![3-[2-Fluoro-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
| Product Number | 2821-3-57 |
| Synonyms | 3-[2-Fluoro-5-(trifluoromethyl)phenyl]propanoic acid |
| CAS | 916420-39-8 |
| MDL Number | MFCD09025356 |
| Molecular Formula | C10H8F4O2 |
| Molecular Weight | 236.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2821-3-57
CAS: 916420-39-8
Molecule Weight: 236.166
Formula: C10H8F4O2
![3-[2-Fluoro-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABy8AAAcvAF6X4iwAAACM3pUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP17wQXtqqdKo2TTpp00m3TbpvpxTSDqmQCejbvz8HaNe0HAWiBNtPnNhOZg+HfAM7XVaZKWIiKCegi8SkWbGOycf782hMHuazBI3QsKhi8lnXX1PG9vs9TT51rg6moInJSaufHqrMsdlLaso18zgX7M/ry1vDjLKiqlWRaKSqbFo1wheTqLpZxX9csFyVu6xgrTnLy10721+P24/TQ5WS7708om6BKKyyjYaVKXNVw87jFD/+A9a60KWqdQrLI4ol9XHv89nrk0m2uS5qHNoZskRt3upym6AgNxudbHEyHPx8ikkuEFC1yRdlqY5gR1asBCgPlATlgwpAhaAiUGNQE1CCY0O9QAOBFgJNBNqIEOO+0dbx+/FLx+QXPIJt7vvcNHwxcF5McMkcZ/RoGEY+CCqljK7+XKGrwzjgc+pGnfTcd8bYC27/OQ1CGRE4oueQTiQyIRVh0zV/Pg0xzyDpOOB2VVJgJ2jg29lPXjiNom+nnbazPSlHnbj1eFoBBpudoz2fLU2RXgwhS2OyFKRJw2+9qrwuEwRMmeoSi9tOYE0vAc8FbN7OgNcHyBvAH/bgu4CtiWEgcAFbQcNA6AK23s7Aog+IXMBW5zAwdgFby8PAxAWayh8mrN5JXXNS7jDiZud3kauEt4dxOL5C9ixN3mGu0t4e9jtM0MPcKRYR9jC99cIuDgw7XWU4vLnm2MUdyPDmn/8DbRzHhJ1l/ewAADzRSURBVHhe7d0JuFXT/8fxlGYVTRqQoUSJUERKkswkP/yUZCiREv2kDJmnZFYiKiRDZIhMDaJSKQmlQYVCadI85/u/39P/nPZZ53aHffba95x13q/n2U/cvfY59+773PU5e6+1vruQAADgQyHzCwAA5AUBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEMCWr78Wuflmkfr1RSpXFilaVKRSJZFjjhHp1k3kq6/MI5DOgvp9Fyq0e8srP8cEINx3AzLBokUiLVrE/1HvaTv99F3tkb6C/n172+eVn2MCEO67Aa6bMmXXp05vh/HuuyJ//SWydavI0qUiI0bEdzjafupU85WQDmz8vv2EgZ9jAhDuuwEu005j//13/RHvtZfI00+bLeI988yudtq+SpVdnQ3Sh63ft58w8HNMAMJ9N8BlF120+4+4Vy9zb/a0XfSY1q3NvUhltn7ffsLAzzEBCPfdAFfNnr3702W1aiJbtpgtsqfttL0ep8fr6yD12fx9+wkDP8cEINx3A1x19927/4DvuMPcmzNtHz32nnvMvUhFNn/ffsLAzzEBCPfdAFc1bbr7D3j0aHNvzr74YvexzZqZe5GKbP6+/YSBn2MCEO67Aa6qXn33H/CeBkf3RAdjo8ceeKC5F6nI5u/bGwZ+thCF+26Aq0qU2P0HnNf74VGbN+8+tmRJcy9Skc3ftxkI+d1CFO67Aa5KpkPR9tFjS5Uy9yIV2fx9+wkDP8cEINx3A1xl85YGUo/N37efMPBzTADCfTfAVd5B1TFjzL0500HY6LHZDap6/fuvyCOPiHTuLPLzz+ZehMXm79tPGPg5JgDhvhvgqt69d/8B33mnuTdnuU3r9Bo3bndbLdZ3000iq1ebrWCbzd+3nzDwc0wAwn03wFU//bR7YZne3tA6SHmh7XJbWOa1YMGu++beDqNCBZHnnxfZscNsDVts/r79hIGfYwIQ7rsBLrvggt1/xHn9VOr9NLqn0hYmvXV1xhnxnYZu9eqJjB1rtoYttn7ffsLAzzEBCPfdAJf98cfuyqz66bJfP7NFPN0f/RSrRfl0cDU/Ro4UqVUrvvPQTWs0LVxotkbQbP2+/YSBn2MCEO67Aa775ptdt5Sif8xaxvu993bN1Nm2TWTZMpH334+/gqhYcVdZcD/0lshjj4mULRvfiRQvLnL77SLr15tHIK+++07kl1/Mr8az8fv2EwZ+jglAuO8GZAIdpzjttPg/6j1tzZsHc7WgHdU114gULhz/+lWrirzyyq7ZW8gbHd/Q53ro+dOJCjNnmi3iBf379rbPKz/HBCDcdwMyiT7CVGdJ6SNN9VPn3nvv+vfoo0W6dhUZP948InnTp4ucckpix3XCCbs+LWPPVq3aNT1af0/ec/fBB2bL7AX1+/YTBn6OCUC47wYgHG+8IXLQQfEdi95/v+KKXffusdv27SLPPitSvnz8+dKrjx49mN2WAwIEcNWmTSL33ps47bd0aZEHHthVkynT6aK+OnXiz49uZ50lMneu2RoGAgRw3eLFIpdfnthJHnywyPDhZuvMoIPj3mm40a12bZFRo8zW2AMCBEhF//yz67ZKTrN18mvCBJHjj0/sNE89VeT7783Wblq7VuS220SKFYs/B/vuK/LEE7tmTiHPCBAgFV122e7OTf/799/NFv7s3CkyaNCudQjeDrRIEZGOHUVWrDCPcENuP/fy5eYRyAMCBEhFF18c39HpcyO0btLGjWZLf/STuA4QG5/EF2R9Ep+Z9Ul8h0ufxCdO5MrLEgIESEUrV4q0a7d75XJ00/Lfw4aZrf3TsYDzz4+89uasbWTW1jVrO7t2bfnkk0/M1umFsR/rCBAglU2eLHLiiYmdYOPGItOmma39++ILmVOnjjyW9dots7a9srZCGiRnny1z0202Uk6zz+6/n9lnASJAgFSnq8hffXV3FdfopqvOr7561yr0APy7fbuMefZZObp8+Uh4RLeiRYvKLbfcIv/owH6qe/PNxPUvuun6lyVLzNZIEgECpAuta6VVX7XOlbdz1DpYjz6a95LiuVi5cqV07txZ9t5777ggqVixorz44ouyIxUX1mndquxW4DdsyAp8iwgQIN0sWpQ4yK5bzZp5L7uRBz/99JM0b948LkR0O+aYY2R8Xsty2Pb33yLXXksNsAJCgADpSp9OqHWWzCDRirCzZpmtfXv//fflsMMOSwiS//znP/Lrr7+azUOxPetqa95jj8naPVUhXrfOPAQWECBAOtPbSQMG7Cra5+1ItZBfly67CgQGYGtWh/3II49ImTJl4kKkRIkSctddd8mGDRvMQ6wZOXKktKtVSx7Kev+p3p+Z56CEjgABXKAD3N267SoA6O1UtUCgPshICwYGYOnSpXLVVVdJ4cKF44KkevXq8tprr5nNA/Xzzz/LGWecEXm/qllbu6zttaxt+VFH8STGAkKAAC6ZM0fkzDPjQ0S3unVFxowxW/v27bffysknnxwXIro1atRIpk6dajZPyurVq6Vr166R2WDe9zqjQgWZ0r+//JuKg/oZggABXPTxxyKHH54YJBdeuOsBSAF5/fXX5YADDojr2Pfaay9p3769/LWnR7bmkc72ev7556VCVlB4X19nh2mg/JMVLChYBAjgKi1H8vjjIuXKxYdIsWKyqGdP2RLQQLOOf/Tu3TsyHuLt6PfZZx956KGHZMuWLeYhuRo7dqwcddRRca8Xueo444zIrSykBgIEcJ0WCuzQYVfhwKxO+NesbWDW1rFKFXl98GD5N6Cprr/99ptceumlCZ3+oYceKiNGjDCbZ2vhwoVy0UUXJbxGrVq1IoPnSC0ECJApZsyQnU2byqdZHXL3rK3e/3fODRo0kEmTJpmtffvqq6+kfv36CSFw2mmnyY8//mg2j1iXdTV0++23S/HixeOOKVu2rDz22GORWWBIPQQIkGHmvfWWXFWjhhQzOvg2bdrIkoDKfezcuVMGDhwolSpVinuPIllXQddff31ktbvSq59XXnlFqlatGtdOZ3ldc8018rcuFETKIkCADLRl82a57777pHTp0nEdd6lSpSJf36QFCQOwZs0a6d69e8IMqv322y9SX6thw4ZxX9ftlFNOke+0NAlSHgECZDC94mjbtm1CJ14j6wrlrawrlaDMmzdPzjnnnIT38W4HHXSQvKnFEJE2CBAAkTGQ7K4GmjRpIjNmzDCb+7I566qnXbt2CYsQS5YsKffee29gVz0IDwECIELHI4YMGSJVqlSJ6+C1w+/QoUNS4xHDhw+Xgw8+OCGgdHbVYn3wE9ISAQIgjs6I6tWrV8KMqHLlyknfvn1lWz4ed/vxxx9LvXr1EoLj+OOPlwkTJpjNkWYIEADZWrBggVx44YUJnb9eNXz00Udm8wRTpkxJOHb//feXQYMGRWZpIf0RIAByNGbMGKlbt25CGJx55pkyR2tv7UH//v1jbfU22G233SZr1641myGNESAAcrV9+3bp169fQl0qnZ7brVu3SMFD02effRZr16xZM3M3HECAAMizVatWSZcuXbJ93O2AAQPiHnfrDZBzzz3X8ypwBQECIN9mz54tLVq0SLitpQPm4/RJiUKAZAICBIBvH374odSsWTMhSFq3bh0pUUKAuI0AAZAULXTYp0+fSOFDb4h4y5cQIG4iQAAEYtmyZZECiOZKc90aN25sNocDCBAAgZo+fXokMLwBUq1aNbMZHECAALCiZ8+esQA59thjzd1wAAECwApmYbmPAAFgBQHiPgIEgBUEiPsIEABWECDuI0AAWEGAuI8AAWAFAeI+AgSAFQSI+wgQAFYQIO4jQABYQYC4jwABYAUB4j4CBIAVBIj7CBAAVhAg7iNAAFhBgLiPAAFgBQHiPgIEgBUEiPsIEABWECDuI0AAWEGAuI8AAWAFAeI+AgSAFQSI+wgQAFYQIO4jQABYQYC4jwABYAUB4j4CBIAVBIj7CBAAVhAg7iNAAFhBgLiPAAFgBQHiPgIEgBUEiPsIEABWECDuI0AAWEGAuI8AAWAFAeI+AgSAFQSI+wgQAFYQIO4jQABYQYC4jwABYAUB4j4CBIAVBIj7CBAAVhAg7iNAAFhBgLiPAAFgBQHiPgIEgBUEiPsIEABWECDuI0AAWEGAuI8AAWAFAeI+AgSAFQSI+wgQAFYQIO4jQABYQYC4jwABYAUB4j4CBIAVBIj7CBAAVhAg7iNAAFhBgLiPAAFgBQHiPgIEgBUEiPsIEABWECDuI0AAWEGAuI8AAWAFAeI+AgSAFQSI+wgQAFYQIO4jQABYQYC4jwABYAUB4j4CBIAVBIj7CBAAVhAg7iNAAFhBgLiPAAFghTdAzjnnHHM3HECAAAjcr7/+Kk2aNIkFyGGHHWY2gQMIEACB2bBhg/Tu3VtKlCgRCw/d6tatazaFAwgQAIEYOnSoVK9ePS449tprLznuuONk8eLFZnM4gAABkJSpU6fKSSedFBccuunXdB/cRYAA8OWvv/6S9u3bR64yvMGhVyF6NQL3ESAA8mXr1q3y8MMPS5kyZeKCQ8c9dPxDx0GQGQgQAHn23nvvyaGHHppwu+qSSy6JzLxCZiFAAOTqxx9/lObNmycER/369WX8+PFmc2QIAgTAHq1cuVJuuOEG2XvvveOCo1KlSjJw4EDZuXOneQgyCAECIMH27dvlmWeekf322y8uOIoWLSrdu3eXNWvWmIcgAxEgAOJ8/vnncuSRRybcrtJyJHPnzjWbI4MRIAAi5s+fL+eff35CcNSuXVs++eQTszlAgACZbu3atdKjRw8pVqxYXHDsu+++8uSTT8q2bdvMQ4AIAgTIUDoA/vLLL0vlypXjgqNIkSJy3XXXyYoVK8xDgDgECJCBJkyYEKlRZd6uatasmcycOdNsDmSLAAEyyO+//y7//e9/E4Lj4IMPlnfeecdsDuSIAAEywMaNG+Wee+6RkiVLxgXHPvvsIw888IBs3rzZPATIFQECOG7YsGFy4IEHxgWHFkBs166d/PHHH2ZzIM8IEMBR06dPl8aNGyfcrjrhhBNk8uTJZnMg3wgQwDHLli2Ta665RgoXLhwXHNWqVZNXX31V/v33X/MQwBcCBHCEllnv06ePlC1bNi44ihcvLnfccYesX7/ePARICgECOODDDz+UmjVrJtyuat26tSxatMhsDgSCAAHS2OzZs6VFixYJwVGvXj0ZN26c2RwIFAECpKFVq1ZJly5dEsqsV6hQQQYMGCA7duwwDwECR4AAaUTLrPfr1y8SFN7g0DLr3bp1k9WrV5uHANYQIECaGDNmjNStWzfhdlXLli1lzpw5ZnPAOgIESHELFiyQVq1aJQRHrVq15KOPPjKbA6EhQIAUtW7dOunVq1dkGq43OMqVKyd9+/alzDoKHAECpBhd6DdkyBCpUqVKXHDowsBrr71W/v77b/MQoEAQIEAKmTRpkjRs2DDhdlWTJk1kxowZZnOgQBEgQApYsmSJtG3bNiE4atSoIW+99ZbZHEgJBAhQgLSM+n333SelS5eOC45SpUpFvr5p0ybzECBlECBAAXn77bcjVxjmVUebNm1k8eLFZnMg5RAgQMh0LKNp06YJwdGgQQOZOHGi2RxIWQQIEJLly5dLhw4dpEiRInHBobOtBg8eTJl1pB0CBLBM61JdccUVCeMcxYoVk549e0bWewDpiAABLLvkkksSblddeOGFkRXmQDojQADLTjnllFhwVK1aVUaPHm02AdISAQJY1rlz51iA9O/f39wNpC0CBLBMn9sRDRB9VgfgCgIEsIwAgasIEMAyAgSuIkAAywgQuIoAASwjQOAqAgSwjACBqwgQwDICBK4iQADLCBC4igABLCNA4CoCBLCMAIGrCBDAMgIEriJAAMsIELiKAAEsI0DgKgIEsIwAgasIEMAyAgSuIkAAywgQuIoAASwjQOAqAgSwjACBqwgQwDICBK4iQADLCBC4igABLCNA4CoCBLCMAIGrCBDAMgIEriJAAMsIELiKAAEsI0DgKgIEsIwAgasIEMAyAgSuIkAAywgQuIoAASwjQOAqAgSwjACBqwgQwDICBK4iQADLCBC4igABLCNA4CoCBLCMAIGrCBDAMgIEriJAAMsIELiKAAEsI0DgKgIEsIwAgasIEMAyAgSuIkAAywgQuIoAASwjQOAqAgSwjACBqwgQwDICBK4iQADLCBC4igABLCNA4CoCBLCMAIGrCBDAMgIEriJAAMsIELiKAAEsI0DgKgIEsIwAgasIEMAyAgSuIkAAywgQuIoAASwjQOAqAgSwjACBqwgQwDICBK4iQADLCBC4igABLCNA4CoCBLCMAIGrCBDAMgIEriJAQvDidYXytcEtBAhcRW8VAjMgctvgFgIErqK3CgHhkNkIELiKHi0EBEhmI0DgKnq0EBAgmY0Agavo0UJAgGQ2AgSuokcLAQGS2QgQuIoeLQQESGYjQOAqerQQeAMktw3uIUDgKnqsEJghkdMG93Ts2DEWIP379zd3A2mLHisEBETmeu2116RYsWKxAClfvryMHj3abAakJXq0EBAgmWfKlCnSqFGjWHCY24UXXigLFiwwDwPSCj1aCAiQzPHnn3/KlVdeKXvttVdcYJQqVUqKFy8e9zW9MunZs6esW7fOfBkgLdCjhYAAcd+WLVvkoYcekn322ScuJEqWLCl33323bNy4UZYvXy4dOnSQIkWKxLWpUqWKDB48WP7991/zZYGURo8WAgLEbSNGjJBDDjkk4TbVpZdeKr/99pvZXGbMmCFNmzZNaN+gQQOZOHGi2RxIWfRoISBA3PTDDz/IaaedlhAExx57rHz11Vdm8wRvv/221KhRI+H4Nm3ayOLFi83mQMqhRwtBsgGyeNanMvmd/8nqv2abu1AAVq5cKddff33CrahKlSrJSy+9JDt37jQP2aPNmzfLfffdJ6VLl457LR0z0a9v2rTJPARIGf56NORLMgGyecNKeemGopFjX7p+b5n4ZhfZsmGV2Qwh2L59uzz99NOy3377xXX2Ohj+v//9T9asWWMekmdLliyRtm3bJlyN6BXKW2+9ZTYHUkL+ezTkWzIBsm3LennllvJxr6H/P+vLflmfdLebzWHJZ599JkcccURCB3/uuefKvHnzzOa+TZo0SRo2bJjwPk2aNImMnQCpJP89GvItmQBRa5bNk1HPnBn3OroNv7eu/DFnjNkcAdJw0JAwO3QNEw0VG3Q21pAhQyKzs7zvWbhw4cgsrr///ts8BCgQ/no0FIjff/xY3up9eEKQfN7/Qlm7nEVpQdLbUXpbyruKXDe9faW3sbZt22YeEjhdH9KrV6+E9SPlypWTvn37hvI9ADkhQNLMzh3b5IcvHpch3crFhchLnYvJ1BE9ZdtmFqUlQwfAdSC8cuXKcZ22Dph36tRJVqxYYR5ina5Yb9WqVcJVUK1ateSjjz4ymwOhIUDS1OZ1y+Wr1zrIwOuLxAXJ0FuryNxJg/U+iHkIcvH1119HpuCaHXWzZs0iU3YL2pgxY6Ru3boJ31/Lli1lzpw5ZnPAOgIkza1YPENG9m2acFvrvYcayLIFk8zmyIYu9rvssssSOmZdHPjuu++azQuUzgTr16+fVKhQIe57LVq0qHTr1k1Wr15tHgJYQ4A4YsG0t2TY7TUSgmTsoLayYfUSszmyaHkRLTOi5Ua8nbGWI3nwwQcj5UlS1apVqyLPGdl7773jvncNFn3myI4dO8xDgMARIA7Zvm2TfPfRfTKoa+m4EBnUpVTk67ofu7z++uty4IEHxnW+WgBRCyFqQcR0MXv2bGnRokXC1VO9evVk3LhxZnMgUASIg/SKQ688zKsRvULRK5VMNm3aNDn55JMTOtwTTzwxUoI9XX344YdSs2bNhJ+rdevWsmjRIrM5EAgCxGE6BqJjIWaQfNi3SWTsJJMsXbpUrr766shaCm8HW61atchDn1yohLt161bp06ePlC1bNu5n1GnAd9xxh6xfv948BEgKAeK6rI5x3qQhkdlZ3hAZ2KlwZBbXpnVuL0rTTvXRRx+VMmXKJHSqd955p5Od6rJly+Saa67JNixfffVVJ8ISqYEAyRC6PkTXibzcuXhckOh6kh8+7xtZX+KaDz74QA477LCE2zoXX3xxRtzWmT59ujRu3Djh5z/hhBNk8uTJZnMg3wiQDKMr1nXlunlb64X/HS4zv3FjUdqsWbPk9NNPT+g4jz76aPnyyy/N5s4bNmxYthMG2rVrJ3/88YfZHMgzAiRDaQ0traWl4TGgQyG5+dxCcs5xheSa/56ZtovSdGrrjTfemDC1tWLFivLCCy9k9NRWnbJ8zz33ZDtl+YEHHkjpKctIXQRIBtNqvlrVt8815aXtKYWkwWGFpGyp9FuUpovrnnvuOSlfvnxc56g/x8033yz//POPeUjG+v333+W///1vwtXZwQcfLO+8847ZHMgRAQLZsG6VPPdIFzmsSuIn91RflDZ69GipU6dOQod41llnpe2VVBgmTJggxx13XMJ507ItM2fONJsD2SJAEPPzz+mzKO2XX36RCy64IOF7Pfzww2XUqFFmc2u0+OLcuXMjRQ2ffPLJyJMKdfxF15rop3rdok8b1H+jX9P92k7bP/HEEzJy5MhI4IUZ1vq9v/zyy9kWjrzuuusKpHAk0gsBggSpvCht7dq10rNnz4Qy61ri/PHHH7de4lxvl+kMpocffljOOOOMhEfRJrvpGEXz5s3l/vvvjxR31GnItuk57dGjR8I53XfffSOhaPucIn0RIMhWqi1K07ULgwcPTnjIkn5a1ocsLV++3DwkMNqB6hWGFlzUQWez07e56bPR9UpLH2tr+/no8+fPl/PPPz/he6hdu7Z88sknZnOAAEHOdFHanlZwh7UobeLEidKgQYOEjq1p06by/fffm80Do+sotGBhpUqVEt7bu+lzy88++2y56aabIoP5+qRCPfbXX3+NbHrVovTf6Ne+++47+fzzzyOVdXXCwjnnnCOHHnpowmt7N10M2b59+0hZd5v0+zryyCMT3l+/xyAf34v0R4AgT/a0KE1rSNlalLZ48WJp06ZNwntqh/3222+bzQMzduzYbNeRRDe9vdexY8fI+oq//vrLPDwp+rja4cOHS+fOnbOdHBDdjjnmGHnzzTetjZlo2D3zzDORJzB631dntnXv3j3yxEaAAEG+hLEoTW/V3HvvvZHbN9730fEGHRvYvHmzeUgg9DaVBqLZWeumA9+9e/cO/RO4Trt95JFH5Kijjkr4nnTTq5bnn3/e2ljJypUr5YYbbkhYW6NXZQMHDowMxCNzESDIN5uL0vRT9UEHHZTQUbZt21aWLLHzXBMNBR0QN99TB5WvuuqqyGB2KtDptfrp3xyX0k1nn3366afmIYH58ccfI4P75vvWr19fxo8fbzZHhiBA4NueFqXpk/zyuyhNxwSaNGmS8FoNGzaUSZPsPFlRg1AnBJizjzQYdTxDb6GlIl0YqbPAzOm3uumA+8KFC81DAvPee+9lO1ZzySWXRMZ2kFkIECRNP6H7XZSm9/yvvfbahEF6nW01ZMgQa4P033zzTeS2lPc99f7+LbfcEvme0oHeynv22WcTHm+rM+V0bYmtc6e3yzTAzArHJUqUiNzm27Bhg3kIHEWAIBD5XZSmU2P79u0bWb9hdn69evWSdevWxbUPinaqOj1Zw8L7vjqjS4swpiOtAaYLEvVce38mXY2vs+hs0QkEOitMx8C871u9enUZOnSo2RwOIkAQKF2UduuttybcFvIuStPB6lq1asXt161Vq1ayYMEC8yUDoyGmU1G976nlWlzp7GbMmCGNGjWK+/n0Sk6n5do0depUOemkkxJ+n/o13Qd3ESCwQhelnXfeeQmdivnJXzedYWR7bYOWPjHv3etVR1Azx1KFTr+966674q5G9PbgU089ZTYNnAaxXn14