| Product Number | 4H56-3-BE |
| CAS | 749257-78-1 |
| MDL Number | MFCD11044107 |
| Molecular Formula | C8H6F3NO |
| Molecular Weight | 189.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-BE
CAS: 749257-78-1
Molecule Weight: 189.137
Formula: C8H6F3NO
PN: 4H15-3-X9
CAS: 131747-62-1
Molecule Weight: 175.11
Formula: C7H4F3NO
![1-[5-(Trifluoromethyl)pyridin-2-yl]ethan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACRlAAAkZQGuYOQcAAACBnpUWHRtb2xTb3VyY2UAAHichZRtb9sgEID/yonPCxhw7DSKU0WpKk1qN2ltpX6biE1SSzZU2Hn79ztsL4ubzPGL7jjuOeA4mN0fygJ22lW5NQnhNCCgTWqz3GwS8vb6OJqQ+/ksRSd0NFVCPur6c8rYfr+n6Ycu1cEamtqStP3TQ5X3fPaSWrdhIgg4e39+emmYUW6qWplUI1Xl06oxPtlU1c0s/jMEK5Xb5Ya17qx0uzbabxH4L6CHKiP/1rLEvgWisM4LDWvrSlXDTgQUv+AbbLTRTtU6g9URzZKGuPb57PnBpttSmxpVHyFPVfFSu22KhtIWOt1iMFS+PySk5Aio2pYL59QRvObNioMSoCSoENQYVAQqBjUBdQeKB/hjP0cHLjHXhfaDvR4/Nc4YlvATlqf3B/6P/sU0iYTgtPEBTqWUMQgaRXH4pdU3dkCf68TI5yGSSExiGRM44gAhjXCfQNLJGEXXElTyhh6HKEZdMJRxfB677e2cR12IU7uVmC12Std8trImO1MhzxKy4qTJ4y+9rkSXSgLWZdphdfoA3vUcEH3AJ/4EiGuAvADC4RHCPuA39QQsrgHjPuBLYBiI+oAvmGEg7gO+vIaBSR/wxTgM3F0s+gbAg4s5edNQYvnXzW4Oxw1GXGFulAiXVxh5jWFnNcn+HndUL64CdnZPMLwd538AbJiNC+0OgdwAAD/lSURBVHhe7d0JvJVT////uo0NSKUkQymRIZSpRJJIyY0mGhBS319UypyhjBGipEhlLPRFhuSfEkUylFsDDUKSRlMaUPn8z+fy3efee62zT+dcZ+3h2uv1fDw+j9tda+2928N6731da62rlAAAEEIp8w8AACgKAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQBJoVKlSiVUcZW0fxjLli2TESNGSNu2beXII4+UfffdV3bddVepUKGC1KlTR9q0aSOPPfaYrFq1yuwKFM/ff4t8+KHILbeInHyySM2aIuXKiZQtK1KjhkijRiI33ywyc+Y/bZF10jMqeaqkAVDS/sWxYMECadeunZQuXdq634Jqt912kyuvvFJWrFhh3hSwY9OmiRx3nL7Ji1YNGohMnWreCjIstaOS58xBt7hK2r+ohg0bJjvvvLN1f0Up/WUybtw48yaBgukvieuuswOiqHXttfwaySKpG5WQP8jGqrhK2r8oevXqZd2PhkLv3r3lzTfflG+//VZ+//132bBhQ/Ar5dlnn5UzzzxTdtppp5Q/NuQYHfgvusgOhfr1RYYPF1m0SPLeaJL3hhNZvFhkxIiCf6XobRAiWYFPfgqZA3NxlbT/jowcOdK6j//5n/+RX375xWxqWZT3YT/99NNT9tiQg+6/PzEI8r6EyCOPiGzfbrb8Lw2KvF/IQdv4voMHmy2RAXzyU8gcnIurpP0LowGg5zHib39wMT+U2/M++DfffLPzx4YcNG+eyM47J4ZA3q/ZItO28X132UVk/nyzFdKMT34KlTQAStq/MJdccknCbesJ9LDuuece84+AROahq4svNlvsWOfOibfRsaPZAmnmdlRCgpIGQEn7J7Ny5cq8L3C75N+uns/4/vvvzWaAGzpTL/7Xh/53mGngP/5o3w6zADPK3agES0kDoKT9kxkzZkzC7Z5//vlmE8CdJ59M/OVQkvfbeecl3tbo0WYLpJG7UQmWkgZASfsnc/HFFyfcri4MBFJGD1fFD/ojR5otik7fq/G3dcklZgukkbtRCZaSBkBJ+ydz9NFHJ9zunDlzzCaAO/XqJQ76n31mtii6Tz9NvK1jjjFbII3cjUqwmAFQ0nJl//33T7hdtiVBSlWvnjjor15ttig6PQ8Sf1t572VkjrtRCRYzAEparpQpUybhdrds2WI2AdzZfffEQf+PP8wWRbd5c+Jt6b5ZyBh3oxIsZgCUtFzZPe8DHX+7f5TkAw3siMsA0b7xt5X3ZQiZ425UgqWkAVDS/slUr1494XZXl+SQArAj++2XOOivWWO2KDo93Bp/WxzCyih3oxIsJQ2AkvZPxjyJPnfuXLMJ4I55Er0kkzb0BHz8beW9l5E57kYlWEoaACXtn0yXLl0Sblev/wHs0Msvi7RsqW8gkZ9+Mv82OXMFeUmm8ep7Nf62wqxohzPuRiVYShoAhfVfunSpDB06VM455xw59NBDpXz58sG5jVq1agXrPD766KOE9vHMhYQXXHCB2QT4ry++EGnaNHHg7tHDbJXcqFGJfUuykFD7xt+WLlJExhR/VEORFRYARVFYf/