| Product Number | 4H56-B-80 |
| CAS | 1086376-15-9 |
| MDL Number | MFCD10703540 |
| Molecular Formula | C12H7BrF3NO |
| Molecular Weight | 318.093 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-B-80
CAS: 1086376-15-9
Molecule Weight: 318.093
Formula: C12H7BrF3NO
PN: 4H07-3-71
CAS: 1209243-38-8
Molecule Weight: 239.197
Formula: C12H8F3NO
![4-{[6-(Trifluoromethyl)pyridin-2-yl]oxy}aniline](data:image/png;base64,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)
PN: 4H30-3-46
CAS: 1086378-51-9
Molecule Weight: 254.212
Formula: C12H9F3N2O
![(4-{[6-(Trifluoromethyl)pyridin-2-yl]oxy}phenyl)methanol](data:image/png;base64,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)
PN: 4H56-3-G2
CAS: 1086376-61-5
Molecule Weight: 269.223
Formula: C13H10F3NO2
![4-{[6-(Trifluoromethyl)pyridin-2-yl]oxy}benzaldehyde](data:image/png;base64,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)
PN: 4H15-3-70
CAS: 1086379-09-0
Molecule Weight: 267.207
Formula: C13H8F3NO2
PN: 4H07-K-05
CAS: 1227955-16-9
Molecule Weight: 365.094
Formula: C12H7F3INO
![4-{[6-(Trifluoromethyl)pyridin-2-yl]oxy}benzoic acid](data:image/png;base64,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)
PN: 4H21-3-3H
CAS: 1086379-75-0
Molecule Weight: 283.206
Formula: C13H8F3NO3
![3-Chloro-4-{[6-(trifluoromethyl)pyridin-2-yl]oxy}aniline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABplAAAaZQF4yfKJAAACZHpUWHRtb2xTb3VyY2UAAHichZXrb5swEMD/FcufFz95hCikilJVmtRu0tpJ+zY54KRIgCugefz3O5OQxQmFQHTn8/38ujszfzgUOdrpqs5MGWNOGEa6TEyaldsY/357mkzxw2KegBM4lnWM35vmY0bpfr8nybsu1MGUJDEFPvXPDnXm+OwlMdWWCsY4/fPy/Noyk6ysG1UmGqg6m9Wt8dkkqmlX8cUUtFDVLivpyZ0W1e402l/B7MvIoU7x/72soG8JKNpkuUYbUxWqQTvBCLzsG9rqUleq0SlaH8EsiQd7X8xfHk3yWeiyAdWOkCUqf22qzwQMhcl18gmDgfL9McYFB0A1plhWlToiq1mz4kgJpCRSHlI+UgFSIVJTpCKkOIM/9HNw4ODBwYWDDwcnDl4c3HgEMci1XcTb8UPH+AdanZ+fF22FrPWpfaCVoxWcpYjxhBMpZYg6CXuFXye+6D23BAmC0OtEr0vH21MMJLhOQ9s8IxM4QwZbPLcxOtoVMRKGrDVKbqUkbGqlRwJhpU9kZGVAImllSELW146I8No9wJK4Y+DE91sFho5cS6fcTnZaBMSPXgK4mK9NmV6pKEtjvOa4jewvvanFObgYmSrVFdSLHcC6XgPCBWwqXIBlHyBdwCbOMOC5gE2zYcB3AZuUw3sIXMCm8DAQuoBN+OElTV3AlscwELlAW0zDhO13QtcW3whzG+62WEcYcbf5UUT2TCOHj5jfhP10f4wwfg/jjzBBDzOSLzy8yzAejhzBTQacrr+RaaIeZiRvBLurx36EXpU/7e56UO++A/TqI0Hh07j4B7zRFOvNd/q2AABEHUlEQVR4Xu3dCfwV0//H8RAq2kW0CNlKUUoSqQjRQon6odXSIvueKKLwU0IlhdImKopSKqlEFNVPol3a931fzv/7mf5zmzn3u925M/fOzH09H495SOfc7dwe531n5iw5FAAADuTQ/wIAgOwgQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQJB0V17ZL3JUrTpArVu3S68SYa2bnqzKrWKpCyAaAYKks3bkcnTuPFWvEpFVp59VuVUsdQFEI0CQdHqAVK78oVq2bKtezZBVp59VuVUsdQFEI0CQdHqAyPHUUxP1aoasOv2syq1iqQsgGgGCpLN25JUqHf/zggUb9KpZdvpZlVvFUhdANAIESWftyJ95ZlLkz23afK1XzbLTz6rcKpa6AKIRIEg6a0cu9z7kHoj5/7NmrcqwbnqyKreKpS6AaAQIkk7vyJ9/fnLk/++7b7Q6ejTjurqsyq1iqQsgGgGCpNM78hUrttnOQiZNWpZhXZ21PJYDQOwIECRdeh35iy9Oifxdw4Yj1JEjx05D0qtrpQdDdg8AsSNAkHTpdeQrV263nYV8+eVfGda1yqrcKpa6AKIRIEi6jDryl16aGvn7OnWGqAMHDmdY15RVuVV6deUmft++s1Xz5l+qWrUGGUur3HHHZ6pnz5/V9u37LI8GQIAg6dLryMWqVTvUVVf1j5QNHjw/w7qmrMqt0qtr/Tv9uPXWoWr9+ozX6QJSDQGCpEuvIzd16fJDpEzOCDKrK7Iqt0qvbuPGn6sBA34zJjFu27ZP7dp1QE2ZslzdfPNgo56MEANwDAGCpEuvIzetWbNTValy/Cwks7oiq3KrWOrKfBSpV6PGJ3oRkLIIECRdVh15167TosIjo7pZlVvFUnfv3kNGPbknAuAYAgRJl1VHLvuDXH119FlIerIqt4ql7vz56416LVt+pRcBKYsAQdJlpyN//fUZSQsQmYPSuvUYo9633y7Ri4GURYAg6bLTkW/YsNu4fJRV3azKrbJb9803Zxp12rb9Ri8CUhoBAmTigw9mG+FRr94wtXUr80AAKwIEyEC/fnOM8JCRVxntkAikMgIESIcZHtdc85GaO3edXgxAESBAFPOylYz8+ukn+34kAI4jQAALMzxk8uK0af/oxQAsCBDAwjoyK6NDljgBQIDA52QF3hkzVqodO/brRZ7QwyK9gwABjiFA4GudOn1vdNotWnypFwFIMgIEvnbPPaOMALn++k/0IgBJRoDA1wgQwL8IEPgaAQL4FwECXyNAAP8iQOBrBAjgXwQIfI0AAfyLAIGvESCAfxEg8DUCBPAvAgS+RoAA/kWAwNcIEMC/CBD4GgEC+BcBAl8jQAD/IkDgawQI4F8ECHyNAAH8iwCBrxEggH8RIPA1AgTwLwIEvkaAAP5FgMDXCBDAvwgQ+BoBAvgXAQJfI0AA/yJA4GsECOBfBAh8jQAB/IsAga8RIIB/ESDwNQIE8C8CBL7WtOkIVaHC++q66z7UiwAkGQECX6tb92VVqlQLVa5cW70IQJIRIPC16tUbq/z5L1MlSlytFwFIMgIEvlaxYkWVI0eOtBDJrxcBSDICBL5GgAD+RYDA1wgQwL8IEPgaAQL4FwECXyNAAP8iQOBrBAjgXwQIfI0AAfyLAIGvESCAfxEg8DUCBPAvAgS+RoAA/kWAwNcIEMC/CBD4GgEC+BcBAl8jQAD/IkDgawQI4F8ECHyNAAH8iwCBrxEggH8RIPA1AgTwLwIEvkaAAP5FgMDXCBDAvwgQ+BoBAvgXAQJfO//8840AyZ07t14EIMkIEPjSunXrVIsWLYzwMI/bbrtNLVq0SK8KIEkIEPjKgQMHVLdu3VTevHlt4WEep5xyinryySfV9u3b9YcCSDACBL7x5ZdfqgsuuMAWGGeeeaZq2bKlKl26tO3vixQpovr376+OHDmiPw2ABCFAkHR//PGHuuGGG6LONJ566im1Y8cOo46cmXTv3l3ly5fPVq9ChQpq2rRp2jMCSAQCBEmzefNm1a5dO5UzZ05bKNStW1ctXrxYr26QeyNyRnLiiSfaHnPXXXepf/75R68OwEMECBLu0KFD6t1331WFChWyhcCll16qJk6cqFdP1+zZs1W1atVsj5eRWi+99JLas2ePXh2ABwgQJNR3332nypQpY+v4CxYsqHr16mUES6yGDh2qSpQoYXu+4sWLqyFDhuhVAbiMAEFCLFmyRNWrV8/W0culq7Zt2xqXsuIhZxxy5iFnINbnv+aaa9Svv/6qVwfgEgIEnpKb4M8884xxU9zaudeqVUv973//06vHZeXKleruu++2vY7cK5H5JHLvBIC7CBB4QobXfvTRR+qss86ydegys3z06NF6dVdNnz49sgSKeci8EplfIqO5ALiDAIHrZsyYoa688sqoDvz1119X+/fv16t7QgJswIABxjwS6/uQeSYy3wRA/AgQuObff/9VTZs2tXXYJ5xwgmrevLlau3atXj0hZMa6zCfRL6HJvJMFCxbo1QHEgABB3Pbu3as6d+6s8uTJY+ukq1atqn755Re9elLIvBKZX2J9f3ITv3379mrLli16dQDZQIAgLsOGDVMlS5a0dczFihVTgwcP1qv6gswzkfkm1vcr81Hee+89R8OIgVRGgMCROXPmqGuvvdbWEefKlUu9+OKLavfu3Xp1X5GgeOedd4z5J9b3L/NTJk2apFcHkAECBDFZv369atWqVdRSIo0bN1YrVqzQq/uazD9p06aNOumkk2yfpX79+sa8FQCZI0CQLTL89c0334xazPDyyy9XP/zwg149UGQ+Ss2aNW2fS266y/wVczFHANEIEGRp7Nix6sILL7R1sLKcer9+/dThw4f16oE1atSoyA6I5iHzWGQ+C8vGA9EIEGRo4cKFqnbt2rYO9eSTT1aPP/642rZtm149FGSeymuvvaZOP/102+eWeS0//vijXh1IaQQIomzdulV16NAhapn1OnXqqL///luvHkoyb0Xmr8g8FmsbyDwXme8CgACBhVyO6t27typcuLCt07z44ovV+PHj9eopQeaxXH311bb2kPkuMu9F5r8AqYwAgWHKlCnqsssus3WUBQoUUD169FAHDx7Uq6ecTz/91JjfYm0fmf8yfPhwvSqQMgiQFLds2TJ1++232zpGGdb64IMPqk2bNunVXSc3pxctWqS++eYb1bNnT2OHQllRt0aNGsZxySWXqFKlShn/Nf9OyqWe1JfHyeMTcZNb5rfIPBeZ72JtL5kP89tvv+nVgdAjQFLUzp071fPPP69OPfVUW2d4/fXXq3nz5unVXSOXfeRsR/bvkNfSO2OnhzyPPJ88rzy/l5eXZL7LnXfeaXt9mRfTunVrtWHDBr06EFoESIo5evSo+uSTT9TZZ59t6wDlV/4XX3yhV3eFdOZyqUc2lNIDK6vjnHPOMd6b/Fcvy+yQ15HXk9f1KkymTp1qzIOxvm7+/PmN+TIsG49UQICkkJ9++klVrlzZ1uGddtpp6tVXX1X79u3Tq8dt5syZqlmzZlFDYq1H+fLljdFOsleHBJic/WR16UzKpZ7Ul8fJ4+V59Oc2D3l9eR/yftwmAw9kPswZZ5xhe02ZNyPzZ4AwI0BSwKpVq9S9995r6+BkeOp9992nVq9erVePm3Sc+jpZ5iH7cTz66KPGplIyXNhN8nzyvPL88jr6a8sh78uLjl3mxcj8GJknY309mUcj82mAMCJAQkzOKl555RXjLMPaqV111VXq559/1qvHbcyYMVEjueQoWrSo0akneml3eT15XXl9/T3J+5T36zaZJyPzZayvJaHyyCOPuB6YQLIRICE1YsQI496BtSOT+x4DBw407oO4STrNm2++OaqTrlSpkrE8SLKXO5HXl/ch70d/j/K+vZgcKfNmZP6M9bVkfk2fPn2S3h6AWwiQkJk7d66qXr26reOSG8ovvPCC2rVrl149LnKG8/TTT0ft9nfTTTcZI6H8SN6XvD/r+5X3L5/D7ftAMn/m7bffNubTWF9Pzn782j5ALAiQkNi4caN64IEHopYmb9iwoTHXw22yHWy5cuVsryW/uCdMmKBX9SV5n/oZgnweL7a5lZv+6X03d9xxhyffDZAoBEjAZfQrVzrD77//Xq/uir59+6rcuXNHXitv3rzG0NWgzViX9yvvW96/+Vnkc8nn84KcHcpcFev3JGeHMh/H7bNDIBEIkAB79913o9at8vI6u8xt0EdzValSJfC/ouX9y+ewfi75nF7N5fj888+j7k9JiMllNCBICJCAkqU7rCvFej3SZ/v27bZNl2Tm9XPPPReafcTlc8jnse60KJ9XPrcX5H6LzL/RR8jJ5lZAUBAgASX7Vpidjkxi83KugcwjsQ7PlV0JJ06cqFcLBflc1l0X5XPL5/eKzMOx3othTS0ECQESUNYAueWWW/Ri16xZs8a2S5+sSDt//ny9WqjI57OuvCufX9rBKw8//HDktby4iQ94hQAJqEQEiIweKlOmTMJ+jfuJftYl7ZDVEitOESAIKgIkoLwOkB07dtgm3pUtW1Zt3rxZrxZq8nnlc5ttIO0h7eI2AgRBRYAElJcBIjforctxeH0Jx8/0S3jSLm7vPUKAIKgIkIDyMkC6dOkSeW5Z/iTow3TjJZ/fuvy9tI+bCBAEFQESUF4FiIxCMoeyyhIfXiy6GETSDuaSLdI+bo5CI0AQVARIQHkRIGvXrrXtayETFXGctIfZNtJO0l5uIEAQVARIQHkRII0bN448Z5MmTfRipJF2MdtI2ssNBAiCigAJKLcDZNy4cZHnK168uLFnOqJJu0j7mG0l7RYvAgRBRYAElJsBsnv3btvaTLKrHzIm7WO2lbSbtF88CBAEFQESUG4GSOfOnSPPVb9+fb0Y6ZB2MttM2i8eBAiCigAJKLcCRBYLNJeCl6XMV65cqVdBOqSdzCXtpf3iWXSRAEFQESAB5VaAWOd8yGq+yD5pL7Pt4pkbQoAgqAiQgHIjQGRZjoIFCxrPkStXLmNlWGSftJe0m7SftKPTZU4IEAQVARJQbgRIr169Is/Rvn17vRjZIO1mtqG0pxMECIKKAAkoNwKkQoUKxuNlY6rly5frxcgGaTdzYy9pTycIEAQVARJQ8QbIvHnzIo+vUaOGXowYSPuZbSntGisCBEFFgARUvAHy2GOPRR4/aNAgvRgxkPYz21LaNVYECIKKAAmoeAPE3HEvb968cU+ES3XSftKO0p7SrrEiQBBUBEhAxRMgsn+6+dhGjRrpxXBA2tFs01j3pydAEFQESEDFEyDWVWX79OmjF8MBaUezTWNdxZgAQVARIAEVT4A0aNAg8tjFixfrxXBA2tFsU2nfWBAgCCoCJKDiCRBz8mDJkiX1IsRB2lPaVdo3FgQIgooACSinASJ7fJuP4/6Hu6z3QWLZQ54AQVARIAHlNECmTJkSeVzHjh31YsRB2tNsW2nn7CJAEFQESEA5DZDevXtHHjd48GC9GHGQ9jTbVto5uwgQBBUBElBOA6RDhw6Rx82ePVsvRhykPc22lXbOLgIEQUWABJTTALHue75x40a9GHGQ9jTbNpb90gkQBBUBElBOA0Tqmo+T54B7nH4nBAiCigAJKKedVbVq1YzHnHLKKXoRXCDtKu0r7ZxdBAiCigAJKKcBUr58eeMxhQsX1ovgAmlXaV9p5+wiQBBUBEhAOQ2Q0qVLG48pUaKEXgQXSLtK+0o7ZxcBgqAiQALKaYCYZyBnnHGGXgQXSLtyBoJUQYAElNMA4R6It7gHglRCgASU0wBhFJZ3nH4nBAiCigAJKKedlXUeyKZNm/RixEHa02xb5oEgFRAgAeU0QKwz0efMmaMXIw7SnmbbMhMdqYAACSinAfL+++9HHjdkyBC9GHGQ9jTbVto5uwgQBBUBElBOA2Ty5MmRx3Xq1EkvRhykPc22lXbOLgIEQUWABJTTAFm1alXkcbFcp0fWrPeXpJ2ziwBBUBEgAeU0QI4ePary589vPO68887TixEHaU9pV2lfaefsIkAQVARIQDkNEFG3bt3IY5cvX64XwwFpR7NNpX1jQYAgqAiQgIonQHr06BF57IABA/RiOCDtaLaptG8sCBAEFQESUPEEyPz58yOPbdq0qV4MB6QdzTaV9o0FAYKgIkACKp4AkevzRYoUMR5bqFAhZqTHSdpP2lHaU9o1lvsfggBBUBEgARVPgIiHHnoo8viRI0fqxYiBtJ/ZltKusSJAEFQESEDFGyAzZ86MPL5evXp6MWIg7We2pbRrrAgQBBUBElDxBoi48MILjceffPLJasOGDXoxskHaTdpP2lHa0wkCBEFFgASUGwHy6quvRp6jS5cuejGyQdrNbENpTycIEAQVARJQbgTI2rVrVa5cuYznkJvAO3fu1KsgE9Je5s1zaUdpTycIEAQVARJQbgSIaNeuXeR5unfvrhcjE9JeZttJOzpFgCCoCJCAcitAVq5cGdlF78wzz1S7d+/WqyAd0k7SXtJu0n7Sjk4RIAgqAiSg3AoQ0bp168hzPfvss3ox0iHtZLaZtF88CBAEFQESUG4GyL///qtOP/1047lkRNGff/6pV4GFtI858kraTdovHgQIgooACSg3A0S89dZbkee7/vrrY55NnSqkXaR9zLaSdosXAYKgIkACyu0AOXTokLrssssiz9m3b1+9CtJIu5htJO0l7RYvAgRBRYAElNsBIqZPn65OPPFE4zllWOrcuXP1KilN2sMc9iztJO3lBgIEQUWABJQXASJeeOGFyPNedNFFzA35f9IO0h5m20g7uYUAQVARIAHlVYAcPnxYVa9ePfLcsk1rqt8Pkc9v3a5W2kfayS0ECIKKAAkorwJErF69OrLcuxyPPfaYXiWlyOc320LaRdrHTQQIgooACSgvA0R8//336tRTT428Rrdu3fQqKUE+t9kG0h7SLm4jQBBUBEhAeR0g4vPPP1cnnXSS8RonnHCC6tevn14l1OTzyueWzy/tIO3hBQIEQUWABFQiAkT07t078jrSmabKmYh8TjM85JB28AoBgqAiQALKGiByU9dLXbt2jbyWHHJPIKw31uVzWe95yCGf30sPPvggAYJAIkACSG7i3nPPPbYzgzfffFMdOHBAr+oa+QVuXs6SQ0YlhW2Ir3we62gr+bxennlIWH3yySfqtNNOi7zmjz/+qFcDfIsACRA565BNi8x1q/RDdsQbO3as/jDXyD0A6411eb2wTDaUz2Hu0CiHfE6v7nkI2fq2cuXKtu9PJieyMySChAAJiC+++EKdd955tg5HlhOvUqVKZGE/86hdu7ZauHCh/hSukFFI1iG+MjO7T58+erVAkfdvzjCXQz6fF6OtxKpVq2xnj3LIGaTsq/7HH3/o1QFfI0B8bt68eapGjRq2Dkd+HT/33HORS0h///23qlOnjq1Ozpw5VYcOHdTWrVu1Z4yfXEKzTjaUQ/4/aKv4yvtN73O4Pc9D7Nu3T73yyiu2y1VyXHXVVernn3/WqwOBQID41KZNm4ybq9b7DnLcfvvtaunSpXp1w/jx49XFF19sq1+4cGHjOr6bM6eFPJ8s52GunSWHnAnJPhl+35RK3p+8T+uZm3wO+Txut5MYMWKEOvfcc23fyznnnKMGDRoU2sEISA0EiM8cPHhQ9ezZUxUoUMDW4cjKr5MnT9arR5HH9+jRI93HT5kyRa8etxkzZthW8ZVDLq3Jdq9+u8ku70fel7mToLVt5HO4Te6r6Gc4cvYoQbVr1y69OhA4BIiPfPvtt+qSSy6xdTjmGUSsy4ZndAZzxx13qGXLlunV4yLvTfbF0G/uFypUSHXp0iXpN4bl9eV9yPuxvj95v/K+Y23brGzcuFE98MADUW3fsGFD19seSCYCxAcWLVqkbr31VltnI/cwZILZli1b9OoxkXso1g2Q5JBfwc8//7zrZwiyM59s72rusW4ecqlIbhKPHDnSGEmWCPI68nryuvogA3l/8j7j3UlQJ2d///3vf1X+/Pltr1euXDnPbsoDyUSAJNH27dvVE088EdXB3Xjjja7fkJYhqaVKlbK9ztlnn60GDhzo+nX4lStXqvbt29tGNpmHnAU0bdpUDRgwQC1fvlx/aFzk+eR55fn1sw055P3I+5L357Zx48bZlnuXQ84eZQMqL+6rAH5AgCTBkSNH1IcffmgbDitH6dKl1ZgxY/TqrpGRQDKPRB8JJPMRfvrpJ7163NatW2eMPJLPpXfm5iFDk++8807VsWNHNXz4cPXbb7+pNWvW6E9lI+VST+rL4+Tx+hBnvV3lfcj7cdtff/1lLCVjfT35QfDoo496MgIO8BMCJMF++OEHdcUVV9g6nHz58qk33njD05nkVjJM9d5777Wt9SSH/J3MU/CCTJx76KGHokIzq6No0aLGmZP8Vy/L7JDXkdeT1/XCtm3bjCVP9LPHm266yQgVIBUQIAmyYs0K2zIZcsjQ0VatWqn169fr1RNCzjpkHoL1PcnZifxal7MVr8yfP98YKXbbbbepvHnzRnX+Tg55Hnk+eV55fq/I5agPPvhAnXHGGbbXl1nsX3/9tV4dCDUCxGO7D+1WnSZ0Urnq5lI5zj7e4VSrVk3NmTNHr55wcv9D7oPI/RBrhyi/+r1cysNKLklNnDhRvffee8bkRzkTksmTcpQpU8Z4L/Jf8++kXOpJfXlcVpe83DJ16lRVvnx5WzvJDXMZySU30IFUQ4B4aPDiwar4kOIqR8+0zqZl2nFlDlXivBJq2LBhetWkk3kJMj/ButaVHDKCKyzrXTklN+cbNWpkaxc5e5SRXMkeogwkEwHigV83/qqqflVV5eiXI3Lk7pJbvTzsZbVn7x69uq/IPAWZK2LtLGU+g8xrkPkNqURCVW7S66F63XXXqd9//12vDqQcAsRFa/esVS2mtlAn9DvBFh5NJjdRK3e5P3TUSzJvQeYvWDtOmd3+9ttvh/5yjVzW+/TTT43lRqyfX5Yj+eyzz/TqQMoiQFxw4MgB9frc11Xej/PagqPiqIpqxjr3l8hIFLlhLCvVynwGa0cq8x1k3kMYzZo1y1jh2Pp58+TJY8xk37t3r14dSGkESJxGrxitzh9+vi04zvz0TDXgrwHqyNEjevVAkvkMjzzySNSQVZn/ICsBh4HciG/WrFnU0Ob//Oc/rs9YB8KCAHHojy1/qFpf17IFxyn9T1FPz3pa7TiwQ68eCrLHiMxzsHawEioyH0LmRQSRLHkiW9bq63hVqlSJ3QGBLBAgMdq8b7NqN6Odytk/py086k2opxZvX6xXDyWZ72DdvU8OmRch8yOCtGyHrJWlz2CXCYsff/yx68u7AGFEgGTToSOH1Lt/vKsKDixoC45LR1yqvlv1nV499ORGusx/0BcOvPzyy435En4mEw31TbpkgUXZI8TtBSaBMCNAskECQoLCGhwSJL3+6GUESyqTeRAyH8K6sZQcsj7VihUr9OpJJUvcy/Im+jLrDRo0yHCTLgAZI0AyIZek5NKUNTjk0lXbGW2NS1k4ThY3lPkR1o5ZVr998cUXk75DoZwtvfPOO6pgwYK291e2bFk1adIkvTqAbErZALGGgm7vob3GzXC5KW6tJzfN5eY5MiYr5JYsWdLWURcrVsyYV5EMEyZMiNqkS5Z6f//9913fSApINdG9Z4DsObRHfbDwA3XHxDtUqWGl1Okfn65yDcilSg4tqRp910gNXDRQ7T+c/gZGmQXIozMftZXLMF0ZrovskfkSnTt3NuZPWDvuq6++2phnkQiySZcsrmh9fdmkS/YDiXeTLgDHRPeeATFsyTB11qdn2Tr69I6zB5+tRi4fqT880wB5cfaLxt/LxECZICgTBRE7mT8h8yisnbjMs5D5Fl4tgCibdD355JNRuyLKJl0LFizQqwOIQ3TvGQBdf+8a6fxP7n+ycU9i2tppxn0JOeNYumOp6v1nb3XJiEsyDInMAuTw0cNq5vqZauO+1Fr7ySsyn0LmVVg7dJl38dprr7m2xa1s0tW/f/+o/UZkM6mvvvpKrw7ABdG9p899teKrSMdfZFARNWdTxkuiy5mD3MtILyQyCxC4T+ZVyPwKfWMomYcxatQovXpMpk2bpipUqGB7Xtmkq3v37gnbpAtIRYHqPQ8eOahKDC1hdPqyYOGk1dkbQfPqb6/qf0WAJMmOHTuM+Rb6JaaaNWvGvBHUP//8o+666y7b88hw