![[3,5-Bis(trifluoromethyl)phenyl]chloro(dimethyl)silane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpEAAAaRAE4pjH5AAACTHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZcT1xgfMKVGSKkpVaaX2ZtuV9m7lgJMiAa6AnN5+x0AaCCwEEpuZ/xsfZnCWT5c0gZPKi1hnK4sTZoHKQh3F2WFl/f54mQXW03oZogiFWbGyPsvya0Hp+Xwm4adK5UVnJNSpVfsXlyLuaM6C6PxAbcY4/fP2+l4xszgrSpmFCqkiXhSV8VWHsqxm8Z8haCrzU5zRWk7T/FRH+2szczNyKSLrvpYt+jaIwj5OFOx1nsoSTjYjeLMfcFCZymWpIthd0SyIg2tfL9+edXhMVVZi10SIQ5m8l/kxREOqExUeMRh2fj6vrJQjIEudbvJcXsH0jFlykDZIAdIB6YL0QPogA5BzkJzhF/0cBRwVHCUcNRxFHFU8wP1PlJnAx/VL4SrgPYYtbBPz07peqqtpcRttkzwhhA9NMzML9QTYJPDvVpt4nu/cmsaI+4GfWzO7BWhE2HJWB3Q9bHGfGC7DRZXjgyC2wCeH+D7H2rniPNAzxziCBG6vsQmqGQ7sOmao25AM8fsM7t7KOmuem/Fb8+m4b/Zahpmh36lZL3c6i1pdiKOVteNWlbNfal/YTdos0HmkctxME8BI24DdBUySxwHRA5xxwOkB7jjgdgFTbt/AZgjwuoApznHA7wKmlMeBoAuYwh8H5l2gek3GCeN/WPYkwvuj8PG95Q/5rl/cCUYMMBNVwp0BZqJQuNtLC58oFf6Q+vrcmWD8AcafYIIBJhhiaOu1pLfTFbu9k5e2jmWKf0brf77l7vuGgC0RAAA7KklEQVR4Xu3dB5wU5cHH8UNpohFBxSAK2GJBo68lMUYTQxQi4ZUEk9doDERjQFRsERWNioqKKRKsFEFASkQMGGIQMShYsCAIKEqVomKhnXDSfd77j9lx9rm529tnd+9mdn7fz2c+nsyzZeYp/92dmWdKDAAADkrsfwAAoDoIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQ4L/KysrMwIEDzc9//nPTunVrs8cee5iGDRuali1bmnPOOccMHz7cbNmyxX6Yp6SkxF8yyaYsEGW0YKDcmDFjzH777Zc2uIctzZs3N+PHj7cfnlUoZFMWiDJaMBKvb9++/oBer14906NHDzN9+nSzZs0a7xvHkiVLzIMPPmiOOOKISgf+bEIhm7JAlNGCkWgTJ070B/N9993XzJo1yy7i27p1q+nVq1fowJ9NKGRTFogyWjASa9u2bebAAw/0BvI6deqYqVOn2kVC3XHHHfY/ZRUK2ZQFoowWjMQaO3asP5C3a9fOXp2VbEIhm7JAlNGCkVhdu3b1B3KdYZWLbEIhm7JAlNGCkVjBg+ILFiywV2clm1DIpiwQZbRgJFaTJk38gby0tNRenZVgKGSzAHFGC0Zi1a1b1x/Id+zYYa/Oih0M1V2AOKMFI7EK9Q0kk2zKAlFGC0ZiHX744f5AzjEQIHu0YCRWly5d/IG8ts/Cmj9/vundu7c58cQTTdOmTU2DBg3MoYce6l0Vv2LFisCjgejI3NqBIhW8DqR9+/b26qyEhUJlwsoG/81eGjdubN58883AMwDRkLm1A0XKvhJ92rRpdpFQmjvLFhYKlQkre8wxx5jbb7/dm4Nr5cqVZvPmzd63kjPOOMMrd9pppwWeAYiGzK0dKGITJkzwB3PNxjt79my7iE+Bc/3114eGRFgoVCabsqtWrfLK7bbbbvYqoNZlbsFAkQvOxlu/fn1z2WWXmRkzZpi1a9d6s/EuW7bMu09ImzZtKh34swmFbMquXr3aK6d7kgBRk7kFAwkwevRo06xZs7TBPWzZf//9zZNPPmk/PKtQqE5ZXZeycOFC07FjR69cv3797CJArau8BQMJs2nTJvPwww+bTp06mVatWplGjRr5dyTs3LmzGTFihDele5jqhEJKprLB9S1atDADBgywiwCREN6CAdSaYIDoavm2bduamTNn2sWAWkeAABG0fft27/qPBx54wLsuZNddd632/UqAmkKAABE3efJk79uILjIEooQAASKurKzMCxBO5UXUECBAxE2ZMsULEB3YB6KEAAEi4IQTTjCDBg0y8+bNMxs2bPDOCNNpvPfcc4/Za6+9vADRRYxAlBAgQAQEz7wKW3Qmln7KAqKEAAEqsXTpUm+pCXPnzjW9evUyxx9/vHefknr16pnmzZubDh06mFGjRpmdO3faDwFqHQEChNCArkFci/4GUBEBAoQYOXKk//OR/gZQEQEChCBAgMwIECAEAQJkRoAAIQgQIDMCBAhBgACZESBACAIEyIwAAUIQIEBmBAgQggABMiNAgBAECJAZAQKEIECAzAgQIAQBAmRGgAAhCBAgMwIECEGAAJkRIEAIAgTIjAABQhAgQGYECBDi8bEjzd7fKPEW/Q2gIgIECPHq1JHmkjNLvEV/A6iIAAFCLJo50gzqVuIt+htARQQIEIIAATIjQIAQBAiQGQEChCBAgMwIECAEAQJkRoAAIQgQIDMCBAhBgACZESBACAIEyIwAAUIQIEBmBAgQggABMiNAgBAECJAZAQKEIECAzAgQIAQBAmRGgAAhVi9+0Q8Q/Q2gIgIEqMQH7z7nLQDCESAAACcECADACQECAHBCgAAAnBAgAAAnBAjgKHWar5YkKxlU4i9IFmo8QkpKSvwlk2zKVkdZWZkZOHCg+fnPf25at25t9thjD9OwYUPTsmVLc84555jhw4ebLVu22A+LvU3rVpnXJ95kJtz9XfPoVXuZIZfUNSP/0Mw8cfu3zdSBvzALpg80pZ8ttR/mKaYAKdteXv8Lyut/Snn9jymv/2Hl9f9Ief2PLq//Z8vrf2F5/e8Ir38CJLmo8QjJJhSyKZvJmDFjzH777Zf2nGFL8+bNzfjx4+2Hx9aSN/5uhvXcIy0IKlvCZFofF2MWl9f/yP3SgiBsaf5Yef0vq1j/BEhyUeMRkk0oZFO2Kn379vWfp169eqZHjx5m+vTpZs2aNd43jiVLlpgHH3zQHHHEEXl5vaj4ZOlMM/iSXb8KgO51zAvDLzSfvP+a2bJprdm2ZaP5ZNmrZua4a/yAKVZ9Z/f1B/96Q8rr/8Xy+v+ovP43r/G+cSwpLa//d8rr//EjKg0JAiS5qPEIySYUsilbmYkTJ/rPse+++5pZs2bZRXxbt241vXr1yun1ouSZB/7X//bw5tN32Kt9X3z+ifdTVjGa+P5Ef+Dfd0R5/X9WRf3vLK//V3uFhgQBklzUeIRkEwrZlA2zbds2c+CBB3qPr1Onjpk6dapdJNQdd1Q+2MbJ8Kub+gGy+fNP7dVFb9vO8voffaA36NcZVF7/H1Sz/t+sWP8ESHJR4xGSTShkUzbM2LFj/ce3a9fOXl30hvSo5wfIF6Uf26urJc7HQMYuGesP+u2ezq3+CZDkosYjJJtQyKZsmK5du/qP1xlWSTP2j4f6g//UQb80W8vW20UyinOAdH2+qz/o6wyrXBAgyUWNR0g2oZBN2TDBg+ILFiywVxe9N/55S1oAPHJZQ/Ov/meYNyb+0bw/Z4LZvPEz+yEVxDlAggfFF6zPrf4JkOSixiMkGArZLC6aNGniP760tNRenbV3333X3H333aZPnz45L8Mf7GNmjO9jZk3KfZn77F/MpvUf2G/X7Ni22Tzd/8y0EEhbutcxk/5yuvlgQeXHBqoKEL2mXtt+Py7LhOf6mD+9Vr5vZrkt/eb0Mws3LEx7f02GN/EH/dKtudU/AZJc1HiE2MFQ3cVF3bp1/cfv2LHDXp21Aw44oML7cl1OP6rE3PmrkEHdcfnnX35ov13Pl1/uNO+9NNSMv+O4Co8JLvq2EiZYxqbXtJ/Hdenau8Tsc19J2kCd7aKLA4PqDqnrr9vxZW71H3wdJAs1HiHBQTSTbMqGyfc3kOOPP75CELgu+Q4QHePIZOO6lWbJ62PNzCf+YMb1aVPhOVa+Pdl+SNp6m17Tfg7XJR8B8p0J30l7f3wDQT5Q4xESHEQzCSs7f/5807t3b3PiiSeapk2bmgYNGphDDz3UuzhwxYoVgUcbc/jhh/uPz8cxkI0bN5rnn38+L8uc1583y9953ny4MPdl9aIZZuf2rfbbzeijRdPNqOta+IP4vwf8xC6SNsjb9Jp6bfv9uCzvLn3evPRB+b750H3ZtH1T2vs7/PHD/UGfYyBwRY1HSFgoVCasbPDf7KVx48bmzTff9Mt26dLFX5fEs7CqY/ncf/oBMeLqve3VVQZI1HV5vos/6HMWFlxR4xESFgqVCSt7zDHHmNtvv92bimTlypVm8+bN3reSM844wyt32mmn+WWD14G0b9/e/3d8bevmUj8gNO2JLc4BErwOpP3TudU/AZJc1HiEhIVCZbIpu2rVKq/cbrvt5v+bfSX6tGnTAo+onObOSgpdYJgKCF25botzgNhXok/7sJr1P7ti/RMgyUWNR0g2oZBN2dWrV3vlNDV70IQJE/zn0Gy8s2fPTlsfpMC5/vrrq/V6caC5sCqbpj1F07ynAmLyfR3s1bEOEJnw/gR/4NdsvLM/q6L+ywPn+teuDw0JAiS5qPEIySYUqlNWp+cuXLjQdOzY0SvXr18/u0jabLz169c3l112mZkxY4ZZu3atNxvvsmXLvPuEtGnTJuPrxUnqZymdLbV01jjvviA68K1vHTqA/tzgc78OiO51zEcLX7CfIvYBIsHZeOsPKa//l8rrf3V5/W9Z683Gu+zzZd59QtqMa1NpSBAgyUWNR0h1QiElU9ng+hYtWpgBAwbYRXyjR482zZo1S3tM2LL//vubJ5980n54LAUH/6qWoZc3MgtfGW4/3FMMASKjF5fX/8