PvzNILQ910000JfWJ0K5P463/of3NhKFjWr/8nKMydcLX0V0VR6TY58behGyGGmTqufdjKJKsUf1RDkZmDenEV1r9u3brBTriTJ0+WJUuWyObNm+WHH34IVpXvscce+X2eeuqphH4x5mr0Dh06mE2K7N577zX/CFG2davIww+L7L23HRxatWtL3pvO7FU4fX/F30aYQ0966Cz+NthMMeOKP6qhyAoLgKII23/UqFH5fRropUALoNu567XO42//oYceMpsV6u+//5ZbbrmlWI8NWe7tt0UOO8wODa28LyaiOy//+afZa8c+/9ztdu56W7pFPDKKT34KhQ2AmLD9dVpurI8uGkxGT56b93H11VfLr7/+aja16DmYM844o9iPDVlKrwDYqpUdGlqlS4tceuk/q8BLQn+pxt8uF5SKPD75KWQOzsUVtv/69evz+xxwwAHmXyfQwDDvZ++995Y+ffrIpEmTZPny5bJx48bgsrZffvllcP3zVnkDjXkN9YJov8svvzy4BK6euNdfLMgy+mWhXz/J+zlqB4dWw4Yin3xi9gpHX//27e370Eva6iaJGmJ6Odu8903w3zpbi0vaZrWCP/lwwhyYiytsfx3kY326d+9u/rXlkbxvgWYgFLU0bMaPH2/eZODWW29NaHtc3mDw4Ycfms2QCfqtX2dHValiD9BaukCvOIeYikrv95pr7PsravXtS3hkkVLmH8Adc7AtruL2X7NmjTzzzDNSqVKloP1RRx0V/Bopivnz50vbtm2D2Vvm/RZUOmW4R48ewYyuZPrmfdjNflqdOnVi1lcmzZghcuyx9uCspduO5AV/8Csgld55R0TPz5n3n6z0V4r2QVbZ8aiE0MyBs7iK2t9sV7t27eAyszozq7iWLVsmw4cPD9aGHH744VK1atXg6oUVKlSQQw45RNq0aROcO9Gw2hENl2OOOcZ6fFply5aVgQMHhnqMCOm77+zZUPGllzXWNumivyRmzhS5+WaRRo1EDjron80RtfS/9fDZjTf+04ZfHVkp+aiEyDAHZz1xft5558m0adPMpmm3bdu2YGpx7FeRWQflDRQvvPCC2Q0ubdokcttt/2w8aIaGll5T4/33zV7ADhEgOeS3336TKVOmSOPGjYPBubDFhOn2888/S69evRKuxR5fp5xyCntypcJzz/1zPsMMDa199hF54onCZ0EBhSBActDWrVvl9NNPzx+cn376abNJxuhMLp2VZQaI1r/+9S+54oorinR4DDugV+7Tw0JmaGjpSnA9GV2E6dpAYQiQHPXBBx/kD8zJFhNm0htvvBGcUzFDRGuvvfaSwYMHy19//WV2w47odh9du0peGtvBoaWbIeoUWcABAiRH6VUGYwOyzpjKRhoQGhQaGGaIaNWpU0fefPNNsxsKoqvDBw36Z7W4GRpaurp88mSzl1u6Q++dd4rccYceszT/FjmIAMlRGzZsyB+IdYDOZnrIShcc6iEsM0S0zjrrLPnqq6/MboiZOFGkVi07NLQqVBAZMkTT2uzlju6dNXSoSMWK/73fc84xWyEHESA56q233sofgE888UTzr7PSnDlzgpPpZoBo6cn33r17Byfj8Y/VCxbI+82ayXIzNLR06w9dRLpundnNrSlTRA4/3L5/nYaLnEeA5CCdjVWvXr38wfdh3Vk1QnRl+4EHHmiFiFblypWDdSg6PdhXP/30k9zWs6dctPPO8kDeczIjr/6IH7xPO03kP/8xu7m1dKlI69Z2cGjp3lmPPmr2QA4iQCLosMMOC7Zyf++994JNDXWfqj///FO++eabYCfegw8+OH/A1e1DongyWhcYDhgwIFhwaIaIlgbku+++a3bLaTq7btiwYVKxYsXgOTghr67Oq2fzarEO3DVrikyYYHZzK+/LiVx/ffK9s046SWT2bLMXchQBEkHmYJqsWud9Q4z6IZ/vv/9eOnbsaP3bYqUr5jU4c90777wT7AwQ/2+vqq9xXt1Xvrx8c9ddIn/8YXZzR9eKjB4tUrWqHRpa++0n8swzrBj3DAESQV9//XWw3YiuNj/iiCOCb6S6GaJuN6Jbh+geVTN0v6McotOS9deUGSBau+22W/CLTH+J5Rr9hXnuueda/2YtXSh6c5cu8ksh+5E5oVuJJNu3Ku+5l/79/9lFF94hQBAZuh28bgu/7777WoOp1n5534J10WQubBuv57Guv/5666JfsdKJEYVd994JvRStbp1uhkas2rQR8eDXH5IjQBA5OkX5hhtuyOzgmiLbt28PQlI3sTT/XWkLSd3gcsCAfzY1NENDq149kenTzV7wEAGCyNrR4Z0uXboE14mPih0dpuvfv3/qD9ONGydy4IF2aGhVrvzPRZ48ngGHRAQIIq+gE8yxKl++vNx5553yRypPMJdQVkwU+OwzkcaN7dDQ0r2z+vQR+eUXsxc8R4AgJ5hTXM2qWbOmTEj1FNdiyoqpyqtXi1x2WfK9s1q0EGEXACRBgCCn6CK7nj17Jr1E72mnnSb/SfUiuyLI+GJJ3Tvr/vtF9tzTDg2tOnVEJk0yewEJCBDkpAULFkizZs2swVlrp512kiuvvFLWpXqbjwJkxXYtr78ucsghdmho6b5pDzyQ2r2zkDMIEOS0iRMnSq1atazBWkvXzQwZMiQtK/WzYsPIL78Uad7cDg0t3TurWzeRtWvNXkBSBAhynm7zMmjQINljjz2sgVtLt4aZnKKtzrNiy3r9RXP11SI772wHh9app4p