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)
| Product Number | 3H37-3-28 |
| Synonyms | (5-[Trifluoromethyl)pyridin-2-yl]acetonitrile |
| Purity | 96 % |
| CAS | 939793-18-7 |
| MDL Number | MFCD08690162 |
| Molecular Formula | C8H5F3N2 |
| Molecular Weight | 186.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-3-28
CAS: 939793-18-7
Molecule Weight: 186.137
Formula: C8H5F3N2
![1-[5-(Trifluoromethyl)-2-pyridyl]cyclopropanecarbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABl3AAAZdwF9jYUOAAACXXpUWHRtb2xTb3VyY2UAAHichZTbTuMwEIZfZeTrreOxndhBTVEFQloJ9mIBae9WJjUlUpOgJPTw9jtuS2laNlXTzGT8fz6Mxx5fr8sFLH3TFnWVMeSCga/yelZU84w9P92NLLuejHMSkbBqM/bWde9XUbRarXj+5ku3riue1yXbtV+t26KnWSleN/NICoHRn4f7xy0zKqq2c1XuiWqLq3YbvK9z121n8Z8hotI1y6KKdvKobJa73v5KER7B1+2Mfa3lhtqmhMJrsfDwWjel62ApBadH/IC5r3zjOj+Dlw2FFde09sn44bbOP0pfdeSGHorcLR675iOnQFkvfP5BnZHz8zZjJRLgurqcNo3bQPBC2CE4CU6B0+BicAk4A86CS8GhoD+1IwmQFEgSjCnnCx8Gfdq8+4zdwQ3cQXjvfr8OHvmUMpmxkeLWKgsjyY3QAug7SVUKI+QGtQw2llrBiNZqjATkKGQMglsVY4gmKHGrTtGC5AJ1MMaSQS41GcUx1TForoyWDDY0KlLyEoGQcmmEBMtFKmKgqNZpSp/SCkXGCiPAcIsGIeFKkCbmxtB0E24SZehLoUhohNSQcm/2SsNlKjQlNjpkdjJ+qavZkQvFLGMvyLYp/+1fW7nPOoO6mfmGZho6CNJjQPaBsEfDgDoD9DCgz4B4GIj7QKiWAzD9Dkj6QKitYcD0gVCJw4DtA6Fuh4G0D2yrfJgI7SfLvojg2bRCaCi3eLLfu3N3gTnZ8t05vcDob8a5xMTfMBeKC0/2/vPu2DPqi4mOzkv0eWuRe3ajRUfXXUSX/OQfoJrEMH7/OlgAAD9YSURBVHhe7d0J/EzV/8dxLZYipZKlSP2S8kMq5JcIpdK+SYUkRJaUpKSQqLSg0q8QskSyJSE/O4lk38manez71vn73P73dOf4LjNn5jvLndfz8biP8r1n7sy9X8577j1bJgUAgIVM5g8AAAgGAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgHiA92fzxTUBgCRRK3iA2ZQpLYBQCRRq/gAAQEgFqh1fIAAARAL1Do+QIAAiAVqHR8gQADEArWODxAgAGKBWscHzN5WKW0AEGkZWrOYlVhqG8JjXs+UNgCItAytWcxKLLUN4eE6AoiFDK11qNiig+sMIBYytNahYosOrjOAWMjQWoeKLTq4zgBiIUNrHSq26OA6A4iFDK11qNiig+sMIBYytNZxK7a0NoSPawkgFjK01jHDIqUN4eNaAoiFDK11qNiig+sMIBYytNahYou8A7v/UMePHjB/DABRl6G1OwESWatm9Vc9Gp6j+rfMr04cPWjuBoCoytDanQCJnK2rf1ZfNcrqXM+ejbKoIwd2mkUAIKoytHYnQCJj/5/rVN9XcuvruXTy52YRAIi6DK3dCZDwHTuyTw1pV0xfy58HNTGLAEBMZGjtToCE569TJ9XYT+/V13H0J3c7PwOAeJChtbttgGxeOVlN+bqO2r5mprkrqfwy+CV9Db9rW1QdO7zXLAIAMRN67R4C2wAZ2v4G53XSWLzyl6/N3Ulh2bTu+vr1bX6p2rdzjVkEAGIq9No9CuaN7qArT9l+Hf66+uuvU2Yx39q8YpLq+UJmHaJbVk01iwBAzMVlgIhlU79UPRueq0Nk3H8fToqxD3u3r1Jfv3yxPu8VM3qbRQAgLsRtgIhNyyeor1/KpSvToe+UVAd3bzSL+cbRQ7vVt29dq8931tBXzSIAEDfiOkDEnm0r1LdvFtaVav9X86nt6341iyW8U6dOqB8736HP86fPH0yqx3YAEk/cB4g4enCXGvVxJV259mp8nlr927dmsYQ2bUCDf+602t/AfFcA4l5CBIiQb+hT+9fXlWz3BmepOaPamcUS0uKJn/xzh9Uirzqwa4NZBADiTsIEiGvR+M7OhIJuhTuh55Pq5PEjZrGE8ceSsfp85M5q+9pZZhEAiEsJFyBiw+LRqveLF+gQGfHeLerQvq1msbi3e/MS1efFnPqO6vfZA80iABC3EjJAxK7Ni9XAVoV0iHzzWgH158YFZrG4JbPpDnzjKv35f/uhjVkEAOJawgaIOLx/uxrZqZyuhHs3zaHWLfjeLBZ3Tp04pkZ+cJv+3ON7PKHUX3+ZxQAgriV0gIiTJ46qSb1r6cq4R4Oz1YKfOpnF4sqEXrX15x3+bml14vhhswgAxL2EDxDXvDEdnfBwK+bJXz/rfNOPN0P6vK+a3pNJda6dSQ147Qp1aO8WswgAJATfBIhYO2+Y6tU0uw6RkR+Wj6uV+77/foS6Nv/Z6q4SmdSL92dX29bNM4sAQMLwVYCInRvmqgEtL9chMuiNq9XuLUvNYlE3f/58lT17dpUpUyZV6LKz1bTxw80iAJBQfBcg4tCezWp4x1I6RKSr7MYlP5nFombLli2qQIECTnjI9t5775lFACDh+DJAhDRMj+9eTYfIZ3XPVZO//9QsluEOHz6sypQpo8PjmWeeMYsAQELybYA4/vpL/TbyLfVF/UzqpfsyqXtvzKTeatlQnThxwiyZIf46/f7Vq1fX4XHbbbepo0ePmsUAICH5O0D+3/yp36hq5bKp66/IpM4+O5O688471Z49e8xiEde2bVsdHldddZXasWOHWQQAElZSBIhYOG+mKnhFHl2hFylSRK1atcosFjGDBg1SZ511lvNeOXPmVEuWLDGLAEBCS5oAERs2bFAlSpTQIXLxxReryZMnm8XCNmvWLHXeeec573HOOeeoMWPGmEUAIOElVYCIAwcOqAceeECHSObMmVXPnj3NYtb++OMPlTdvXn38rl27mkUAwBeSLkDEqVOnVIsWLXQlL1vz5s2dn4fj4MGDqmTJkvqYDRo0MIsAgG8kZYC4evXq5dyBuBX+fffdp/bv328WC4qEz0MPPaSPVbly5aj19gKAWEjqABFTpkxRl1xyia74ixcvrtavX28WS1fLli31Ma699lq1e/duswgA+ErSB4hYvXq1uv7663UAXHbZZWrGjBlmsVT16dNHvzZXrlxq5cqVZhEA8B0C5P/t3btXValSRQdB1qxZVf/+/c1iZ5g2bZpTVl4jj8MmTpxoFgEAXyJAPE6ePKkaN26sQ0S21q1bOyPKU7JmzRp16aWX6rLdu3c3iwCAbxEgKejWrZs699xzdTA89thj6tChQwFl5I6laNGiukyzZs0C9gOA3xEgqfjf//6nLrroIh0QN910k9q0aZOzT+5U7r77br2vatWqzs8AIJkQIGlYtmyZuuaaa3RQ5M+fX82ZM0c1bdpU/6xYsWJq37595ksBwPcIkHT8+eef6vbbb9eB4X20lTt3brVu3TrzJQCQFAiQIBw/flw999xzOjhkO/vss9X06dPNogCQNAiQIK1YsUJ313W3GjVqsL4HgKRFgARh165dqnDhwjo4ZIZd9///85//qG3btpkvAQDfI0DSIY+vKlWqpAPjkUceUfPnz1cFCxbUP7vyyivVokWLzJcCgK8RIOmoV6+eDoobb7zRmXFXyF1H2bJl9b4LLrhAjRo1yng1APgXAZKGjz/+WAdEvnz51MaNGwP2HzlyRD399NMBj7Y++uijgDIA4FcESCp+/PFH3dYhqwvOnj3bLKK1b99eL18rW926dZ1HXwDgZwRICqQ9Qx5JSRhIMAwePNgscobvvvtOnX/++TpEKlas6IwhAQC/IkAM27dvV4UKFdJB8Pbbb5tFUvXbb785o9Xd18oo9uXLl5vFAMAXCBAPGdNx66236gB46qmnzCLpkvmyZN4s9xgyn5bMqwUAfkOAeNSsWVNX/LfccovTSG5DZu599NFH9bFk+pPPP//cLAYACY0A+X8dO3bUFb6M8di6datZJCSyhsgbb7yhjylbkyZNmLUXgG8QIKcNHTrUmdtKKvkcOXKoBQsWmEWs9evXL2AKlLvuustZSwQAEl3SB8jcuXN17ykJkZEjR5pFwvbzzz8766y7ISLrr8s67ACQyJI6QDZv3qwuv/xyXbF/8MEHZpGIkWnfZe0Q971kKdypU6eaxQAgYSRtgBw+fFjdfPPNukKvU6eOWSTi9u/fr+699179nlmyZFG9e/c2iwFAQkjKAJEG7scff1xX5BUqVFDHjh0zi2UIaUR/+eWX9XvL9uqrr6pTp06ZRQEgriVlgLz55pu68r766qtjMmK8R48eKnPmzPpzPPjgg+rAgQNmMQCIW0kXIAMGDNDzVl144YXOuuexMmnSJHXxxRfrELnhhhvUhg0bzGII05o1a5yxOQAiK6kCZPG8X1ShPNmcylomShw3bpxZJOpWrVqlihQpokMkb968aubMmWYxhEjam6R9SUJZrqt0pV68eLFZDEAYkiZA9u5cr5o9mkdV/HcmdWXuTOqzzz4zi8TM7t271R133KFDJFu2bGrgwIFmMaTjxIkTasyYMc4UNDKDsredyb3jZFoZIHKSIkCOH9mvhrQvoTrVyKQaVjkdHh0bmUViTiq/hg0b6spOHrO1adPGafBH2ubMmaNeeukllSdPnjNCQ6aRkbs675+7detmHgKABd8HyF9/nVJju92vuj+fydmGfVhFnTp5wiwWNz755JOANdefeOIJp8sxAsniXu+9954qWrToGaEhm3TR7tq1q7NypIRw69atA/Y3btyYaWWAMPk+QGYOeUWHx+A216ljh/aYReLO2LFjVc6cOXVlV7p0abVlyxazWNKRXmp9+vRx1qj3LuDlbgUKFFCtWrVSS5cuNV/q6N+/f8C0MlWqVGFaGSAMvg6Q5T9/pcOj78uXqH3bfzeLxC2pBKWLsVvZXXHFFWrevHlmMd+TuwRp15Clg1Nq15CFv2QQqPRoC+Zx34wZM5hWBogQ3wbI5pWTVc9GWZzwkP/KnxPNzp07Vfny5XVllz17djV8+HCzmC9JWMqAS2/7hbtJO0bVqlWdjgY2j/fWr1+vihcvro93ySWXqClTppjFAKTDlwEidxpyx+HefcidSKKSEfK1a9fWlZ1M+Pjuu++axXxB2jXef/999e9///uM0JBNFurq0qWL064RLunme9999+ljy6DOXr16mcUApMF3ASJtHNLW4YaHtIH4gVSs7pTzsj3zzDPOCoqJTto1vv76a1W5cuWA83M3eXT3+uuvqyVLlpgvDZtMH9O8efOA92vRogXTygBB8lWAnDp1Qo3uUkWHh/S+kl5YfjFixAhnvRK3sitXrpzasWOHWSzuSbuGdBSoUaOGnkrfu8k5Pvvss2rixIlBtWuEq2fPngHTyjzwwANMKwMEwVcBMn1gIx0eQ94u7oz/8Jv58+c7vY3cyu6qq67KkG/nGUHaNeQbf2rtGvfcc4/65ptvrNo1wjV58uSAaWVKlCjBtDJAOnwTIEsmfabDo1+LPOrAn+vNIr4hy+2WKVNGV3bS5Vd6KsWjTZs2qU6dOgWsheLdbrzxRtW5c+ewlxCOBHNaGRmYyLQyQOp8ESAbl45TPRue64THV42zqW1rfjGL+I58S69evbqu7GTwoTQwx4ODBw867RoyPUtq7RqvvfZaXM5NtWfPHnXnnXfqzyrTyshdEYAzJXyA7NmyTPV56aK/7z4anKV+nzXALOJrbdu2DRhU9/zzzzvTokSbtGv89NNPqmbNmim2a0gXZOlNNmHChKi0a4TDnFZGtrfeeivuPzcQbQkdIEcO/qkGtf6XfnQ1+/vWZpGkMGjQoIBBdtKjSSZojAZpk3nllVdUvnz5zggNuSu6++67nSn0E3E69U8//dRpm3HPp1q1ajFpnwHiVcIGyKkTx9QPH1bQ4TH+y8dl4iuzWNL49ddfAyrxa6+9Vq1cudIsFhGylrysH+8djOfdSpYsqT7++OO4aNcIl9xVeaeVKVWqlHP+ABI4QKZ8XUeHx7CON6sTxxLvG26kyUA8qbzdyi5XrlxOV9hIkHaNvn37Ou0DKbVrXH755aply5Zq0aJF5ksTnjmtjJzr3LlzzWJA0knIAFkw7gMdHgNaXq4O7eEboUsq+oceekhXdvII5ssvvzSLBUUG1MmiW7Vq1UqzXWP8+PG+H3yX0rQyw4YNM4sBSSXhAmT9gpGqR4OznfDo1eR8tXP9HLNI0pPKXHo5eSv7Zs2aBT19+cKFC50R2fnz5z8jNKRd46677nJmtk3Edo1wyLQyMsDRvRZyJ9axY0ezGJA0EipApN3D7XElIbJ27lCzCDykK22WLFl0hScTEO7bt88s5pDn+h9++KEzgM4MDdlkadiPPvqIaeVPk3Et3sd4cofmh2llgFAlVID8deqkGtiqkBMg88e+Z+5GCqZNm6Zy586tKzuZqHDt2rXOPrmD6Nevn7MuhncRK3eTO5BXX33VuSOJNlmnY/bs2U4PrjfeeMP55i9L1VasWNHZZACi+//yc9kv5aS8vC6j1/n4/vvvz5hWZvv27WYxwNcSKkCETJa4a5P/Gmoz0po1awJW7pM1NCpUqOA8xzdDQ34m36hl7fBotmtIBwBppJcguPLKK8/4XDabHEeOJ8eV40faggULAqaVKVSoUFwOjgQySkwDxG0IT29D+OTRlcw1ZVayssndh9yFyN1INNs1ZK4paUNIbVnalDaZR0sqandLaV6t1DZ5H3m/SM5xJV2Vb7nlFv0eEs6jR482iwG+FNPa2QyK1DZEhjSi/+tf/9KVXeHChZ12j2iOa5BR3vKYSR49pbQsrWwyhkXuHGSsicxALN1o0xtdL/ulnJSX18nr5TjmsWWT95X3l8+R3nGDceTIEfXkk0/q40sgy/xegN/FtHYmIKJP7jSkkpOR69GcmkMamb/44gtn9mCzQr/wwgud7sByBxTpR01yPDmuHF/ex3xv+TzyuSLRCN6uXbuAUKxfv35EAgqIVzGtvQmQ6HMf+chjl2iQdpQePXqcMdWJrL8hKwJ+++23zjf4aJD3kfeT9/Wu/yGbfD75nOG2+8jxvdPKVKpUSe3atcssBvhCTGtvAiS6ZPEpt2KrV6+euTvi5syZEzDtvGxSucqYlEjfaYRK3l8+h7eyl00+r3zucJjTysijwhUrVpjFgIQX09qbAIkumdbErdQ++eQTc3fESEN848aNA7oGy0h2WZo23rq6yueRz+UdaS+fWz5/OB0KUppWRmYiBvwkprU3ARJdXbt21RXapEmTzN0RIQ3ZMtbE+61eplZZt26dWTSuyOfzTgEjm5yHnI8tmVbm4Ycf1scLZ1oZIB7FtPY2e1ultCFy6tatqyszmdsp0vr06RMwtkTGYYwaNcosFtfk83rHocj5yHnZkjYVucPxBtOLL74Y9LQyQDyLaQ1thkVKGyLHbY+Q5/ORJL25XnrppYBKUr55y+p+iUg+t/fOQTY5v3B6rZnTysiYnNSmlQESRUxraEIieuSbsHt3IJMhRsrx48fV008/rStGqSQzsn0lmuQ8vJW+nKecr63p06enOq0MkIhiWnsTINGzevVqXXHJCoKRIM/4ZcVB97jSUCyVpJ/I+ch5ueco5yvnbUsCw9tGJIEi85UBiSimtTcBEj3Dhw/XlZY8TgmXfBP3hocssrRkyRKzmC/Iecn5eUMknDsRc1oZucuJxO8EiLaY1t4ESPS0b99eV1jhrqYnbQE1atTQx5MpQ9avX28W8xU5P+/UKHL+4bSJSCO6NKa7x5NN1nAJdyAjEE0xrb0JkOipVq2aU0nJGIdwR357G8zlm7nfw8Ml5+m9E5HrEC7p1ivde91jSuN9OI/IgGiKae1NgETPdddd51RQ8t9wyKMWt7KTtoFkm75cztfbJhKJR08ywNB7TBmAGOuR+kAwYlp7EyDRIXcc7qhwuROxJYPq3J5cWbNm9V