![Methyl 2-[(2,3,4,5,6-pentafluorophenoxy)sulfonyl]benzenecarboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABF3AAARdwFAcZrRAAACvXpUWHRtb2xTb3VyY2UAAHicjZbbauMwEIZfZdD1RtbJh5QkpWwpLLQUtl3Yu0V11NYQ28V2c3j7HcVxYytea4mNDvN/M5I1krK43ucb2JqqzspiSThlBEyRluuseFuSX893s4RcrxYpilBY1Evy3jQfV0Gw2+1o+m5yvS8LmpY5ae1X+zobaHaSltVbIBjjwe+H+6cjM8uKutFFapCqs6v62Hlfpro5juIfIYJcV9usCFp5kFfb1tsfwezD6L5ek/NcvqPtBlF4zTYGXssq1w1sBaP4sG/wZgpT6cas4eWA3ZIqnPtq8XBbpp+5KRqsWg9ZqjdPTfWZYkdebkz6ic6w8uN2SXKOgG7K/Kaq9AFszXZrDlqAlqAV6BB0BDoGnYCeg+YMX7RzFHBUcJRw1HAUcVRxlHHUCdQJ6wd1AnUCdSLEtdkYO7jnw4fBGcIjtO/594Ttx1Pfnfvi5xZLImgUxQpwvgyHE1IpVQwRdiaqa51so5JTkaANR5jQOMYipkJiMUdlmABnqJkr4AJFkp9LifYI7YpGMQsv267+5Kd1S+CAo59xGirGYMYwsi3dtqQsacsktCWOfm7LiPKo3+7snV5RxWVs/cUqkjATVPK+vWu7cbp+nIPo+z/HnctLO2ZO8JU6q8VLWax7VcjWS/LCyTGnfprXWpzSikBZrU2FO9U6sNI+IIaATcJpQA4Bm7JfgBgD1AUQTkcIh4DdDl/AzRgQDQG7eaaBeAjYrTYNJEPAbsxpYD4Ejtt4mrB2Z9pexF3t40kx/XG5s+DtyTK9glyOMNLDqBFGecbmrHx70nkYZ/Hbk9Hz3Zz1b09ST5xkhPFkDXeyoD2pPfuRXTLCkwfCyYP2JvDEcTe+ZYQnjpMH7U3jiaNGGOWJ4+ZB+B+Mkwfd7Xc5tqB3cAbd/YzVi7s76F3sAf6dWf0FSwqJJzE2g+4AADnOSURBVHhe7d0HuBNl2sZxFQsqYpdiL2tfsHx2XRdRWbuuuoquYhfBhmDvKOK66rqABQUbCoogiMqKuIhdsYCiKBawUQQUAUGQ8ny535hwmD3JSZ6TnLT/77pywTnznslMMnnvzMxbljMAAByWi/4CAIBMECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAy8eGHZq1bmzVpYrbSSvF/TzzRbMyYaEkIrxfyqOc5y6V8oG7xitfkySfjlWDLlvGKcf78+L/6Wb/XcizF64U8IyyKB+9COl98YbbqqmZbbmn266/LLtPP+r2Wqxx4vVAnCJDiwbuQTrt2sVco9hJ17x5dEtetW3y5yoHXC3WCACkevAvpbL11vML75JPokriPP44vVznweqFOECDFg3chnfr14xXerFnRJXH6vZbrsgx4vVAnojfOCZTC4VVPhwrxf+mm+IwZ0d/G8XqhDhAYxYN3IR0uySzrqafMNtssHgA//xxdyuuFOkGAFA/ehXTOOy9e4VX6TWH13/jzn+P7usIKZu3bmy1ZEi3F64U6QYAUD96FdMaPj1+WSdcsVcs//3zZZeVi+nSzc84xq1cvXvHvu6/Ze+9FSy1V6a8X6gQBUjx4FxIefdRsxx3N+vZd9vf6ecUVzQ480Oyjj8wWLIj/q5/VMS5aXnr1Mmve3OyJJ6JLSsNvv5ndeafZWmvFg2OTTarfz+p4Xi8gCwRI8eBdePttsz33jFeUqvj69YuWMBs92uyEE8waN45Xgo0axX/+4INoybjevZd+a//Tn1KXK0ZDh5pts01821dbzeyGG8zmzYuWSi/b1wvIAgFSPCr3XZg0yezUU82WXz5eWeobsm7y5ooqS4WH1q0wOesss2nToqWKx2efmR16aHx79dBYVt98Ey0FAEmVFyBqhnrzzWYNGsQryq22Mhs8OFoqdzT206abxp9rzTXNbr89fomoWKg11SWXxM8UtI277mr22mvRUqlNnBg/iwNQcSorQAYMMNt883hF2bCh2a23xq/R55tuIHfubLb66vHnVjPW556LlqpTixcvtvH332+2/vrxbdJlJl16i/0+Iwqejh3NVl45Hj6LFkVLAChzFREg33z4oS1s0SJeUaoZ6umnm02ZEi2Wf999Z3byyUsvE7VqZfbpp9FSeTdy5Ejbaaed7NTYNoxWAFx6aerOf1EKmAceWBo8G2xg9vjj0VIAKkBZB8iMGTOsbdu2Vq9ePXtQld0++5i9+260WN174w2z3XaLV8D69n7RRWYzZ0ZL5dzEiRPt+OOPjz3tcuFx+hFH2MxsRsZ95RWznXeOb7eCp1On6jsUAnXgk1futefvOtiWLMnwrBk5V5YBsnDhQrvrrrts7bXXDhXlxhtvbP8ttm/J6oj30EPxlkqqkNdbz+zee/NyKeiXX36xa6+91urXrx9ej+23395efPHFaLHUvv7a7G9/W3rmdPjh9OVAwT3/71ahNdbcWQW4moCg7ALkhRdesG233TZUlKuuuqpdd911Nnfu3Gix4jF7ttkVV5itskq8cm7WzBaNGBEt5danTx/bcMMNw+uxzjrrWLdu3ULAZkSvW+z1C0OXaNu2285s2LBoKaAgCJDCK5sAGT9+vB122GHJyzMnnHBC7Ivz19FixevLL82OPjpU1M/EHtf/9a82YcKEaKmMvfPOO7bXXnuF12LFFVe0du3ahUt6GXvsMbONNooHR+xMLnZKp1O7aCmgYAiQwiv5APn555+tY8eOtvLKK4fKcuedd7ZXX301Wqxk/PrSS3bbjjvaCrF9WSV2VnL11VfbnDlzosVSmjx5srVp08aWX3758HoccMABNnbs2Gix1HSPaO+948Gh/itt26YefRcoIAKk8HISIIlv/dVJt6w63377rXXo0CFcp1999dVtjTXWsB1jFepZZ50Vq9uWvQH+8MMP2/rrrx/Wv8EGG1ivXr1C89RSt3jRIrv77rtt3XXXDfvWtGlTe+SRR2xJdQMY/m7BggV2yy23hNdLf7PlllvaoEGDosVSmj5lio087bR4KzW9X2q1piFIgCJFgBRe5jV7GulCIt2yqGHDhlnDhg1tq622sv79+9uPP/5o8+bNszfffNOOOuqoZdajoNHPOvPo1KlTOBMpN9r/888/P1yC0r7uscce9tZbb0WL2dNPP21bbLFFKKMA6dq1awiUTKicyuvvWsf+fkxsPTZwYLQYUHQIkMLLrGavQbqQSLesqm+++SZUYrrhO12jwFbjxhtvXOZnfcP+vAJaA33yySd24IEHhtdRl6ZOOeUUmzRpUrg0pUtUid+fFjuDmJJF/xa9fjpT0d83aNDA7urSxRappz5QAgiQwqu5Zs9AupBIt6yqiy66KJTr0aNHdBF+98wzz4Szs8SZ1worrBD+r5vlo0aNihZP6eOPP7aWLVsmg0f3THTvBCglBEjh1VyzZyBdSKRbVtU222wTyn2RTce2CqRLTv/4xz+S4aF7QE9ppsAM6JJY+/btk5fE9txzz9BaCyhFBEjh1VyzZyAREukeNUl0cpvPJZSMqInvGWeckQwStT7TECXVUb+P7t27h34gKqvLhI9q/hOghBEghVdzzZ6BdCGRbllVBIjPe++9l+zvodZaUcOHDw8t2rRcr/E111wTeqYXtQ8/jA8n36RJfKgX/XviifGpdYHfESCFV3PNnoF0IZFuWVVcwvKbOXNmeO3USitBr+ORRx6ZfP2PO+64MBZW0dPw9wqNli3jQaIvFPpXP+v3Wg4YAVIMaq7ZM5AuJKoue+mll8LNW7W2ahL7Vqmbt1OnTg3LEjfR1f8B2UkEyP7772+zZs2yyy67LNmxsnnz5ikvbRUdfXnQsCnp5lTXcr5kwAiQYlB9rZ+lTAOkRYsWNnDgwNAEdfbs2aFZrpqhioYdUbBo4MNUQ2501pwa+B+JANFZXKNGjcL/11tvPevZs6ctysPgjHnTrp0OGLPu3aNL4rp1iy9XOVQ8AqTwqq/1s5RpgERpiI7VNO/27xIdCbfeeuvQsuinn34KHQnVeS7akRBL6XVKvM4rrbRS6MmvUCk5mmhL7/Enn0SXxGnKYS1XOVQ8AqTwclIjpwuJVMt0I1c9oDUAYlXqUKgKcLvttguj6eqsZIcddrCzzz473DDG/0qcgWjok880t3mpql8/HhCpJrfS77Vcl7FQ8Xrf0MouP2o5m/0TAVIo/1uz14FEqGj8Km6a117VeyAljQBBFs46qZVtu+FyNn0aAVIoBQkQ0c3e66+/3vbbb7/oImSpbAKES1jIQqtWrcJxn83wPcitggWIKEQ04i5qp2wC5Lzz4gHBTXRkgAApvDoNkGOOOcY++OAD+/XXX8NouhppNnoPBNkrmwAZPz5+GStdM14tr4ABNFEzAqTw6jRAhgwZYrvttlu4Oa7muueee24Ynwm1UzYBIn37mq24otmBB8bnI9Gw9PpXP6sjoZYDRoAUgzoNEORHWQWIjB5tdsIJZo0bx0OjUaP4z7GzVyCBACk8AqQMlF2AABkgQAqPACkDFR8gs2ebleGMlEiPACk8AqQMVHyAqCHGBhuYpZjJEuWJACk8AqQMVHyAXH99vHmvmgGjYhAghUeAlIGKD5C5c8023tisXr340O+lhvlPXAiQzGi8sFSP2qr9GlBwFREg6geSqoe6PP54/CykRYvokuLG/CduBEhmchUW1cnPWlGnKiJALrssfobx2mvRJXFLlpjtvXc8RAYOjC4tTsx/UisESGYIEKRVEQEydGg8HHbZxWzx4ujSuHffNVthBbPNN49/ky92zH9SKwRIZggQpFURASKHHhqvUHv1ii5Z6vTT42W6dIkuKT4MHlkrBEhmCBCkVTEBorlOVl453jM91ZDvqkzWWMOsQQOzSZOiS4sLw9fXyvbbbx+O+wkTJkQXoYrojfNcBkpu1oKCqpgAkUsuiVeql14aXbLUrbfGy5x6anRJcSFAXDRp2iGHHBKOeT023HBDe1yNKFCtXAZGVH7WijpVUQGiHufqNKgzkVSj8i5YEG5AT1trBfvp43eiS4sHl7CyouNcs5Vq2mYd782bN7eDDz7Y6tWrF37eZ5997F3dB8MyCBCkVVEBIj17xivWI46ILkmaPmKw3XjccrGTkT1tiVpoFSPmP8nIokWLYm95T1tvvfXCcd6oUSN78MEHbfHvjSk+/PBDa9GiRVi2wgor2Omnn859kSoIEKRVcQGiimOnneKV67Bh0aVJ//rXgXZO7IPz1luPRhcVB+Y/qdHLL78czjR0fK8cO+u87LLLwkR01RkwYIBtvvnmoWzDhg1jXx5ujZ2MLogWK1tLFi+ybz581ubNmrrM7wkQpFVxASIjR8YDZPvtzRYujC4NJk362Nq2XTFW6Wxo8+f/El1ct+bNM6tu7hvP/CfTpsXLlbGJEyfacccdF45rPY488kj7IoP+MPPnz7ebb77ZGjRoEP5uq622ssGDB0eLlZ3J40fagM7NQ1C80e+CZZYRIEirIgNEjj/eflp9OZvwRLfokqS+fduHs5DBg6+OLqobunz2aOwMqGnTeOuw336Llshu/hNdmtH9n1jFaM88E11a8n755Re75pprYide9cMxrZZWw4cPjxar0aRJk+zUU0+15ZdfPqznwFggf6x7SmVm9oyJNrzn8cmQeOHuI23uzGVbHxIgSKtSA2T+pK/tthNWtQ4d1olVPDOii4NffvkxLG/fvr7NiH3Y6tTbb5vtuWf8TElnGVdcES2RPV2+O/NMi9WM8fXqTCXVTfgS82gsaNWiSsfyOuusY927d4+dXFZ/dpmpt2PvwZ6x90DrXDH2HrRv374sZkFdGDujfnfwNdYrdlwrHPpfv719N+7FaLG8I0DKQKUGiAyOfYh0htG3b+obzSNGdA9l7rvv2Oii/FD/EzUhrlrJ5/rbr8Jpjz2WhtP551d/iawEvPPOO3mv5KPh1KNHj1qHU6F8/nYfe+yyDUNwPBz7cjR2RLfY94rC7AsBUgYqOUB0b+PyyzcK9zq+//6j6OJAH64bbtghhMj48S9HF+eOhk+5+eZ4J0ZV7LrMlM/r77o89sgj8ctjer5117VYzZjynlCxmTx58jKXmVq2bJnXy0y6PHb11VcnL4/tsMMOrstjhfLDxHds8K17heB4IHa8vxb70jT/l9wGbbYIkDJQyQEib7/9WAiHO+88ILooady44aFM587NY4GyKLq49gYMiI/BpYq8YcN4Z8a6utE9Z47FakazVVaJP3+sYrSXXoqWKhq60d2lS5fkje4tt9yyTm90q+f6scceG55bj6OOOsq+/PLLaLGiMffnyfbyQ22s57nLh/B47s6W9uOksdFiBUGAlIFKDxD187g19s1MAfHBB09HFyfdffeRocyoUdW0bHKaNvFDm3Fki3jFrYEcNRbX1GWbUdYZDekRqxjDtugRqxityCrGgQMH2hZbbBGO1zXWWMO6du1asKa2aiLcrFmzsC1qInz55ZfbbE2PXCQWLZxvo4feYg9euEYIjn5Xb2kTRw+KFisoAqQMVHqAyMSJo+zcc1ewq67awhYurH4kXt1EvzP27W38+JHRRVmbM2e6PfZYW2vbtp4N2i32Mdpnn/howMUgVjHGasZ4iOisRDfvC1wxfvTRR0XZ2U+dFO+7775kJ8XGjRuHToqF7nz61ftPW7/YsazgUICM/k9XW7ywMEGbDgFSBgiQuIdip/k6w/hP7MOWL7qf8tJLd9nFF68dnuvyyze2Ma8X4ThMsYrR7r3XYjVjPEjURPihh+L3TerQjBkzYiHbNjncyN57712Uw43oM3TxxRcnh0n5v//7P3v99dejxfJOQXvOSQfYRYcuZ/fHvhC9/PBpNndW4YM2FQKkDBAgcT//PNkujH1b00P/z7WPP37Brrtu2xAc7duvakOGXGcLFsyNFisusWPDLroo3r9EQbLbbjb9jTeipXJOLZzuuusuW3vttcOxudFGG8XO2B6LFis6GqjxL3/5S9hmPU466ST79ttvo8VyTkF73nnnhVZoa9RfzjqdvrdN/mpUtFjRIUDKAAGylM4+VMH3739JdJHb1KnjrXv3w8J69bj//hPsxx+/iRYrbp9+qgk07OPYcXJ27HHyySfbd999Fy2VEy+88IJtu+224ZhcddVVY6F7nc3VvPU5oJZbI0eOtGeffdYefvjh5EM/6/dangvPP/+8bb311mEfVlttNbvxxhttnkYTyDEF7b///e+SC9oEAqQMECBL6f7Hgw+eYu+++0R0UdbmzfvZnnqqo7Vrt3IIjptv3sU+//zVaLGS8vVzz9lBv1eMq6++eqgYf42Ow+X0+eef2+GHH5789n7CCSfY119/HS2WMTW7VRhp/KvdYmdOuumeWHe6h8qpvP5Of6/1ePz22292xx132JprrhnWu+mmm9oTT9T+uEoYNmyYbbfddmHdCtprr702Z0FbVwiQMkCAZGbcuBdj3/ZahbGxdAnq+uu3sz59zo5Vcu9Fi9prrz1gHTuuH4KjY8cN7PXXe9mSJSmm0i0xqhhvv/32nFWMP//8s3Xq1Cm0ZNL6dt55Z3vllVeixTKiEXZffPFF+/vf/x6++VcNBn071yyEF1xwgd1www3WuXPncPahf/Wzfq/lKlf177QerU/rTYzgm41p06bZ2WefnbyPs99++9kH1Q0zk6Fo0P7tb3+rVdAWEgFSBgiQmr3yyn0hDLp23cMmTnwn3LvQYIvqna7fV6XOhvqdzjwGDOgUzkTKkSrGs846K1kx/ulPf8qqYlRl3KtXL9tggw3C3+vfBx54wFVJ61KOwmCbbbZJVqwatv3cc8+1J5980qZPnx79k7RUXn+nv9d6EuvU+vU8nl7oo0ePDq+R1qOWZGeeeab98MMP0WIpaRThXAVtsSBAygABUjO1llIo6H5G1JAh1y/zs3q3Dx9+Z6xyqIxh1BUaiYpRYaJQUbik8+qrr4YKUH+jCrFjx47hTMTjmWeeSfYNUcV8zDHH2HPPPeeq5Kuj9Wh9Wq/Wr+fR8+l5PRRMm222WViPzuL++c9/hrO6VKJBu/7667uDttgQIGWAAKnZBRc0CAEyZcqn0UX4nSpGXc5KVIy6zBWtGHWpRfc2Et/oDzvssNgZ2/+GcibUuumII45IBodu7H+S54EhtX49TyJI9PyeVla6b6RLZ7qPpPX84Q9/CDfyoxS0u+yyS06CthgRIGWAAKlZjx6HhwBRkNx//99iZxh32Kef/jdlp8NKpYpRN9YTFaNaIunbu27uqjWVbvbq92plpRvUXqpsNaih1qUKVqPm1iU9X6Ji13ZUV/lnQi3ZdH8lEaiaYvfTTz+1b775xk488cTk7w899FB30BYzAqQMqO26DtImTZr8zzdGxKlfyB13tEg2xU081CFQYYJlqWLUN/VEBaj+CfpXzU3Vv8N7eUk9vK+88sowgKLWecstt4Te4IWg59Xzazu0Pdoubw/0N998M7T80muks5vEfSUF7X/+859o8bJBgJQwjSGksYSqNm/UTUK1YUf1dA/k1Vfvt379zrdrrtkqGSRqdYX/9cYbbySPr0MOOSR0ePNS6JxyyilhXRpa/bXXXosWKQhtR2Kod21fbcLxoYceSo4u/K9//avsv9ARICVq0KBBYRRTHaj6gF9yySXLnDLrw64zE6SmD/ygQVeGALn++u2ji/E79ZDWMaUw8VKlrGlptR7NMpivToxe2h5tl7ZP2+kNEdE0urrUVwkIkBIzduxYO+CAA8KBrm86bdq0Wab3rcbv0Tg+Wq5xfTp06BDukaB6v/46KwSI+oWgerUNEAW15v3QOvbYY4+cTxaVK9oubZ+2U9vrvZylG+rqe1IJCJASoUsH7dq1S16L3muvvcJMbtVR80CNKJpo/66RRnv27Fmwa83FoF+/C6qdB0R9QRQgauaL6tU2QHRvIXHmUazhkaDtS5yJaLs9CBAUDZ1Kd+vWLdliRddq+/TpEy1WLXVc0nAOiY5LzZs3D3MglDPNgd63b/swQ+GoUf2Sv1dI3HTTzjZ69KDQMVBnHmqF1blzs7Ds5ZfvrrIWVFWbAFHrJp0p67gttstWqWg7tb3abk/rLAIERUFDLyS+DWkaTo2V4xnX54svvkhef9bjuOOOs4kTJ0aLlTQNs665zzt0WCcEgoYr+fbb0cnlmu524MDLrUuXXUMZBUynTo1D896xY2l0kI43QNS/Ql98dNZcLDfMM6Xt1XZr+7PtJ0KAoKBU4Sc6WOlx/PHH56TC1/zPVQPpmmuucQVSsdF0tboJHr+XUd8GD74m9Cavrblzf4r+qiJ5AyRxDKupbCnSdmv7tR/ZIEBQELrkdOmllyYvOe20005hiOpc0iWx7t27L3NJ7NFHH40WKwk//PBFcppaPe6777gw62AujB07NMxwmMvpb0uVJ0A0TIj+Rp31SvXem7Y70dkwm2FPCBDUKd307t27d/Kmt8bKuf/++/M6Vo5uFrZv3z55U37PPfdMeVO+2Oj+xcCBlyWHWe/cuXlOpqmtaurUz2IV50qxQG8Se77CTgdbaNkGiL6kaKwpdagrlWMqFW2/9kP7k2nTXgIEdUbXWnfdddfwAVWzW/XnqMuxcj7++GNr2bJleH7dNFTzxVxNypNrGk799dd7W6dOjUJwXHLJevbqqz2rbV2VC088cWF4nqefviK6qKJkGyAa7Vbl1ZO9HCR65Gu/MkGAIO80Vk7r1q3DgamHxsopZMe/wYMHJzsmNmjQwLp06WLz5xfPOFFffvl6uAGuCl1nBv37d7C5c2vfv2XmzEkp2/vrHohCql27VWz69K+iiytGNgGis2aNhqBv7fkeGLGuaD+0P9qvTK4KECDIG02LqclvEpPl6KAcOnRotFhBaGiUW2+9NTl0hU7bBw4cGC1Wp2bM+NYeeKB18j5Ht26HhMtLuaBQaNu2XhjWJJWRI+8Jz3vvvcdEF1WMbAJELQdVVkOnlxPtj/ZL+1cTAgR50bdvX9tkk03CgbjWWmvZnXfeWZRj5UyZMsVOP/305JDXLVq0sI8++ihaLK8UtLfffkPszGy1UIFfe+024cZ2Lv322zy74opNQoh8992Y6OJAl8duvPGPYRvUb6QSZRMgiZFpNYJvOdH+aL+0fzUhQJBT7733nu27777hANQoneecc07WM6wVwrvvvmt77713crvbtm1bq8H0MtWvX79k0O6xx1qxD++dtmhRfoJWnQ0VDrff/ufooiQFh8ooSPJ1v6WYZRogahKuYeDVGCTTG86lQvuj/dL+1dT0nQBBTkydOtXOOOOM5Df5P//5zzZmTPXfdLM1YcKE0Kv86aefDjf3Eg/9rN9rea489thjyXmmazucdzrvv//+MkGreahnzMh/0N52274hIN5/f0B0UZIuYalMJfZYzzRAND+Iymka2XKk/dL+1TQPCgGCWtG9hNtuu80aNmwYDjhNf/nUU09Fi2Vs0qRJoRLXAbzjjjsm+4nU9FA5ldff6e+1Hq9cTyhUleaV1vzSiaDVxFi5CtpMfP31e6HPx5VXbma//fZrdHEwffqE0EmxQ4d1K66DYaYBomFzVK5///7RRWVB+6X9036mQ4DAbciQIeEA0oGm1kw33XRTmOUtWz/99JPdc889oTJNzC+gh/ptqPI+/PDD7eKLLw435PUcOvvQv/pZv9dylUv089BD69H6tF6t3yM6pame5/PPfXOHJ4JW06dqXQraQlU+jzxyRjjDeP75m6OLkhJDv2tgxkqSaYBoJFsdY6VwedZD+6X9036mQ4Aga+PGjbODDjooWVFrYprvv/8+WqxGGrLkwgsvTE4pqocGQdS3fw1FUtP11yiV19/p77WexDq1fj2Pd4gUzfW88847h3XpTKdTp05Z9V+pGrTaFm/Q5sqsWVNjr0fDMOXtzJnVv2/z58+Jfftsar1brWTzx5dHE9VMZBogar2ne1flTPun/UyHAEHG9E3+ggsuSH7T33333e2tt96KFquR1nPRRReFzoRaz7rrrhuGk9b8yrmk9Wm9Wr+eR8+n5/WckahN/AMPPGAbbLBBWJf+7dWrV9q28gpazRudCFq1avEEbT4MG3ZbOMN48MFToouSpj39cOxTE/vYxPahUmQSIHoPVUZfospZ4ktiumOWAEGNNE7O3XffnayImzZtGi4jpeqUls4jjzySXI/mNddYVWrGmk9av55Hz5cILG2Hh848OnbsmLw3ozMTnaFUpYDSGU8iIBW0mke6mCxcuCBMc3vuucvbV1+l+BKg9ze27SFEYmdRlSCTAHnllVdCGQ2PU860f9pP7W8qBAjS+u9//xtuTutAWmWVVeyqq66yOXPmRIvVSDMFaqTd2q6nNvR8el49v7ZD2+OdwXD8+PF22GGHhfXooXslX331VbjnUjUgvUFbF8aMeSachXTtukfqbdQZZuzsKVZT6EZOdGnZySRAEoMnasqBcqb9036mG1yRAEFKieli9fjrX/8aKkgPXUpST2+tp1mzZmGq2kLS82s7tD3artpcOlPrLN3A17oSDQAUULp0VtcB6fGvfx1k9x68nM0ckOaMTB3KYvtlt90WXVJ2