hmaUEQtuz/WHn9L6tY/wRIclHjEZIpFIIylQ2u10WDbdu2NTNnzrSL+TZt2mQefvhh06lTJ9OqVSvTqFEj/46EnTt3NiNGjPCmdC8WG9csNwtnjjDTR/zOTLjrO2Z071bedCaPXNrAPHbtN72r0DXNe9hV7CnFEiCi03wffqe8/qeU1//o8vof2si/I2HnZ8vrf+EIb0r3MARIclHjRWz79u3e9R8PPPCAd13IrrvuWu1p2wEgEwIkISZPnux9G9FFhgCQDwRIQpSVlXkBEjyVFwByQYAkxJQpU7wA0fENAMgHAqSInHDCCWbQoEFm3rx5ZsOGDd6BcZ3Ge88995i99trLCxBdywEA+UCAFJHgmVdhi87E0k9ZAJAPBEgRmTt3runVq5c3tbqma69Xr55p3ry56dChgxk1apTZuXOn/RAAcEaAAJUoW/+htwAIR4AAIdZ9+LZ3UaEW/Q2gIgIECLFo5kj/KnP9DaAiAgQIQYAAmREgQAgCBMiMAAFCECBAZgQIEIIAATIjQIAQBAiQGQEChCBAgMwIECAEAQJkRoAAIQgQIDMCBAhBgACZESBACAIEyIwAAUIQIEBmBAgQggABMiNAgBAECJAZAQKEIECAzAgQIAQBAmRGgAAhCBAgMwIECEGAAJkRIEAIAgTIjAABQhAgQGYECBCCAAEyI0CAEAQIkBkBAoQgQIDMCBAgBAECZEaAACFmvzDS3Ni5xFv0N4CKCBAgxNRJI80Z3y7xFv0NoCICBAgxdsxI07hRibfobwAVESBAiJEjR5qSkhJv0d8AKiJAgBAECJAZAQKEIECAzAgQIAQBAmRGgAAhCBAgMwIECEGAAJkRIEAIAgTIjAABQhAgQGYECBCCAAEyI0CAEAQIkBkBAoQgQIDMCBAgBAECZEaAACEIECAzAgQIQYAAmREgQAgCBMiMAAFCECBAZgQIEIIAATIjQIAQBAiQGQEChCBAgMwIECBE//79/QDR3wAqIkCAgC1btpg777zT1KtXzw+Q+vXre/+mdQC+RoAA//Xkk0+agw8+2A8Oe9E6lQHwFQIEiTdv3jzzox/9KC0sGjRoYK699lpv0d/BdSqrxwBJR4AgsdasWWMuueQSU7du3bSA6Ny5s1m2bJlfTn/r34Jl9Bg9Vs8BJBUBgsTZvn27GTBggGnSpElaKBxzzDFm2rRpdnGf1qlM8DF6Dj2XnhNIGgIEiTJlyhRz5JFHpoXAPvvsYx5++GGzY8cOu3gFKqOyekzwOfScem4gSQgQJMKiRYtMx44d0wZ9nWl15ZVXmnXr1tnFM9Jj9Njg2Vpa9Bp6LSAJCBAUtQ0bNngHwnUqbnCgb9++vXn33Xft4lnTc+i5gs+t19Jr6rWBYkaAoCjt3LnTPPLII6ZZs2Zpg/thhx1mJk2aZBfPmZ5Tzx18Lb223oPeC1CMCBAUnRkzZpjjjz8+bTBv3Lix+fOf/2y2bdtmF88bPbdeQ68VfG29F70noNgQICgaK1asMOeee27a4L3LLruYiy++2HzyySd28YLRa+k19drB96L3pvcIFAsCBLFXVlZmbrnlFrPbbrulDdinnXaamT17tl28xui19R6C70nvUe9V7xmIOwIEsTZ69Ghz4IEHpg3SrVq1Mn//+9/torVG70XvKfge9Z713oE4I0AQS2+88Yb5/ve/nzYoN2rUyNx2223miy++sIvXOr0nvTe9x+B71jZoW4A4IkAQKx9//LG58MILKxxfOP/8882qVavs4pGj96j3Gnzv2hZtk7YNiBMCBLGwdetW069fP7PnnnumDb4nnniiefnll+3ikaf3rPce3BZtm7ZR2wrEAQGCyJs4caI59NBD0wbbb37zm2bYsGHmyy+/tIvHht67tkHbEtw2bau2GYg6AgSR9fbbb5szzjgjbXDVVd7XX3+9+fzzz+3isaVt0TbZV8tr27UPgKgiQBA5a9euNZdffnmFadY7depklixZYhcvGto2bWNwm7UPtC+0T4CoIUAQGZoS/YEHHjBNmzZNG0TbtGljnnvuObt40dK2apuD+0D7RPuGaeMRJQQIIoFBMx1hijggQFCr+Nmmakn9OQ/xQICgVkTlwPHSpUvN5MmTzX333Wd69uxpLrjgAnP66ad7i+4+2Lp1a++/qX/7zW9+45VT+Weeeca8//779lMWRFJOKEC8ECCoUbV56qpmy33ppZdM3759vcHYvircddl99929e4LoGo5XX321Wnc2dFWspzQjnggQ1BgN3jV98Zye96mnnvJmws02MFq2bOl9A9F/7XVVLdqmrl27escqCnEvkKouqtQ+BmoKAYKCq43pO9566y3TvXt3s/fee1cY4FPL0Ucfbbp06WLuvvtuM378eDN37tyMt7fVej33E088Ye666y7vJy/7HuvBpUWLFqZXr15m+fLl9lPlLO7TuiD+CBAUTG1MIPjCCy+YDh06VBjItejbxGWXXeYN/p999pn90JysXr3ajBkzxnTr1