2DebDkvOX85TrI9QhnsKFr5cqVAY/IpKu1TIkCxLOY1t4ESHRIm4dbMUlbiA2Z1sPbe8gvXXVtyfm710KuSzjTnrhk0sXKlSvr48o8XTI5IxCvYlp7EyDR4X3sJOtl2GjSpIk+xiOPPGLuTkpyHdxrItcnEmT6d5kG3j2uTA8v08QD8YjaOwnIuA+3QpLxIKGS2WndR2AyzUeijjCPNLkO7rQncn3CncXXq0uXLgGTUco8XZG4ywEiiQBJAjLyXCqhHDlyhNxNVMp7p2RPtLmtMppcD/fayHUK9fqmRZbGlSVy3ePLWi5APCFAkoC7NoXNIlLdu3cP+BaMM3ln8ZXrFUnS68ttsJfuvkA8IUB8TmbddSu3UBeRkmVe8+fP77xW1suI9ynZY0Wui7ueiFyvSCyP65LBiu5dSNmyZc3dQEwRID4n6364ARJqzylZK9x9rUxJjtR5p2yX6xYpMneWe9xIDFwEIokA8Tlvd9NQFpGS3kBXXXWVvvuIt5UE441cH/cuRK6bXL9IGDlypP799erVy9wNxBQB4nPy2MqtgGRN9GD1799fv07mbEL6vHNbyfWLhA4dOuhjzp4929wNxBQB4nPScC6VT6g9eCpWrOi8ThpumVYjOHKd3Hmt5PpFQvXq1Z3jnX322XTjRdwhQHxMGmCl665UQFWqVDF3p2rDhg1OhSWvu//++83dSINcL7fCl+sYLnf0f+HChc1dQMwRID7mXUSqefPm5u5UdezYUb9u8ODB5m6kQa6Xe+3kOoZDenO5dzSPPvqouRuIOQLEx2TaErcy69Onj7k7VUWLFnVec+GFF4Y99Xuykesl102un1zHcCxYsED//tq2bWvuBmKOAPEx7yJSwU6zIc/x3dfUrl3b3I0gyHVzr2E47UfejgxDhw41dwMxR4D4mHcRqcOHD5u7U9S3b19dafXr18/cjSDIdXOvoVxPWy1bttTHkenegXhDgPiYu4hUkSJFzF2pevbZZ3WltWnTJnM3giDXzb2Gcj1tVa1a1TmGjC+RJXCBeEOA+JQ8i3cbYB9//HFzd6oKFSrkvEYWN4I9d3EouZ62rrjiCucYpUqVMncBcYEA8SnvIlJvv/22uTtFe/fu1a+pU6eOuRshkOvnXku5rqHavXs3vwtoN9/cXW+TJ68zd5/BLZvRCBCf8i4iNXz4cHN3imQJVfc1nTp1MncjBHL93GtpszTt1KlT9es7d+5s7kaS8QbIww8PUsePp71sAAGCsHgXkfr999/N3SnyNv7arlyIv3m7UNt0RujWrZt+/fjx483dSDJuIFSr9p3z3wEDFppFAhAgCIu7iFT27NmDXuTozTff1JXWsmXLzN0IgVw/91rKdQ1VgwYN9Ou3bdtm7kaScQNhxow/nP9WrNhH7d2b+hgtAgRhcReRklXyguXtgcUAwvDI9XOvpU1PrFtvvdV57WWXXWbuQhLyBkLTpmOc/+/U6Wej1D8IEFjzLiJVt25dc3eqHnvsMec1WbJkMXfBglxHuZ5yXUMhc5jlzJnTeW3lypXN3UhC3kBYu3bP6S+GPZ1N/j8lBAisTZ48WQdI165dzd2puvvuu53XXHLJJeYuWJDrKNdTrmsoZIVD9/fXrFkzczeSkBkIcvchf5a7kZSY5TMKAeJDn376qa6AJk6caO5OlfvYJJyxC/iHO6ZGrmsofvjhB/37YxEpCDMQ9u07qipV+tr52S+/nDldjlk+oxAgPlS/fn1dAYWyiFTJkiWd14Q7CSD+5k5KKdc1FN7ZkG26ACP+LVy4TY0cuUKdOvWXuStFKQXCN98scn4mPbPM46RUPiMQID5UtmxZp/IJdREp7kAiy/YO5Mknn3ReJ2uKHDx40NyNBNenz3xVunQPp4IfMWK5uTtFKQXCiROn1COPfOv8fMiQpQH7UiqfEQgQn7FdRErQBhJZtm0g7iJS11xzjbkLCUwG/7VpM1lX7hIiv/4a3HxzqQXC1KnrnZ/fcUdfdeDAMf3z1MpHGgHiM2vWrNGPP0JZREq4vbCyZs1q7oIFuY5yPUPphXXs2DGVOXNm53WPPPKIuRsJavfuI6pu3ZG6Yr/ttl5BTUniSisQGjUa7ezr2nWm/lla5SOJAPGZ77//XgdIKItICcaBRI7tOBDvIlJt2rQxdyMBrVmzWz3wwEBdqVetOkCtXPmnWSxNaQXC6tW7nLuZsmV7qo0b9zk/S6t8JBEgPvPOO+/oCijYRaRcrVu31q9dvjy4Z7NImVw/91rKdQ2WdxGpIUOGmLuRYGTkeIUKfXSFXqvWcLVz5yGzWLrSC4SOHac5+1999X/On9MrHykEiM888cQTTuUTyiJSLu9cWHInA3veO8FQ5sLyLiK1YsUKczcSyMCBi3VjuWytWk1QR4+eMIsFJb1AkEdkt9/+d1DNnbsl3fKRQoD4zPXXX+9UPqEsIuWaNWuWrrw++OADczdCINfPvZZyXYPlLiJ13nnnsYhUgjp58pS+I5CtVKnuqnv3Oeqv4HrspiiYQOjXb6FTpkaNYUGVjwQCxEdsF5Fy7dmzR1d6oUyBgjPJ9XOvpVzXYLmLSN18883mLiQAGeDXsOEoXYHfemsvNW7carNYyIIJBOnl9dBDg3TZ9MpHAgHiI/PmzdOVVrCLSJkKFCjgvJ7BhOFxBxHK9QyWLCJ11llnOa8LpeEd8WHDhr16XIZsd93VXy1evN0sli55zdtvT3EeRbmCDYRJk9YRILDTt29fHSDDhg0zdwelVq1azuulItu6dau5G0GQ6+YGgVzPYHkXkfr444/N3Yhjs2dv1lOLyPbUU0PVtm0HzGLpGj16lfrPf77Sx4h3BIiPtGjRQldAwS4iZZK5l9xjDBo0yNyNIMh1c69hKHNZff755/p1//vf371pEP+GDVumbrmlpw6P5s3HqUOHjpvF0iTtI59/Pjvg7qFnz7lmsbhDgPiIO5I8lEWkTGvXrtWV2PPPP2/uRhDkurnXUK5nsLyLSHH3F/9k/qmPP/4loNL/5JNZZ8xLlZ4jR0443W/dY8g07d99Fzg1SbwiQHwkf/78TuVTunRpc1dI/vWvfznHkcWMTpyw63aYrOR6yXWT6yfXMRTlypVzXpc7d25zF+KM3GG4CzvJJoP4fvhhpVksXdu3HwzoNSUrDc6adebsuvGKAPGJP//8U397fe6558zdIfEubTt69GhzN9Ig18u9dqEsZcsiUolj8+b96oknhuhKX+ahmjcv9DvGpUt3qHvu6a+P8/DDg9S6dcH32IsHBIhPeBeR6tKli7k7JN5R1E899ZS5G2mQ6+Veu1BG87OIVGL47beVqnz5j3SlL1Opb9r09/QhoRg/fs3pO85e+jjPPz8qzTXO4xUB4hPeRaQmTJhg7g5ZqVKlnGOdf/75IY1jSGZyneR6yXWT6xeKUaNG6d/fV199Ze5GHOjff5DKl6+8KlSotipe/H3VpMlodfDgMbNYuqRxXAYXuuHRvv1UZ2r2RESA+IR3Eant20Pve2767LPP9PFkgSOkz7sQlFy/ULz77rv6tSwiFV/k8WKrVq2c303WrJep3LkrqHbtBoXcWH7s2EnVuvVEHRwyzUn//gvNYgmFAPEJdxGpPHnymLusyEJG7noW0igc6rxayUauj9t4Ltct1IWg3EdfLCIVX+R3IdPqu+EuMz306BH83GauXbsOq2efHaHDo3z53mratA1msXRJG8lzz410ugrLyPNYI0B8QL4hXXDBBc5f8DvvvNPcba1du3bW36iTjfeOTa5bqIoVK+a8lkWk4semTZvUjTfeqH+vF110kRo/frxZLF2rVu1S9933jQ6P++//Rv3++y6zWLqkd5b00nKPs3z5TrNI1BEgPuBdROrll182d1vbtWuXM6ZEjitzNPHNOGVyXdw5rOR6yXULBYtIxZ/Zs2frbvGyFS5c2Gp2ZFkxUO423Eq/Tp3vnbuRUMm4EBkf4h7ntdfGh/wILSMQID7w3Xff6b/ovXv3NneH5bXXXtPHfv31183dOE2ui3uN5HqFauHChfr1LCIVe4MHD9adIWSrWLFiyF8KhMyO653O/c03JzrtIKGQkOjU6Wd9DNlkxHo4M/tGEgHiAw888ID+yy6T8MkjrUjZv3+//iYmS7SuWrXKLJLU5Hq4S9fKdZLrFaoBAwbo3x+LSMWWTELqzmMmW7169