z7FenejtzVQdT0JyCBBYtadFabrpvfv+/ftbW8sQpWtYvLfWtEPVTtb2+xYknRl1wAEHxJ1vHd+xPe1Wxz90HETHQ7zvXbduXbMpHECAwLroojTvvXJdNxJGuXit1usd7NWpxjanu6YSHRvRiQzejlxnS9laR+OlM7K8s+r0yZBwDwGC0HgXIOoUYNs0PHRQPvqeuvjt22+/NZs5TWdMXX755XEh0rJlS2sLD720pEv0PXXsCe4hQBAaXR8SVoDobSvvlYdO2Q17FXmq0JlnWm3XGyL6XHjbt/C8AXLuueeau+EAAgShCStAdMDcO+ah4eHaYLkfWhLFGyJaJNPWWhFFgLiPAEFowggQnarrfR+9bZWpVx7Z0TU23hDRKxNbCBD3ESAIje0A0U/T3nUeOmA+bdo0s1nG00WH3hDR6r82ECDuI0AQGtsBoivMo6+vU3UzZbZVfulUXh0DiZ4rHSvSx/IGjQBxHwGC0NgMEK1t5V2kqOs8sGdaKuaII46InS9dpxF0DSsCxH0ECEJjK0C0qq63MKKuMLc9w8gFWvvL+0x3fUhWkAgQ9xEgCI2tANGS7NHX1UFzZlzl3euvvx47d7rQM8hnnxAg7iNAEBobAaL37r2LBV0pjBimSy+9NHb+9DG6QS0yJEDcR4AgNDYCxPskwVNPPdXcjTzQsuzesvoPPvig2cQXAsR9BAhCE3SAaFn46OvpAPpPP/1kNkEe6XPVo+dSn8gYxG1AAsR9BAhCE3SAeJ99oZVm4Z9O7T3xxBNj57Nr165mk3wjQNxHgCA0QQbI2LFjY69VqlSptHkMbSrT4pPRc6rl2P/880+zSb4QIO4jQBCaIAPk9NNPD/TTMnZp3Lhx7Lx269bN3J0vBIj7CBCEJqgA0Uq70dfRR+fytLvg6APAoudWx0LMZ9nnBwHiPgIEoQkqQLp06RJ7nauuusrcjSR5x0Kefvppc3eeESDuI0AQmiACZNu2bZHFgtHXmTBhgtkESRo8eHDs/NavX9/cnWcEiPsIEIQmiAAZOXJk7DX09Ww+zyJTrV+/PlLJOHqev//+e7NJnhAg7iNAEJogAsS7apqCifa0b98+dp79DqYTIO4jQBCaZANk+/btcY+ptVGCHLt8+eWXsfN80EEHmbvzhABxHwGC0CQbIJMnT44dX7NmTXM3AqQLC/fbb7/Y+Z4/f77ZJFcEiPsIEIQm2QB5+OGHY8cHXXociVq3bh073wMGDDB354oAcR8BgtAkGyDewonDhg0zdyNg/fv3j51vfYJhfhEg7iNAEJpkAkTHP6IPP9LnVmgFWdg1b9682O+rfPny+Z7xRoC4jwBBaJIJEL0HHz1Wnz6IcFSuXDl23pcsWWLuzhEB4j4CBKFJJkC8pdvPPPNMczcs0WesRM+7FlvMDwLEfQQIQpNMgDzxxBOxYymeGJ7rrrsudt6fe+45c3eOCBD3ESAITTIB0qlTp9ix/fr1M3fDkieffDJ23m+88UZzd44IEPcRIAhNMgHSokWL2LFaMRbh+OSTT2LnPb+3DgkQ9xEgCE0yAdKgQYPYsTNmzDB3wxJv6fwTTjjB3J0jAsR9BAhCk0yA1K5dO3bsL7/8Yu6GJd6pvEceeaS5O0cEiPsIEIQmmQCpXr167NilS5eau2GJrreJnvcDDjjA3J0jAsR9BAhCk0yAlC1bNnbshg0bzN2wREu7R897uXLlzN05IkDc52SAvHhdoXxtCEcyAVK0aNHYsVroD+HQcx097/o7yA8CxH1O9p5mQOS2IRzJBAhXIAWDKxDkxMnek3BITckECGMgBYMxEOTEyR6WAElNyQQIs7AKBrOwkBMne1gCJDUlEyCsAykYrANBTpzsYQmQ1JRMgHhXon/xxRfmbljCSnTkxMkelgBJTckEiLeoH7WwwvPUU0/Fznvnzp3N3TkiQNznZA9LgKSmZALk8ccfjx3brVs3czcs8RaxfPbZZ83dOSJA3OdkD+sNkNw2hCeZABk5cmTs2LPPPtvcDUuaNWsWO+/5vXVIgLjPyR7UDImcNoQnmQCZO3du7NhDDz3U3A1L9t9//9h5X7x4sbk7RwSI+5zsQQmI1JRMgGzbtk1KliwZOVafif7333+bTRCwBQsWxH5f++23H89ERwIne1gCJDUlEyCqefPmseOHDx9u7kbABg4cGDvfrVq1MnfnigBxn5M9LAGSmpINkPvvvz92fH5nBCH/Lrvsstj5zu/jbBUB4j4ne1gCJDUlGyBff/117Pg6deqYuxEgvV1VuXLl2PmePXu22SRXBIj7nOxhCZDUlGyAbN26VUqVKhU5XsdBfvvtN7MJAjJlypTY76pq1arm7jwhQNznZA9LgKSmZANEXXDBBbHXeOSRR8zdCIjeIoyeZ13E6QcB4j4ne1gCJDUFESBvvfVW7DWOOuooczcCoFd65cuXj53nSZMmmU3yhABxn5M9LAGSmoIIkE2bNsU9G2TmzJlmEyTp3XffjZ3fWrVqmbvzjABxn5M9LAGSmoIIENW+ffvY63Tv3t3cjSTpSv/o+X3ggQfM3XlGgLjPyR6WAElNQQXImDFjYq+jVyP//POP2QQ+ff/995EJCnpuixQpktREBQLEffSwCE1QAaKOOeaY2Gs99NBD5m749J///Cd2Xtu0aWPuzhcCxH0ECEITZIC88cYbsdfSek06NoLk6FqPwoULR86p/utn7YcXAeI+AgShCTJAduzYESmqGH29/JYaRyLvyvOLL77Y3J1vBIj7CBCEJsgAUc8//3zs9SpUqCCrVq0ymyCPxo0bFxv70H+DeGwwAeI+AiTLzp3b5Zvht8gXL1wsG1YvMXcjIEEHiK5XOPzww2OvecMNN5hNkAd6Ho844ojYebzyyivNJr4QIO4jQLL8/tOo2KytUU+3NHcjIEEHiPr0009jr6mzhoL45JxpdBJC9Bxq2fagSuUTIO4jQLKsXbFQXrqhaCxEfvthpNkEAbARIMpb3qRRo0aR8RHkzZw5c2L1xXTT24JBIUDcR4D8v0lv3RQLkDfvqik7t281myBJtgJk4cKFUqJEidhr9+7d22yCbOjMtXr16sXO2wknnCA7d+40m/lGgLiPAPl/Wzaulle7V4yFyMzPHzObIEm2AkQ98cQTsdfWW1njx483m8DQoUOH2DkrXbp00tN2TQSI+wgQj9lf9o8FyJCbysqmtcvMJkiCzQDR51ecddZZsdc/4IADZOXKlWYz/L+hQ4fGzpVur7zyitkkaQSI+wgQj3937pB37qsXC5GvXr3WbIIk2AwQpYO/VapUib1Hs2bNIjOMEG/ixImx58vrdvXVV5tNAkGAuI8AMfw5Z2wsQAZ2KiwrfptuNoFPtgNEff7557HV1LpdfvnlkasT7PLTTz9FZlpFz4+WxN+4caPZLBAEiPsIkGx8PuCiWIh8+Ngp5m74FEaAqKeeeir2Prr16NHDbJKRtDBi9erVY+dF/zuZYom5IUDcR4BkQ6f1vty5eCxEFnz7ptkEPoQVIOqWW26JC5FMf3qhBoU+2yN6PvQqRK9GbCJA3EeA7MHU92+PBciwXgfJ9q12LvMzSZgBotNRL7nkkrgQ6dmzp9ksI2hQVKtWLXYedPxjwoQJZrPAESDuI0D2YNuW9TK0R9VYiEz/6F6zCfKpcuXKoQWI2rx5s7Rs2TIuRK6//vpA1zqkOg0K75iHhseoUaPMZlZ8/PHHsfdt0aKFuRsOIEByMO+bV2IBMqhLKVm/yn6n56I///xT2rVrF9eRH3vssfLtt9+aTQOns7C0sqz3vfX/161bZzZ1jk7V9a4y1yAJ48pDaXh4x1sOPPBAswkcQIDk5N9/5f2HT4iFyJiX/mu2QA62bNkiDz74oOyzzz5xHXh009lSV111lSxdutQ8NFBa2kSnqnrfW4sHzpo1y2zqBF1h7l0kqJvewrI95qG0NMqZZ56Z8Ls+9dRTzaZwAAGSi2ULv5EXO+21K0Sy/l36Szif4NLdO++8EzfmEd0OOuggKVasWNzXypQpExnktrlmQ6fy6mws7/vq6uvXX3/dbJrW5s6dG1eeRDedqmtztpXSxwp369ZNihYtGvfe++67r3Tu3Fm2b99uHgIHECB5MG7QFbGrkBEPHZ/VGWXOPfT8mjlzZmQBnxkcxx13nHz99deRNr/++mvco1Oj22GHHSbvv/++8YrBGj58eCSwvO976aWXyl9//WU2TSvbtm2LVNX13rLSTa/wbK3zUHp1N2DAAKlYsWLc++69997SpUsXntHiOAIkDzb884cM6lo6FiJzJr5sNsl4K1askE6dOkXqUHk7Eh04f/nll7MduP7yyy/jnm0e3U4//XSrt5f0U3rdunXj3rNcuXLSv3//bL/PVKfn0fs8D9306spGeRIvfQjV0UcfnfD70wFzm78/pA4CJI++G/VALEBeu3V/2bp5rdkkI+knX124p7cqvJ2I3qa69dZbZe3anM+TfoJ94YUXsv0Eq7c+bH2C3bBhg3Ts2DH2FL7oduKJJ8ro0aPN5ilJix96H0Mb3bSqbtCFEb0WLVqUMDFBt5o1a8oHH3xgNofDCJA82rFts7xx+8GxEJnyLqub9WFO5idf3c477zyZP3++2TxHeg/95ptvTriHXr58eXnuuees3UPXWUl16tRJ+BkaN24cKYuSivQ2oXbg3pItuuksK72dZOsqav369XLnnXdK8eLF4963bNmy8uijj1odw0JqIkDyYeF378QC5KXOxWTt37+YTTLCvHnz5JxzzknodI888sikO129veStqhvdtJO3dWWgV1E6W8z7TJHopp/mBw8eHLliKUjaOb/77rvZnnfd9DG0QT1J0KQTEF599dW4xYi6aYDp7Dbbs+iQugiQfBr5+KmxEPms3/nmbqetWbNGunfvnnCVoJ98n3nmmUCvEnSxm/d559FNnz74yy92glvXq3Tt2jXbINHB6fbt20fGG8Iszjh58uTIrTy9EjO/J739plci33//vXlYYPT99bae+d56hTZt2jSzOTIMAZJPKxd/LwOvLxILkSWzk/vEnQ70lsjAgQOlUqVKcZ2IjlPccMMN1p67oVcG+qCo7MZXbrvttlzHV/zSGVk6JTW7INFNB9y149bHv+rVWJAWLFgQOdc6tmGe7+imExXatGljdZwjuvjTHCPSBYHDhg0zmyNDESA+fD30uliADL+nTlYHG9wn71Tz1VdfSf369RM6sdNOO01+/PFHs7kVy5cvjwx4mzO89t9/fxk0aJC1e/76vk8//XS2P793046+adOmkTIpOqFAr570k7tOV9YtOjag/0a/pvs/+eSTSHsNYZ36rD+P+dreTQepH3jgAatlYPa0+FNLoNx9991WpwQj/RAgPmxet1yG3LxvJEAeaVNIvh75rNkk7enCM10fYXZihx56qIwYMcJsHgq9VaMrms3v6fjjj488JMkmfW+9KqlRo0bC+9vcqlatKtddd51MmjTJ/JYCp2Ms2S3+1Kshm6GF9EWA+DT9syfltgsKyZWnFpL/NC0va1bbuY0TNh0s7t27d8LtG118pwvV9BNqQdPFgAcffHBCR6cPj1q8eLHZPHA6w0xnO+liSG+hwiA2vT3WqlWryMyzn3/+2XxrK3744YdcF38C2SFAfNqxfZtcf3FtOaFmIalRsZDc1LWz2STtaPE9fZa4txPRe+A6eJxqK7W10u79998fWTDn/X51sPvee++N1IMKi44X6Owz7fR19bVWANYrJQ053aIr3/Xf6Nd0v7bT9s8++2yk9PmSJUvMl7bKz+JPwIsAScL4MaOkTMldf3Q6oBxGsTobtCruSSedlPAJtFGjRjJ16lSzeUrRTveKK65I+N615tabb/IgsOzktvhTZ9sBeUGAJOnss8+O/QFqCY50olcVWivJnGmjZbj1aiSdfPPNN9KwYcOEIDnllFPku+++M5tnrCAXfwIESJK0fLV3XYTtYoBB0NlADz/8cEJRQR33uOuuuwp80Zxfuj5D6z/pwLP359IFb9dee621hXbpwObiT2QuAiQA3udva0XZVBho3pP33nsv8j2aHYkOCOv0Uhfow6Juv/32bEtuPPbYYxlVciPMxZ/IPARIALSOk3fRlz7bItXo+Ezz5s0TgkOr4Y4fP95s7oSFCxfKRRddlPAz16pVS0aOHGk2d8qeFn/qgLmuV7G1+BOZhQAJiFaUjf6R6q2hVJm1pB2FlsLQQX5vR6LVb1988cVINVzXjR07NvJQJTNIzjjjjNCmyoYpFRZ/IjMQIAHRT3zeZ1vo4HRB0lsTOj3UrKGktzL0lpteNWUSDUp93keFChUSzsdNN90kq1evNg9JO6m4+BNuI0ACpIX2on+0OnCr02MLwhdffBEZHDU7Ep0xptVuM5kGhRZMNK/INFi0tlU6XpHtafGnliNJlcWfcBMBEjDvo1pPPvnkUCu3apXa888/PyE4ateuHam7hN301pXewjLPld7q0lte6UKf6Z4uiz/hHgIkYDqTyftJUP/AbdOqtD169IgsBPN2JLpQ7Mknn4wsHEP2dDBdB9XNINHBdx2ET1XpvPgT7iBALNCntkX/oPXToa11FTruotVozSquOtNGC/BpqQrkTqf16vRenebrPY86DVinA+u04FShD2/a0+LP1157zWwOWEWAWKCBoX/Q0T9uvT8dNH0Uq1ah9XYiummNJX3kKfJPFxpec801CY+K1YWJukAxzNuRJg05nR7u2uJPpDcCxBItBRL9I9dnKegMmSBoWW2tOmsGhxbo0yq1SJ6WPtESKOY51sfbasmUsGl1A9cXfyI9ESCW6KdVvR8d/WO/5JJLzCb5otVl77nnnki1WW8notVo9SFDWp0WwXrjjTciRRm951tvHWnxxj/++MNsHrhMXPyJ9EKAWKSDmd7bIbrAy4+C7sgymQa3lofPLri1nLyN4GbxJ9IFAWLZlVdeGesAdHVwfp6xMH369JS6lZLJ9EFVtm8dsvgT6YYAsUzn4nufL631iXKzbNmylB3MzXQ5TV7Qx976pYs/69Spk/C6LP5EKiNAQqCl06Mdgj7tbU8P7NGZNn369NnjdNL169ebh6AA5DR9umPHjvmaPs3iT6QzAiQEWkpC6xFFOwctr23SBW01a9ZM6EhSfUFbJtMFnLfddlu2CzifeOKJHBdw5rT4M7djgVRBgIREi9lFOwntNKK3JWbPnp1tSY169eqlVUmNTKZXERdccEHC71CvIkaNGhXXNsirF6CgESAh0nLa0Q6jZcuWzhX1y3S5jWPYGj8BCgoBEiJ9FoN+0jQ7EN1cKiueyfY0k8qcEKFbkDO4gIJAgIRIb0mVK1cuoSPRqxEXH2yUyVatWpXtWg7dWPwJVxAgIViwYIG0atUqoSPRrUOHDmZzOERXk9etWzf2+z7nnHNY/AlnECAWaRXXXr16RabhekPD+/8664aBU/dpNYFPP/3U/DKQ1ggQC3Sh35AhQyIL/7zBoffBr732Wvnzzz/jnhjYqVMn8yUAIOURIAHTEiMNGzZMuFXVpEmTSJXXqM8++yy2TwfWf/jhB8+rAEDqI0ACsmTJEmnbtm1CcGgRxDfffNNsHnHeeefF2jVr1szcDQApjQBJks6k0aqsOrPGGxxavVWruGo11z2ZP39+3Erkd99912wCACmLAEnC22+/LTVq1Ei46mjTpk2kemte3HrrrbHjDjnkEKZ2AkgbBIgPumq4adOmCcHRoEEDmThxotk8R1oTSQssRl/jwQcfNJsAQEoiQPJh+fLlkXpF5mpyrWs0ePDgfD3rw+ull16KvZaWftdZWgCQ6giQPNDKqFoh1VxFruMXWo1VryKSocFz7LHHxl63Xbt2ZhMASDkESC60murhhx+ecLtKq69qFdagfP3115HH1Opr679TpkwxmwBASiFA9mDOnDly1llnJQSHVlsdPXq02TwQl112Wex9TjzxRJ48CCClESCGNWv+kZtvvjlSHdcbHFpd9bnnnotUW7Xl999/l5IlS8be89VXXzWbAEDKIED+386dO+SzES/IyfUqSuHCu4NDq6neeOONkeqqYbj77rtj712tWjUeYwsgZREgWf6c96W8cvvR0vH0QtK0TiGpuu+uDvz000+XWbNmmc2t2rhxoxx44IGxELnjjjvMJgCQEjI6QNatWCRfvHCxvHhdoch2R+tCckmjQnJu08Nk5MgPzOah0cqt0QApUaKELFq0yGwCAAUuIwNk25b18u0Hd8rLnYvHwkO3AdeXkc/fekS2b9tqHhIqHTxv3LhxLERat25tNgGAApdZAZLVMc+f/JoMva1aXHAM7FRYxr9ytWxcu9Q8osBMmzYt7jGo48aNM5sAQIHKmAD5e9EUef/RRnHBodsHfU6W5b9NM5unhKuvvjoWIEcffbTs2LHDbAIABcb5ANn4z5/y5eAr5cVOe8UFx+s9D5BfprxuNk8pS5culTJlysRCZMCAAWYTACgwzgbIju1bZMaoB2Vw133igmPQjSVl2si7ZfvWjeYhKalPnz6xAKlYsaL8888/ZhMAKBBOBsii796VN+44JOF21ZiBl8n6lb+ZzVPa1q1bpWbNmrEQ6datm9kEAAqEUwGyaskP8tETpyUEx4gHjpW/5n9lNk8bH3zwQSxAdIX8zz//bDYBgNA5ESCb16+QCa9fLwOvLxIXHK/9r7LMmfCS/PuvvzLrqaRFixaRANmnRCG5+vKzzN0AELq0DpCdO7fLT2Oelldu3i8uOF7qXEwmv/M/2bppjXlI2po9e5Ycsv/e0uCwQnLecYXkh8kfm00AIFShBoh5aym3LSdLZn0mb999RMIxnz53rqxZNs9s7oR+j3SRdk0Lya0XFJJBPQ6XnTu2mU0AIDQ599IBMzv73LbsaDhoSJhtNUw0VFy2cd0qebJjhdjP/MMXj5tNACA02ffSluQWDjnR21VTRtwWuT3lfR29faW3sXR/Jpg17rnYzz6kWznZtO5vswkAhCL/PXkSkgmQ+VOGxh2vA+Y6cL55w0qzqdM0KN+596jYefhqaEezCQCEIv89eRKSCZA/54yNrSbXqbo6ZTdT/fHz6N1B2qmwrFg8w2wCANblvydPQjIBov5eOFn+mjfe/HJG+rz/hbFzObJvU3M3AFjnryf3KdkAwW5rly+IK0e/cNrbZhMAsCrUnpwACZZOKoiez2G315Dt2zaZTQDAmlB7cm+A5LYhd9s2r5Oht1aJnbPvPr7fbAIA1oTaU5shkdOGvJk7aXDsnA3qWlo2rF5iNgEAK0LtqQmI4Gmdr/ceahA7r2NfbmM2AQArQu3JCRA7li2YtPuBWVn/6v8DgG2h9uQEiD165RE9t3pFos9/BwCbQu3JCRB71q9eHBkDiZ7feZOGmE0AIFCh9uQEiF3ffXRf7Pzq7CydpQUAtoTakxMgduk6EF0PEj3HU0f0NJsAQGBC7ckJEPt0RXr0HOtKdV2xDgA2hNqTEyDh+LBvk9h51ppZAGBDqD05ARIOrc6rVXqj51qr9wJA0ELtyQmQ8Hz1WofYudbnh2TKA7cAhIee3FH6pEJ9YmE0RGZ92c9sAgBJIUAcps9MjwbI0B5Vzd0AkBQCxGE7t2+V4ffUiQTI2/ccae4GgKQQII7bvG65zPvmFdm0dpm5CwCSQoAAAHwhQAAAvhAgAABfCJAM5F2Pk5cNALJD75CBzIDIbQOA7NA7ZCDCAUAQ6EEyEAECIAj0IBmIAAEQBHqQDESAAAgCPUgGIkAABIEeJAMRIACCQA+SgbwBktsGAHtCD5GBzJDIaQOAPaGHyEAEBIAg0INkIAIEQBDoQTIQAQIgCPQgGYgAARAEepAMRIAACAI9SAYiQAAEgR4kAxEgAIJAD5KBCBAAQaAHyUAECIAg0INkIAIEQBDoQQAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD48n9y/y8ksdfctAAAAABJRU5ErkJggg==)
PN: 2821-3-55
CAS: 916420-37-6
Molecule Weight: 236.166
Formula: C10H8F4O2
![3-[4-Fluoro-3-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACHMAAAhzAG7RU7WAAACMHpUWHRtb2xTb3VyY2UAAHichZRZa+MwEID/yqDnjWRZPpIQp4SWwkLLwraFfVsUW0kNsVVk5/r3O/LVOPE6PhhJM9+MpBlp8XDKdnBQpkh1HhFOHQIqj3WS5tuIfLw/T6bkYbmI0QgN8yIin2X5NWfseDzS+FNl8qRzGuuM1Pr5qUh7NkdBtdky13E4+/P68lYxkzQvSpnHCqkinRfV4IuOZVnN4j8hWCbNIc1Zbc4yc6i9/XUd+zn0VCTkey2PqFshCpt0p2CjTSZLOLgOxc/5AVuVKyNLlcD6jMOCerj25eL1Scf7TOUlNq2HNJa7t9LsYxzI9E7Fe3SGjZ9PEck4ArLU2coYeQbbssOSg3RBCpAeSB9kADIEOQU5A8kd/FHP0YCjBUcTjjY8wH3fKRv4/fylIvILHsH+3+9zJ/HFjXMjMuFUCBECLggfGOw1wqVBEHqt6OsaoBGt00lji5I7tu9QPxAhgTNGDuhMoG1AeVCJqufRAPMMgk59FC4VvJqG71mvrXeHhqGVjbqbbGtVa5t+HbKdAu4267Z7uVjrPLloQppEZM1JlYffalO4TSoIaJMog9VtHVjTS8DtAzZxHeAOAeIG8MYjeH3AFsU44PcBW0LjQNAHbMF1wGoICPuALc9xYNoHbDGPA7M+UJX++CKs/hrh40H4dbark3WHcW826y4iBsKIO6u5ynp92O8w/gBzp1Z4MMAMlgu7OC+svcqweXPNsYs7kOHNv/wHg1LHZalA53YAAENdSURBVHhe7d0HuBTV/cZxFEUELCBNsSKCvaGIYsNYEw0odoImNoxdYgcLdmxEJBYUNRhRxI5dFBEVKVYUVBAUBCki0ju//32X/152z+wse7fOznw/z3MeE+6c2dk5u/PuzDlzppoBAJCFau4/AACQCQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCBACQFQIEAJAVAgQAkBUCJGiqVVtTqiqXuuPGmd15p9lhh5ltt51Z7dqri/5327Zmd9xhNnasWwtRxmcm8rI40qCgcgmBbOpOmWLWqZPZOusk109VtEzHjmaTJ7trQZTwmcH/q+b+A0os8ctXVVWtO2KEWcOG3i/92kqDBqvrInr4zCBBNfcfUGKJX7qqqkrd0aPNatVKrnP44WZPPGE2YYLZ/PlmCxea/fij2X//a3bUUcnLqq7WgejgMwNHBkcaFFVVQsCVad25c822337NsptsYvb66+5SXm++abbppmvqaR1aF8KPzwxSWMuRBkWXaQikkmnda65Zs1ydOmZffeUu4U/LqqM0Xv/aa90lEEZ8ZpDCWo40KLpMQyCVTOrOm5f8i/Cxx9wl1q5PnzX1tS5dukB48ZmBjzRHGpREJiHgJ5O6Tz+9ZpmmTc1WrnSXWDvV0VDN+Hq0ToQXnxn4SHOkQUlkEgJ+Mql73nlrlrn5Zvevmevefc16Ond2/4ow4TMDH2mONCiJTELATyZ199przTJDhrh/zdx7761Zj9aJ8OIzAx9pjjQoicQQyKX42WKLNctMm+b+NXNTp65ZT5Mm7l8RJnxm4CPNkQYl4QZBtsVPzZprllm82P1r5hYtWrOeDTd0/4ow4TMDH2mONCgJNwiyLX7ydTBQ3fh6OBiEG58Z+EhzpEFJZBICfjKpy+UIVBWfGfhIc6RBSWQSAn4yqUuHaLQtWWL266/uv6bHZwY+0hxpUBKZhICfTOoyJDOali83u/9+s3r1VrfZdde5S/jjMwMfaY40KIlMQsBPJnUTbwrTvETZ3hSmG8ri6+GmsGB7+22znXZK/nxoLqtM8ZmBjzRHGpREJiHgJ5O6mpZCB4/4cn37ukusnaayiNfXtBRaJ4Lnhx/Mjjsu+XMRLx06uEv74zMDH2mONCiJTELAT6Z1r7pqzXIbbWQ2Zoy7hD8tq8n04vU1yR6CRbPdXnmlWY0ayZ+JeHvffrvZsmVurfT4zCCFtRxpUHSZhkAqmdb944/keYnq1jV76y13KS9dCtGy8Xq6JKF1IRh0mUi/9FM98ElPBjzzzOxHUfGZQQprOdKg6DINgVSqUnfkyNVj8RPrHHnk6gcB6YFACxasfjjQxIlmTz1ldvTRycvq3gCtA8EwbJjZ3nsnt1G87L9/fp4GyGcGjmruP6DEEr9wVVXVup98Yla/fnK9TIrqqC5K7+efzU491dtGKrrXQgfyfOIzgwTV3H9AiSV+6aoqm7o6AJ1++upLHO6X3i1aRgern35y14Ji0y/9G2/0nhGo6Jd+t26rzwgKgc8M/l819x9QYolfvqrKpe7Ysas7Vw891GzbbVc/v1plm21W/9ttt5l9+61bKz2NtKnqTWtYOw2B3Wor78Fa5aSTzCZNcmsURiE+MygrWRxpgAx8/vnq0To6qB177OohpcjN6NFmbdp4Q0Nlzz3NPvjArQEUFAGCwkh8hraKhpRecQUjcLIxfbrZWWeZrbuuNzgaNFj9uNhsbu4DckSAoDDef99svfW8BzwNMdVQUw54a7d0qVmPHmYbb+zdj+uvb3b55WZz5ri1gKIhQFA4GrKpIaTuwU9FQ04//NCtgbhXXjFr1sy731SOOcbsu+/cGkDRESAoPA0l3XJL74FQ5ZRTVo/qwWrqdD78cO9+UmnRwuyNN9wa+aGznTvvXD30V6E/ebK7BOBBgKA4NKT0+uuTH04ULxqKqiGpGpoaUUtmz7ZfL7oo9WU/zR11331Vn34kUy+/7D3bufpqdynAgwBBcel+AA01dQ+SKhqaGrFZWpcvX24v9u5tt2y2mb1WsQ9+T9wf1auvnkp91iy3Wn58843/2c4jj7hLAx4ECEpj6NDVQ0/dA5eKhqqOGuXWCJ3BgwfbLrvsYltVvOdTKkqvijI6vg90H8WXX7pV8qPibMcuvND/bEfPDQEyQICgdDQSS0NQNRTVPZBpyOo//rF6CGvITJgwwdq3b1/xNqtVllYV5bKK8sa229qigQPdKvmhh0pVnO1UPlQqsehsRw95KtTZDkKJAEHp6d6QLl1WD011D2wawqrOXXXylrl58+bZNddcYxtssEFSeKhsXbu2DbjlFlu+eLFbLT/efdcqTne8+1dFZztffeXWANaKAEFwfP+92Z//7D3AqaiTV529ZWjVqlX2xBNPWOPGjT3Bsc4661inTp3sl19+cavlR8XZjrVr592fKpqevVBnO4gEAgTB8+abZjvu6D3gqajTV52/ZeLjjz+2fffd1xMcsctWrVrZ8OHD3Sr5oXnINJIq1UOl9HCnW281W7LErQVUCQGCYNKQ1Z49V3fqugdAdf5qyKs6gwNqypQp1rFjR09oqGyxxRb25JNPxs5M8k7rfPxxqzjd8e43zYxbcbZjU6e6tYCsECAINnXqqnNXnbzuAVGdweoUVudwQCxevNi6d+9utWvX9gSH+j6uu+46mz9/vlstPz76yGyffbz7SWW//cwKdbaDyCJAUB40pFWdve6BUWWXXWzV4MFujaIbMGCAbbPNNp7gUDnhhBPsRz21rxB017iez+HuF5WKs53YEwMLcbaDyCNAUF7U6Zv4bO7/L99WlDfbtbPp6jQuss8//9wOPvhgT2io7Lbbbva+JpYshEWLrOJ0Z/UzONzgqDjbsa5dzQp1tgMYAYJypM5fdQKrM7jiYPlHRXmlonSpKPvVqGFXX311bMhsoc2cOdPOOeccq169uic4NttsM3vwwQdtxYoVbrX8ePbZ1Q9ucoNDpUOH1c8lBwqMAEH5Umdwp042ep117J6KA+dxFWXj/z+Aa8js448/XpCO6mXLltk999xjm2yyiSc41l9/fbvkkkvs999/d6vlhx7UddBB3tBQ2X331dPoA0VCgKDs/TZ8uPXYbz/byTmYq+yzzz6xobT58tprr1nz5s09r6Ny5JFH2lg95rUAls6YYYvPPjv1Q6Xq1zd76CGzQp3tAD4IEISCzjT6/fe/sSGy7oFd5fTTT48Nrc3WuHHj7KijjvKsV2WHHXawQYMGuVXyYnnF2c7rd99tj1Wc7XzlBofu3L/0Uh4qhZIhQBAqGiLbtWvXlNOF1KpVKzbEdpE6nzM0p+LgfGnFQVqXptz16RLW3RUHd13SKgSFksLpgIrXuqKivFRRZsTDoyLMKlLNrQIUFQGCUJo4cWJs6Kx70FfRUNtn1Qmdhjq/H3roIatfv76n/rrrrmtnn322zZgxw62WFzrb0eWw+Os1rigdKsq9FeWL5s11Hc2tApQEAYJQ0xDa3Xff3RMCKgcddFBsCK5ryJAhaet89tlnbpW8UMe739nOQRVnO4PvucdWFuhsB8gGAYLQW9vZhIbi6mxCZy0dOnTwLKOSyVlLtuLbp6G/7utqiLC2b9bMmW41oOQIEERGul/46jNZb731PP+eTb9JVegMSTcbuq+ropsTU50hAUFBgCBy0o2oSiwauTVZ04QUgKY1yaWPBggCAgSRle6ejv322y8WNPmmUWKaUDHVKDFNwKizHU3ICJQDAgSRpiG4nTt3jj3YyT2g61KXLnnl465y3aeiKdz97lPR1O+53KcClAIBAlj6ea3U+d6zZ8+s57XSQ6P08Ch3vSr5vlMeKCYCBEiQbmbdjTfeuEqTNOoxtXpcbaqzG83VpcfcFmKuLqBYCBAgBXVip3q2R48ePdxFPdSHccstt1idOnU89dX3cc0111QpiICgIkAAHxq6q/6RxABQP0Y6AwcOtG233dYTHCrt2rWzCSV4XglQKAQIkMaoUaOSQuDll192F4n58ssv7dBDD/WEhsouu+xigwPwxEQg3wgQII21BcisWbPsvPPOS9n5rjvLe/fubcsD9Mx2IJ8IECANvwDR8N/77rvPNt10U09w6I72iy66yGbPnu2sDQgXAgRII1WAvPHGG9aiRQtPcKgcfvjh9u2337qrAUKJAAHScAOkZcuWntBQadasmb3yyitudSDUCBAgDTdA3KJ7QzS0d+nSpW5VIPQIECAN3UXuhoaKpoE/66yzbPr06W4VIDIIECAN3dfhhkebNm1s9OjR7qJA5BAgQBojRoxICo8uXbq4iwCRRYAAabh9IO59IECUESBAGgQI4I8AAdIgQAB/BAiQBgEC+CNAgDQIEMAfAQKkQYAA/ggQIA0CBPBHgABpECCAPwIESIMAAfwRIEAaBAjgjwAB0iBAAH8ECJAGAQL4I0CANAgQwB8BAqRBgAD+CBAgDQIE8EeAAGkQIIA/AgRIgwAB/BEgQBoECOCPAAHSIEAAfwQIkAYBAvgjQIA0CBDAHwECpEGAAP4IECANAgTwR4AAaRAggD8CBEiDAAH8ESBAGgQI4I8AAdIgQAB/BAiQBgEC+CNAgDQIEMAfAQKkQYAA/ggQIA0CBPBHgABpECCAPwIESIMAAfwRIEAaBAjgjwAB0iBAAH8ECJAGAQL4I0CANAgQwB8BAqRBgAD+CBAgDQIE8EeAAGkQIIA/AgRIgwAB/BEgQBoECOCPAAHSIEAAfwQIkAYBAvgjQIA0CBDAHwECpEGAAP4IECANAgTwR4AAaRAggD8CBEiDAAH8ESBAGgQI4I8AAdIgQAB/BAiQBgEC+CNAgDQIEMAfAQKkQYAA/ggQIA0CBPBHgABpECCAPwIESIMAAfwRIEAaBAjgjwAB0iBAAH8ECJAGAQL4I0CANAgQwB8BAqRBgAD+CBAgDQIE8EeAAGkQIIA/AgRIgwAB/BEgQBoECOCPAAHSIEAAfwQIkAYBAvgjQIA0CBDAHwECpEGAAP4IECANAgTwR4AAaRAggD8CBEiDAAH8ESBAGkOHDk0KkEMOOcSmTJniLgZEEgECpPHuu+8mBYhKrVq1rHv37rZo0SJ3cSBSCBBgLXbZZRdPiKhss8029uyzz7qLA5FBgAAZeP/992233XbzhIjKwQcfbJ9//rlbBQg9AgTI0IoVK+yhhx6y+vXre0KkevXqds4559jMmTPdakBoESBAFf3+++926aWX2vrrr+8Jkk022cTuueceW7ZsmVsNCB0CBMjSuHHj7KijjvKEiErz5s3ttddec6sAoUKAADkaNGiQ7bDDDp4QUVHAKGiAMCJAgDzQJau77747dgnLDRFd6tIlL136AsKEAAHyaMaMGbHO9HXXXdcTJOp8Vye8OuOBMCBAgALQsN6DDjrIEyIqu+++e2xYMFDuCBCggHSjoW44dENE5YQTTrCJEye6VYCyQYAABaYpTzT1iaZAcUNkgw02sK5du9r8+fPdakDgESBAkWgSxtNPP90TIipbbLGF/fe//7VVq1a51YDAIkCAIvv4449tn3328YSIyn777WfDhw93qwCBRIAAJaAzjccff9waN27sCZF11lnHOnXqZFOnTnWrAYFCgAAlNG/ePLv66qutRo0aniCpU6eO3XrrrbZkyRK3GhAIBAgQABMmTLB27dp5QkRlu+22s4EDB7pVgJIjQIAAGTx4sO/zRw499FD78ssv3SpAyRAgQMAsX77cevfubfXq1fOEiKaN79y5s82aNcutBhQdAQIE1OzZs+2iiy6y9dZbzxMkm266qfXs2ZNp41FSBAgQcN98840dfvjhnhBR2XHHHe3NN990qwBFQYAAZeLll1+2Zs2aeUJE5c9//rN9//33bhWgoAgQoIwsXbrU7rzzTtt44409IaJp47t06WJ//PGHWw0oCAIEKEPTp0+3f/zjHymnjW/QoIH16dPHVq5c6VYD8ooAAcrYqFGjrE2bNp4QUdlzzz1t6NChbhUgbwgQIASefvpp22qrrTwhonLSSSfZTz/95FYBckaAACGxcOFCu/HGG23DDTf0hEjNmjXt+uuvtwULFrjVgKwRIEDI/Pzzz3bKKad4QkRlyy23tKeeesqtAmSFAAFC6sMPP7S9997bEyIq+++/v40cOdKtAlQJAQKEmEZiPfbYY9awYUNPiGja+L///e82bdo0txqQEQIEiADdG3LFFVeknDZ+o402sttvvz12jwlQFQQIECE//PCDHXvssZ4QUWnatKm9+OKLbhXAFwECRNDbb79tO+20kydEVA477DAbM2aMWwXwIECAiNK08ffff7/VrVvXEyKaAfiCCy6w3377za0GVCJAgIhTSJx//vkpp43XM0l69eoVCxvARYAAiPn666+tbdu2nhBR0eWud955x62CiCNAACR54YUXYh3qboioHHfccTZ+/Hi3CiKKAAHgsWTJErvtttusTp06nhDRUOArr7zS5s6d61ZDxBAgAHzpJsMzzzwzdtOhGySNGjWyvn37Mm18hBEgANZqxIgR1rp1a0+IqLRs2dKGDRvmVkEEECAAMtavXz9r0qSJJ0RU2rVrF3t+O6KDAAFQJZoSvlu3brEp4t0Q0aUuZvuNDgIEQFYmTZpkJ554oidE9tlnH3dRhBQBAiAnH3zwgVWvXj3pUhaigQABkDPdsR4PEE2BgmggQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQADkbOONN64MkPPPP9/9M0KKAAGQtQULFtj1119fGR4qG264ob300kvuogghAgRAVp566ilr0qRJUngklj/96U82ZswYtxpChAABUCUjRoyw/fff3xMYqcp6660X6xP57bff3NUgBAgQABmZNm2anXnmmbbOOut4gqJhw4b273//2zp37mzVq1f3/F2d7L169bLly5e7q0UZI0AApLV06VK7/fbbbaONNvIEQ40aNeyKK66wuXPnVi7/9ddfW9u2bT3Lquy88872zjvvJKwd5YwAAeDrxRdftKZNm3qCQOXYY4+1H374wa1S6YUXXvCte9xxx9n48ePdKigzBAgAD3V+H3bYYZ4Dv8pOO+1kb7/9tlslpSVLlthtt91mderU8axHZy9XXXVV0tkLygsBAqCSOrv/+c9/xjq/3QN+3bp17f7778+qH0P9J2eccUbK/pNGjRpZ3759beXKlW41BBwBAiAWCgoHhYR7gFeYKFTyMZJKI7hat27teQ2Vli1b2rBhw9wqCDACBIg4dWrrspR7QFfRZSx1iudbv379fO8hOe2002zy5MluFQQQAQJElDrA1ZntHsBV1PmtDvRC0l3s3bp1s5o1a3pev1atWnbTTTfZokWL3GoIEAIEiBh1Wl955ZWxTmz3wK2huhqyq87vYpk0aZKdeOKJnm1R2Xrrra1///5uFQQEAQJEhDqpH3vssdhNf+6BWp3buklQnd2lMmTIENtjjz0826Zy4IEH2ujRo90qKDECBIgAdU7vvffengOziqYlUed2EKxYscIeeeQRq1+/vmc71113XTvrrLNs+vTpbjWUCAEChNjPP/9sp556qudgrKJObE2IGERz5syxyy+/3NZff33Pdmvq+Lvuuit2hzxKiwABQmjhwoV24403xqZWdw/A6rRW57U6sYPuu+++s2OOOcbzHlR22GEHe/XVV90qKCICBAgZdTpvtdVWngOuykknnRTrtC43r7/+urVo0cLzflSOOOIIGzt2rFsFRUCAACGhTuY2bdp4DrAq6pz+4IMP3CplZdmyZXbvvffapptu6nl/utnx4osvtt9//92thgIiQIAyp05ldS6rk9k9sDZo0CDWKa3O6bCYNWuWnXvuuSmnjd9ss83sP//5T6jeb5ARIECZUidyjx49kp5HHi/qfFYntDqjw+qLL76wQw45xPPeVXbddVd777333CrIMwIEKEOvvPKKNWvWzHPgVFGnszqfo+K5556zbbfd1rMfVNq3b28//vijWwV5QoAAZeTbb7+1ww8/3HOgVFEn8xtvvOFWiYTFixfbzTffbLVr1/bslw022MCuvfZamzdvnlsNOSJAgDIwe/Zsu+iii1JOs65O5fvuuy/WyRx1v/zyi/3tb39LOW385ptvbk888YStWrXKrYYsESBAgGmadXUKq3PYPSCqE/m8886LdSoj2SeffGKtWrXy7DOVfffdN/Z35I4AAQJq8ODBsc5g9wCoos7jL7/80q2CBDrTePLJJ2NnHu7+U9GZypQpU9xqqAICBAiYCRMmxDp/3QOeijqLBw4c6FZBGur7UB+I+kLc/ak+E/WdqA8FVUeAAAGhA90111zje6C75ZZbONDlQKOxjj/+eM++jQfzgAED3CpYCwIEKDFdalHnbuPGjT0HNnUGd+rUKdY5HDSaS0vToqhotl9Nx67/xv8tqHNt6f4Qv0uDBx98cOz+EmSGAAFK6OOPP4516roHMhV1Ag8fPtytUjS6UVGPs33++edjD5lSn4G2dZNNNvFsa7qi5VVP9bUerU/rLeVsurpT/cEHH/QdnKA73WfOnOlWg4MAAUpAnbcdO3b0HLxU1Omrzt9iDzfVA6dGjhxpd955px155JEp76nIZ9H69Tp6Pb2uXr/YNHfWJZdcknLaeA2P1txbDI/2R4AARaQ+jO7du6c8OKvv47rrrrP58+e71QpG2/Pss8/aCSecUOUzi3wXvb62Q9tT7L4ezearWX3dbVJp3rx5bDZgeBEgQJGok3abbbbxHKBUdOAs5pQbH374YewyTVVCQ08JPOCAA2L3ntx0002xINSZkoqey6E+EP03/m/6u5bT8qqX6imDfkXbpe3TdhaTtl/PGXG3R+Xoo4+O1BQxmSBAgAL7/PPPY52z7gFJZbfddrP333/frVIQixYtsp49e9p2223n2Q636DKaLrE9/PDD9umnn8buhM8HrUfr03q1fr97NBKLtlfbre0vBvXN6ImHfpNUXnbZZaGepLIqCBCgQNQJe8455/hOO65O3GJMOz537ly74447YlO7u9sRL3pKYbt27ax3795FfziTXk+vq9fXdrjbFi/afr0PvZ9imDFjhp199tkpp8nX2ZRCsBjtF2QECJBn6nS95557Ul4e0i9YddoW48FHOtDecMMNVrduXc92xIseQKXnhQTlF7W2Q9vj92AsFb0fva9iBclnn31mBx54oGc7VPSgLl26iyoCBMij1157Ldbp6h5oVDTiqFi/7p9++mnfy0P16tWzrl27FrXPJRvaPm2nttd9Dyp6f3qfxfLMM8/Y1ltv7dkOlRNPPNEmTpzoVgk9AgTIg3HjxtlRRx3lObCoqFN20KBBbpWCUCdv27ZtPdug0qhRo9i1/WKO8soHba+2W9vvvicVvd9idW6rH0YDA2rVquXZDl1+U+AF9QbKQiBAgBzoksull16a8j4CXcK6++67i3IfgV5DQ4Br1Kjh2Y4mTZpYr169ij40Nt+0/Xofej/ue9T71vsvxr6WyZMn22mnnebZjvj+7tevn1sllAgQIAvqPFUnaqqhqep0VeerOmGLQdOGpLqbXaF25ZVXlt0Zx9ro/eh9pQpt7Qftj2L56KOPrGXLlp7tUGndunVsxFmYESBAFanTdPfdd/ccMFQOOuigWKdrsbz00kuxO6bd7dCw4W+++cZdPFT0/lINj9b+0H4pFt1B37dv35SX2DSX2RlnnGFTp051q4UCAQJkSJ2kHTp08BwkVNS5qk7WYtG9Crp05m6HLpvpJr4o0ftNNeJN+6eY821pVNhVV12V8jJinTp17NZbb7UlS5a41coaAQKshZ74p1+RqaZZV2eqOlWLdZObaNr3VB3lupQS9JFVhaL3nepSkvZTsZ+FPn78ePvrX//q2RaVrbbaKjbEOywIECANBcOGG27oORConH766bHO1GKaPn267bXXXp5tufjii4v6azuI9P61H9x9o/2l/VZs7777ru28886e7VE57LDD3MXLEgECpPHyyy97vvz77LNPrPO02PQru1mzZknboksjL7zwgrtopGl/aL8k7iftt1KcnemZ9g888IDnXhYN+Q0DAgRIY8SIEUlffP3CLfY06/LVV195HjilqT1GjRrlLooK2i/u1C3af9qPpaA5wBInadTovTAgQIA0dCBKPAjpjKTY9MvZDQ89gvX77793F0UC7R/tJzdESnEmIqeeemrlduiMKAwIECCNUgeIrt1vv/32SdugGXynTZvmLooUtJ+0vxL3n/ZnKfpECBAgYkoZIBoW6naY6/6TYkzEGCbaX+59O9qvxZqMMY4AASKmVAGiEUUaqZP42rocE9Yb0gpN+829nKX9W8yRawQIEDGlChD3JkF1CNPnkRvtP7djXfu5WAgQIGJKESAvvvhibAqM+GtqSCqjrfJD+zFxiK/2s/Z3MRAgQMQUO0A0EaA7t9Xzzz/vLoYcaH8m7l/t72JMwEiAABFTzADR9fhWrVolvZ7uO0H+uXesa78Xuj+EAAEippgBoudZJL6W7ngv9EEtqrRftX8T97f2fyERIEDEFCtA9ETDxFlcNbvshAkT3MWQR9q/ibP4av+rHQqFAAEiplgB4g7ZjdqU7KWi/Zy43ws5ySEBAkRMMQKkf//+Sa+hhySVYr6tKNJ+dh9KpfYoBAIEiJhCB4juht58880r16/HtIb9SYJBo/2d+HhctUch7lInQICIKXSA3HDDDUnr17O+UXza74ntoHbJNwIEiJhCBoh+5datW7dy3U2aNLH58+e7i6EItN+1/+NtoXbJ91kIAQJETCED5I477khad69evdxFUETa/4ntofbJJwIEiJhCBcjChQutYcOGlett1KhRUZ+rDi/tf7VDvE3UPmqnfCFAgIgpVID07Nkzab09evRwF0EJqB0S20XtlC8ECBAxhQgQDR1t2rRp5Tr1vGz6PoJB7ZD4/HK1U76GVBMgQMQUIkCGDRuWtM5u3bq5i6CE1B6J7aP2ygcCBIiYQgTIueeeW7k+TSc+fvx4dxGUkNojcTp9tVc+ECBAxOQ7QBYvXpw0XXubNm3cRRAAapd4G6m91G65IkCAiMl3gAwYMCBpfQ8//LC7CAJA7ZLYTmq3XBEgQMTkO0COP/74ynXVrFnT5syZ4y6CAFC7qH3ibaV2yxUBAkRMPgNkxYoVSZev2rdv7y6CAFH7xNtK7ab2ywUBAkRMPgNk5MiRSevq3bu3uwgCRO2T2F5qv1wQIEDE5DNA3JvUxo4d6y6CAFH7JLZXrjd7EiBAxOQzQI466qjK9WjKcARf4lT7ar9cECBAxOQrQPQM7tq1a1eup2PHju4iCCC1U7zN1H65PKOeAAEiJl8BMmbMmKT19OnTx10EAaR2Smw3tWO2CBAgYvIVIAMHDkxazyeffOIuggBSOyW2m9oxWwQIEDH5CpBbb701aT2zZ892F0EAqZ0S203tmC0CBIiYfAVIp06dKtfRoEED988IMLVXvO3UjtkiQICIyVeAtGrVqnIdBx54oPtnBJjaK952asdsESBAxOQrQBKffX722We7f0aAqb3ibad2zBYBAkRMPgJk5cqVSdODX3/99e4iCDC1V7zt1I5qz2wQIEDE5CNA5s6dm7SOu+66y10EAab2Smw/tWc2CBAgYvIRIL/88kvSOh566CF3EQSY2iux/dSe2SBAgIjJR4CMGzcuaR1PPfWUuwgCTO2V2H5qz2wQIEDE5CNA3Fl4s1kHSkftldh+2c7KS4DA45HzqmVVUB7yESBDhw5NWsc777zjLoIAU3sltp/aMxsECDzcYMi0oDzkI0A4AylvnIH440iWIzcYMi0oD/kIEPpAyht9IP44kuWIUAi3fAQIo7DKG6Ow/HHUyxEBEm75CBDuAylv3Afij6NejgiQcMtHgHAnennjTnR/HPVyRICEWz4CRJgLq3wxF5Y/jno5IkDCLV8Bwmy85YvZeP1x1MsRARJu+QoQngdSvngeiD+OejkiQMItXwHCEwnLE08kTI+jXo4SAyTTgvKRrwDhmejliWeip8fRLEduOGRSUD7yFSBjxoxJWk+fPn3cRRBAaqfEdlM7ZosAgYcbDpkUlI98BcjSpUutdu3alevp2LGjuwgCSO0UbzO1n9oxWwQIPAiGcMtXgMhRRx1VuZ7NN9/c/TMCSO0UbzO1Xy4IEHgQIOGWzwDp0aNH0rrGjh3rLoIAUfsktpfaLxcECDwIkHDLZ4C4s/L27t3bXQQBovZJbK9sZ+GNI0DgQYCEWz4DZMWKFbbppptWrqt9+/buIggQtU+8rdRuar9cECDwIEDCLZ8BIscff3zlumrWrGlz5sxxF0EAqF3UPvG2UrvligCBBwESbvkOkAEDBiSt7+GHH3YXQQCoXRLbSe2WKwIEHgRIuOU7QBYvXpx0GatNmzbuIggAtUu8jdReardcESDwIEDCLd8BIueee27l+jQ9+Pjx491FUEJqj8Tp99Ve+UCAwIMACbdCBMiwYcOS1tmtWzd3EZSQ2iOxfdRe+UCAwIMACbdCBMiqVausadOmleusV6+ezZ8/310MJaB2UHvE20btpPbKBwIEHgRIuBUiQKRnz55J6831JjXkh3uzp9opXwgQIGIKFSALFy60hg0bVq63UaNGtmjRIncxFJH2v9oh3iZqH7VTvhAgQMQUKkDkjjvuSFp3r1693EVQRNr/ie2h9sknAgSImEIGyNy5c5Oeld6kSRP6QkpE+137P94Wahe1Tz4RIEDEFDJA5IYbbkha/5VXXukugiLQfk9sB7VLvhEgyKuVy5faxwMutdd7HmG/jH3X/TMCoNABol+5iVOGr7/++vbNN9+4i6GAtL+13+NtoPbI99mHECDIq+8/ebJyBNfjl2xkC+f+6i6CEit0gEj//v2TXuPggw/O29BRpKf9rP2duP/VHoVAgCCvxo/snzQM+IMn/+EughIrRoDIYYcdlvQ6Tz75pLsICkD7OXG/qx0KhQBBXq1cscwG3LBjZYD06byuzfxplLsYSqhYATJu3DirUaNG5etssskmNmHCBHcx5JH2r/ZzfJ9r/6sdCoUAQd5N/ubNpLOQl3scoPNqdzGUSLECRK677rqk19pnn31yegY3/Gm/av8m7m/t/0IiQFAQbz7wl6QQGT/iaXcRlEgxA0QHtVatWiW93sUXX+wuhjzQfk3cz9rvhQ5rAgQF8cf07+3RC2pUBsjTV29ly5fm7w5YZK+YASKTJk1Kmu5d5fnnn3cXQw60PxP3r/a39nuhESAomOHPdUk6Cxn1av7HoaPqih0g8uKLLyZNJ16nTp3YdiB32o/an/F9q/2s/V0MBAgKZumiP6zfvxpWBkjfCze0+bN/dhdDkZUiQOTSSy9Net0GDRrY999/7y6GKtD+035M3K/az8VCgKCgxn3YJ+ks5N0+J7uLoMhKFSC6Hu8O7d12221t6tSp7qLIgPab9l/i/tT+LXS/RyICBAW1atVKe/6WPdeESOd17NcfPnQXQxGVKkBEd0PvtddeSa+/++672++//+4uijS0v7TfEvej9msh7jZPhwBBwU37YWjSWcgLt+wVCxaURikDRKZPn27bb7990jbstttuNm3aNHdRpKD9pP2VuP+0P7Vfi40AQVG8+8hJSSEybtij7iIoklIHiPz444/WuHHjpO3Q5Rj6RNLT/nEvW2k/an+WAgGCopj/20+xTvR4gKhzfeni4p5uYzU3QF566SV3kaL46quvPCGiDmFGZ6Wm/eJ2mGv/aT+WyvHHH5/0AyAMCJCAGvXK9UlnIcMH/stdBAX2xRdfeC5/bLnlljZ06FB30aLQL2f9ck3cHg1JfeGFF9xFI037I3Goror2W6nOPJYtW2b33Xdf0lQ1tWvXdhcrSwRIQC1fssD+d/WWlQGiGw11wyEKb+bMmXbOOedY9erVkw5CieXkk0+2n376ya1acLp273asq+jO6mKOKAoivX/3DnMV7a9S9HnIG2+8YS1atPBsk+bgCgMCJMDGf/q/pLOQN3sf6y6CPNIvxXvuuSdpgr10pWbNmnb99dfbggUL3FUV1Lx586xt27ae7WnZsmXJfmWXmt633r+7T7SftL+K7bvvvrNjjjnGsz0qG264oT377LNulbJEgATZqlWxyRUTQ2TKN2+5SyEPXn/9dWvevLnny65y5JFH2nvvvWennHKK528quqz11FNPuassKP3adm82VFH4RW0qeL3fVKGv/VPss7I//vjDunTpkvSAqnjZeOONrUePHkXfpkIiQAJu5qSRsWne4wEy4MadbOXK5e5iyJKm7z766KM9X3aVHXbYwQYNGpS0/Icffmh77723Z1mV/fff30aOHJm0fKGpU9+dO0tFD0kK+5MN9f7ch0GpaH8Ue7DDypUrrU+fPp6Oe5V1113XzjrrrJJdRiskAqQMDHny70lnIWMG/9tdBFU0Z84cu+yyy1L+UtSv2bvvvtv3l6IOFo899pg1bNjQU1dzK/39738v6n0amghw33339WyL3pue9T1//ny3SlnT+9H7StV22g/FmBgx0QcffGB77rmnZ1tU2rRpY6NHj3arhAYBUgYW/jEt9sjbeIA8eVldWzx/lrsYMrBixQp7+OGHrX79+p4vu34pnn322TZjxgy3Wkq6XHHFFVckja6Jl4022shuv/123xDKN/Xf6HkWqbalSZMm1qtXL1u8eLFbraxo+/U+9H7c96j3rfev/VAsCqqTTjrJsy0qW221lT39dPgfy0CAlIkv3rwj6Sxk2NP/dBfBWgwZMsQzpUW8HHTQQfbZZ5+5VTLyww8/2LHHHutZp4ruei7m5RR13qbqYFdp1KiR3XXXXWV3RqLt1XZr+933pKL3q/ddLBo0ocETGkThbos6yG+88UZbuDAaj2MgQMrEiuVL7Jmu21cGSJ/zq9vsKaW7KaqcTJw40Tp06OD5sqtsvfXW9swzz7hVsvL222/bTjvt5HkNFU3cN2bMGLdKwejX7+abb+7ZDpV69epZ165dAz9iS9un7dT2uu9BRe+v2L/yNVgi1RmQiu40//nnaM2gTYCUkUlfvJR0FjLo3rbuIkigX646AG2wwQaeL3utWrXspptuskWLFrnVcrJ8+XL797//bXXr1vW85nrrrWcXXHCB/fbbb261gtBkgTfccEPKbYkXXaN/5JFHYn1CQaDt0PZou9xtjRe9H72vYk6GOGLEiNggCXdbVDSoQoMroogAKTOv3fenpBCZ+Dl3IbtWrVpl/fr1sy222MLzZVc5/fTTbfLkyW61vFJInH/++SlvRtQval3LV9gUgw60d9xxR8oRQvGiyzHt2rWz3r1729ixY91VFJReT6+r1091WShetP16H8UMDg2GOPPMM5Me8BUvGkShwRQaVBFVBEiZmT11jD16/nqVAdL/uu1il7ew2qeffmr77bef58uuohvNPvroI7dKQX399de+fRK63PXOO++4VQpGZ1s9e/a07bbbzrMtbtHloY4dO8YGHGifzp49211dVrQerU/r1fr9LrMlFm2vtjvfZ4vpaPCDBkFoMIS7Peqw1yiwYgZZUBEgZWhY/wuSzkK+eON2d5HI0QODzjjjjJS/FNX5+vjjj5f0l6LmZ2ratKln21SOO+44Gz9+vFuloHTJ5dxzz015A55f0ci1Aw44wM4777zY5b/u3bvHbuJTefXVV2ODFPTf+L/p71pOy6teqpFvfkXbpe0rxaUhPeLWr600WEKDJrAaAVKGFi/4zZ68vF4sPHqeWc26n17H/vgtmk+qW7Jkid16662eyfNU9EvxqquuCswvRW3rbbfd5rutpfhVq6GxmlbjhBNOqFKYFKLo9bUd2p5SDDnW2aL7FMh40dmiBkkgGQFSpr4a3MtuOrmaXXR0NTu1TTXr0fUMd5HQe/75530vx/z1r38t+q/6TKW7rq6zpb59+5bkbEmvqTvp77zzztj0LZox1t2+fBatX6+j19PrluI9i/qr/vnPf8YGObjbqA77+++/v2j9VeWGAClTK1cst2vP2Nn+vFc1a9WsmjXbfF0bPWqEu1go6ZkOhx56qOfLrrLzzjvbu+++61YJJI3sad26tec9qKi/ZtiwYW6VolI/gH6VK6jVH/C3v/0tdqd3Vc9UtLzqqb7Wo/VpvcW6ydKPQkHhkGqUmsJEoVKsEXPligApYyM/fsd23KKabbbR6g+9DkYagRRWs2bNss6dO/uObHrggQfK8peiRoz53Vtw2mmnBfbeAt1Qp7uxVRR26gPRf+P/VuxZiqtibffsKOCwdgRImTu+/V+TPvzFnhW2GDQ9Rbp7Ky688MK8jRIqFR1su3XrlnIYa6HuWYkidYBr0IK7j1XUca4OdGSOAClzus6fOP+RfskG+ZdfVb311lu24447er7sKn/6059CN+OsfrmfeOKJnveqorvm+/fv71ZBBjQ4QYMUUs0VVux5y8KEAAkBfTESvxC6+7rcff/99/aXv/zF82VX0fxSL7/8slslVHQ5aI899vC8d5UDDzww1DO85tPaZk7WYIZizpwcNgRICOjXVeJEc7oMol+y5Ugz3P7rX//y/aWoO5Gj8ktRMwdrWo9U90+E+RkT+aL+mHTPbtEgBuSGAAkJDf1M/IJo8sByol+Kjz76aMrpNnSw1DM2fv31V7daJGh+qMsvvzzl8y/0lDvNVBuVUM2EBh1oYkN3X6noEm8Y+wlLhQAJCR2A3WdC6zJIORg6dKjttddeni+7iu5gHjVqlFslktI9Z7tZs2axu8CjTFOoayp1Tanu7h+dlWuQQpj6B4OAAAkRnbIn3pyma+i6DBJUP/30k5188smeL7uKnjP+v//9z62CCm+88Ya1aNHCs89UjjjiCPv222/dKqGnad31ECd3f6jooU/lekk36AiQkHFP3TVpXdDol6Km4071S1H/pr9F5YE82dLQ5nvvvTfl89A1tPniiy+233//3a0WOhpM4Df1ux4zq8fNonAIkJDR9V/dNxD/EqlPISjPehCdVejswv2yq5xyyimxsxJkTjdXatLBVDdXbrbZZvaf//wn0Geh2dLgAQ0iUP+Y+771me/Tp0/JpkaJEgIkhHTTWeIX6rLLLnMXKTrNdaT+DPfLrqL+D/WDIHtffPGFHXLIIZ59q7Lrrrvae++951YpSxos0KNHj9jgAfd9apBBly5dAvWDKewIkBDS5R/ddJb4xRo3bpy7WFFo5JRGUPn9UtTIK34p5s9zzz1n2267rWdfq7Rv394mTJjgVikbr7zySmywgPu+VDS4oJjPRcdqBEhI6Tnf7hesmPRLUfds+D2QR/d66J4P5J+mQr/llltSzqarx/tec801Nm/ePLdaYGlQwOGHH+55LyoaTKBBBSgNAiTEdMdy4pft9ddfdxcpiJdeeil2t7j7ZVfR3eW6yxyF98svv8RmwE01bbyeBPjEE08EevJNzW920UUXpZxmXYMH7rvvvthgApQOARJin332WdKlI/1aK+QXTvNSaX4q98uuovmsNK8Viu+TTz6xVq1aedpERdOs6+9BohmV9Yx0DQJwt1eDBfSEQw0eQOkRICF39tlnJ30BNfQz3/RL8YILLkj5S1Ez6Gom3XKcZj1MdKahx8z6PYNcZypTpkxxqxXd4MGDbZdddvFsn4qeAfPll1+6VVBCBEjIabhj4ogVnfrPnDnTXSwrCgU9g0PP4nC/7PqleP755/NAnoCZP3++XXvttbG+ELfN1Gdy8803l+RxsurcVye/u00qGhQwcOBAtwoCgACJAM2VlPiF1CWAXOmpf3r6n/tlV2nbtm3sqYEIrh9//NGOP/54T9vFD9gDBgxwqxSEOvPVqe8XaBoMUIpAQ2YIkAjQiKgddtih8oupswPdN5ANPX9Ezxt3v+wqej65HleK8qH7Q3bbbTdPW6ocfPDBWX9O1kaX1NSJ37hxY8/rqtO/U6dOsUEACDYCJCI00V7il1Q3nVWFpoy/6qqrUk6zXqdOHbv11lttyZIlbjWUAd2p/uCDD/p2WutO93xd9pSPP/441nnvvpaKOvuHDx/uVkFAESARcuSRRyZ9WXXT2droJj9NFZ/4vJF40S/FM844w6ZOnepWQxnS3FmXXHJJymnjN9lkk9gAjFxG8amTvmPHjp51q2yxxRaxTv4gDyuGFwESIbohK3GklK51p7u+/NFHH3mmiI+X1q1b26effupWQQiMHTvW82MjXpo3b17l+4n0GevevbvvjY3XXXddrHMf5YcAiRjN0pr4BVYnpWvy5Ml22mmneb7sKnogT79+/dwqCCFd9kzsO0ssRx99dEbT46gzfptttvHUVznhhBNinfkoXwRIxOgyReK1bv0qjHdWLlq0KDYRY+JsvvGiB/LoWes8kCdaNABDo/h0Ccv9TOhSlybqTDV54eeffx7rhHfrqKjT/v3333eroAwRIBGkKb4Tv9C6Lq25sxInYEwsJ554ok2cONFdDSJkxowZsZtSU02KqWe267kz6oxXZ/s555zjO728OuvDOL18VBEgEaQvsN/QzcSiJxqWy2NxURyaHueggw7yfFZUdENpqoeE6UxFnfNReMBV1BAgEaX7Ndwverwk/qIEUkl3xppY1BmvTnmEEwESMfFr2qkeyKPLDn7XtAFXuj4zdb4PGjTIrYKQIUAiJN2oGhU94InhlKgqjdpLHB6uZ5Hncr8IygcBEgG6hHDEEUd4AkNFs+Um/n/NSwRUVeKEmpqZGdFAgIRYujuLNSuv7izWVOyJU3zrxi7G5qOqCJBoIkBCqKpzG2kKicRlNEsrUBUESDQRICGj2VV33XVXT3Co+M2uqvmH3MnttB4gUwRINBEgIZHr8x30WNPEZ2frPhGG8SJTBEg0ESBlTg/kydcT5tyZUnXHOpAJAiSaCJAyVYhnXGv5xBlT1YfC3cPIBAESTQRIGdLlJj14xw0NFfVl6O/Z0uy8ievTKC5gbQiQaCJAyohmzdWZRWJfRbzoTESPCM31gTy6u1h9JvH1agiwniMCpEOARBMBUgbUh6G+DL8H8qgPRH0h+aInFSa+huYzAtIhQKKJAAk4HcwTzwgSS/v27Qt205/7LAdNgwL4IUCiiQAJKN2vccghh3hCQ0X3eRT6Pg29fuIzHTSHliZiBFIhQKKJAAmYWbNmxe4U93sgj4bWFuv+jPPOOy/p9TWLL5AKARJNBEhALF+2LDY3leaocoNDM53qWebFHlKr6U4SH2WqKeCnT5/uLgYQIBFFgATA5x+/bh2OaGH1N0oODhXNolvKB/Io1BK3R481BVwESDQRICU0Z/p39lyPY6zzEdXsqD2qWfMtqlmN9VZ/CdXnEISOaz3XoUWLFpUHBz0TW481BRIRINFEgJTA0oVz7JPnLrdH/7m+PXJeNbvu+Gp22oHVbP/mFSGy1caxvoYgdVi//vrrSWchBx54oLsIIo4AiSYCpIhWrVxhYz98xP7bpX4sOOLlnjOq2cXHrGv3dz/LfpsVzD6GY445JilE9ExsII4AiSYCpEimfj/Enr95j6TgiJdX7jrQpv442q0SKOPGjUt6MNXWW29tCxcudBdDRBEg0USAFNi83ybZuw+f6AkNlaev2drGj+zvVgmsyy67LOks5KabbnIXQUQRINFEgBTI8iULbNTL3eyxC2t6gqPvRbVs9KCbbPmyRW61QJszZ441aNCg8kBRq1Ytmzx5srsYIogAiSYCpAB+GN7P/ndVE09wqLz36Gk2//fyPeg+/PDDSWchp556qrsIIogAiSYCJI9mTBphL93Z2hMaKi/c1tJ+HT/MrVJ2dBf8HnvsUXmw0MzAH330kbsYIoYAiSYCJA8W/jHNhjx+hj3SeR1PcPS7opF991FfW7VqpVutbA0ZMiTpLKRly5a2cmV43h+qjgCJJgIkByuWL7HP37jNHr+4jic4Hr2ghn36/JW2dPFct1oodOjQISlE+vbt6y6CCCFAookAydLEz1+wZ65r6gkOlbd6H2dzZ4x3q4TKpEmTrGbNmpUHjcaNG9n8+fl7JgnKCwESTQRIFc3+5WsbdG9bT2ioPHfjzjZl7DtuldDq2rVr7ICxaa1q1qxxNXugx5XuIogIAiSaCJAMLV7wmw373/nW5/zqnuB48vJ6Nub9XrZy5XK3WqgtWLDA9tutie3dtJoduUc1O6NtDZs1NdxnXkiNAImmUASIe0DPtGRCoTBm8L/tycvqeuo/ev56Nqz/BbFwiap3Xu1nJ7WuZucfWc2u71DNBt3/V3cRRAABEk2ZHUUDzj2wZ1rWZso3b9mAG3b01FN57b4/2eypY9wqkbNq1Sr7z1Wt7e5Oa/ZNlC7jYbXNG9WzDdavFiuXXEyARMXaj6JlwD24Z1r8/DHjB3uz97Ge5VWe6bq9TfriJbdKpM2Y+Kn16bxu5T567qZdInc5L+oO3bOe7bVttVi543oCJCr8j6JlJJNQyNTU795POf3I45dsZF+8eYetXB6cadaDJHYfTML+Up8QouPcP9eLPZJA5fF7CZCoyP2IGwD5DJAPnvxH0vr0y3rIk3+3hXN/dRdFgoVzpibdD6OBBVHuG4qae86uZ7ecUi1W3uxLgERF7kfcAMhngEz87PnKO8pf7nGAzZw00l0EPnRTZWJbfNT/QncRhJR+MMTbXQNLEA25H3EDIJ8BInN+HUdwZEF35ve/brvKttAoNQYaRAMBEk35OeKWWL4DBNnTHfqJ7aHRagg/AiSaQnHEJUCCxb1Tn1Fr4UeARFMojrgESLDMnvJV0h37Gvqsy1sILwIkmkJxxE0MkEwLCkvTviTu7y/eutNdBCFCgERTKI6kbjhkUlBYi+fPSpr+RffR6LkpCCcCJJpCcSR1wyGTgsLTHGKJ+1z30yCcCJBoCsWRlGAIppUrltmAG3eqbBvdlMnw6HAiQKIpFEdcAiS4NCFlYvvo5kxbtcpdDGWOAImmUBxxCZBge/OBvyS10fgRT7uLoMwRINEUiiMuARJsf0z/PvaM+Hgb/e/qLW35kgXuYihjBEg0heKIS4AE3/CB/0pqp1GvXO8ugjJGgERTKI64BEjwLV30h/X7V8PKdup74YY2/7ef3MVQpgiQaArFEZcAKQ/jhj2a1Fbv9jnZXQRligCJplAccQmQ8rBq1Up74Za91rRX53Vs2g9D3cVQhgiQaArFEZcAKR+//vBh5fNWVJ6/Zc9YsKC8ESDRFIojLgFSXnTpKrHNxn3Yx10EZYYAiaZQHHEJkPKiznN1osfbTJ3r6mRH+SJAookjLkpi1Ks3JAX/8Oe6uIugjBAg0USAoCSWL10Yu6EwftDpe3Ft+kLKGAESTQQISmbCqGcrDzrPdGvm/hllhACJJgIEJfXj6Odil7PmzZro/gllhACJJgIEQM4IkGgiQADkjACJJgIEQM4IkGgiQBA48QNRVQtKhwCJJr51CBw3GDItKJ2nrty8sh0+ee5y988IKb51CBw3GDItKJ0RL10ba4O+F9Wy6T9+4v4ZIcW3DoFDKJSn36d9a4vnz3L/GSHGNxSBQ4AA5YFvKAKHAAHKA99QBA4BApQHvqEIHAIEKA98QxE4BAhQHviGInAIEKA88A1F4CQGSKYFQPHxzUPguOGQSUHxuPs+04LwoVUROO6BJ5OC4nH3faYF4UOrInA46ASbGwyZFoQPrYrA4aATbLQP4vgEIHA4QAUb7YM4PgEIHA5QwUb7II5PAAKHA1Sw0T6I4xOAwOEAFWy0D+L4BCBwOEAFG+2DOD4BCBwOUMFG+yCOTwAChwNUsCW2T6YF4UTLInA48ASbGw6ZFIQTLYvA4cATbG44ZFIQTrQsgCohGBDHJwBAlRAgiOMTAKBKCBDE8QkAUCUECOL4BACoEgIEcXwCAFQJAYI4PgEAqoQAQRyfAABVQoAgjk8AgCohQBDHJwBAlRAgiOMTAKBKCBDE8QkAAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZIUAAQBkhQABAGSFAAEAZOX/AA5gHO0QFeC/AAAAAElFTkSuQmCC)
PN: 2821-3-70
CAS: 916420-42-3
Molecule Weight: 236.166
Formula: C10H8F4O2
![3-[4-Fluoro-3-methyl-5-(trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-71
CAS: 1373920-73-0
Molecule Weight: 250.193
Formula: C11H10F4O2
PN: 4857-3-09
CAS: 1259994-87-0
Molecule Weight: 251.181
Formula: C10H9F4NO2
PN: 4857-3-07
CAS: 1259993-82-2
Molecule Weight: 251.181
Formula: C10H9F4NO2
![3-[3-(Trifluoromethyl)phenyl]propionic acid](data:image/png;base64,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)
PN: 2821-3-33
CAS: 585-50-2
Molecule Weight: 218.175
Formula: C10H9F3O2
PN: 2721-3-59
CAS: 881189-60-2
Molecule Weight: 182.194
Formula: C10H11FO2
Melting Point: 61-64 ℃
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600