8/rnZC9ghAgTeWLVqlXTt2jXpr4CWLVvKYocXW9rRRbMeeOCBlP762b5tmywZPly+q1TJDg0t3TH3xRfNbkCRESDwzqeffiqNGjWyBnUtPQ/Rt29f+bUEl3st7LK9ev5FL9u7NsWHij6YNk16H3mk3Jt3n9PyamN8cJQr989Fn7ZsMbsBxUKAwFvPPfecHHDAAdYgr7XPPvvIE088EawMLyo9+d2rV68ghMzb0zr11FNl7ty5Zjenli1bFuyRpvdXP6965NWYvFoQC49OnURWrDC7AaEQIPDapk2b5LbbbpMyZcpYA76Wbk6p2+YXRqfbPvbYY1KpUiWrv9ZBBx0kL7zwgtnNKd3e5aabbgpWrMfut1JenZ1Xt+fVB8cfL399+KHZDSgRAgTI891330mHDh2swT9W7dq1k2+//dbsJtOmTZOjjjrKaq+lCwQHDhwYLBhMFd0Ta+zYsVKtWjXr/rWa5P35zLy/Z5t1pAIBAsTRbfCPPfZYayDW2n333eXWW2+VjRs3BoeKzj//fKtNrDp16iQrUnyoaNasWXJ83i8L87619JfIjTfeKL/n/TIBUoUAAQx63kOv7FilShVrYNbS6cDJVrrrZogfpvhQkQZT586drfuOlZ4D0WvGAKlGgABJ6Eysfv36Jd02Pr70GiV6KCmV26xv2bJF7rjjDilXrpx1/1pHHnlkcEgNSBcCBNiBJUuWSKtWrawBO1Z6DkTbpNKLL74oNWrUsO5bS0/e6xUqU7p3FlAAAgQoorffflv23HNPawDX0sNa99xzT7Dq3aXPP/9cmjRpYt2flh5Gu/rqq1O/dxaQBAECFIMGhO72myxIDj74YHnllVfMbsWmCw27desWLDw070OrefPmsnDhQrMbkFYECBDC+vXrpUePHkkHeL30bJjL6urWJg8++GCw0aN5m1q1a9eW13U3XSALECBACcybN0+aNm1qDfRaut9VcUyaNCnYXNG8HS39xXPfffc5P0QGlAQBAjjw8ssvB4ev4gd93bSxKBYtWiQtWrSwQiN2G5dddpms1isHAlmGAAEc0euu6x5ascFft0cpzC+//CJ9+vRJundW48aN5TO9VjmQpQgQwKG6devmB4AediqITrcdOXJkcOlaMzS09FK348aNM7sBWYcAARzaUYBMnz5djj76aCs0tHTvrNtvvz2le2cBLhEggEPJAkQ3Ymzbtq0VGrG66KKLZPny5XG3BGQ/AgRwyAwQ3Xixf//+wUaMZmhoNWjQQGbOnGneDBAJBAjgUHyA6En06tWrW6GhVbVqVRk9enSxLlgFZBsCBHAoPkAKKt2Y8brrrpPffvvN7ApEDgECOKQr0M3QiFXr1q1l6dKlZhcgsggQwKGCLo2rv0qmTJliNgUijwABHNp7773zg6N06dIydOhQ2bp1q9kMyAkECODQYYcdlh8gusU7kMsIEMAhcxovkMsIEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwKHatWvnB0j58uXNvwZyCgECOLBt2zYZPny4lC5dOj9AtO6++275448/zOZATiBAgBKaNm2aHHnkkQnBEV81a9aUl19+2ewGRB4BAoS0bNkyOf/8863ASFZNmzaVL774wrwZILIIEKCYNmzYIDfddJPstttuVkho6Yn0evXqWX+utdNOO0mPHj1k/fr15s0CkUOAAEX0999/y1NPPSXVqlWzgkFr3333lbFjxwbt1CuvvCK1atWy2mntvffe8vDDD8vWrVuNewGigwABimDWrFly/PHHW0Ggpb9EbrzxxuCXienPP/+Ue+65R/bYYw+rn9Zhhx0mb7/9ttkNiAQCBCjEihUrpHPnztbAH6vzzjtPvv76a7Ob5ccff5RLL73UmqUVq1atWsnixYvNbkBWI0CAAmzZskXuuOMOKVeunDXYa+msq6lTp5rdduiTTz6Rhg0bWrenteuuu0q/fv3k119/NbsBWYkAAQwvvfSS1KhRwxrgtSpVqhSs99B1HyXx7LPPyv7772/dvlaVKlVk1KhRsn37drMbkFUIEOD/fP7559KkSRNrQNfaeeed5eqrr5aff/7Z7Bbaxo0b5dZbb5Xdd9/duj+tY489Vt5//32zG5A1CBB4b+3atdKtW7dgiq05iGs1b95cFi5caHZz5rvvvpP27dtb9xurDh06BG2AbEOAwFt//fWXPPjgg1KhQgVr0NbSfa1ee+01s1vK6K+NY445xnocWmXKlJHbbrtNNm3aZHYDMoYAgZcmTZokhx56qDVQa+kuuvfdd18wBTfd9LzHE088Ifvss4/1uLT0vMlzzz1ndgMyggCBVxYtWiQtWrSwBmatf/3rX3LZZZfJ6tWrzW5ppzOx+vbtK7vssov1OLUaNWokn376qdkNSCsCBF745ZdfpE+fPkkH5MaNG8tnn31mdss4XRvSsmVL6/HGAq9r166yatUqsxuQFgQIcppOt3388celcuXK1gCsdeCBB8q4cePMblln8uTJwap18/Fr6Sr3e++9NyOH3OA3AgQ5a/r06XL00UdbA65W2bJl5fbbb4/USWk96T9kyJCkJ/11362JEyea3YCUIUCQc77/fpV06tTdGmBjdeGFF8ry5cvNbpGxbt066d69e9Jpx82aNZMFCxaY3QDnCBDkjM2b9Rv6JKlZs13et/SjZZddEr+p169fX2bOnGl2iyy9tshpp51mBYiWLnzs2bOn/PTTT2Y3wBkCBDlh0qQlcvbZz8kRRwyQGjW6SpUqTaVcuYOldOmdpWrVqjJ69Oic3RpkwoQJwVUPzRDRqlixogwbNoxt45ESBAgibf78NXLppa9KgwaPB3XssUOlTp1+sv/+bfKCo6HcdNNA+e2338xuOUevu37XXXdJ+fLlrRDROvzww+Wdd94xuwElQoAgktau3SS33TZdjjvun+CIryOPvFu6dXtUli37weyW81auXCldunRJum38ueeeK0uXLjW7AaEQIIiUP//cJqNHz5VTThljBYdW27YvyuzZK8xu3vnoo4/kxBNPtAJES7eNv/766734ZYbUIkAQGdOmfZP3DXq8FRpaTZs+JS+8MF+2bcvN8xxh6KV1n376adlvv/2sENHSc0NjxozJ2XNDSD0CBFlv6dKfpHv3N6zQ0DrhhFEyaNBM+fXXLWY3/J/ff/9d+vfvH1x61wwRrQYNGsgHH3xgdgN2iABB1tJQuOeemXL88U9YwaHVo8cb8vXXTFMtqm+++UYuuOACK0Bi1bFjR/n+++/NbkBSBAiyjh6GGjdufnBYygwNLT2M9e6735rdUETvvvuu1KtXzwoQLV2hP2DAANm8ebPZDbAQIMgqs2atkDZtXrRCQ0tPnI8Z87n89RfH7EtK9wgbMWJEoXuEjR8/3uwGJCBAkBWWL/9VeveebIWGlk7VHTBguqxbF519q6JCdynu3bt30l2KTznlFJkzZ47ZDQgQIMio33//U4YM+UhOOmmUFRxaXbtOlIUL15rd4NhXX30lZ511lhUgWrpt/OWXXy5r1qwxu8FzBAgyYvv2v+XVV7+S5s2fsUJDS7cl0e1Jsp2edP7222+Da4no7r9Tp06Vp556Kr/0/+uf67d4bZftJ6nffPNNqVOnjhUiWnvttZcMHjw42BUYUAQI0m7u3FXSsePLVmhoNWz4pIwY8als3pw9ezfplu8ff/xxsKbixhtvlDZt2gQnoXfffXdrkC1KaT/t37ZtW7npppvk2WeflU8++SRrTlxrQDzwwANBYJiPXeuQQw6RN954w+wGDxEgSJsff/w9b8CcaoVGrG644R1ZuXKD2S3ttmzZEsxUuvXWW4MrFerKbXMQTUXpOo0mTZrIwIEDZcaMGRm/QNTatWvliiuuSLpt/Jlnnilffvml2Q0eIUA8ZA7cWvqtv6jMvjuyZctWGTnyU2nUaLTVV+uii/5X5sz50eyWVnpZ2IceeijYHj3sLwvXpVNqdZDW2VKZ3JZ97ty5cuqpp1qPT0tPvvfq1Ut+/vlnsxs8QIB4yBzAtU4+eXSwQWFRmH0L89ZbS6Vly+etPlpnnPG0vPLKV8H5kEzQQ1N6+EhPHif7lp2stL1eYvacc86RSy+9NKhbbrklWEOhh3/0/If+r/5//fNYm1atWgX99MS0eZuFlf460UWAr776asZ+mbzwwgty0EEHWY9Nq1KlSvLYY48F04PhDwLEQ+ZAHquBA98zmxbI7FcQDYVk03JPPHFU3rf9j4IZWJmg36h1x9py5cpZA2FBpYPmJZdcEgTC66+/HsxYKun+UTrQ6uGf1157LTgx3blzZ6levbp13wWVDtZXXXWVLFu2zLzZlNPzNHqILdlzd9RRR8m0adPMbshRBIiHzAE9VrplyJIlOz5UYvYriJ4oN9tp9eo1OVjzkQnvvfeetGjRwhr0zNLNBzt16iRPPvlk2gfpxYsXB4es2rdvL/vss4/12OJLrzqoQZiJ8xArVqwIniPzMcXq/PPPT/tzh/QjQDxkDurx1bPnJLO5xexTED0Zrr80Ym0uuOBF+fDDzExh1V8NjRo1sga5+NLBWr/Vz5492+yeUToFuGvXrrLHHntYjzlWejhMZ4bpL6t0+/DDD+W4446zHpOWHnbTWWa6mSNyEwHiITMAzNLtRApjtk9Gr8uhK8j/938XytatJTvkE4ZOjT3hhBOsgS1WZcqUkQsvvDBY+5Dtaxv00NG4cePk7LPPDn55mP+WWF100UXBRaXSSbeNHzt2rOy7777W49GqVq1acE5I2yG3ECAeMgPgyisTt0rv0GFCoSe2zf7ZZv369dKtW7ekJ6r33nvv4MT2unXrzK6RoIeGunfvnnR79j333FOGDBmS9uugb9iwQW644Yakj0vDfNasWWY3RBgB4iEzABYsWGP92WuvLTK75TPbZgs9sa3nDypWrGgNXlr6Dfn+++8PBrpcoL80+vTpE0z3Nf+tWrpYMRPX+fj666/l3//+t/V4tPRSuzph4Icf/LvccC4iQDxUUABcd92UhD9r0eLZYP1GQQrqn2m6TUiyS7hqoAwdOlT++OMPs1tO0AV/GiQFHdrSAVvXaWRi6q9u43LEEUdYj0lLZ3HdeeedwaJNRBcB4qGCAkBnRunV/eL/fNSogndhLah/Jr344osFbruhh7B0JbUe0vLBvHnzgpXz5vOgpSe6MzErSg+jPfroo0l/FdaoUUNeeuklsxsiggDxULIAuPvuGQl/rtff+Okne3+mZP3TTRcCakCYg5KWHm/Xk+g+0hPaBU0B1pCdMGGC2TwtdCW9znIr6FeSlm7h8p///MfshixHgHgoWQCsX78p7xts4nYjGiqmZP3TaeHChXL44YdbA5FuQzJs2LASL/SLOt1aRGeYmc+PVs+ePdN+gj1GX7czzjjDekxaurr/yiuvjOzkBh8RIB4qLACGD/8k4e90ceGyZYn7HBXWPx10QWCFChWsAahu3bryxRdfmM29NnLkyGC6svlc6YLKjRs3ms3TRlfg165d23pcWnreRmeRIfsRIB4qLAA2bvxTmjV7OuHvdUuSeIX1TzU931HQNFG94JEe0oJNDw0deuih1nOmkw4y+W1fT+zfd999wbRj87HpnyH7ESAe2lEAPP/8PKvNJ5/8d3Ga+Xfpot9KzbUdOptHF9ihcLoavEOHDtZArRs7Ll++3GyeVqtXrw5W28c/Ll15j+xHgHhoRwHw11/bpXXrcQlt9AJQsYXEO+qfCv369bMGPz1RnG1bj2QzXQnet29f63nUTRwzsZ+WKX67llq1apl/jSxEgHioKAGgl5M128UuMWv+earpfkrmoKcDzJIl2X/J22ykh430PEP887n//vtn/JdI/HktPeSG7EeAeKgoAaC/NvRCT/Ht9Loef/65rUj9XdGV42Z4HH/88bJmzRqzKYpB96Yyp9Tq4axMrpkhQKKHAPFQUQNAd881244d+7n1Z6kyatQo65uyXjEwk7OHcsnEiROtENET65l6fgmQ6CFAPFScAOjRI3GjxVNPHVus/mHpgjfzKoG6mjpX9rHKFrro0AxpneKbid2JCZDoIUA8VJwAWLhwbd7AndjeLNd0Bbk5VVfXeGRyymku03Mi8c+1li42TDcCJHoIEA8VNwBuuOEdq09x+heHbnlhXndb90vSK+AhdQqanZXubU8IkOghQDxU3AD4/vvfEq4uaJYrOs20ZcuWCYOYbsLHbKvU0+feXCeie2elcwNGAiR6CBAPhQmAe++dafUrTv+iuOuuuxIGMF00OGnSji+xCzd0saG5Yl3PO6VrK3gCJHoIEA+FCQDdldfcaLE4/Xdk2rRp1knz/v37m82QYrqXmG5IGf866PVE0oEAiR4CxENhA2DkyE+tvsXpn4xOGzXPe5x++une76ibKboBY/xrobO00nFlQwIkeggQZNy1116bMGDp1hosFMwscyt4vTxuqreAJ0CihwBBRulOseZitrfeestshjTT64lUqVIl4XVJ9RbrBEj0ECDIGD1EZV7HvF27dmYzZIguMox/bXSL9ZUr/7srs2sESPQQIMiY4cOHJwxQOm30xx9/NJshQ3Rqr3mNdT20lSoESPQQIMgInTJauXLlhMFJAwXZZd68eQmHGPWE+pw5c8xmThAg0UOAICMGDRqUEB4nnHACs66y1DXXXJPwWrVp08Zs4gQBEj0ECNJOp+3qxaDiB6WpU6eazZAl1q5dG1z5MfZa6QLPVFyAigCJHgIEaTd48OCE8Dj55JPNJsgyffr0SXjNunTpYjYpMQIkeggQpNWmTZukatWqCYPRlClTzGbIMj/88EPCDsl6XsT1PlkESPQQICiQXhd9wwb3eyA9+uijCeHRsGFDswmy1JVXXpnw2l111VVmkxIhQKKHAIHlP/9ZJaedNja4Dsjo0XPNvy6R+vXrJwxCkydPNpsgS+kvjvgZWZUqVXK60SIBEj0ECCzXXvv/5e9z1bDhk7Jtm5vZUbrqPD48ateuHaw1QHScffbZCa/hq6++ajYJjQCJHgIEFvMytps2ubm8qTkdVLdvR7SMHz8+4TW84IILzCahESDRQ4DAkooA0Wtsx++tpFNBly9fbjZDltu8eXOwpUnsddQT63oVSRcIkOghQGBJRYBMnDgx4Ztr8+bNzSaIiMsuuyzhtRwxYoTZJBQCJHoIEFhSESCdO3dOGHSef/55swkiYvr06Qmv5Zlnnmk2CYUAiR4CBJZUBEi1atXyBwc97KHrQRBNOvEh/nBk2bJlnczGIkCihwCBxXWALFiwIOEba9OmTc0miJj27dsnvKYzZswwmxQbARI9BAgsrgPkkUceSRhs7r77brMJIkbPe8S/pgMHDjSbFBsBEj0ECCyuA6R169YJg83s2bPNJoiYxYsXJ7ymTZo0MZsUGwESPQQILC4DRK+jHT/tUweJbdu2mc0QQXrt+tjrque1dIpvSRAg0UOAwOIyQObPn5/wTfW8884zmyCizJl1H3/8sdmkWAiQ6CFAYHEZIBMmTEgYZAYMGGA2QUTdf//9Ca/tM888YzYpFgIkeggQWFwGyJ133pkwyLzwwgtmE0TUa6+9lvDa9u/f32xSLARI9BAgsLgMkI4dOyYMMrqhInLDokWLEl7btm3bmk2KhQCJHgIEFpcB0qBBg/xBQfe/2rJli9kEEaX7m+2yyy75r2+9evXMJsVCgEQPAQKLqwDRFcvly5fPHxQOPvhgswkirk6dOvmvb5kyZWT79vBb/xMg0UOAwOIqQNatW5c/IGidddZZZhNEXMuWLRNe49WrV5tNiowAiR4CBBZXAaJXsIsfXC688EKzCSKuU6dOCa/x0qVLzSZFRoBEDwECi6sAMa9AqNfURm7p0aNHwms8d274SyATINFDgMDiKkBmzpyZMLj069fPbIKIu+666xJe4/fff99sUmQESPQQILC4CpC33norYXBhEWHu0U0U41/jSZMmmU2KjACJHgIEFlcBoosG4weXhx56yGyCiNPXNP41LslCUQIkeggQWFwFyJgxYxIGl5EjR5pNEHH6msa/xvqah0WARA8BAourAOEXSO7jF4jfCBBYXAUI50ByH+dA/EaAwOIqQJiFlfuYheU3AgQWVwHCOpDcxzoQvxEgsLgKEFai5z5WovuNAIHFVYCwF1buYy8svxEgsLgKEHbjzX3sxus3AgQWVwGiuB5I7uJ6ICBAYPknQEbmV0kChCsS5i6uSAgCBJaLLx4hder