dTx46FNSyI9qmQyRLfClx5XX30V+rQkssZ548Z/L1crm8yRJXNlxRMCxAdk3If7F162Rx99NKKPm7wVnEyXgn+408fIJtfJhvcuz+YxCcInSyF4x/DIgmw2E1rKWI769X/Qlb6M9ZgwYY1ZLF2yNO3jjw/Wx6lSpd/pO9VtZrGYI0B8QlbAk0Y+9x+ANP5JI2AkyB3Nbbfdpo8tY04QOPZGro/tnd+9997rHINFpGJD5h1zezHKJh1SfvzxR7NYulat2qAqV257+t/eZ06lL6PMly0LvaFbpnGX0e1ueMiodxn9Ho8IEB+Rkc/Si8f9hyCPVH777TezmBX5Zuw2qGfLlk0tWLDALJJU5PzlOsj1kOsSzp2DuwYLi0hFn7Q/FSxYUP+bufLKK9WiRYvMYumS2ZPz5btB5c1bVV177cuqZs1hzjxXoRo5coUzr5YbHs2ajQ15Zt9oIkB8Rhr7pNHP/QchjYHSyB4J3qner7vuuog+Jkskct5y/u61CGXKdpOMXnefudeuXdvcjQw0cuRIlSNHDv17vPXWW60G4Xbr1k2vBHrBBdep+vU7qSNHQqv0pbG8a9eZOjhkk5l+46GnVVoIEB+SRj/vkqpSQbVv394sZqV69er6uPfff3/SPXKR85Xzdq+BXI9wTJs2TR/ro48+Mncjg8ia9TJo0732NWvWVEePHjWLpUlmXm7cuLE+hmxvvtkm5EeZcofx8ss/6eCQtUVGjAh+HrVYIkB8TBoBpTHQ/cv99NNPO42F4di7d+/pW/Rr9TFlDYtk4l2zQ66DXI9weBeRGjdunLkbESZfrurUqaOvuYRIhw4dzGLpkt97lSpV9HGkJ17//v3NYunauvWAevLJf2b2lVUNf/tts1ksbhEgPieT9Lmj1GWTxsJt28LrzSEDF91pO2Sz+QeYiOQ83XOW85frEK6GDRvqY27Z8s8a2Ii8nTt3qgoVKujrLY93hw4NfdnY1atXq+uvvz7g78KMGTPMYulatGi7s266Gx6PPjrYWVc9kRAgSUAaBaVx0P0LL42G0ngYDhmp6zaqy/bOO++YRXxFzs89VzlvOf9IcBeRuvTSS81diKBly5bphdJku/zyy9WcOXPMYumaMmWKniNOtuLFi6v169ebxdI1duzveu1z2V544Ue1f3/oM/vGGgGSJKRxUBoJ3b/40nj4ww8/mMVCIl0ds2TJoo/ZvHlzs4gvyHm55yjna9PFMzUXXnihc9xKlSqZuxAh8mjQvc6ySW+3zZtDf0wknSXcKWdku++++0IeOCrNI19++VtAY/m7705XJ0/GfmJEGwRIEpFGwho1auh/APL8VxoTwzF27NiAaR/k+bLM7eQHch7e5+VynnK+kSLfXN1jv/jii+ZuRMD06dN1DynZHn/8cXXo0CGzWJpOnTqlWrRooY8hm3ypkJ+HQnpmyRxWbnDI3FaDBi02iyUUAiQJyeMY73QNUkmGOl2Dl/Qkcpdjla1MmTLqjz/+MIslFPn8ch7uOcn5yXlGkncRqZ49e5q7EQFff/21vsayxHCoPaQOHDgQMFWQ3IHY/K62bt1x+o7ldVW06FtOeFSo0Ef98kvirH2eGgIkSUnjoffO4fbbb3fWVbclz5PlubJ7PHmmn6i9iuRzy+d3z8X2eXl6vItIzZo1y9yNCJBu1z169FA//fSTuStdGzZsUCVKlNC/I2n7kKWjQzVv3jxVqNC1KleuUqpgwRrqnnu6qTVrdpvFEhIBksTMSl8aGaWx0Zb07pJn+e7x5C5Hur0mypK48jnl83rvzuR8wu21lhrvIlLyTRfxY+bMmc7ibO7fAxk4+vvvv5vF0jVs2DDd2SRLlotP34W8oHbv9s/vmgBJctKYKI2K7j8UaWwcP36KWSxo8o1PJgf0VsL58uWL2Gj4jCKfTz6nN/zkPDJyoKS7iJQEN+LHN998o6epkU0WabP5EiRLHHsHK8pM2ceO2T8qjkcECJxGxccee8z5S54166Uqb96Kql+/SWaxkMjcQFdffbX+xyObPCazeQSQkeTzyOfyfk753PL5M5J3EamHH37Y3I0YkPaRt956K+DvwgsvvOCMOA+FdFapVauWPoaEyPvvv28W8wUCBA75x9O27Tvq4ovLqCuvfEYVL/7u6b/04XUvlHXCW7ZsGdD1UTaZq2vSpPACKlzy/t45w2STzymfNxrrv3sXkZJKC7ElX6KqVaumfyfSc8tm1ukdO3bosT2ySXd5mSnbrwgQBBg2bLq66aYOuqtho0ajnYVtwiGVpTtluXcrUqSI6tSpU9RGYMv7yPvJ+5qfRT5fuIMrQ+FdYyXeH+/5nTzGLVWqlP59SI87m0b3xYsXq0KFCunjyCzLfp+1mgDBGWThGlnAxg2Rxx4brP74Y59ZLGS//vprikEi3/buuusuZ+6uJUuWmC8LixxPjivH944H8AaHfK5oa9Sokf4MMg0/YkNm5PWOLJfHl0uXLjWLpWv06NFndGWXdUb8jgBBirZsOaCqV/9nkrfKlfs6C91EgqxRUr9+/YA5urybNGY/8cQTql27ds63c7kzSG+mVNkv5aS8vE5e720U927yvvL+kVorJVgykaWst+2dzVc26eaJ6JPfhbezh8yTJfNlhUpWBPVOWvrkk09G5TFoPCBAkCqZZvqll8bqEJFppmXBm0iR5859+/Z1usqa7SSpbTI+Qx4TuJt3vEZamxxf3kfeL9SRyOGS+ZNken3vdBreTZ6TyzdhRI/ZQ0raLUKdQUEa1+WLiHsMCSP58pJMCBCkSRa06dw5cKGbLl1mRnyhGxkHIXNMyZQebvfWcDc5jhxPjhvtcRayQmHr1q0DJrH0buXLl1f//ve/9Z8jMa0M0pdSDymbaWRk4bbKlSvr48hyxN9++61ZzPcIEATl+++XO3cgbojInUlGLrUpj3vcR1Jt27Z1+tDLP3zpOSWbrPnu/r/8XPZLOfeRV7jrntiQHjifffZZwBQo3k0a72VKeBnh7JI/e78J+2kusXgjE4pGoofUypUrA9bEkUelsWhHiwcECII2Z85mpy3EDRFZCEcWxElmElQSWjJfUkqP4XLnzq2aNm2a5vTv5rQyts/ikbpI9ZCaMGGCypUrlz5OyZIl1caNiT+nlS0CBCGR3ljSK8sNEemtJb22ks3UqVNVvXr1UmzXkFHM0ogvkyUGO0nl3LlzIzqtDP4hPaS8HTZuueUWqx5SX375ZUBPPhkAevDgQbNYUiFAEDJZ+EYWwHFDRBbGGTMm9HmCEo08upAZXVNr15AR7V999ZX1MrcpTSuTqBNSxovOnTuf0UMq1MebMp2NtJN4f9cyzU2o07n7EQECKzJC/b33pgc0rn/xxW/Ogjl+Io+SpF1DvrWagSGbtGvI9Pg2q9KlRHqIyZoV7vHlG6+8P0IjPaTkDtG9jrY9pPbt26fuuecefRxZUEymiMffCBCEZfDgJc7COG6ItGw5/vQ3vNDmDoo3x46dPH1HNVc9/XQLlTVrjjNCQ9o1mjRpkmENpzKtjNzpeN/TZk6mZCU9pLyzQtv2kJLODt6ecvJ7j/SaMImOAEHYZGGc22/vo0OkVq3haseO6I61iIR587aqDh2mqooV+6jrrmul8uatqrJl+3sworRryFxJsgxwsO0a4ZLpTiIxK2wyke7ThQsX1tdMekil1YEhLTVr1tTHkSBZu3atWSTpESCICFkg56GHBukQqVp1gFq+PP57Em3YsNd59PbAAwMDHseVKPGBKljw6dPn8YyzAp1tu0a4fvnll4isS5EMIt1DShrN5dGX9LCTR1k4EwGCiNmz54iqX/8HXQnfdlsvNXFi/H1r27tXut4uVc8+OyIgNNztkUe+PR0ac9WmTfYrNEaStK9EYmU8P/viiy8ypIdURq4H4wcECCLq+PFTql27yboyLl26hzN+JNakXWPChDWqefNxqmzZf9ps3O2OO/qqTp1+VosXbzdfGhdkJL13Di0ZcyI9vpJdSj2kXn/9dXpIRQkBggzRt+8CJzykch4/fo25O2rmz9+qOnacpipV+vqM0JDux9LoP3XqenXiRPxXOFIpvvLKKwGVpfw5WStLs4dU1qxZ6SEVZQQIMox8m5fK2ctbgU+evC5gX0rcsqGQwY5ffnlmu4a71as3Ug0btswZz5KI5M7DO+pd7kz2799vFvO