4pYtW3qyfS0Au0D1nsOXDo90+jeNu0kvjgkBklxLlixR9evXt3X+Mj+jTZs2avPmzIdI79mzR7300ksqd+7ctsfLJl2zZ8/WqwPwSKB6z+ZTm0c6fRlhFQ8CxB9kHobsNmgNApmvIfM20htmO2TIEFW8eHFb/RIlSqihQ4fqVQF4LFC9p/Wm+MJtC/XimBAg/iFBIdvTyvwMazDI/A2ZxyF+/fVXdc0119jK5QxEzkTkjARA4gWq97SuQxXvircEiP/I/AyZpyHzNfQzEn2plLvvvlutXBmsTbqAsAlU72ldAVeG2saDAPEvma9xww032ALDPCpWrKimT5+uPwRAEgSq9+QMJLXI/A3rwocDBgww5nsA8IdA9Z4Xj7g40ulzDyQ1XHHFFUZ45M2bVy8CkGSB6j2bTW0W6fQZhZUa5JKVBIjsOwLAXwLVe1rngdw87ma9OCYESDAQIIB/Bar31Geif7/me71KumTtLB0BEgwECOBfges9v1zxZaTjl9V4f9/0u14lQgLn2V+eTTckCJBgIEAA/wpk72ldjVc2fWr/Y3s1fd10tWX/FmM13uU7lxv7hJT9vGyGIUGABAMBAvhXYHvPoUuGqjM/PdMWBOkd5ww+R41aHr3aKwESDAQI4F+B7j13H9qt+v7ZVzWY2ECdO/RcleejPJEdCRt+11ANWjQow82gCJBgIEAA/6L3hK8RIIB/ESDwNQIE8C8CBL5GgAD+RYDA1wgQwL8IEPgaAQL4FwECXyNAAP8iQOBrBAjgXwQIfI0AAfyLAIGvESCAfxEg8DUCBPAvAgS+RoAA/kWAwNcIEMC/CBD4GgEC+BcBAl8jQAD/IkDgawQI4F8ECHytTlqAFE8LkEsJEMB3CBD4Ws+0AHkqLUBeJEAA3yFA4Gt/pgXI7LQA+Z0AAXyHAIG/pQWISgsQRYAAvkOAwN8IEMC3CBD4GwEC+BYBAn8jQADfIkDgbwQI4FsECPyNAAF8iwCBvxEggG8RIPA3AgTwLQIE/kaAAL5FgMDfCBDAtwgQ+BsBAvgWAQJ/I0AA3yJA4G8ECOBbBAj8jQABfIsAgb8RIIBvESDwNwIE8C0CBP5GgAC+RYDA3wgQwLcIEPgbAQL4FgECfyNAAN8iQOBvBAjgWwQI/O3aa48FSNGiegmAJCNA4G8//KBU7dpKjRihlwBIMgIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBD4z759Sg0YoFTDhkqVKqXUaacplSfPsT/ffrtSH354rA6ApCJA4C9ffaVUsWLHJg9mdkgdqQsgaQgQ+Md77yl1wgnHAuLkk5V6/HGlZs9WaudOpXbtUuq335R66imlTjnlWJ0TTzz2GABJQYDAHyZPPhYIEgwFCij1yy96jePmzFGqYMHjITJlil4DQAIQIEi+I0eUKl36+OWpL7/Ua0QbO/Z4/QsvPPYcABKKAEHyjRp1PAxk8cTsql79+OPkOQAkFAGC5GvV6ngQyAir7JK65uPuv18vBeAxAgTJV6bM8SD43//00oxJXfNxZcvqpQA8RoAg+QoVOh4E27frpRnbtu344woX1kvhM3379lW9evXS/xoBRoAg+XLmPB4Ehw/rpRk7dOj44+Q54EuLFi1S1apVS/uachjHlVdeqf7880+9GgKIAEHycQYSStvTvssnn3xSnXLKKZHwMI+caYH/8MMPqy1btugPQ4AQIEg+7oGEypEjR1T//v1VkSJFbKFxzjnnqOLFi9v+rlDaj4f3338/7WTykP40CAACBMnnxiis1q31UiTBtGnT1BVXXGELiXz58qnu3burAwcOqIMHD6qePXuqAgUK2OqUTfsBMFkmkyJQCBAkH/NAAu+ff/5Rd911ly0UTjzxRNWyZUu1fv16vbratGmTeuihh9RJJ51ke0yDBg3U0qVL9erwKQIEySc3zq0z0bOzSOLXXx+vz0z0pNmzZ4/q1KmTyp07ty0I5Kb5bFnHLAvz589XNWrUsD1W7pk8++yzaqesgQZfI0DgD5Mm2dfC+vVXvcZxsqiieeNdHsOlj6QYMmRI1D2NEiVKqKFDh+pVszRy5Eh13nnn2Z6raNGi6uOPP1ZHjx7Vq8MnCBD4x7vvHl+NV1bcldV4ZeFEWYl3926lfv/dvhqv1JXHZERusqf9Qoa7fk0L92uuucbW2csZyMsvv2yckTi1f/9+1bVrV3X66afbnrtSpUpq5syZenX4AAECf8nufiDnnJP5ootvvHGs3llnKfXRR1zicsG6detUixYtjHsb1g6+SZMmauXKlXp1x9asWaOaNWuW9vvgBNvr3HPPPWrVqlV6dSQRAQL/kd0G+/c/tvvguece240w7Reu8ecGDZTq10+pvXv1R9m1aWMPnCuvVGrGDL0WskFGT3Xr1k3lzZvX1qFXrFhRTZ8+Xa/umlmzZqkqVarYXjNP2r+FLl26pH39WXz/SAgCBOEkkwybNz9+Scw8mjZVysVfy2H3ZdpZ3gUXXGDrxM8880w1YMAAY76H1+T+x6BBg4w5JNb3cG7aj4nPPvtMr44EI0AQbrIxVdWq9hCRM5qXX876LCaF/fHHH+qGG26wddoyOuqpp55SO3bs0Kt7bteuXapjx47q1FNPtb2n6667Tv0u98aQFAQIUsPgwdH3VkqWVGrYML1mSpOlRdq1a2csNWLtqOvWrasWL16sV0+45cuXq0aNGtnem9yTuf/++9WGDRv06vAYAYLUISO5OnVSKlcue5DI5EUZ7ZXCZCmRd99911haxNo5X3rppWrixIl69aSbOnWqKl++vO295s+fX7311lvGbHckBgGC1LNihVKNG9tDROaTyJIq6cyaDrvvvvtOlSlTxtYZFyxY0Fh63c9rVB0+fFh98MEH6owzzrC994suukh98803enV4gABB6vrhB6WuuMIeJPnyHRsCfOCAXjt0lixZourXr2/rfOXSVdu2bdXmzZv16r61bds29eijj6qTTz7Z9lluvvlm9ddff+nV4SICBKlNRhLJooxFitiDRJZWGTtWrx0KchP8mWeeiVpmvVatWup/sayG7DMSFhIa1s8koSLhsnXrVr06XECAAEL2IXniCZXW49iDpHZtpUKy+ZEMu/3oo4/UWWedZetkzz//fDUqRItRyuUruYxl/YxymUt2RJTLXnAPAQJY/f23Urfeag8R2e2wQwelAvwrdsaMGcZOgNZOVSYGvvbaa8YSImEjN9L/+9//GjfWrZ9Zbrx///33enU4RIAA6Rk/XqmLL7YHiex62Lt3bNvuJtm///6rmjZtautEZYmQ5s2bq7Vr1+rVQ2fjxo3GEF992fiGDRsaQ4IRHwIEyIgMB+3R49jqwNYguewytc/nKwDLUh+dO3c2lv6wdpxVq1ZVv8jkyhQjkw2rV69uawuZlPjCCy8YkxThDAECZGXTJqUefFCl/YyNhMj4tOPD229XK324+dGwYcNUyZIlbZ1lsWLF1GCZTJniRowYYSyDYm0bWSZFlkth2fjYESBAds2bp1SNGurPtE7nrbSj5v//in3uued8sfnRb7/9pq699lpb55grVy714osvqt0yiTIBZCVdmXj43nvvqQ4dOqh7773X2DBKDplrUqpUKeO/5t/dd9996pFHHjH2RZ80aZKx4q/X9u3bZyzIeNppp9naShZu/Pnnn/XqyAQBAsRo1RdfqKfTOsKzLJ3P2WefrT755JOk/IqVJTxatWoVtcz6nXfeqVbIpEkPyY6CPXr0ULfddlvUar1OD9lDXba2lRBauHCh/pKukaXhZYl462vL/SEJtdWrV+vVkQ4CBHDgQNqv2FdffTVq86PKlSsnbPMjWWb9zTffNDpc63u4/PLL1Q8ySdIj8vlkP/MiRYpEdf6ZHbLDoJyByH/1sswOucT02GOPpZ0AztPfiivk88j3Zn1N+V7l+w3jCDU3ESBAHOSXqvxiTfTmR2PHjlUXXnih7TWlQ+/Xr58ncx3k0tIrr7yiSpcuHdXBm4dsSStnPbJq7vDhw41LanJJKzNSPmfOHOO+zfPPP28slKjfv7EeFSpUMJZYcXtFYDlzlDNIPdzkM32RdsaJ9BEggAvk2vlVV11l63zkGrt0unLN3S1ySad27dq215HZ1o8//rixpIfbZKfB9u3bG/dS9M5cFl6UIcKyN4jbQ2Jl5V+Z+CeBpJ/lySFrdcl9jO0yAdRFci9L7mnpy8bL/RqvzoCCjAABXJLZ5kcy+iceshSH3JTWl1mvU6eO+lsmP7pM5o+0bt06arkTCat69eqpkSNHJuzyjuyzPnDgQFWzZs2oIClQoICxF7vbgwSWLl2qbr/9dttryVySBx98UG2SUXkwECCAy2Regcwv0H/FyjyEuXPn6tUzJZejevfurQoXLmx7rosvvliNl8mOLpPVd2VJdP1Xv5xtyC/+ZO+5IWc6ckakt63cWxk3bpxePW6TJ09Wl112me21JLR69uzJsvGKAAE8s2zZMmPGs7XzkV+xDzzwgDFDOitTpkxJt/OSUU9edF6y3In+erJ9bffu3X0xTNlK7p3I8F/90lrjxo1dn2EvoZpeiF9yySXq22+/1aunFAIE8JisvVSuXDlb5yNrNMlaTekFgQTPHXfcYavv5eUTOcuRMybrMGC5VPXss8+6fmnIbXKPRl+SXhZO9GITLNmt8eGHH466jHjrrbeqRYsW6dVTAgECJIB00nJTWP8VK6vGmpde5Fe+jETSL89cf/31nt3AlVFk+hIf8v9/BmwF4tGjR6vixYtHPoMErlxykxWI3SZtc+ONN9raTAL3iSeecP2mvt8RIEACyc3w9DY/kiXV9XCR6/qff/65/hSukTMj61wOuRzUp08fvVpgSAA3adLE1oa33HKLZ5ffxowZEzWsWb7DJ598MikTSpOBAAGSQDY/uummm2ydj3nI8F+ZxObm8F+dBJP1TEfmlMR6g9+vZG93a0BXqlTJk0t/QiZzvvHGG1GTOeWyWiogQIAk+vrrr1Xu3LkjHY/sqOf1MhpyQ9i6vLncePbqV3qyyLwcWV7G/Iyy/lZWkxrjsX79enXXXXdFXq9ixYp6lVAiQIAkkz3IzY5nwYIFerGrunbtavulLEuEhPVyiwxGkEuD5meVP8v8Fq/IumPma8l+K6mAAAGSTEb2JCJA5MzDfB1ZeqVbt256ldCRsw45+zA/twxT9upGtzVAWrZsqReHEgECJFkiAkTueZiXrSQ8ZM2sVLF582bbMOpatWoZ9y7cRoAASDivA0RGW1lvmKfCmYdOLl1Zh/nKPiVuI0AAJJyXASI35K1DdeWeR6qSvUtkAqfZFjIvx00ECICE8ypAZPKidZKgjLYK6w3z7JIZ6uaMexn95mZ7EyAAEs6rAJHlScznlRnvYRuq65TM9jfbRe6NuDXfhgABkHBeBMj06dMjv7RlhnlYJgm6QdYfk/3PzTZ/+umn9SqOECAAEs7tAJHVY62r6rp9rT8MZI6IuYe77Hnixp4qBAiAhHM7QGQ/D/P5ZCHGVL/vkRHZT95sJ1kzK14ECICEczNAZLiquRmUrAcVtFV1E0nmgsjGXGbby+KI8SBAACScmwEi29CazyX7eSBzsiGU2V5y2S+eszUCBEDCuRUgsrmSuYe57CTo982g/KJ27dqR9pfFLZ0iQAAknFsB0q5du8jzyDa0yB7ZOthst2uvvVYvzjYCBEDCuREgsg+4uT94oUKFmPMRo8qVK0e+gx9//FEvzhYCBEDCuREgsgGV+RyylStiM3LkyEj73XfffXpxthAgABLOjQCRHQXl8TLyasOGDXoxsiDLvhQtWtRoQ5kfsmfPHr1KlggQAAkXb4DMnDkz8vh69erpxcgm2avebMfPPvtML84SAQIg4eINkIceeijyeLkUA2d++eWXuIKYAAGQcPEEiMxbMJdrl5vn+/fv16sgBualQNk/Ze/evXpxpggQAAkXT4DIHhfmY5s2baoXI0bWy1iyEVcsCBAACRdPgPTo0SPy2AEDBujFiNHo0aMj7fnSSy/pxZkiQAAkXDwBUrdu3chjly9frhcjRrJ/urkMvixEGQsCBEDCdejQQZ1wwonGEUuAyP0Pc4vW8847Ty+GQ+XLlzfaVCZmytL42UWAAEi4Z575rypUqIpx/PXXMr04Q6tWrYp0WLJdLdzRvHnzSLsuXrxYL84QAQIg4bp0+VyVLt3eOBYvXqsXZ2jy5MmRDqtTp056MRx67bXXIu06btw4vThDBAiAhHvjjR/VlVf2M45ly7bqxRl6//33Ix3WkCFD9GI49MUXX0TatWfPnnpxhggQAAnnNEDk3onZYc2ZM0cvhkPz5s2LtGvbtm314gwRIAASzmmAyH0Ps8PatGmTXgyHtmzZEmnXRo0a6cUZIkAAJJzTAJF9vM0Oixno7jl48GCkXW+66Sa9OEMECICEcxog1apVMzor2YUQ7jL3Vrnmmmv0ogwRIAASzmmAmPMVzjjjDL0IcZI2lbYtV66cXpQhAgRAwjkNkNKlSxudVYkSJfQixKlkyZJG20obZxcBAiDhnAaIeQZSuHBhvQhx4gwkewgQIMmcBgj3QLzDPZDsIUCAJHMaIIzC8gajsLKPAAGSzGmAWOeBbNy4US+GQ8wDyT4CBEgypwFinYk+e/ZsvRgOWWeit2vXTi/OEAECIOGcBkjv3r0jHdbgwYP1Yjj0+eefR9r1nXfe0YszRIAASDinATJlypRIh9WxY0e9GA517do10q7jx4/XizNEgABIOKcBsmbNmkiHFcu1emSuWbNmkXZdsmSJXpwhAgRAwjkNEFGwYEGjw5KJb3BHmTJljDbNnTu3Onz4sF6cIQIEQMLFEyANGjSIdFqx7J6H9G3YsEGdcMIJRnvWqlVLL84UAQIg4eIJkHfffTfSafXp00cvRoxGjBgRac9XXnlFL84UAQIg4eIJkIULF0Y6Le6DxE82kDLbc/r06XpxpggQAAkXT4CIYsWKGZ1W3rx51e7du/ViZNORI0eMhSmlLfPkyaMOHDigV8kUAQIg4eINkMceeyzScQ0aNEgvRjZNnTo10o533XWXXpwlAgRAwr355sy4AsQ6c7pGjRp6MbKpdevWkXYcO3asXpwlAgRAwk2atExVqtRP3XrrULV//yG9OFsqVKhgdFwygmj58uV6MbKwb98+lT9/fqMNZSl3WVAxVgQIgKRYt26X2rMn9k7L1KtXr0jn1b59e70YWejbt2/c7UeAAAikHTt2RCYVyl4Wq1ev1qsgA4cOHVLnn3++0XYnnniiMbLNCQIEQGB16dIl0oE98sgjejEyMGTIkEi7NWzYUC/ONgIEQGBt375dFShQwOjAZBmOlStX6lWgkbOPsmXLRjr+eJbFJ0AABFrnzp0jnVj9+vX1YmhkuXazvWLZfTA9BAiAQJOJhKVKlYp0ZKNHj9ar4P+tW7cuMvIqZ86cav78+XqVmBAgADxjzvWQo2rVAcbIq4xY68Zq3LhxkY6sePHiaufOnXoVpLn33nsj7SSTMeNFgADwjDUU5OjceapeJSKeABHW/dKbNGmiF6e8UaNGRdrn7LPPNkaxxYsAAeAZPUAqV/4ww5nn8QbI2rVrjQlxZocmq/biGOnozcEGcsgKvG4gQAB4Rg8QOZ56aqJezRBvgIiJEyca8xqkQzvllFPUzz//rFdJOTLD/Kqrrop09Pfff79exTECBIBnrKEgS5eYf16wYINe1ZUAEda5IXKpZtmyZXqVlNKqVatIe1x22WVq7969ehXHCBAAnrGGwjPPTIr8uU2br/WqrgWILFFep06dSMcmM65lL/VU9MILL0Ta4bTTTnM84zwjBAgAz1hDQe59yD0Q8/9nzVqVYd14yQ3iSpUqRTo3mTi3efNmvVqoWXdulCG7MlLNbQQIAM/oofD885Mj/3/ffaPV0aMZ143Xpk2bVJkyZWyXb1atsodWWEl4mPeCZLVir/ZMIUAAeEYPhRUrttnOQmRZ94zqukEuXZmLBsohOxnGO3nO76yXreR488039SquIUAAeCa9UHjxxSmRv2vYcIQ6cuTYaUh6dd0gZx1y9mF2dPny5TNGa4WNjLay3jCXMw8vw0O2v33++ecjr1e1alW9SigRIECCpBcKK1dut52FfPnlXxnWdYssulizZs1IZyeXd5577jljYcEwkDMB61Bduefh1WUrIbsXli5d2namc9111+nVQokAARIko1B46aWpkb+vU2dI2q/ZwxnWdYv8YrYu5SFHlSpVAj/MV2aYWycJymgrL26Yiz///FPVrl3b1oYSVrVq1VJbtmzRq4cSAQIkSEahsGrVjrRfzP0jZYMHz8+wrttkJz5Z+t3sAPPmzWtc6nGypWsyycKIeiDKpTq3h+qKrVu3qg4dOhhhYX09GS79999/69VDjQABEiSzUOjS5YdIWa1agzKt67YFCxaocuXK2TrDiy++WE2YMEGv6jty2U2WZDdX1TUPmWHu5iRBcfjwYdW7d29VuHDhqLYaP368Xj0lECBAgmQWCmvW7FRVqhw/C8msrhf27dunnn76aWPJE2vnKHtkTJkyRa+edBIcspOgdWiyHDLb3q21raykDayDD+SQS2U9evQI3NmamwgQIEGyCoWuXadFhUdGdb0il2BuvvlmW0cph0xElPsL8is8mSTo5LKbdTiyHHI5SZZkd2NVXaulS5eq22+/3fZaJ510knrwwQeNuTWpjgABEiSrUJD9Qa6+OvosJD3vv/+LqllzYNov4J/Vrl0H9OK4jRkzJuoXtxxFixZVjz76qPrll1/0h3jm6NGjaurUqcawXP1SlRxylvS///1Pf1hcZA8VGZl26qmn2l6rRo0aat68eXr1lEWAAAmSVSiI11+fka0AqV3700j5jTcOUqNH/xWZQ+ImGaJ67bXXRnXaclxwwQVGmMiuh3Jj2U0bNmwwLkW1bdtWlShRIuq1Zehxw4YN1Zw5c/SHxkXC6pNPPjEuhVlfT3Z5/OKLL/TqKY8AARIkq1AQGzbsNnYrzKruuHGLVfXqn9jqNW06Uv3221q9qitmzpypmjVrpk4//fSoztw8ypcvr5o3b666detmdLbySz2ryzxSLvWk/uuvv67uu+++qPsa1kP2OGnfvr0no6t++uknVblyZdvryTDgV1991bh0hmgECBBQW7bsNUZvWSciyvHss5OMm/JekJFNw4cPV/Xq1Yu6vJPVcc455xi/5OW/ellmR548edTdd99tnA15ccNaZuffc889tteUmesSZqtXr9arw4IAAQJu4cJNqnXrMbYQkbOYvn1np3X43s0ulzCR0UkvvfSSuv7