MgkQtfJTGTWKKGfaP+2n9jcVAgQp6TKNKsMRI0ZEF2VMQ7SrP4UORHXOK5Yxp7Qd2h5tl7avNkPJq5+I7g1pXZpS1xu0hTD3y0/MVlzRrGlTnaJFF8fpGniDBmYNG6rDT3RpWckkQDR6tMr06NEjuqisaP+0n9rfVAgQpKR5NDbe2D9/tiplHVzq86ChTIqRtkvbp+2sTYioY6A+bBoWpeTEwi+cYaSbF/umm+JlzjwzuqSsZBIgnIEsRYAgpdoEiOYWUBNAVc7pDsBioO3Tdmp7vXM6lHSA/Pij2brrmtWvr27/0aVxana82WYWe6G0s9GlZSOTAOEeyFIECFLyBoh6gTdu3DjcE0h3+ltMtJ3aXm23pxd7SQeI6HKMzjD++tfokqU0woDKlHGz3kwCJNEKq127dtFFZUX7p/2kFVYcAZIlT4BoxN199tknHHiah7yUaHu13dr+bEcOLvkA0VSsO+4YD4h097zatDE744zob8tGJgGiLxgqc+CBB0YXlRXtn/Yz3RcqAgQpeQIkUQm3atUqbSe7YqTt1XZ7wq/kA0ReeikeIM2axQOlAmUSIKKx37L9bJQa7Z/2Mx0CBCllGyCaMlYtt9QSadq0adHFJUHbre3Xfmh/MlUWASJHHx0PkXvuiS6pCJkGyF577RUueWo+mXKk/dL+aT/TIUCQUrYBst9++4UPn7eXd7HQ9ms/tD+ZKpsAURPkVVaxWIrqlCy6tOxlGiDq56Nyjz/+eHRRWdB+af+0n+kQIEgpmwAZNmxY1pVuMUuEofYrE2UTIHL33WbHHqsOLtElZS/TANEIDWXzfldD+6X9036mQ4AgpWwCRKe6OuA0wVM50H5of2o6hU8oqwCpYJkGiDqiaqpmPQo5snI+aH8S+1ZTx18CBCllGiAakbeczj4SEmchmYw4XDEB8uGHZq1bmzVpYrbSSvF/TzxRA2tFS5akTANEErP2aVricqL90X5lMtsiAYKUMg0QPkgVEiBPPhkPjZYt40Gib6f6Vz/r91pe4rIJEL44ESBII5MA4VQ+ruwD5IsvzFZd1WzLLeO90qvSz/q9lqtcCcsmQKTSL90SIEgpkwDhZmJc2QeIel3H9s+6d48uievWLb68xHtnZxsgld54hABBSpkECM0Z48o+QLbeOh4Qn6SY3lZ9ZrRc5UpYtgEildx8nQBBSpkECB2q4so+QDTQogJi1qzokjj9Xst1GauEeQKkkjvQEiBIKZMAYUiHOAKkcgNEKnUIHwIEKdUUIAwqt1TZBwiXsNKq1EFECRCkVFOAMKz1UmUfILGKNQQEN9FTqsRpDAgQpFRTgDCxzlJlHyDjx8cvY6Vrxqvln3++7LISU5sAkUqbSI0AQUo1BQhTey5V9gEiffvG50/XJcuPPjJbsCD+r35WR0ItL3G1DRCppKmcCRCkVFOA6PRXH7Yems2ujGn/tJ/pLktURIDI6NFmJ5xg1rhxPDQaNYr//MEH0ZIlZ/Lkyda0adPwPp5//vm2qBZzoqhSXnvttcO62rZtW2NH1Lqi7dD2aLu0fbUJj1GjRsW+T6wYLoHV1E+qHBAgWaopQDgDWapiAqQMLYidSd1yyy3hUo7ew8Tjj3/8Y60qxk8//dS22GKLsK5mzZrZ2LFjo0XqlJ5f26Ht0XZp+zzUtP20004LZzBVX6+jjz7avtJ0AGWKAMlSTQHCPZClCJDS9PTTT9uWW24Z3jsFiILks88+s2OOOSZZMer/3opx5syZdvzxx4f1rLLKKnbVVVfZnDlzosXySs+n59Xzazu0PdqubClou3btmgxahdDAgQNtxIgRIWwT+3jFFVfY7Nmzo39e8giQLNUUIIlWWO3bt48uKivaP+1nRbfCKjP6Nn7AAQeE90yXYNq0aRMuYVWls4+qFaNGI/BW/urlve6664Z1NWnSxLp3727z5s2LFssprV/Po+fT8+r5vb3lBw0atEzQdunSZZnLcrrcd++99y6zjw899JAtWbKkylpKGwGSpZoC5Pvvvw8Hy0EHHRRdVFa0f9pP7W8qBEhpmDFjRmiWrWv3er80wkC6FkiqGO+5555lKsaHH37YVTH+9NNPdtFFF9lKK62UrNAVSt5LSalofVpvYpv1fHpePX+21Cu9ZcuWaYO2qug+7rbbbvbmm29Gi5UkAiRLNQWI6NvIJptsEv11WdH+aT/TIUCK28KFC61bt27hmNb7tNFGG1mfPn2ixVJSxXjhhRcmK8bdd9/dXTFOnDgxrGv11VcP69KjefPmdt1119nw4cPtl19+if5JWiqvv9Pfaz2JdWr9eh49X7Z+/PHHZYJ2zz33TBu0UQqxgw8+OLktf//73+27776LFispBEiWMgmQPfbYI3wzmT59enRRWdB+af+0n+kQIMXrxRdftO222y68P/Xr1w/3tLKtpBPGjRuXrBh1XKhiTHdmmo5CSWc3+++/f1hXorJVpb3tttva4YcfbhdffLHdcMMNdtNNN4UzH/2rn/V7LVe5RCWf2CatT+v1nHEoaHXZKxG0G264YVZBG/Xss8+Gpr6JQOvcuXPJTvtAgGQpkwC57LLLwsHRv3//6KKyoP3S/mk/0yFAis8XX3xhRxxxRLJy1c1jz7fx6uS6YlQvcLXy0+RlO+64YxjUMLHd6R4qp/L6O/29pzd5gs5itt9++7BeBa2GOPEGbVUaHuWf//ynrbnmmmHdm222mT1ZgpOPESBZyiRAXnjhhXBQZDJrXylKzLao/UyHACkes2fPsksvvTRZCe+000616u+QilolRSvGXH6RmjBhQpjgSS3FdPaReOhn/V7Lc0FBe+SRRyZD6bjjjstZ0Fb1ww8/2Jlnnpls/vunP/3JRqtfUYkgQLKUSYDoG4q+gTVq1Cic/pYT7Y/2S/tX0zcxAqTwlixZbKOG97ZD92oU3ov1118/dP7M9+i40YpRl5BKoWKcNWtWOLNOBK3un+QjaKM++OCD5Bwq9erVsysvOdtmzyz+YfAJkCxlEiCi68A6GJ577rnoopKm/dF+af9qQoAU1pQvXrOBXXa1nucsZ21arGQ3XXuJ/fzzz9FieaVjoGrFePbZZxflvUEFau/evcOXI22r5gHp2bNnrXreezzxxBP2hy03tYOaLWe3nbGmfTj8Dlu8KLvRgOsSAZKlTANENyl1IKrDVTlJdCbT/tWEACmMOT9+Y/99oHUIDj3+0+1QmzF5fLRYnerXr19ouafjYa211rI77rgj62HS8+X111+3XXfdNWybWpR16NDB1akwV+b/Os+ef+xG633+auH9e+Lare2bsc9HixUFAiRLmQaIvtFss8024RT+k1TzRZQY7Yf2R/uVySUQAqRuLfxtnr035PpkxfPktdvYtx//J1qsYNSJT62lNNCgjgsdR88/X7iK8dtvv7XWrVuHbdHjkEMOCT3ui8Wcn761//Y6KflFYOi//2Izp+S2f0xtESBZyjRARDf3dGCefPLJ0UUlSfuh/dF+ZYIAqTtfjOprj1+xSahoHrp4Lfto+J1Fe+lDFfdJJ51UsIq7uiAbOnRotFjRmPLl6/Z0l/8L7+0D561kbz55sS2YW7gzpKoIkCxlEyC64ayxcfStPZsOR8VI26/90P5k2jCAAMm/6V+/Z8/ctm+oXO5vW89e7XOO/Tqn+O4xVKcQl46il9I0hHuxXEpLa8kS++yNB61Pp8bhvX7kkvVs3Cv32ZLFdXuPJooAyVI2ASKJwRV32WWXOr8hlyvabm2/9iPd4IlRBEj+zJs11UY+cobdf+4KoUJ59vY/24zvxkSLFT1dCn3wwQfzfvNax+K+++4bnkM3888555yivJlfk99+nW3vDLzcHmi3cnjfn+rczCaNfzlarM4QIFnKNkAk0XFLo5qWIm23tl/7kQ0CJPcWL1xgY174hz10YcNQgfS9cjP76v2nosVKTnXNZ9Wvo7aqa048ZkzpBW3UrGlf2rC7j0reH3nxvmNt9vTc9IHJBgGSJU+A6Jqv/k7DK7z22mvRxUVN26vt1vZrP7JBgGQmUQlU96jqmw+ftX7XbBV+/+AFDez952+yRQuLY1KmXMlVBz51aNScNQ0bNgzryXWHxmLx/bjh1v+GHcIx0at9fRs1+GpbuGDuMmWix1Sq48uj9muoMJ4AEQ3zoDF5NI5OqQygpu3U9mq7tf3ZIkAyk8mH+cdJY63nucuHx4gHT7FfZvrGmioVtRlCZMiQIcsMqaKxsmozpEqxW7x4oX38cg97uMM64Th6e8ClyyzP5Pjyys9ay5g3QETDSeug1gdDI3sWM21f4gOs7fYgQDKTyQdcTXR16eqHr96KLipb1Q1i+Oijj0aLJWlQx8Q0A7Ud1LEUzf/lx3CMRO+FZXJ8eeVnrWWsNgGi+RJOPfXUcIBrJNtiDRFtl7ZP26nt9czzIARIZvL5AS8HOh41gVmqYdQ1wu4FF1yQk2Hly1E+j6/8rLWM1SZARN+qEtd49Q2/2C5naXsSZx7azkyb7FaHAMlMPj/g5SQ6kZO+3GgWwFxMbFXO8nl85WetZUzfctQMUMNEe6lSPuWUU5Kn5cVyY13boe3Rdmn7ahMemv9ZwZE420JqiQ949IHqDR48ODmVrB6Fmle9VESPq1weX7lZSwVRr9lEk8C9997bRo0aFS2SEX1L0r0FfZPSqbmayua67Xum9Lx6fm2Htkfb5f0Wp7/TvM+NGzcOr5FugPbo0SNaDFXk8gNdKdTKKvFl5+23344uRhX5PL7ys9Yy99FHH1mLFi3CwaswOe2002zKlCnRYhlR66bETUJ11qvrD4OeL9FJUNvhaW2V8MYbb4T5nrWuxJzT+e5ZXA7y+QEvZ61atQrHmvezVynyeXzlZ60VYuDAgWFoDx3Emh+8a9eu4ZtRttS/ItHZUIGkMafyPQCj1q/nSZxN6fmz7eeRoPsmiXGy9NAHW/M/IzP5/ICXMwIkM/k8vvKz1goyf/78cCNPAaKDWddmBw0aFC2WEQ0TkggkVewaOl3zb9TmXkRVWo/Wp/UmgkPPl83wJFWpbf2NN94Y2tprXVtvvXXZzX9SF/L5AS9nBEhm8nl85WetFWjy5MnWpk2bcA9BB7Vai4wdOzZarEaq5NWSRCOEJr7Ra5wgTSOrOZOzHb9H5fV3+vvEeEN6aP16Hm84aeKbTTfdNKxL05fefvvtpTEoXRHK5we8nBEgmcnn8ZWftVYwtU/fa6+9woGtm9Lt2rVz9ffQIHOatEmdoRLDTiceG220UfjwqO27hqXu3LlzCAP9q5/1ey1Xuap/p/VofVpvJvN5VEdTb2reZq1PrdHOOussmzat+KfeLGb5/ICXMwIkM/k8vvKzVlifPn2SrUR0c1o9ar3f9jWEwwsvvBAGm9NN6sTlspoeKqfy+jv9faZDQVRHIaGwUGho3QoRhQlQKARI4REgeaQKW2P4qCmrDnR10NMYP7mgS2YjR44MraZ09pF46Gf9XstzQZeldHlKl6m0D7pspUtiQKERIIVHgNQBjSaqUUUTZwbq4a1RR4udbojrxri2WTfKdcO8nAelQ2khQAqPAKlDOjPQPAc66DXvgS4taR6EYqMmuIkPpx5qoltsQ64ABEjhESB1TL2+NePa+uuvHw5+tYzq3bu3+6Z2LqnTnzr/JQal0/0TdQ4EihEBUngESIGostYc0InKWnNDa47oQlCo3XvvvWE6UW2LhiHRcCTe4UyAukCAFB4BUmCfffZZGF8rcbmodevW7h7hHiNGjLBmzZqF59agdFdccUUYCBEodgRI4REgRWLo0KHJzoPqr6H+HPPmzYsWy5kJEybYsccemwyuo48+2r788stoMaBoESCFR4AUETWZvfPOO22ttdYKH4xNNtnE+vXrFy1WKxry+uqrrw5nG3qOHXbYwV566aVoMaDoESCFR4AUIQ0/cs455yQ77e27775hcqba0P2MRx55xJo2bRrWqUl4NMy6t3MjUGgESOERIEVszJgxtv/++4cPiQY/PPPMM+2HH36IFqvRW2+9lZyiVsOrnH/++a7hVYBictJxrazpOsvFPhMESKEQICWgf//+ttlmm4UAaNiwod12220ZDRs/adKkMLNgYoDHAw88MO/DxAN1pftVrey8g5ezWT8RIIVCgJQI9QC/6aabkkOn/+EPf7AhQ4ZEiwUaYv7mm2+2Bg0ahLJbbbWVe8h2oFg9/+9WYZDAubMIkEIhQErM999/H0bUTZxVHHTQQTZu3Ljk8gEDBtjmm2+ePFv5xz/+kdHZClBqCJDCI0BK1Jtvvmm77757CAp1RjzppJPCzfbE/ZIzzjjDpk6dGv0zoGwQIIVHgJQwtazSCLxNmjQJwaHHPvvsY++99160KFB2CJDCI0DKgPp2qAe77pEAlYIAKTwCBEBJIkAKjwABUJIIkMIjQACUJAKk8AgQACWJACk8AgRASSJACo8AAVCSCJDCI0AAlCQCpPAIEAAliQApPAIEQEkiQAqPAAFQkt4ecKk9fvnGtnghg4UWCgECoHQtWRL9DeoQAQIAcCFAAAAuBAgAwIUAAQC4ECAASoqa7qZ6oG7xigMoKYRF8eBdAFBSCJDiwbsAoKQQIMWDdwFASSFAigfvAoCSEr1xTqAUDq86gJJCYBQP3gUAJYUAKR68CwBKCgFSPHgXAJQUAqR48C4AKCkESPHgXQBQUgiQ4sG7AABwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADg8v+Ih27ct8RGiAAAAABJRU5ErkJggg==)
| Product Number | 6664-3-30 |
| CAS | 886361-14-4 |
| MDL Number | MFCD05975143 |
| Molecular Formula | C14H7F5O5S |
| Molecular Weight | 382.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 59-61 ℃
TSCA: Not listed on TSCA inventory