1NWvWqKJFi+prID2kpk+fbhZDBiNAEFXeivzhhwc5j7zSEmyAuO0adep8f0ZgyCbtGj16zFWbN/ujopUZfr3rWBQvXjxiY1HinXSllcBwz50eUrFDgCCq3Aq9WrXvnP8OGJD2KoDpBYjcxbzySsrtGjJvlyzLu2hRfLZrhEt6Y0mvLLcild5a0mvLz+QRlQzmc8+5atWq9JCKIQIEUeVW7jNm/OH8V8ZcyN1DatIKELnjMEND2jVeffV/p7+hr0v37sYPpHtxlSpVdIUq40Zk/IjfSDuPTB/inqdszZo1o5dUjBEgiCpvIDRtOsb5f+n9lJq0AmTo0H8CpG7dv9s19u1Le+VCP5IR6t4lcmWTkewyot0PpDuudMt1z02668oYDcQeAYKo8gbC2rV7nGlQZJP/T0laASJkJmC/tGuES+bM8o6FkDm1or36YqTJQEAZEOiekwwUnDhxolkMMUKAIKrMQJC7D/mz3I2kxCyPtMnsvd4p5mV2X5nlNxHJXGPede1lESeZERnxgwBBVJmBII+c3DEaMqeWySyP9Mk6IrKeiFvxyjojc+bMMYvFNZn8UCZBdM9Blo/dvXu3WQwxRoAgqlIKhG++WeT8THpmmWutp1Qe6ZNp6GVlQ7cClhUPZeXDRCDTrsscVO5nr1+/PjMRxykCBFGVUiDIKHAZpyE/HzJkacC+lMojODJrsKyx7lbEsva6rMEerw4fPuws+OR+XlkIqkuXLmYxxBECBFGVWiDIiHX5ucxJdeDAMf3z1MojeB988IETHm7FLNOUHz0aX73VZInZMmXK6M+YM2dOZylaxDcCBFGVViA0ajTa2de160z9s7TKI3gjR45UOXL8szjWrbfeqrZvj48BlvPnz1cFChTQn61QoUJq8eLFZjHEIQIEUZVWIKxevcuZgFFGlW/c+Pfo4rTKIzQLFy5UBQsW1BW1rO2+aNEis1hUjRgxIiDYypUrp3bs2GEWQ5wiQBBV6QWCzJwr+2U0uUivPEKzbdu20wFdVlfYF1xwgfrxxx/NYlHx/vvvBzxaq1WrVtw9WkPaCBBEVXqBsHv3Eb087ty5W9Itj9AdOXJEPfXUU7rilsbqjz/+2CyWYY4dO6Zq166t319C5N133zWLIQEQIIiqYAKhX7+FTpkaNYYFVR523n777YDusnXr1s3w9d6le3H58uX1e2bPnl0NHz7cLIYEQYAgqoIJBJkE0bu+enrlYW/w4MHOGBG3Qq9YsaLatWuXWSwili5dqq6++mr9XldccYWaN2+eWQwJhABBVAUbCJMmrSNAomT27Nkqf/78umIvXLiwWr58uVksLGPHjnW65rrvUbp0abVlyxazGBIMAQJAbdq0Sd144426gr/ooovU+PHjzWJWPvnkE6edxT12tWrVnEGDSHwECACHTJv+yCOP6IpeZvb973//axYLmkw/0rBhQ308aW9p06aNb6aZBwECwEMq91atWulKX7amTZuGvHCTTHx4xx136GPIQlcDBw40iyHBESAAztCvXz+VNWtWHQB333130EvHrlq1ShUpUkS/Nm/evGrmzH9mF4B/ECAAUvTzzz+ryy67TAdB0aJF1Zo1a8xiASZNmqQuvvhi/ZoSJUqoDRs2mMXgEwQIgFStW7dOFStWTAfCpZdeqqZOnWoWc/To0UNlzpxZl33wwQfVgQMHzGLwEQIEQJr279+vqlatqoMhS5Ysqk+fPnq/tI+8/PLLer9sr776qjp16tQ/B4EvESAA0iUh8dJLLwWERMuWLdXevXvVvffeGxAuvXv3Nl8OnyJAAASte/fuAY+pJDCCebwFfyJAAIRk4sSJAQ3lsl1//fVq9erVZlH4HAECIGTSxuENEFYPTE4ECICQyJoi3nmtZCtZsiSN5kmIAAEQkueeey4gONz/l/YRJBcCBEDQ5syZo1cRlNHmMrDQnQ4+d+7cTq8sJA8CBEDQbrvtNn3HMWbMGOdnbdu21T+T8SBIHgQIgKAMGjRIB4UMLHQdOnRIFShQwPm5dPFdsWKF51XwMwIEQLokJAoWLJhqSHjDRQYWIjkQIADSFcxjqnLlyp3xeAv+RoAASJPMputtKN+zZ49ZxOFtYL/uuuvU8ePHzSLwGQIEQJqefPJJfWeRXlddbxffzp07m7vhMwQIgFRNnz7dWYpWAuGGG25Id7Cgd5ChrKu+Y8cOswh8hAABkCIJi5tvvlnfUUyZMsUskqIPPvhAv6ZBgwbmbvgIAQIgRV999ZUOgscff9zcnapjx46pa665xnndOeecoxYsWGAWgU8QIADOIOuf58mTxwmB8847z1mZMBQjR47U4VOxYkVzN3yCAAFwBu9su2+++aa5OyhVqlTRxxgyZIi5Gz5AgAAIsGrVKr1Q1OWXX64OHjxoFgnKkiVL1Lnnnuscp1ChQurIkSNmESQ4AgRAgAceeEDfOfTv39/cHZKmTZvqY3Xo0MHcjQRHgADQxo0bpyv8smXLqr/++sssEpJdu3apSy65xDlejhw51KZNm8wiSGAECADHiRMnVNGiRZ3KXkaU//rrr2YRK926ddOhVLNmTXM3EhgBAsDx6aef6oq+du3a5m5rJ0+eVMWKFXOOK4MSZ86caRZBgiJAAKg///xTXXzxxfpR05YtW8wiYZkwYYIOpzJlyoT9aAzxgQABoBo1aqQr+HfffdfcHREPP/ywfo++ffuau5GACBAgyS1atEh3t7366qvV0aNHzSIRsXr1apU1a1bnffLnz68OHDhgFkGCIUCAJHfHHXfoO4Phw4ebuyPqtdde0+/VqlUrczcSDAECJLERI0boCr1y5crm7ojbv3+/ypcvn/N+2bJlU2vXrjWLIIEQIECSkkdV8shKKnOZ9FAeZUVDnz59dGg9+uij5m4kEAIESFLvvfeershfeOEFc3eGkR5YpUuX1u89adIkswgSBAECJCHppnvBBRc4FXiuXLmcbrzRNGPGDL1QVfHixZ2xIkg8BAiQhJ599ll9B/DJJ5+Yu6Pi6aef1p/hv//9r7kbCYAAAZLM7NmznalKpOKWqUtkCpNY2Lhxo8qePbvzOS699FK1e/duswjiHAECJBFpf/jPf/6jv/n/9NNPZpGoat++vf4sL774orkbcY4AAZLIgAEDdIV9//33m7uj7vDhw+rKK690Pk/mzJnVsmXLzCKIYwQIkCRkYagrrrjCqaxlwShZOCoeDB48WIfa3Xffbe5GHCNAgCQhS9O6FXWLFi3M3TFVoUIF/dlGjRpl7kacIkCAJLB+/Xp13nnnORV0njx51L59+8wiMTV//nzdsH/ttdeqY8eOmUUQhwgQIAlUq1ZNf8Pv2bOnuTsu1K9fX3/GDz/80NyNOESAAD43depUXTHfdNNN6tSpU2aRuLB9+3Z14YUXOp9T/it/RnwjQAAfk7AoWbKkUynLyO9p06aZReLKRx99pMOuXr165m7EGQIE8LHu3bvrCrl69erm7rhz/Phxpw1EPq+0icybN88sgjhCgAA+tXfvXnXZZZc5lfH555+vNmzYYBaJSz/++KMOvfLly5u7EUcIEMCnmjdvriviNm3amLvj2j333KM/+7fffmvuRpwgQAAfWrFihTNYUCrgAgUKqEOHDplF4try5cudkeny+WWkuoxYR/whQAAfuvfee/U3+IEDB5q7E0KzZs30Obz99tvmbsQBAgTwmTFjxuiKt1y5cs4Eioloz549ziy9bhvOH3/8YRZBjBEggI9IL6brrrvOqXSlF9OcOXPMIgnliy++0GH41FNPmbsRYwQI4CNdunTRFW6dOnXM3QlHViosUaKEcz4yjuXnn382iyCGCBDAJ3bu3Kkuuugip7LNmTOn2rp1q1kkIU2ePFmHYqlSpeJ2JH0yIkAAn2jQoIGuaDt16mTuTmiPPfaYPrfevXubuxEjBAjgAwsWLFDnnHOOU8Fec801vpvNdu3atSpbtmzO+eXNm1ft37/fLIIYIEAAH6hYsaL+hj5y5Ehzty+88cYb+hxbtmxp7kYMECBAghs6dKiuWKtUqWLu9o0DBw6o/PnzO+eZNWtW9fvvv5tFEGUECJDAjhw5oq666iqnUj333HPVkiVLzCK+0q9fPx2WDz30kLkbUUaAAAmsQ4cOukJt0qSJudt3ZFDkLbfcos95/PjxZhFEEQECJKhNmzY5I7SlIs2VK5ezLOy6det8v40YMcIZEyLnXaRIEXXixAnz0iBKCBAgQRUrVkx/E0/mjYWnYocAARKUu9ZHsm+VKlUyLw2ihAABEpQ8snrwwQeddT/atWuXdFvDhg3VE088oXbv3m1eGkQJAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACv/B2eX4belElqNAAAAAElFTkSuQmCC)