s00b968wmvr3un6VpKP2+ja4jaxJIoHAYKCqOkpzKdPn25OPvnkCgP3PvvsY3r06GFefPFF+yEFo2MgU6ZM8Q646/hI8P3o28Ivf/lL7+B9vsVhansUFwIEeVXZTZRuvfXWgtxEST/VnHfeeRWCQ2dOjRo1qqC3sK2OTZs2mf79+3s/ZQXfX8OGDU2fPn3Mli1b7IfkRPtY+zpqN9dCcSJAkBc1fRtXfcrXgWT7E75+ypk0aZJdvNbpwPfgwYPNwQcfnPZ+DznkEDN16lS7eM6icntfFDcCBDnRJ/w///nPpnHjxmmD1fHHH29mzJhhF88LDY6nnnpq2uvpTKlx48bZRSNHQXLHHXekHRfSwH7DDTcU5Ip71YHqIrivVFeqs9r+dob4I0DgTJ/0DzvssLTBqVmzZuaRRx4pyOmrorOl9tprL//19FPQzTffXJCfxwpJFyCeffbZaftO355WrlxpF82Z6kJ1oroJvp7qLorf1hAfBAiyVlpaWuE3fV0Vfe2113rrCkGD4DXXXJP2mjoNd/78+XbRWBk6dGjatxEd9H/llVfsYnmhulEd2Vf/qy4LVW8obgQIsqbrJoIDUMeOHc2iRYvsYnmzefNm78yl4GvqzKpiOUVV05QEJ5LUcZ2nn37aLpY3qivVWXB/qk6BbBEgyJpOC00NPLquopA0mWDweIfOLnr88cftYrGnn+A6d+7sb6cmTxwxYoRdLK9Ud6nX41RfuCBAkDXNx5QaeDTleKGsX7/eHHfccf5r6aryYp6qQ2eW6er51PbWqVOnoCGiuku9VqHnIUNxIkCQtZoIEH0iP+WUU/zXOeigg8x7771nFytKuo4j+E2kUD9nESDIFQGCrBU6QHRx3Zlnnum/hqYgSdrcTrfccou//TrIPnPmTLtIzggQ5IoAQdYKHSCaAiT1/JqqfPHixXaRRAj+nKWzs/J9ii8BglwRIMhaIQPkoYce8p9bt3PVDLlJpVOXgwfWdZ1IPi82JECQKwIEWStUgLz22mumQYMG3vPq6mxNSJh0OhZ01FFH+ftbV6znCwGCXBEgyFohAkRnXAVv3KSpyPEVXSeSuthQwZqvubMIEOSKAEHWChEgwd/7zzrrrIJNhRJXumI9tX80AWM+ZvElQJArAgRZy3eA6NqO1Cy+Olic75s9FYvg3Fn5+IZGgCBXBAiyls8A0YywmtMq9XzDhw+3i+C/NAFj6qcsXZGf602pCBDkigBB1vIZIPfee6//XG3btrVXw6Kp4FP7S/OD5YIAQa4IEGQtXwGiyRB1nYeeR/cMX7hwoV0EFh37SN2USj/75XKPdQIEuSJAkLV8BYhu9Zp6Ht0pD9WjOxum9lvXrl3t1dVGgCBXBAiylo8A0beP5s2b+98+li1bZhdBJXRXw9T9WLTvli9fbhepFgIEuSJAkLV8BIjukJd6josuushejQyCx4569eplr64WAgS5IkCQtXwEiKbl0OM1ZXkuv+Mn1caNG80ee+zh7UN9G3G5boYAQa4IEGQt1wDRwXIFhx6vKdvhJjjppMvV6QQIckWAIGu5Bkjv3r39xw8ZMsRejWrSXGGp/ehyMJ0AQa4IEGQt1wBJnYaqi+JKS0vt1agm3cEwdSJC48aNvf/PBgGCXBEgyFouAbJkyRL/sZ06dbJXI0vdunXz96dmM84GAYJcESDIWi4BMmjQIP+x999/v70aWRozZoy/P/v162evrhIBglwRIMhaLgGi6TdSj+Xsq9x99NFH/gkJ7du3t1dXiQBBrggQZC2XANl33329xx1wwAH2Kjg68sgjvX2q03qzOZ2XAEGuCBBkzTVAPvnkE/9x55xzjr0ajoKn82rG3uoiQJArAgRZcw2QF154wX/cTTfdZK+Go759+/r7NZvbABMgyBUBgqy5BsjAgQP9xz322GP2ajgaN26cv1+zOTGBAEGuCBBkzTVArrrqKv9xs2bNslfD0VtvveXv1549e9qrK0WAIFcECLLmGiDnnnuu/7g1a9bYq+Fo3bp1/n7N5iZTBAhyRYAga64B0qFDB/9xmpIc+bF9+3Z/v/7kJz+xV1eKAEGuCBBkzTVATjvtNO8xDRs2tFchR7pHuvbtqaeeaq+qFAGCXMU+QAZ1K6n2gvxwDZDjjjvOe4yuBUF+NWvWzNu3xx57rL2qUgRIYdjjTlVL3MV+C+wKqWpBfrgGyLe+9S3vMa1atbJXIUfap9q32sfVRYAUhj3uVLXEXey3oJgqIy5cA4RvIIXDN5DoSNKYFPstTFJlRYVrgHAMpHA4BhIdSRqTYr+FSaqsqHANEM7CKgzOwoqWJI1Jsd/CJFVWVLgGCNeBFAbXgURLksak2G9hkiorKlwDhCvRC4Mr0aMlSWNS7LcwSZUVFa4BwlxYhcFcWNGSpDEp9lsYrKyqFuSPa4AwG29hMBtvtNhjT2VLMYj9VtiVUtmC/HENEO4HUhjcDyRa7LGnsqUYxH4riq1C4sA1QIQ7EuYfdySMliSNSbHfwiRVVlTkEiDcEz2/uCd69CRpTIr9FiapsqIilwAZNGiQ/9hsDvgi3JgxY/z92a9fP3t1lQiQwkjSmBT7LUxSZUVFLgGyZMkS/7GdOnWyVyNL3bp18/fna6+9Zq+uEgFSGEkak2K/hUmqrKjIJUDk4IMP9h7bqFEjU1paaq9GNe3YscM0b97c25eNGzf2/j8bBEhhJGlMiv0WJqmyoiLXAOndu7f/+CFDhtirUU06ZTe1H7t27WqvzogAKYwkjUmx38IkVVZU5BogCxcu9A/8nnLKKfZqVFPw9N2pU6faqzMiQAojSWNS7LcwSZUVFbkGiHz/+9/3Hq8g4Wys7G3cuNE7bVf7sEWLFlmdvptCgBRGksak2G9hkiorKvIRII888oj/HBdddJG9Ghnce++9/v7r1auXvbpaCJDCSNKYVPxbiLzLR4B88cUX/gHgevXqmWXLltlFUAlNha9vHal9t3z5crtItRAgyBUBgqzlI0Ckf//+/vNcfPHF9mpUYvDgwf5+czl4nkKAIFcECLKWrwDRt5BvfvOb/idpHVxH1bZs2eKfBr3LLrvkdPyIAEGuEhcgn62cbd6fM8GYL7+0V6Ga8hUgEvwtv23btvZqWO644w5/f2Vz86gwBEielI8lGlM0tiRNogKkrHS1eeTSBt7BrTnPZDftA76WzwDZtm2bOfroo/3nGz58uF0E/6WZdnXxpfaT7oG+dOlSu0hWCJD80FiiMUVji8aYJElUgGze+Jl55LKGXmUP67mHKVv/oV0E1ZDPAJGXXnrJ+zlGz7fPPvuYzz77zC6Ccmeffba/32+77TZ7ddYIkNxpDNFY4gVI+diiMSZJEhUg8vqEG/1T7J4f1sVejWrId4BI9+7d/ec866yznK5rKGZDhw71988hhxziHQvJFQGSO40hqfFEY0vSJC5Atm3ZaB67bn+vwgd338V8suxVuwgyKESArF+/3rRs2TKvn7CLxdtvv+3/dKVvai5XnYchQHKjsUNjiMYSjSkaW5ImcQEiC2eO8D81TOh3MgfUs1SIABHNJtugQQN/oMzm9qzFqqyszBx11FH+/r7hhhvsIs4IkByUjxkaO1LjiMaUJEpkgHiVf/d3/cpfNHOkXQJVKFSAyEMPPeQ/d9OmTc3cuXPtIomhn/E6d+7s7w9N/7J9+3a7mDMCxJ3GDP9DaPlYktQPockMEPPV189B3et4DWDUdS3M9i2b7CKoRCEDRIKTBOo6kcWLF9tFEiF4XEgnF6xcudIukhMCxI3GCo0ZXoCUjyFJ/hk8sQEi04b95usDYBNvslejEoUOEB0gPvPMM/3XaN26tVm1apVdrKjdcsst/vbr+MfMmTPtIjkjQNxorEiNGxpDkizRAWKfgvf5mvftIghR6AAR/favqd5Tr3PQQQeZ9957zy5WlG699VZ/u+vWrWuefvppu0heECDZ0xjBpQBfS3SAyOx/3+l/mnh24Dn2aoSoiQARnZl13HHH+a+19957e9eMFCvdUTD4s5Wmuh8xonAHZwmQ7GmMSI0XGjuSLvEBsmPbZjPmxoP8RvHhwuftIgjQgd3f/e53/sCjn5p0NXmhrF271px66qn+6+kK7Mcff9wuFnv6xhU8YK5vHoUMD9VZ8GdC1SnX3lRNY0NqnNCYobEj6RIfILLszfF+wxh/+7Hmy53Z3Vs6KV588UVz/PHH+4NOajnssMPMpEmT7OJ5s3nzZm/ep+Br9ujRw5uMsRjoOo82bdr427b77rsX7GcrUV2pzux6VN2qjlGRxgSNDalxQmMGCBDfpL+c7jeOBdMH2qsTbcWKFeZXv/pV2mCjn1dSt6VNLe3atTMLFiywH54X+nR8zTXXpL2e5tCaP3++XTRWdIV56iJBLTrb6pVXXrGL5YXqRnWUqR5V16pzfE1jQmp80FiBrxAg/7V21Vwz+JJdvQYy4g/7mq1l6+0iiaOfVXRAVz8bBQeY0047zbz55ptm0aJFpmPHjmnrNC37FVdcYdatW2c/XV6MHz/e7LXXXv7rNWzY0Nx8883ee40TTYwYnNtKi67zyPepuqK6UJ2oboKvp7pTHaouVafBdapz1X3c9mshaCzQmKCxQWOExgp8hQAJeHHUJf6njFcev8penSijR482Bx54YNqgoqlGxo4daxf1rhg/8sgj08rqgLcuCtSB4XzTp+PgcZHUexs3bpxdNHJ0N0FNyR781qGr7nWFeT4vEhTte9WB6iK4r1RXYVf5q26D08loURtQW0gyjQWpcUFjBL5GgARoJs1Hr9rLayhDetQz61e736wnrmbNmuV9Eg4OIhrs+vTpU+UxBw1+AwYMME2aNEl77DHHHGOmTZtmF8+ZBsd+/fp5xwuCr6f3XsjjMa4UHLqTYOpmUKlFEyPma26rIO1z7fvga6luVEdVBZXqWHUdDLjUflXbSBqNARoLNCZobEjabLuZECCWec/19z9t/Pu+s+zVRevjjz82F110kT+temo5//zzs/pZZc2aNd4Bbp1FFHwenWGU6/0rwugCw/POOy/ttbRo8Bw1alRBzxCrjk2bNnm37k3dwzy16Kc3DdT5mFU3SPs4eDaXFtWF6kR1U12qc9V98HnUNtRG1FaSQmNAajzQ2IB0BIhl545t5vFbjvAbzYr5hTsbJgr0yfiee+4xe+65Z9pgceKJJ+Z0zcW8efO8OwwGn1MTJd54441m48b8z1o6ffp0c/LJJ6e9nhYdlNbgWZNnF+nbkX4i0pQs9jckDcI6oyzfYap9qn2bmowytagOVBeu1AbUFoLPqbaiNqO2U8zU91PjgMYEjQ1IR4CEWPn25K8bzs2HF23Deeqpp8yhhx6aNjjst99+ZtiwYXm7JuAf//hHhZ9t9t9/f+/Og18WYAK6F154wXTo0CHt9VKLpkS57LLLzBNPPJH3m1atXr3ajBkzxnTr1s00b968wmvrAHbXrl1zuod5GO1D7Uvt0+DraZ9r3+eD2oLahNpG8DXUdtSGipH3QbK876fGAY0JqIgAqcTk+3/qN565U/9qr461d955x5xxxhlpg0H9+vXNddddZ0pLS+3iOdPPNHfeeaf5xje+kfaa3/nOdwoyx5O89dZb3lXd9gHk4KLTgLt06WLuvvtu7+wuzfyb6ewxrddzK4Tuuusuc8EFF1Q4gSC46KerXr16meXLl9tPlTPtO+3D4OtpH2tf5/unMVHbUBtRWwm+ptqS2lQxUZ9P9X+NBQhHgFRi/cfvmSGX1vca0KNXNjZlpZ/aRWJHV3VffvnlFY5P6HTSmpjx9qOPPvI+hQevO9Df+qnngw8+sIvnhX5m0afkc889t8KB4UyLzkjStxb7zKRMi37i0XY+99xzefsmF6R9pX1m70e9pvZxoamt2Kcgq02pbamNxd3GDZ+afr9t7PV9jQEaCxCOAKnCzHHXmH6/LjFXdCj/JNKvm706NnTWjeY9sj+N60ZFhTgDKBPdOOp73/te2nvRsQKd3qqrzgtFB9T1m37fvn29T83ZBkpli957+/btvbPCXn311YKcuizaN9pH9nEV7Uvt05qmthO82ZUWtTG1tarO9Iq6e27pZn75va/6/X9GXWOvRgABUoXNZRvMpWc3M22PLjFHt9zVzJs7xy4SefoUHJwmQ4tu1HT//ffXeid/7LHHKpydpE/8+nmopuhg9uTJk819991nevbs6f0kdfrpp3uLzuTS+9F/U/+mT/4qp/LPPPOMd0FgTdA+0XsJ7ivtO+3D2qQ2pLakNhV8b2pzantxM2fOHNP0G7uaI1uUmM4/aGbKNm2wiyCAAMngybGDTbPGX3WKH/zgB/bqyFqyZIn52c9+ltap9TODDiJH6WcGneb6xz/+0TutNfheNVjrWEPSaR9oXwT3jfaV9pn2XVSoTalt2T+Pqg2qLcaF+njqvT82fLC9GhYCJAP9hh2cUjzqVzt//vnn3lXN9umcP/7xj71J+6JKn+TtCRN33XVX76ymfJ8xFQfaZm279kFwn2gf1dS3HhdqY2prwfestqg2qbYZZerbqfesPl+I41fFhgCpBl1jkGpY+hmhqiuya4tO53z00Ue9W8AGO6+udI7TvR50Gu6xxx6btg2a++ree++t9YsCa4K2UdsanO9Li/aJ9k1cqM2p7QW3QW1TbbQQp2/nSn06+BOh+jwyI0CqKfjp+Pbbb7dX16qXX37ZnHTSSWmdVadz6qBuHC/20kHoQYMGmX333Tdtmw4//HDz73//2y5eNLRt2sbgNmsfaF8U6sB8IantqQ3ap2+rrarNRon6dOr9qa+jegiQatJ5/KlZaXUWTBTu0a338Otf/zqtc+pK5wsvvNC7sC3udEfCq6++usIssmeddVZR3d5W26JtCm6jtlnbrn0Qd2qLapP2NDlqu1HpR6kz29THC3HNTrEiQLKgacODjb+26HTO2267rcLpnLqH+BtvvGEXj73KBljdHyTOA6zeu7ah2AMyRW0zeJ97LWrDasuFPH07k+CHMPVxVB8BkgWd9XLAAQd4DU0XbhXqxj9V0e1cW7VqldYJ9Z40cWCxq+wnHs1yG6cDnnqves9J+4kuRW011Y9Si9p0bdyqWH04dUGm3lOUzmyLAwIkS2r8qUav33Jr6oDg7Nmz004x1KKv27fcckuibvpT2UFmnTUTh4PMeo/Bs/q0JOkkgRS1WbVd+2ZlauNq6zVBfTd47DAJH8LyjQDJkhpd8Gu4zioppE8//dRcfPHFFU7n1NQcSf6tNm6nuXKacji1YbVle7+ozavtF5L6buo11adr6sNgMSFAHLz++uv+AUHNvFqI89v1afQvf/mLady4cVrn+p//+R8zY8YMu3hi6UK7H/7wh2n7KEoX2lV2oaTeMxdKfk1tWm07uI/U9tUHCvHNTH02NWuy+rL6NLJHgDj67W9/6zd0XSSVT//617/Mt771rbTO1KxZMzNkyJBY/dZfk3QRWNSm+qhsqpaoX4xaW9S21cbV1oP7TH1BfSKf1GdTz6