC/u7kLCLCcjwAhLXxMTJ9+FspEdLnBOJE+sxO2uoDzDrtID096vXjfhXIP6BxK84WdbK+wPR+QRk6AE55ZRTqnXjzsPtKmZnxWy6uE5kKDotIPy9UfmqNA9hxbO1oUlAhhaQmLEY5z1iY9vu107EdSIxLXkok2QEpPON6FclHiv6wAMPVAGJqYYx7RCaBGRoAYn7gMVGebg3UhwLcbFhnKOJOEyPgHS+Ef2qxA3g4oE3cUO5uPfVUPZK6B0CMv2AxNXq8e9n0003rS9qW3Hbkwje9G7AKCCdz1eFMSMg0w/IwQcfXK3TvO1LJ4hDbnGxcFwgORgB6Xy+KowZAZl+QGKWYtyupNPEzSDjYsfBngfSSQGhfwLCmBGQwQMSs5pi+U9/+tP6orYXz2mPzz1uoDkQAel8AsKYEZDBA9I8fBVPZew08XTCuGYlJgAMpFsCcvNvDysP3vyr+ss9QUAYMwIyeEDiAU5xt+JOtfLKK0/zgLi6bgnIrw7boBy/y7vKKy+1/w1i6xdCzugFkfmPhBl03z33lEXnmqucPszHtXaL6QUkHmX7r//6r/WXO0Y842XeeeetvzxFtwTkqfv/VI7afuby+9O+UV/UdmYkFv1p7Z8Gw/D4gw+WrVZYoVzRo8/MHiwgcd+rmAq777771hd1jAMOOKB6fwM9gbBbAhJ+d/w25eivzVqeffSW+qK2IiB0jScaAfnKyiuXq889t76oJwwWkNtuu61adtxxx9UXdYy4DizeQ9wwtT/dFJBJLzxejv3GnOXCH69fX9RWBISuISADBySuOo9lMZupU8XjHOI9xCN7+9NNAQk3XnRQtYG+/6bz6ovaRv3ch3MgdCwBGTggcVfqWHbRRRfVF3WMiy++uHoPA91hu9sCMvn1V8up31uinPa9Jav/bkczEov+tPZPg2EQkIEDct111xmBdKD7bzy32kjfdPEh9UVtQUDoGgIycECcA+lcF/7oE9X5kDgv0m4EhK4hIAMH5Pnnn69mYbXz8z+m58ADD6ze39NPP11fVOnWgDz7yF/L0V+dpVxx/Lb1RaPupRceK3f/8dTy5uQ3qv8XELqGgAwckLDggguWL3zhC/WXO8Y222xT3dp9IN0akHD1qTtV14Y89cDgdyQeKXEO5oaLDqxGQr/YcfYpoyEBoWsIyOABWX/99cvSSy9df7ljrLbaauUjH/lI/eUpujkgr0x8pro6/dyD16ovGnH33XhOdTI/YhHTip979Nb6Ki0jIIwZARk8IPvvv391GOvhhx+uL2p78Yz0WWaZpey22271RVN0c0DCXy8/ohy53UzlT787rb5oRMShswt+tF4VjpgJ9sBN59dXaTkBYcwIyOABaV4Lcswxx9QXtb0LL7yw+tzj94F0e0Amv/F62f5zy5ZVl1u0vPTSS/XFLROjnatP2bE673LsznNVM8Amv/FafbURISCMGQEZPCCTJ08u733ve8s666xTX9T2vvSlL1VPUhxsw9ntAQm/+c1vqu/xhAkT6otm2OTJr1ejnON2mac63xIn7Se9+ER9tRElIIyZlydOLN/ZcMNy53QefdqtpheQsPfee5eZZ5653HPPPfVFbWvSpEllrrnmKltuuWV90TR6ISBhk002KXPMMUd5sLHD1CoP33pp+e8Jy1SHq849ZO0xO1kvIDBGhhKQ++67r8w666zla1/7Wn1R2/r5z39eva/BHiYVeiUgd999d3nrW9/akjsrP/zA3eW0gzeuwnHydxYtd18/OudXBiIgMEaGEpAQt0WPDdBDDz1UX9R24rDbkksuWVZcccX6or/TKwEJu+++ezUh4uqrr64vGpIXX3yx+jPmnnO2stU6c5Q/nT+hvP7apPpqo05AYIwMNSCxBzvbbLO1ZA92pB111FHVezrttOnvGfdSQCIA7373u6uHbEVkh+rNN9+sJlHEx8bXNa4LeuyR1h0Km1ECAmNkqAEJe+65Z7Vu3KCwXcXV8/PPP3/58Ic/XG34pqeXAhKOPfbY6ns41CdwxmhllVVWqT4mfs+OXkaSgDAqYrbV1L92XGONssdGG5XTDjmkTHzhhfrqPWE4AYkT00sssURZaKGFyhNPjO5Mm6H64he/WD0HPW4EORS9FpCIaoRggQUWqEYkA4mT7THSiJ+NGHnECGQoQR4LAsKoiGhM7bVXXy2P3XdfOXG//cqPOugEcSsNJyDh+uuvr86FfOITnyhvvNF3b6N2ccopp1Tv5bvf/W590YB6LSDh97//fXUu5Nvf/nZ9UbWTsM8++1QztuKQZZzzGCw07UBAGBX1gDTF6GOnqW53EetddfbZZfdPfaps39hb62bDDUj42c9+Vn3Ml7/85fqiMRNhi41e3LrktdeGfgFbLwYkxOgiAnHXXXdNeS3OGcU1P/G93XjjjavzXp1AQBgV9YDECOTxBx4oJ+2//zQjkFjv0O23L8889thUa3enTEBC7L3Gx33rW9+qLxp1sRGMwyyLLLJIeeSRR+qLB9WrAYnZdG9729vKRhttVP7yl7+Utddeu/p+LrPMMtOd+txuBIRRUT8H0vwVI41nH///5ybEaw/deedUH9m9/uM//qPacMQe/HDE8fAYgTRHImN1OOvWW28t73nPe8o888xTbrrppvriQcVIZdFFFy1zzz13efnll+uLu14cnorvXxzOiq/f4YcfXl5//fX6am1PQBgV9RHI640NyKP33FOOGD++HLP33lNej/ViWS848sgjq6vMx40bV8VksNt+1EVEmiOROCcy2ifWL7nkkupW7THr6sYbb6wvHtSvf/3rstRSS1Wfe/yKQzenn356fbWuFOE85JBDypxzzlm99/jej/b3rpUEhFFRD0jTC08/XcZ/7GNT/n+g9bpV3KJk0003rTYmcRjo5JNPrq8yqDgnEifWY3bWaDw/PfaS4yFXMdsqInD77bfXVxnQHXfcUT796U9X73XxxRcvZ555ZhWiD37wg9VrH/3oR8sNN9xQ/7Cucf7551cXWcZ7/fjHP14OPfTQ6r/jUGanEhBGxUBheP6pp8ou66475f8HWq/b/fa3vy3LLrtstUGJZ2j86U9/qq8yoFj3fe97X/WxcbHhSF2xHncHjnMW8fdsttlmQ54hFNeH7LrrrtUtWeIGi/vtt1955ZVXpiyPKMVGNA7lRJjisNyTTz451Z/Q2eLxxPFsl/i6xffpnHPOmbIsohnve6CnNrY7AWFU1MMw9SGsE6Z6bGt9vV4S5zJiRBGHhuLQVjzR7/Gpzg8NJs4jxMWGMbsnRiRx76x77723vlpKjAqao6T55puvnHrqqfVV+hVXXMeV6fExcaw/rhMZ7ER7bER32GGH6jkicTPGH/7wh8Oa1dVunn322bLzzjtX4YxDVvGI31dffXWadeIkenyvd9xxx2le7xQCwqionzz/2uqrVxcSnnX44eXVqU6i9nJAmmLD8/Wvf33Khueggw76uw3PQGL6Z9w7Kz42NvhxK/i4Anq4D6W6//77y09/+tOy6qqrVn9OjBz22GOP6nMbiiuuuKK6H1Z8bFyZfu2119ZXGdDNN99c1m2MSuNj3//+9w/6TJF2FDsCcX6ruSMQ34/HBplVuN1221XRjPfdaQQE2lTMcooT5LEhjavQzx3Gc1MiAHvttVc10yk+Pn7FuYY4xBWHkI477rjqHMTll19e/R7/H+c2Nt9882qj3fyYD3zgA+Xggw8uTz31VP2v6Ff8vfFnxMfGeZkTTjihvsqQnX322VMOzW2wwQbVoaB294fLLivLLbdc9TmvueaaQ5phFyfRY8QV50U6jYBAmzvvvPOmnHxdb731yi233FJfZUAxWytuLfKDH/yg2gg3b8o30K+YlhsnumPUM5zZVRMnTqyCNfvss1eH0OJwWjzWdkbFyCse7fuOd7yjGlWNHz++vPTcc/XVxt4995RJm21Wvj5TbjJEHK6Lr39Es5MICHSA2JDGSCAOacXhjp122qk888wz9dWGJE5qx3NG4jBTjECuvPLK6v9fSN6T7MQTTywLL7xwtQH87Gc/27JzL1OLiy3jKYfLvOUt5VfzzhsPHYljRfXVRl9Eco89SqOapYwbV+7ee+/y8jCmYzfFuZ4Y+cWIa+oJBu1OQKCDxOGObbfdtjq2HsfYjzjiiDG7AC1mZa2xxhpVOJZffvkqRiPtocbfObnxdzb+0tL4S0sZhb+zX3Fzw+OPL2XBBfs+l89/Po7f1dcalgsuuKD6WsbJ9k4hINCB/vznP5e11lqr2uDELTDi2dujpTkaiJlV8zZGA/EEwlG/Gv6kk0pj2NO38W6MesoIjHoGdM01pay2Wt/fHbdiaYzgWiUOM8bhusFOurcTAYEOFlNqmyfK49nbI3kTvv7ORzw3lucjJk4sZa+9Spl99r5DSHvu2XdIaaTETLattiqNcpYy//ylHH10zFWurzVDYuJEfG0j0J1AQKDDxW3AJ0yYUN0RN05gf+c73xnyRX5DddZZZ7XvjKg4dLT55n0jgjikFDO/Wvn8jJhmHtcqvf3tpcw2WylxE8vnn6+v1TJx7UgcooxDhO1OQKBLxIOI/u3f/q3ayMdsq7j+Y0YfRNRR12RccUUp8Sz2CMnqq5cyjGtPBnTGGaUstljfn7nhhqWMwo0+Y1QXhwY3+dSaM/z9G2kCAl0mHn0az96OjX5cCBgPMRqu+lXhcd+mjrgqPA4pHXVUKfPN13eo6bDDpl0eI4dddill0UVLmXXWvt933bWU/magxeGqCMdSS5UyCvcZm9o5px1ZdtxgpnLXdcObDjzaBAS6UNxGJJ69HY9PjZBsscUWQ7pHVv2+VHGVdEfelypCEedHpr74MqbXrrBCKVtv3TeSiKv74/dttuk7GT5p0v+vG37843hoS3xRpn19FLw5+Y1yxr7Ll5N2X7i8/srE+uK2ISDQxeLajt122626R1Y8xCgemTrQ8zfizrhLL710FZyuvDNu471Xh6H6E69PdU+2dvDI7ZeV//rKTOX6c/eqL2obAgI9IJ4cGE/AizjUn78Ryz7zmc9UyxZbbLHufTbHssuWctVV9Vf7xFTc5ZarvzrmLjlys/LLHceVvz19f31RWxAQ6CHxyNTm8zfitvExXbQ5Otl3330HHJ10hZjuO9DV+/H6uHH1V8fci0/dW36x4+zl0qM2ry9qCwICPSbOc8QjVONpeBGSLbfcckjnRzpeBwYk/PHsPcp/bf+W8uidV9QXjTkBgR4Vt3i/+OKL6y93rw48hBVee+Vv5cTdFixnfn/F8uabrb1wcUYJCNAbOuwk+tTuuOb46oT6bVceVV80pgQE6A1x65O4AWNM273rrrgFbt/v227b/zTedvLmm+XsA1YvJ3xz/vLqpJG7Cn64BAToHXHvrvHj+27EOMsspSyySN+Fhf1dSNhmnrj32upcyDVnfLO+aMwICECHuOyYrcrRO8xWXnhy5G6aORwCAtAhXnrukXLmviuUJ+9rjxstCggAKQIC0IFiVlZ/v0bT6P5tALTEaMeiP2P/GQAwbAICQIqAAJBSP/fhHAgAQzLasejP2H8GAAybgACQIiAApAgIACkCAkDHEhAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUgQEgBQBASBFQABIERAAUv4PjA2MpOxGyT8AAAAASUVORK5CYII=)
| Product Number | 2629-B-05 |
| CAS | 887267-61-0 |
| MDL Number | MFCD08458031 |
| Molecular Formula | C12H10BrF3O4 |
| Molecular Weight | 355.107 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2629-B-05
CAS: 887267-61-0
Molecule Weight: 355.107
Formula: C12H10BrF3O4
![Ethyl 3-oxo-3-[4-(trifluoromethoxy)phenyl]propanoate](data:image/png;base64,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)
PN: 2629-3-X6
CAS: 252955-06-9
Molecule Weight: 276.211
Formula: C12H11F3O4
![Methyl 2-bromo-3-[4-(trifluoromethoxy)phenyl]propionate](data:image/png;base64,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)
PN: 2623-B-X3
CAS: 175203-81-3
Molecule Weight: 327.097
Formula: C11H10BrF3O3
PN: 2629-9-X1
CAS: 55919-47-6
Molecule Weight: 271.11
Formula: C11H11BrO3
TSCA: Not listed on TSCA inventory