0y69Nm/4wmxQZ10TPXVwTHQQILO3a9Zf99mudXxs3hj/sNGHChIRBhsWEueP+++9PeG2feeYZs0mxECDRQ4DAcs45l8geexyaXxs3bjKbFNn8+fMTBpnzzjvPbIKI6ty5c8Jr+/HHH5tNioUAiR4CBJbTT2+W9yEunV+///672aTItm7dKnvuuWf+wKCDxLZt28xmiKDq1avnv6677babbN682WxSLARI9BAgsJx++ukJ3yxLEiCqdevWCbc3e/ZsswkiZvHixQmvaZMmTcwmxUaARA8BAovrAHnkkUcSbu/uu+82myBiRowYkfCa6qaKJUWARA8BAovrAFmwYEHC7TVt2tRsgohp3759wms6Y8YMs0mxESDRQ4DA4jpAVLVq1fJvT4+Xb9oU/sQ8Mkt3GKhSpUr+61m2bFn5888/zWbFRoBEDwECSyoCxJyx8/zzz5tNEBHTp09PeC3PPPNMs0koBEj0ECCwpCJAJk6cmHCbzZs3N5sgIi677LKE11LPh7hAgEQPAQJLKgJE902KP+yh+2ItX77cbIYsp1N146dl6+HIn376yWwWCgESPQQILKkIEHXNNdck3O5dd91lNkGWGz9+fMJreMEFF5hNQiNAoocAgSVVAWJeobB27drBCVlEx9lnn53wGr766qtmk9AIkOghQGBJVYCo+vXrJ9z25MmTzSbIUnqFyZ133jn/tatUqZKT2VcxBEj0ECCwpDJAHn300YTbbtiwodkEWUqvaR//2l111VVmkxIhQKKHAIEllQGi6z+qVq2acPtTpkwxmyHL/PDDD8EJ89hrpr9E9BeJSwRI9BAgsKQyQNTgwYMTbv/kk082myDL9OnTJ+E169Kli9mkxAiQ6CFAYEl1gGzcuFH22WefhPuYOnWq2QxZYu3atVKuXLn810qnYH/55ZdmsxIjQKKHAIEl1QGiBg0alHAfJ5xwgmzfvt1shixgTr9u06aN2cQJAiR6CBBY0hEgepuVK1dOuJ/hw4ebzZBh8+bNS5h5Vbp0aZkzZ47ZzAkCJHoIEFjSESBKAyP+fvbaay/58ccfzWbIEF2j07hx44TX6MILLzSbOUOARA8BAku6AkQPWZ144okJ99WuXTuzGTJk7NixCa+NbmGycuVKs5kzBEj0ECCwpCtAlK5Ojz9EovXWW2+ZzZBmP//8c8LeZVpDhgwxmzlFgEQPAQJLOgNEXXvttQn3p9faXrNmjdkMaaSHquJfk3r16gXXt08lAiR6CBBY0h0gOq33oIMOSrhPfQzMysqMkSNHJrwWeuL8gw8+MJs5R4BEDwECS7oDRE2bNk122mmnhPvt37+/2Qwp9sUXX8juu++e8Dr06tXLbJYSBEj0ECCwZCJAlG7vHn+/umBt0qRJZjOkiL7OOnDHvwbHHXec0w0TC0OARA8BAkumAkSnjbZs2TLhvitWrChLliwxm8Ixfe47dOiQ8NzrtGrX+10VhgCJHgIElkwFiNKr25nnQ2rUqCErVqwwm8Khvn37JjznWhMmTDCbpRQBEj0ECCyZDBD1ySefJOz8qlW3bl1Zt26d2RQO3HfffVZ49OzZ02yWcgRI9BAgsGQ6QJR++zVPquvx+A0bNphNUQK6WFBnWcU/zy1atAiuYZ9uBEj0ECCwZEOAqFGjRlmD22mnnRZM+0XJTZw40VrEqTsDZOr5JUCihwCBJVsCRN1///0Jj0Xr+OOPZ6FhCT311FNWeBx22GGyfv16s2naECDRQ4DAkk0Bom666SYrRGrVqsXsrJD0nIf5y27//feX5cuXm03TigCJHgIEFr1OefzgovsiZVq/fv2sENGLUs2ePdtsiiR0qm5Bs61065hUXCCqOHTXgbJly+Y/Jp15h+xHgMCy7777JgwwtWvXljfffNNslna6mZ8uLox/bHqlvHHjxplNYdBfkeY6Dy09bJXpXx4zZsyQ+vXrJzwuDRNkPwIEFnM1cqzOOuss+eqrr8zmafXiiy9aU3y1Lr/8ctm0aZPZHPLPjscFvaZ6wjyTU6M1uMxNG2Olvy6R/QgQWHQ/JPNqgbHaZZddpHfv3hk9rPXee+8lHC+Pla4V0ceO/9KNEcuUKWM9VzpVN1OzrTTob7/99gIfl5Zed+Sdd94xuyELESBIavz48XLggQdaH3AtDZgRI0bItm3bzG5psXDhQjn88MOtx6UbAQ4bNsz7nXw14JN9u9dFgqnemj2Z559/Xg444ADrMcXeU48//njG3lMoPgIEhdq8ebMMGDAg4QRnfOl1It59912zW1roN9krrrjCekxaJ5xwQrCi3Ue6OFAPAZnPie5tle7tSWI+++wzOfnkk63HpKW/aq+55hr55ZdfzG7IcgQIiuT777+Xjh07Wh/+WF1wwQXyzTffmN3SQs+L6OBoPiY94a4Bk8m1Dek0b9486xrmsdJV/OncGDFm9erV0rVrV2vyQ6zOPvtsWbRokdkNEUGAoFj0wkI6GJkDgZae3L755pszsm7k22+/ta6vHivd0Xfo0KHyxx9/mN1ywtq1a6VPnz7WwkAtXe+h1/NI15bsMXp/ut5Ez2eYj0lLT+pz6eLoI0BQbLqeYMyYMdZ031jtt99+8vTTTwft0knPe+h5GQ0M8zFp6ePVle25sp/WypUrg+Ao7PBiOq4kaHrttdeCqd/m49HSyQ8PPfRQRvbagnsECEL77bff5IYbbpBdd93VGii09BfBRx99ZHZLOT1k1a1bt6SHTfbee2+55ZZbMjqFtST0UFT37t0LnM6spd/6dc1Muk+U68SGM844w3o8Wroxpr4mUX3OUTACBCW2dOlSOffcc61BQ0sPoXTp0kV++OEHs1vK6Ul0PZluPqZY6TRSnamkiySz/RuxTmbQBZN6zqCgQ1Wxuuiii4JfJumk13C56qqrkj6uJk2aBGtRkHsIEDijc/cLmlqrVb58ebnzzjszch7i9ddfl0aNGlmPKb501pIOgtm2Ncr06dODk9B77LGH9Zhjpb+02rRpI3PnzjW7p5T+wnn00UeTHjLU7UheeuklsxtyCAECp3RQ0XUYyQaVmjVrZmwqqS5A1AV05mMyS8/hdOrUSZ588sm0z1xavHhxcB6nffv2BU7FjS/9xq+/7jKxj9XUqVPliCOOsB6Tlm4vo18WtmzZYnZDjiFAkBJ6WEMXrCU7rKHX9cjUYQ39pq4Drw505uMqqPQSu5dccok88MADwa8Z3c6lpAsVdbGcDvx6wnnw4MHSuXPnYFND874LqkqVKgW/ltIdburrr7+Wf//739Zj0tLDlfrvyMThSmQGAYKUWrBggTRr1swabLT0xKqeDM7UiVVdiPjss88Ge3yZVz/cUWl73YjwnHPOkUsvvTQoPTGviy41aPR6G/q/+v/1z2NtWrVqFfRLdoI/WekJc11r8+qrr6Z9Sq7SmWs33nhj0hP3eq5p1qxZZjfkOAIEaaFXv9NreJgDj5ZO7dRZQ5k8kb1q1apgeqn+MtLtUMzHmInS6blnnnlmcEhLf9Flgk7F1pXtyaZsV6tWLQjLdE/ZRnYgQJA2+s150KBBSU8I6zfzyZMnm93STo/d6/Yst956a7CyO9k0Zdel3+51xtLAgQODLc4z8Usj3ocffljoolG90FcmFo0iexAgSDv9tl/Y9hYtW7YMTiZnCz3U9fHHHweLI/Uwjs540kV6YX+paD/t37Zt22AQ1sNoOuVYp+pmgxUrVgSTCMzHHavzzz8/I+dfkH0IEGTMp59+mnR6rW6wp1fP+/XXX81uWUX3CNNtVHSzQJ1yq7OT9JBOrPT/65/PmTMnaKfts5UGmP76STa54KijjpJp06aZ3eAxAgQZ99xzzyXd4lunsj7xxBMlnvWEwr3wwgvBbDPz+dfSWV+PPfYY26zDQoAgK+hhottuuy3pRYaOOeaYYB0H3NIpzaeeeqr1fGvpr0DdiDGTFw9DdiNAkFW+++67Aq/dHat27doFh4JQMrqDr251n2z6ss7+ysQCRUQLAYKspLOQjj32WGtg09KT0DpDKlOXZI0ynSqt61MKun6K1iGHHCJvvPGG2Q0oEAGCrKXnPUaNGiVVqlSxBjqt/fffP5jBhKLRTSPr1KljPY9aGii6Ij7TU4cRLQQIsp7OxOrXr1/S9RgNGzb09vK1RaFbr+hqe/N509Kp1JdffrmsWbPG7AbsEAGCyFiyZEmwFYg5CGrpPky6VciPP/5odvOWXmO8d+/ewclw8/nSOuWUU4LpxUBYBAgi5+233w5WrZsDopaucr/nnnu8PhSj0211+5PKlStbz4/WgQceKOPHjze7AcVGgCCSdNv4hx9+OLi6oDlAah188MHyyiuvmN1ynm7BoqvczedDS/fW0s0ds2XFO6KPAEGk6eVre/TokXQ66umnny7z5883u+Wcb775Jthixfz3x6pjx45ZvQoe0USAICfMmzdPmjZtag2cWnpNkv/3//5fEDa5Rjcz7N+/f9Jt1hs0aCAffPCB2Q1wggBBTnn55ZeDw1fmQKqlh7uGDh0aHP6KOt0+XTd31Ksnmv9OrapVq8qYMWPYAgYpRYAg5+h11+++++7gOuzmwKpVt25dmTJlitktMj766CM58cQTrX+Xlk51vv766+W3334zuwHOESDIWStXrpSLL744mOJrDrRarVu3lqVLl5rdspb+e/RSvMn+Peeee26k/j2IPgIEOW/27Nly0kknWQNu7Bv7ddddl9Xf2PUX1V133ZX0F9Xhhx8u77zzjtkNSDkCBN545plnpHr16tYArKXnDEaPHp115wwmTJggNWvWtB6vVsWKFWXYsGE5cU4H0USAwCu6AeMtt9yS9GqC9evXl5kzZ5rd0u6LL74Irs9uPj4tnVXWs2fPjF0nHYghQOAl3RJeLylrDs6xuvDCC2X58uVmt5Rbt26ddO/ePem6lmbNmsmCBQvMbkBGECDwml5u9uijj7YGai1duX377benZeW2brM+ZMgQqVChgvU4tGrVqiUTJ040uwEZRYDAe7p31MiRIwvdO2rcuHFmN2cmT55c6N5e9957r9d7eyF7ESDA/9Hda/v06ZN099rGjRvLZ599ZnYLbfHixdKyZUvrfrR0m3XdXXjVqlVmNyBrECCAYdGiRdKiRQtrUI8N7JdddpmsXr3a7FZken2Tvn37Jg2qRo0ayaeffmp2A7IOAQIkMWnSJDn00EOtAV5rzz33lPvuu69Yh5Z0ivATTzwh++yzj3V7WnqFxeeee87sBmQtAgQohJ7cfvDBB5Oe3K5du7a89tprZjfL+++/L8ccc4zVX6tMmTJy2223yaZNm8xuQFYjQIAiWLt2rXTr1i3p9NrmzZvLwoULzW7y3XffSfv27a32serQoUPQBogiAgQohs8//1yaNGliBYGWLvC7+uqr5eeffw4WLN56661JFywee+yxwa8SIMoIECCEl156SWrUqGEFg5YekipXrpz151p6/mPUqFFZt2UKEAYBAoS0ZcsWueOOO5KGRXzppo39+vULZmABuYIAAUpoxYoV0rlzZys0YtWqVatgzQeQawgQwJFZs2YF50FiwaHX7Xj77bfNZkDOIEAAh/Rqh7EA0bUiQC4jQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCBDAIQIEPiFAAIcIEPiEAAEcIkDgEwIEcIgAgU8IEMAhAgQ+IUAAhwgQ+IQAARwiQOATAgRwiACBTwgQwCECBD4hQACHCBD4hAABHCJA4BMCBHCIAIFPCJAc8viVpUIX3CBAUsN8vxankDo8uznE/OAUp+AGAZIa5vu1OIXU4dnNIeYHpzgFNwiQ1DDfr8UppA7Pbg7hg5N5BEhq8N7OTrwSOYQPWeYRIKnBezs78UrkED5kmUeApAbv7ezEK5FD+JBlHgGSGry3sxOvRA7hQ5Z5BEhq8N7OTrwSOYQPWeYRIKnBezs78UrkED5kmUeApAbv7ezEK5FDzA9ZUQvuECCpYb5ni1pILZ7hHGJ+eIpaO/LrmiWycvH0rKlvF0yXrz6fLnM/ni6zPpgu06dnTx100EH5AVK2bFnr7zNdH86cLnPynrcv506XbxbYz22m6qeV8823XQLzPVvUQmrxDOcQ88NT1CrMlzMel8e7l7b6ZLIGtCslFzcpJaccVkqqV/xnsKaKVlUrlJKGdUpJp8al5JY29nObyfrs9dvNt18+s21RC6nFM5xDUvHheXXQSdbtZroIkPCVzQHy/A0HmG+/fGZbZAdeiRySig/ZrJeusW4300WAhK9sDpB3nmhvvv3ymW2RHXglckgqPmTbt2+VxbOeks/eGJA19d5LA+TVsQNkzKMD5MH7BsiAAdlTlStXzh+sd9ttN+vvM12DBw2QJ4cNkJfHDJB3X7Sf20zVwvdHyLa/tphvv3ypeG+j5HglcggfssxjFlZq8N7OTrwSOYQPWeYRIKnBezs78UrkED5kmUeApAbv7ezEK5FD+JBlHgGSGry3sxOvRA7hQ5Z5BEhq8N7OTrwSOYQPWeYRIKnBezs78UrkED5kmUeApAbv7ezEK5FD+JBlHgGSGry3sxOvRA7hQ5Z5BEhq8N7OTrwSOYQPWeYRIKnBezs78UoADhEg8AkBAjhEgMAnBAjgEAECnxAggEMECHxCgAAOESDwCQECOESAwCcECOAQAQKfECCAQwQIfEKAAA4RIPAJAQI4RIDAJwQI4BABAp8QIIBDBAh8QoAADhEg8AkBAjhEgMAnBAjgEAECnxAggEMECHxCgAAOESDwCQECOESAwCcECOAQAQKfECCAQwQIfEKAAA4RIPAJAQI41LBBXalUvlRQNaoRIMhtBAjg0IVn15WT6pQKqll9AgS5jQABHLrx4rpycZNSQXVvSYAgtxEggEOP96srd19YKqgHuhIgyG0ECODQi7fXlcevLBXU2F4ECHIbAQI4RIDAJwQI4BABAp8QIIBDBAh8QoAADhEg8AkBAjhEgMAnBAjgEAECnxAggEMECHxCgAAOESDwCQECOESAwCcECOAQAQKfECCAQwQIfEKAAA4RIPAJAQI4RIDAJwQI4BABAp8QIIBDBAh8QoAADhEg8AkBAjhEgMAnBAjgEAECnxAggEMECHxCgAAOESDwCQECOESAwCcECOAQAQKfECCAQwQIfEKAAA4RIPAJAQI4RIDAJwQI4BABAp8QIIBDBAh8QoAADhEg8AkBAjj00oAj/hsgfSqYfw3kFAIEcGj6U5fmB8ikIc3NvwZyCgECOPTXlg3y2eu3y8cv3yCbN6wx/xrIKQQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIEFJsxXmYAnIB72QgJDMUilNALuCdDIRkhkJxCsgFvJOBkAgF+I53PRASAQLf8a4HQiJA4Dve9UBIBAh8x7seCIkAge941wMhESDwHe96ICQCBL7jXQ+EZAZIUQvIFbybgZDMYChqAbmCdzMQkhkMRS0gV/BuBkIiGOA73vVASAQIfMe7HgiJAIHveNcDIREg8B3veiAkAgS+410PhESAwHe864GQCBD4jnc9EBIBAt/xrgdCIkDgO971QEgECHzHux4IiQCB73jXAyERIPAd73ogJAIEvuNdDwAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFD+f0fzdMaey5qEAAAAAElFTkSuQmCC)
PN: 4H17-3-26
CAS: 248274-16-0
Molecule Weight: 189.137
Formula: C8H6F3NO
PN: 4H21-3-13
CAS: 87407-12-3
Molecule Weight: 191.109
Formula: C7H4F3NO2
PN: 3H32-3-9S
CAS: 106877-18-3
Molecule Weight: 161.127
Formula: C7H6F3N
![2-Chloro-1-[5-(trifluoromethyl)pyridin-2-yl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-7-05
CAS: 1260763-79-8
Molecule Weight: 223.58
Formula: C8H5ClF3NO
PN: 4H17-3-1A
CAS: 1060801-98-0
Molecule Weight: 243.108
Formula: C8H3F6NO
Melting Point: 65-70 ℃
TSCA: Not listed on TSCA inventory