++DDcEiCPNepo6v11X2ubjBkG6V4Qm5Qt2Hk2d/Yc//MFs2MCcPJlEZbLB2posslioravN29PGq2/k434q6qupmRrUh2tiBuNiRYDkQPeRSDVuzfnjSqdzXnnllRVO5/zpT39qFi5caBdHBrU13XltTFdfzNT21QeCfUJ9RH0ll9O3g3PEqQ/DHQGSA920JzhdQ7azj+rq4ocffti77WqwkxxxxBHeTK/ITWU3XNKNoPJ5hb6eS89pX3FdyBtmJYn6gvpEcN+qz6jvZHuFvvpo6jnUdwtx460kIUByNGHCBL9Batrv6jbo559/3nz7299O6xRNmjQxf/vb32p9mvVikrrlq32b2Xzd8jXslr16rULdsjep1CfUN9RHgvtafUh9qTrUN9VHU49V30VuCJA8CM4++uCDD9qr0yxbtsycc845aZ1Apy1ecsklZs2aNXZx5MnGjRvNjTfeWGGW4rZt25p58+bZxTPSY/TY4HPpufUaei0UhvqI+op9+rb6lPpWVdQ3U+XVZ5E7AiQP5s+f798HQXdkC7uvtgaVm266qcIA9qMf/ci7Fzdqhg6gdu7cOa0OVHc9evSoVoCrjMra973Qc+bjRApUj/qM+k6wDtS31MfCAlx9MnVHTtWd+ixyR4DkyaWXXuo3ZN2xLkU/Y4wYMcLsv//+aY39oIMOMk8++WTgGVCTpk2blvZzhhb9PDJgwIDQnxD1b1pn/4Si59BzoXaoD6kvBetEfU19LvgTovpkar36KvKDAMkTfTJN3dZTn3Deeecd7/7Y3/3ud9Ma9x577GHuvPNODt5FgH4Tf+ihhyrcK/7II480U6ZM8cvpb/1bsIweo8dW95gXCkd9SX1KfStYR+p76oPqi6lvjOqj1fmmieohQPJI98lONV5NlGefztmlSxfz4Ycf2g9DLdPPG1dccUWF06j1E4n9M4nKqGzYz5SoXepb6mN2vwtOWqk+ivwhQPJI01akvoUEl5NPPtn7JIRoW7BggWnXrl2F+kstWqcyiDb1NfU5u/7UN6MwvU0xIUDyZPz48RV+i9Wnn2HDhtlFEXGTJk1Km4JEf+vfEC/qe8FvI1rUR9VXkR8ESI50Nsjpp59eIThSf//pT3+yH4IY0AR+miNJSyEm80Phqe+F9Ukt6rOc/Zg7AsSRpuDu3r17hfPRf/GLX3j3fEjN47Pnnnuajz/+2H44gAJSn1PfUx9UX1SfVN8M9lX1XfXhJE+nnysCJEv6NNq/f/8KNzQ69thj066I7dWrl7/ud7/73ddPAKDg1OdS/U99MUV9VH012HfVl9Wn+aaZPQIkC5MnTw6dk2fgwIEVTucsLS01++23n1dG9xuYNWtW2noAhaG+lrpfj/qg+mKQ+qr6bNgcdOrjqD4CpBo0K2iHDh3SGptO57zqqquqnBV06NChfvlTTz3VXg2gANTXUv1OfbAy6rvqw/bp2+rrzIJdPQRIFXRfgmuuuaZCA/vJT35i3nvvPbt4BbpBzgknnOA/buzYsXYRAHmkPpbqb+p71bkBm/qy+nSwj6vPq+9zH56qESAh1OgGDx6cdgGSFt0Z7emnn7aLV+nFF1/0zwBp2bKlKSsrs4sAyAP1LfUx9TX1OfW9bKhv23cC1RigsaA6QZREBIhl+vTp5rjjjktrRDrI9te//tX5INuvfvUr/7n69OljrwaQB+pbqX6mPudCfVx93T5JRmOCxgakI0D+a/ny5eb//u//0hqNTvP7/e9/bz799FO7eFZWrFhhGjVq5D2n/qv/B5A/+e5j6vPq+/Zp+hojNFbgK4kPEE1tcPPNN5uGDRumNZQf/vCHZs6cOXZxZ/n4dAQgXKG+5WsM0FgQHBs0VmjMYFqUhAfIqFGjzAEHHJDWOFq3bm0ef/xxu2jOcv19FkC4mjjOqDFBY0NwrNDYoTEkyRIZIIveft38ouMpaY1h9913N7fffrvZvHmzXTxvXM4QAVC5mjzTUWODxgiNFcGx45RTTjFz57xuF0+ERAVIWelqM2XIb83vf7yLOeXwEtNk968awAUXXGBWrVplFy+I6p6jDiCz2rjWSmOFxozU62ocOfXIXcywe35rNm1YbRcvaokIkJ3bt5o5k+82w674hhnUrcT8sXOJ6fzdEvPLDieZV155xS5eUJmukgVQPbU924PGjpNOOskc2eKr8UTjisYYjTUac5Kg6APk/TkTzNibDvGCI7UMu7q5mfns8LRbXtakyubpAVB9UZhvTmPIMxOHm97nNTcPXPT1GKMxR2NPsSvaAFn74Xzzr3t/nBYcj1zawLw2obfZtvlzu3iNsmcKXbx4sV0EQBXUZ6I04/XWLz73xhaNMcExR2OQxqJiVXQBsnnTGvPimEvNkEvqplXklId/bko/W2oXrzXBexWcffbZ9moAVVCfSfWfKN1zR2OMxprg2KOxSGOSxqZiUzQBsnPndjN/2n1m+NVN0yrviT5Hmw/f/Y9dvNZt3brVHHbYYX4nePbZZ+0iAEKor6T6jfqQ+lLUaMzR2BMcizQ2aYzSWFUsiiJAVi141oy79ai0yhpx9d7mnecfNF/uTJ9mPUr++c9/+h3hqKOOMtu3F0/DAgpBfUR9JdVv1IeiSmOPxiCNRcGxSWOVxqxiEOsAKf1ksXnmgf+t8HXx5bE9zZaydXbxSGrXrp3fGe677z57NYAA9ZFUf1HfiQONRRqT7J/VNXZpDIuzWAbI1s2l5tUnrzNDLq2fViFP9z/TrP9ogV080t555x1Tt25dr0Pss3dTs25t8f1OCuTDhvVrTJtDmppd6pR4fUZ9J040NmmMSvvAWz6GaSzTmBZHsQqQL7/cad57aagZee1+aZXw9z8eZpbPje5X2Ux69uxp9tmzxHy7VYm5/65L7dUAyj32t0tN++O+6ic39Oppr44NjVUas4JjmMY0jW0a4+Kk4AES3EmZlqqsXvyiefLOE9LKP3rFnuatKX+K/UU7pRvWmU7f39ucf2qJue5ndc1nq4r3tD/AhU6F7X9hXXPt/5aYbj/d23xeGo+fqCujMUtjl8aw4JimMU5jXVXscbOqpdAK/gr2BlW1hNm4bqX5z5Dz0soN7r6LeWHEReaLzz+xi8fWjEkPmrvO/2r7dO44gK8Fr+l689kH7dWxpTFMY5nGtOAYpzFPY18Ye9ysaim0gr+C88Z8+aWZ/XRfM/TyRmnP8dSfTjWfrXjTLh17OmPjiduO8bczCVexAtWhvpDqF+ojUT6z0pXGNI1twbFOY5/GQI2FQc5jagEU/B24bqzOow4+dvQNLc3i18fYxYrKB+8+52+vpkLYsX2LXQRIFPWB4FRE6iPFTGOcxrrg2Gdfx+Y6phZCwd+B68ZuXLvCu/BGKTxrUh+zfdsXdpGiNOWhn/n7S5OyAUmmPpDqD+obSaCxTmOexj6NgRoLg1zH1EIo+DvIZWO3bdnoLUmiqRBS8+loZs+yDR/ZRYBEUNtPzaCtPhGlqYhqQmXjXy5jar4V/B1EaWPj4rV/3ODvs+eH/9ZeDSSC2n6qH6hP4CtRGlML/g6itLFxodmCH+vV3NtnOjvj0/eTebczJJfafOrMJPWF2p5BO0qiNKYW/B0EN7aqBekWvvyov28m3nNKhTMxgKJV3tbV5lPtX30BX7PHzsqWmlDwV7E3qrIFlvJO9I+7TvL3z+JXR9klgKKktp5q9+oDfHhKZ4+dlS01oeCvUtMbVEw+XvqKGdS9jrfvRl1/gNm+ZZNdBCgqauNq696YUd721QeQLkpjasHfQZQ2No7+M/TX/v5746mb7dVAUVEbT7V3tX1UFKUxteDvIEobG0eb1q0yQ3vu7u2/oZftZjauWW4XAYqC2rbauNfWy9u82j4qitKYWvB3EKWNjas3/3W7vw+nDvqlvRooCmrbqXauNo9wURpTC/4OorSxcaUrU8f0bu3vx48WTbeLALGmNp1q32rrSZl5wkWUxtSCv4MobWycLZ01zt+P4+84Lnb3DQAqo7asNp1q32rrqFyUxtSCv4MobWzc/fPPP/D35bszBturgVhSW061a7VxVC1KY2rB30GUNjbu1qycYwZfsqu3L0f+oZnZ+sUGuwgQK2rDastq02rbauOoWpTG1IK/gyhtbDGY8Vg3f3/OHHeNvRqIFbXhVHtW20ZmURpTa/8dICubP//UPHplY6/xDLm0vin9ZLFdBIgFtV21YbVltWm1bcQLARJDc6f+1f8EsnDmCHs1EAtqu6l2rDaN+CFAYmjnzu3m5bE9vemuw+4XAMSB2q7asNqy2jTihwABADghQAAATgiQIhE8MyPTAhSK3daqWhB/1GKRsDtnVQtQKHZbq2pB/FGLRYKOiSigHSYLtVwk6LiIAtphslDLRYKOiyigHSYLtVwk6LiIAtphslDLRYKOiyigHSYLtVwk6LiIAtphslDLRSLYcatagEKy21tlC4oDNVkk7A5a2QIUkt3eKltQHKjJIkHnRBTQDpOFWi4SdFxEAe0wWajlIkHHRRTQDpOFWi4SdFxEAe0wWajlIkHHRRTQDpOFWi4SdFxEAe0wWajlIkHHRRTQDpOFWi4SdFxEAe0wWajlIkHHRRTQDpOFWgYAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAk/8Hb5BUJMkUaJYAAAAASUVORK5CYII=)
| Product Number | 5880-3-01 |
| CAS | 732306-23-9 |
| MDL Number | MFCD01862186 |
| Molecular Formula | C10H9ClF6Si |
| Molecular Weight | 306.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 95-96 ℃ @ 30 mmHg
Refractive Index: 1.424 @ ℃
DOT/IATA/IMDG: UN 2987 - HC 8 - PG II
TSCA: Not listed on TSCA inventory