PN: 3H37-3-90
CAS: 1427010-15-8
Molecule Weight: 212.175
Formula: C10H7F3N2
![[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]acetonitrile](data:image/png;base64,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)
PN: 3H37-7-07
CAS: 157764-10-8
Molecule Weight: 220.58
Formula: C8H4ClF3N2
![2-[5-(Trifluoromethyl)pyridin-2-yl]ethan-1-amine](data:image/png;base64,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)
PN: 3H30-3-86
CAS: 885277-36-1
Molecule Weight: 190.169
Formula: C8H9F3N2
![2-[5-(Trifluoromethyl)pyridin-2-yl]ethan-1-amine dihydrochloride](data:image/png;base64,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)
PN: 3H30-7-27
CAS: 1187932-37-1
Molecule Weight: 263.09
Formula: C8H11Cl2F3N2
PN: 3H32-3-9Q
CAS: 31181-54-1
Molecule Weight: 161.127
Formula: C7H6F3N
![2-[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]malononitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACHRAAAh0QH7YTOPAAACLnpUWHRtb2xTb3VyY2UAAHichZRbb6swDID/ipXn01wIt1alU9Wp0qTtPJxt0nk7SiHtkIBMQG///jjQdaV0tKI42P6cxHYyfTjkGex0WaWmiIignIAuYpOkxSYi72/LUUgeZtMYndCxqCLyUdefE8b2+z2NP3SuDqagsclJa58cqrTjs5fUlBvmcC7Y35fn14YZpUVVqyLWSFXppGqUzyZWdbOKH6ZguSp3acFad5aXuzbaP4fbh9NDlZDvvSzQNkcU1mmmYW3KXNWwczjFh/+CjS50qWqdwOqIakld3Pts+vJo4m2uixqHNkIaq+y1LrcxKnKT6XiLwXDw9BiRXCCgapPPy1IdwY6sWglQDigJygXlgfJBBaBCUGNQguMf7QIdBHoIdBHoI3zMe6btxG/HTx2RJSxgCfa9gN/Nu5XNOIMFZs6x9ZJSBnASI7s3X4JDw+Bb61DfD9wv0SVOStw6x5Uhz/EHo5P15ieBI07sUTlGk6Sh1xMOlQKFoJ7LL4JyGgRWnswjSXnYyoa6/r7C2miYb3ZO+Gy6MkVyMYQ0ichKkKYSf/S6ck7FIGDKRJeYLxvAul4CThewpRsGZA9whwG3B3jDgNcFbBOdgfktwO8CtuWGgaAL2AYdBsIuYNt5eA/jLtA0/zBh7Z3SNYflzMibjOhPc6fe4qrg7Vm8M43sbV+4wwkTV1Vvj/qdpXk3mDulF36vWW4j7OK4sK+7DIe9e45dXIIMr/7Zf6uxx+WhPKA5AABGuElEQVR4Xu3dCfwV8/7H8ZB2JWULoYjcbm62LMmSLLnc7DdL1hDC5ZL9xpUie6IkFSqpJFJIEhWlhDZpT4n2fa/v//c+/ufc8/vOmfmd3/nNnG1ez//j+3D//WbOMt8z3/eZz5n5TikDAEAKStn/AABAMggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIECBOt5tLpdSAMOKTD8SxgyHZBoQRn3wgjh0MyTYgjPjkA3EIBSB57CVAHAIESB57CRCHAAGSx14CxCFAgOSxlwBxCBAgeewlQBwCBEgeewkQhwABksdeAsSJD5BkGxBWfPqBOHY4JNOAsOLTD8SxwyGZBoQVn34gDsEAJI+9BIhDgADJYy8B4hAgQPLYS4A4BAiQPPYSIA4BAiSPvQSIQ4AAyWMvAeIQIEDy2EuAOAQIkDz2EiAOAQIkj70EiEOAAMljLwHiECBA8thLAAApIUAAACkhQAAAKSFAAAApIUAAACkhQAAAKSFAAAApIUAAACkhQIAibNu60axaMsPs3LHd/hMQagQI4GHzhpWm30O1IlemD33hLGN27rQXAUKLAAE8zJ00sND0JmuXzbUXAUKLAAE8zBrfp1CArPptur0IEFoECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHggQwB0BAnggQAB3BAjggQAB3BEggAcCBHBHgAAeCBDAHQECeCBAAHcECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHggQwB0BAnggQAB3BAjggQAB3BEggAcCBHBHgAAeCBDAHQECeCBAAHcECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHiaN6mPuPr9UrP2+kAABoggQwMMXw/qYc44uFWsL5hIgQBQBAnj4YGAfU7N6qVibNZMAAaIIEMBDnz59TKlSpWJt+nQCBIgiQAAPBAjgjgABPBAggDsCBPBAgADuCBDAAwECuCNAAA8ECOCOAAE8ECCAOwIE8ECAAO4IEMADAQK4I0AADwQI4I4AATwQIIA7AgTwQIAA7ggQwAMBArgjQAAPBAjgjgABPBAggDsCJIfF32q1OA3JI0BKxv7sJduQG+ipHGbvdMk2JI8AKRn7s5dsQ26gp3KYvdMl25A8AqRk7M9esg25gZ7KYexwwSNASobPaH6jV3MYO2fwCJCS4TOa3+jVHMbOGTwCpGT4jOY3ejWHsXMGjwApGT6j+Y1ezWHsnMEjQEqGz2h+o1dzGDtn8AiQkuEzmt/o1RzGzhk8AqRk+IzmN3o1h8XvnMk2Lzu2bTFrl8/LaFu9bJ5Z/vs8s2TxPPPrwnlm3rzMthdffLFQgIwYMcKxTCbaooJt83vBNlpRsK3WLHNux3S1dcvn2x+jQuzPXzINuYPeymH2jpdMczP7u3fNG7eVdSyf7tbpmlLmlqalTJN6pczB1f83cNP+13bdpZSps38p06xBKXPneaXMyzc4t2M6W+979zbL5k+0P1IR9rLJNOQOeiuH2TteMs3NoCePcSybiUaAFN2yLUDURve+0f5IRdjLJdOQO+itHObnTvfV2zc7duRMNAKk6JaNATJ9dFf7IxURvwzyD72aw/zcOXfs2GZmTehrJn7ULqNt7PvtzEdvtTO9X21nXnimnWnXLrPtkksuKTR433777Y5l0t0eL2idn21n+nRtZ4a/086MH+Lcjulqk4Y+YX6d+on9cYrx8zOK7EOv5jB2zuBxFlbJ8BnNb/RqDmPnDB4BUjJ8RvMbvZrD2DmDR4CUDJ/R/Eav5jB2zuARICXDZzS/0as5jJ0zeARIyfAZzW/0ag5j5wweAVIyfEbzG72aw9g5g0eAlAyf0fxGr+Ywds7gESAlw2c0v9GrOYydM3gESMnwGc1v9CrggQAB3BEggAcCBHBHgAAeCBDAHQECeCBAAHcECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHggQwB0BAnggQAB3BAjggQAB3BEggAcCBHBHgAAeCBDAHQECeCBAAHcECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHggQwB0BAnggQAB3BAjggQAB3BEggAcCBHBHgAAeCBDAHQECeCBAAHcECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHggQwB0BAnggQAB3BAjggQAB3BEggAcCBHBHgAAeCBDAHQECeCBAAHcECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHggQwB0BAnggQAB3BAjggQAB3BEggAcCBHBHgAAeCBDAHQECeCBAAHcECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHggQwB0BAnggQAB3BAjggQAB3BEggAcCBHBHgAAeCBDAHQECeCBAAHcECOCBAAHcESCABwIEcEeAAB4IEMAdAQJ4IEAAdwQI4IEAAdwRIIAHAgRwR4AAHggQwB0BAnggQAB3BAjgYtmyZeaUU04pFCBt2rQxmzdvthcFQokAASxbt241L774oqlatWqh8Ii2Qw891AwcONBeDQgdAgSI88knn5gjjzzSERqJ2umnn25+/PFH+yGA0CBAgAIzZ840559/viMk1GrVqmWuu+46s9deezn+tttuu5lbbrklUu4CwoYAQaitXr3a3HvvvaZMmTKOcNhjjz1Mhw4dzJYtWyLLrlixwtx2222mdOnSjmVV7nrhhRci5S8gLAgQhNKOHTtM9+7dzd577+0Ig1133TVyxLFkyRJ7tYgpU6aYJk2aONZTU/lr+PDh9ipAXiJAEDqjR482DRo0cAz+aieffLKZMGGCvUpCgwcPNrVr13Y8hprKYSqLAfmMAEFozJ8/31x++eWOwV7twAMPNO+88469SpFU3lKZS+Uu+zFVFlN5TGUyIB8RIMh7GzZsMI899pgpX768Y5DXvz366KNm/fr19mrFonKXyl4qf9nPoTKZymUqmwH5hABBXtNRhY4u7EFdTUcjOirxk8pfKoPZz6WmspnKZ0C+IECQl7wG8r/97W+BD+TpDi4gEwgQ5JVsKiWpdKbymFfpTMsAuYoAQV7I5h+zg/jxHsgGBAhyntfptM2aNcua02n9On0YyBYECHLW1KlTc+6CvpJcwAhkGwIEOcdrSpE999wzJ6YUKc4UKkC2IkCQM7Zt22Y6d+6cV5Maek3iqLKcynNAtiJAkBNGjBhhjjrqKMcgq5YP06qr3OY2jbzKdJp/C8g2BAiy2qxZs8yFF17oGFTV8u3GTiq7qfyW6EZWKtepbKfyHZAtCBBkpTVr1pj7778/4W8ElSpVMk8++WTe3lpWZTiV41SWs9+7yncvv/xypJwHZBoBgqyis5R69Ohh9t13X8fgucsuu5iWLVuaxYsX26vlJZXlVJ6zt4Oaynkq6wGZRIAga4wZM8Yce+yxjsFSrWHDhubbb7+1VwkFlelUrrO3iZrKeyrzAZlAgCDjFi5caFq0aOEYHNVq1KhhevfubXbu3GmvFioq16lsp/KdvY1U5lO5T2U/IJ0IEGTMxo0bTbt27UyFChUcg2LZsmXNww8/bNatW2evFmoq36mMp3Kevc1U9lP5L11zfQEECDKiX79+pmbNmo5BUO2SSy4xc+fOtVdBHJXzVNazt52ayoAqBwJBI0CQVpMmTTKNGjVyDHpq9evXN6NGjbJXgQuV9VTeU5nP3pZqKguqPAgEhQBBWvzxxx/mxhtvTDjNevXq1U3Xrl3N9u3b7dWQBJX5VO5T2c/etioPqkyociHgNwIEgdJ8Ts8884ypXLmyY3DbfffdzV133WVWrVplr4YUqOyn8p+9ndVULlTZEPATAYLAfPjhh+bwww93DGZq55xzjpkxY4a9StZYuXKlmTdvXqR9+eWXkdKa/hv9N/09W+m1qhxob3M1lQ9VRgT8QIDAd9OnTzdNmzZ1DF5qderUMUOHDrVXSTuVfcaPHx+5mZPKP7rhk+7Vkeg0Wa+m5bWe1tfj6PH0uJk+e0zlQJUFVR60X7PKiConqqwIlAQBAt/oW/mdd94ZKU3Zg1aVKlXMs88+m7Fp1jWga8LCtm3bmhNPPDHhVPB+Nj2+nkfPp+fNVKCoPHj33Xcn7BOVFVVeZNp4pIoAQYnp2+6rr75qqlWr5hikNJ/TTTfdZJYuXWqvFjhdM/Hcc8+Zk046KfDAKKrp+fU69HoyMRWLyoXnnnuu43WpqcyociNQXAQISmTkyJGmXr16jkFJrXHjxub777+3VwmUrsZ+8803I1OgJzrjy63pVNgzzzzT3HrrrZGzltq3b2969eoVaR999FHkdwX9N/pv+ruW0/Jaz+1U2kRNr0uvT68z3VePq3yoMqL9mtRUdlT5EUgWAYKUzJkzx1x00UWOQUjt4IMPNv3797dXCZRuzKQjnXLlyjlej93q1q1rWrduHTkr6YcffjDr16+3Hy4lehw9nh5Xj6/nsZ/bbnq9et3pvG+7yogqJ6qsaL8eHSm1adMmq08SQPYgQFAsa9euNQ8++GDCaw4qVqxoHn/8cbNp0yZ7tcB89913kVNXvY42NMWHpkdXqKX7h2M9n55Xz59ohuFo0+vX+9D7SReVFRVeiaaNVzmyS5cuXJsDTwQIkqKrnlW62X///R2DjdpVV11lfv31V3u1wGgqD5WB7NcRbQozzRn1ySefZM0gqNeh16PXpddnv+Zo0/tK58zDKjOq3Gi/DjWVJ1WmBBIhQFCkcePGmRNOOMExuKgdf/zxZuzYsfYqgdE3+uuvvz7hZIJqxxxzjOnTp0/WX3mt16fXqddrvwc1vT+9z3QeMelISeVH+7WoqVypsiUQjwCBq0WLFpmrr7464WC93377mZ49e6ZtmnXdgU+3e01Ut1c766yzcvYGS3rdev32e1LT+9X7TtcdCFV+fOKJJxIeIalsqfKlypiAECBwKGoQeeCBB9I6iOiHabczvS644AIzceJEe5WcpPeh92O/RzW9f22HdFE5UmVJ+3WoqYypcma6vjwgexEgKOS9994zhxxyiGPQUGvevLmZPXu2vUqgdP/vRD/YH3HEEebTTz+1F88Lel96f/Z71nbQ9kgnlSdVprRfi5rKmipvIrwIEERMnjzZnHbaaY5BQk3ffj///HN7lUAtX7484bfxPfbYI3L1dKauaE8XvT+9T71fextou2j7pIuONFSuVNnSfi0qb6rMqXInwocACTmdynnDDTd4nsqZrvp7lL71HnDAAY7Xc/bZZ2fkKu5M0vvV+7a3hbZPOk9eEJUtVb5MdESocudjjz2W1lO4kXkESIjpZkSJfiDXxWR33HGHWbFihb1K4AYNGmTKly9f6PVoHid9Gw9rzV3vW+/fns9K20nbK91UxlQ50/7cqOn+7FOmTLFXQZ4iQELssMMOcwwAOhto2rRp9qJp0blzZ8eRUO3atc2ECRPsRUNJ20HbI377aHtpu2WCypqJTm64+OKL7UWRpwiQEIu/BkHfHIcMGWIvkhb6hn3fffc5BqJmzZql9WyvXKDtoe1ibyttv0wcoeniSJ1mHP9aND8YwoEACbH4u9fprJ9MadWqlWNA1BQb2XIFebbRdtH2sbeZtmMmbNiwodDr0ESTCAcCJMTiA+TII4+0/5wWiY48NJ8WiqbtZG87bc90I0DCiwAJsUwHSIcOHQoNPKrn9+jRw14MHrS97N+NtF3TiQAJLwIkxDIZILrdavygo9atWzd7MSRB283eltq+6UKAhBcBEmKZCpBhw4Y5vjV37NjRXgzFoO0Xvz21fbWd04EACS8CJMQyESALFixw3Pr2/vvvtxdDCrQd47ertrO2d9AIkPAiQEIs3QGyZcsW07Bhw0KDzbXXXmsvhhLQ9ozfvtre2u5BIkDCiwAJsXQHiG6VGj/QHH300Vl/345co+2p7Rq/nbXdg0SAhBcBEmLpDBBNuRE/yOg+F7NmzbIXgw+0Xe37pgQ55QkBEl4ESIilK0BWr15d6Fa4mn8ryAENfwZ2/Dxn2v7qhyAQIOFFgIRYugLktttuKzTABF1SwZ/skqH6IQgESHgRICGWjgAZP3682XXXXWPPc9BBB5l169bZiyEA2s7a3tFtr35Qf/iNAAkvAiTEgg4QzdnUoEGDQoPL4MGD7cUQIG3v+O2v/vB7jjECJLwIkBALOkDsq80vvPBCexGkgbZ7fD/4fZU6ARJeBEiIBRkguiVr/L3Vdce6dFzUBidtd23/aF+oX/y8JTABEl4ESIgFGSCa5C9+UNGtUJE52v7x/eHnpJUESHgRICEWVIDoHurxd87Tt1