661WuXLmiOn8nh8xLkcl4r7zyipo+fbox6dELclYhryFnGdbXl1nsbL6VPQQIEBITJixRt9021BYkMrNdLnclguw9smjRIvXNN9+onj17qnbt2hlnDnLjWY5LLrnEOAO59NJLI38n5XJJSuZyyIzxxYsT817l/oq8F2twyJnRwIEDjfsgyB4CBAiR/fsPqX795qhq1T6yBUnLll+lu/Nhqpk7d66qXr26LTjkUpys2rtr1y69OrJAgAAhJEOCX3jh+Eq/csg2ui+/PFVt2rRHrx56GzduVA888IAxh8MaHjKSK+jrfyUTAQKE2Ny5skbUKFuQXHfdx+rjj+eqgweP6NVDR266v/3221HzR2Tplu+//16vjhgRIEDIyfyQMWP+ts0dkaN+/eFpnegKvXpoyD2Viy66yBYcso5Vnz59kj6jPiwIECBF7N59QPXqNStqtnubNl+rpUvDs/z4X3/9pW655RZbcJx88snqkUcecX3CY6ojQIAU8++/O9Tjj0+whYgsJ9+t2wy1fXtwJ8xt27bNWA9LwsIaHrLUiRcTD0GAAClr1qxV6s47R9iCRNbXGjRomjp0KDiXeORy1AcffGDMUrcGx4UXXqi+/vprvTpcRIAAKezw4SPqs8/+MIJDAqRs2VdUiRJN0s5I6quJE7/Tq/uOLLIoS6hYg0NumL/11luezFqHHQECwLh01a3bD+qiix5WRYpcr0499diveVmyJFGT+2KxfPly1ahRI1twyAKLrVu3NhZiRGIQIAAi/v57papbt5mtY5ZNpmSzKbf32nBCJvt17Ngxah2u6667Tv3+++96dXiMAAEQRZZo1zdtOvPMM9WAAQOMJUuS4dNPP1XFihWzvadzzz1XffbZZ3pVJAgBAiBdsoihLLGeN29eW6ddsWJFNWPGDL26Z2bNkqHHV9veg6zQ26VLF9f3PUdsCBAAmVq7dq1q0aKFscS5tRNv0qSJWrlypV7dNWvWrDH2INFf9z//+Y/6999/9epIAgIEQLb8+uuvqmrVqrbOXJZef/nll9WePe6tr7V//37VtWvXqM2rZF/2H3/8Ua+OJCJAAMRk8ODBqnjx4rbOXbadHTZsmF41ZiNHjlTnnXee7bllH/aPP/6YZdZ9iAABELPdu3erTp06RW0iVa1aNUf7lM+fP1/VrFnT9lwy+uvZZ59VO3d6s7si4keAAHDsn3/+UY0bN7Z1/DIfo1WrVmr9+vV69SibN29Wbdq0iVpmvUGDBmrp0qV6dfgMAQIgbtOmTVNXXHGFLQTy5cun3njjjXS3pD106JCxC2HBggVtjylbtqyaNGmSXh0+RYAAcIXMD/nwww9VkSJFbKFQunRpNWbMmEi9CRMmGNvbWusUKlRIvffee0awIDgIEACu2r59u3riiSeiVsWtXLly1CiunDlzGnuib9kSnuXkUwkBAsATixYtUrfeeqstMKzHjTfeqBYsWKA/DAFCgADw1Lfffmtbal1Wy/3qq6/0agggAgSA52TuiBkgffv21YsRUAQIAM/JJEMzQPr3768XI6AIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQAB4DkCJJwIEACeI0DCiQABXNTvwRzZPlJJKgeI/r1ndgRN8N4x4GN6h5DZkUoIkOwdQRO8dwz4WJA7Ay8RIOH8NxG+TwQkUZg7i3gQIOH8NxG+TwQkUZg7i3gQIOH8NxG+TwQkUZg7i3gQIOH8NxG+TwQkUZg7i3gQIOH8NxG+TwQkUZg7i3gQIOH8NxG+TwQkkbWzyOzIyIE929TOzSs8P7ZvWqE2rVuh1qxaoVas8P7o1atXJEC6d+8eVe7VIZ9vY9rn3L4xug3cPvbv2ap/nQb9u8/oCKJgvmvAp/ROIaMjPeuXzlQD2ueKquvF8da9OdS91XOo8uce69TDelxWIoe659oc6o17otvA7aN/25PV6r8m619rVL2MjiAK5rsGfCqeDuHPqb2jOhWvDgLEm2P+xLf0r9VWHjbh+0RAEsXTWRw6uFfNGfuymjqwhefHt/1aqH7dWqhOT7ZQLVp4f1SvXj3SqVetWjWq3Kuj4xNpn/O1Fmpcv+g2cPv49auO6uD+XfrXGte/Cb8L3ycCkijMnUU8uIkezn8T4ftEQBKFubOIBwESzn8T4ftEQBKFubOIBwESzn8T4ftEQBKFubOIBwESzn8T4ftEQBKFubOIBwESzn8T4ftEQBKFubOIBwESzn8T4ftEQBKFubOIBwESzn8T4ftEAHwnlQMkzAgQAJ4jQMKJAAHgOQIknAgQAJ4jQMKJAAHgOQIknAgQAJ4jQMKJAAHgOQIknAgQAJ4jQMKJAAHgOQIknAgQAJ4jQMKJAAHgOQIknAgQAJ4jQMKJAAHgOQIknAgQAJ4jQMKJAAHgOQIknAgQAJ4jQMKJAAHgufFfDVPlS+YwjlHDCZCwIEAAeG7WlGGqVa0cxjFtHAESFgQIAM8t+WWY6nt/DuNYOJ0ACQsCBIDnlvw6LLIv+F8zCJCwIEAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeI4ACScCBIDnCJBwIkAAeG7Tv7+rDx860QiQdUt/1IsRUAQIgITY/O9ctfGf2fpfI8AIEACAIwQIAMARAgQA4AgBAgBwhAABADhCgADwhDnvIzsHgolvDoAn9JDI7EAw8c0B8AQBEX58swA8QYCEH98sAE8QIOHHNwvAEwRI+PHNAvAEARJ+fLMAPEGAhB/fLABPWAMkswPBxbcHwBN6UGR0ILj49gB4gpAIP75ZAJ4gQMKPbxaAJwiQ8OObBeAJAiT8+GYBeIIACT++WQCeIEDCj28WgCcIkPDjmwXgCQIk/PhmAXiCAAk/vlkAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAODI/wFCsZWUA+X86AAAAABJRU5ErkJggg==)
PN: 4H30-7-18
CAS: 1211669-81-6
Molecule Weight: 288.65
Formula: C12H8ClF3N2O
TSCA: Not listed on TSCA inventory