/dex2Zo+0ffxSi/vHrXvcESHgRICEWVIDoXuvxA8q9995rL4IMUD/E94v6yQ8ESHgRICEWVIDUr18/9rjly5c3S5YssRdBBqgf1B/RvlE/+YEACS8CJMSCCJDvv/++0GByxx132Isgg9Qf8f2j/iopAiS8CJAQCyJA7rrrrkKDyeTJk+1FkEHqj/j+UX+VFAESXgRIiPkdIDo1dO+99449pmaFRfaJn61X/VXSU3oJkPAiQELM7wAZMmRIoYHk+eeftxdBFlC/xPeT+q0kCJDwIkBCzO8Aufzyy2OPV7p0afP777/biyALqF/UP9G+Ur+VBAESXgRIiPkZIDt27Ch0q9rzzjvPXgRZRP0T7Sv1m/ovVQRIeBEgIeZngNhnX73wwgv2Isgi6p/4/irJ2VgESHgRICHmZ4A8++yzhQaRH3/80V4EWUT9E99f6r9UESDhRYCEmJ8BEl8S2WeffczOnTvtRZBF1D/qp2iflaTkSICEFwESYn4FiE4DrVSpUuyxrrjiCnsRZCH1U7TP1H+pns5LgIQXARJifgXIlClTCg0gft9vAsGw79eifkwFARJeBEiI+RUgAwcOLDSAjB071l4EWUj9FN9v6sdUbNiwseAIpnasder0qr0I8hQBEmJ+BYi+ccYPRMuXL7cXQRZSP/lx5LBx42az//5/j7WXXupvL4I8RYCEmF8Bcs0118Qep3r16vafkcXUX9G+Uz+mYtOmreaII+6Lta5dR9qLIE8RICHmV4CccMIJscdp1KiR/WdkMfVXtO/Uj6nYtGmbOfbYbrHWo0fq15QgtxAgIeZXgFStWjX2ODfccIP9Z2Qx9Ve079SPqSBAwosACTE/AkRTYOyyyy6xx3nkkUfsRZDF1F/RvlM/pjKlCQESXgRIiPkRIGvWrIk9htrTTz9tL4Ispv6K7z/1Z3ERIOFFgISYHwGyaNGiQgPQq69yCmcuUX/F95/6s7gIkPAiQELMjwCZMWNGoQHo7bffthdBFlN/xfef+rO4CJDwIkBCzI8AmTBhQqEB6IMPPrAXQRZTf8X3n/qzuAiQ8CJAQsyPAPnyyy8LDUCfffaZvQiymPorvv/Un8VFgIQXARJifgQIRyC5jSMQlAQBEmJ+BAi/geQ2fgNBSRAgIeZHgHAWVm7jLCyUBAESYn4ECNeB5DauA0FJECAh5keA2FeiP/roo/YiyGLqr2jfcSU6iosACTE/AkTi58K68cYb7T8ji6m/on3HXFgoLgIkxPwKEGbjzV3MxouSIEBCzK8Aib8fyN57723/GVlM/RXtu9TvB0KAhBUBEmJ+BciTTz4Zexy1FStW2IsgC6mf4vtN/ZgKAiS8CJAQ8ytABgwYUGggGjdunL0IspD6Kb7f1I+pIEDCiwAJMb8C5Keffio0EHXv3t1eBFlI/RTfb+rHVBAg4UWAhJhfAbJlyxZToUKF2GNdddVV9iLIQuqnaJ+p/9SPqSBAwosACTG/AkTOPvvs2GPVqFHD/jOykPop2mfqv1QRIOFFgISYnwHSsWPH2GOpTZ8+3V4EWUT9E99f6r9UESDhRYCEmJ8BMn78+EID0iuvvGIvgiyi/onvL/VfqgiQ8CJAQszPANm+fbupUqVK7PEuuugiexFkEfVPtK/Ub+q/VBEg4UWAhJifASLNmzePPV65cuXMqlWr7EWQBdQv6p9oX6nfSoIACS8CJMT8DpB+/frFHk+tW7du9iLIAuqX+H5Sv5UEARJeBEiI+R0gGzduLFTGYl6s7BQ//5X6S/1WEgRIeBEgIeZ3gMhNN90Ue0xNDz579mx7EWSQ+iN++n31V0lt3kyAhBUBEmJBBMjo0aNjj6nG/UGyS/z9P9TUX35o3rxfLEC++mqB/WfkKQIkxIIIkJ07d5pDDz009rjVqlUz69atsxdDBqgf1B/RvlE/qb/8sGDBatOp01gzdOhM+0/IYwRIiAURIPLcc88V+pbbqVMnexFkgPohvl/UT0BJECAhFlSArF+/3lSvXj322Pvtt5/ZtGmTvRjSSNtf/RDtE/WP+gkoCQIkxIIKEGnfvn2hb7tcmZ5Z9pXn6h+gpAiQEAsyQFavXm323HPP2OMfeOCBfOPNEG13bf9oX6hf1D9ASREgIRZkgMgjjzxS6Ftv27Zt7UWQBtru8f2gfgH8QICEWNABom+5++67b+w5ypQpY6ZNm2YvhgBpe2u7R/tA/cHRB/xCgIRY0AEib7/9dqFvv6effrq9CAKk7R2//dUfgF8IkBBLR4AIg1hmEN4IGgESYukKEJVRdt9999hz6UfcuXPn2ovBR9q+8ScxaPuXpHwYP1WJWrduE+1FXMWvh/xCgIRYugJE7B9yjz/++JTvwQ1v2q7avvHbu6QnMNgBcuqpb5oVK5KbhJEAyV8ESIilM0A0qB133HGFBrW77rrLXgw+0HaN387a7iUNaztA1Dp2/NpeLCECJH8RICGWzgARzQQbP927ZoUdPHiwvRhKQNszfrZdbW8/ZkS2w0OtYcPuZuHCNfaiDgRI/iJAQizdASIDBw4s9O14jz32MJMmTbIXQwq0HbU947evtrcf4kPg1ls/iv3vBx4YYS/qQIDkLwIkxDIRIHL77bcXGuT22WcfM2vWLHsxFIO2n7Zj/HbVdvZLfAhMm7bUHHfcn/9b/9X/74UAyV8ESIhlKkA2b95sTjvttEKDXa1atcySJUvsRZEEbTdtv/jtqe2r7ewXOwTath0R+/91ROLFXhf5gwAJsUwFiOhq6KOPPrrQoPe3v/2Nq6SLSdtL2y1+O2q7+r0d7RDQbx8nnNA99m/jxv1qrfE/9rrIHwRIiGUyQETfnONvPhUd/DgSSY62kx3C2p5BbL9EIdChw9exf2vRYqBxuzdVonWRHwiQEMt0gEii2r3KMfwm4k3bxy5bBflbUqIQ0HUgjRr1iP37xx//ErfG/yRaF/mBAAmx+ACpU6eO/ee0+f777x0hokn/ODsrMW2X+Ekqo+Gh7RgUtxB47bXvYv9+wQV9zdatOwr9XdzWRe4jQELq22+/NRUrVowNQLvttpsZMmSIvVja/PLLL45ylk5J5TqRwrQ97FN1td20/YLkFgIbNmw1Z53VO/a3Pn1+KvR3cVsXuY8ACZnFixebli1bFrrYLL6dddZZJZozqSQS1fTVdGX11q1b7cVDRe/fvsJcLV2/GXmFQL9+U2J/a9Kkt1m/fkuhv3uti9xGgISETunUbUwrVarkGITsVrp0aXPHHXeYFStW2A8TOJ09ZJ/iq6a5nebNm2cvHgp63/bcVmraTn6fbeXGKwRUtlL5Kvr3Ll0mFPq717rIbQRICAwaNMjxg2u0nXPOOebSSy+NlLDsv1WrVq1gMOhitm3bZj9koBR29sWGappd9q233rIXz2t6v/Gz6kabto+f13kUpagQGDZsVuzvp5zSwyxbtiH2t6LWRe4iQPLYTz/9ZM444wzH4KNWt25d89lnn8WWnTx5csJv/mr16tUzn3/+edwjp8eAAQMKzZ0VbbqvxfTp0+3F84ren30fFTVtD22XdCsqBHQKr07ljS7Tvv1Xsb8VtS5yFwGSh5YvX25uvfXWhEcVVatWNS+//LLrUcV7771nDjnkEMd6as2bN/dlYr7imDNnTsHAc6zjtej+FpqifP369fYqOU3vR+8r/v4p0abtoO2RCcmEgC4mjC6jiwznz18V+fdk1kVuIkDyiELhxRdfjISEPfjod43WrVtHwqUomzZtMk888UShs7SirWzZsuaBBx4wa9eutVcLjKYidxtUDzzwQNO5c+fIa85lev16H3o/9nuMhmVJp2QviWRDoHXrobHl7rvvzyPcZNdF7iFA8sQnn3wSuRjQHnzUzjzzTDNlyhR7lSItWrTIXH311QnP2Npvv/1Mz549zU63y48DoLPD3Mpsej2dOnUy69ats1fLanq9et16/fZ7UtP7zdRZcfGSDYH4iRbVpkz5I+l1kXsIkByn8//PP/98x8Cjph/O33//fXuVYhs3bpw54YQTHI+vprODxo4da68SKN3r276QLtr0w/8jjzyS9bfM1evT69Trtd+Dmt5fNt07vjghoCneo8u2avVhsdZFbiFAcpRO3/z3v/9typQp4xh8dKHZU0895WvJQ0cavXr1Mvvvv7/j+dSuuuoq8+uv7hPq+U3vXwNwojOUoq1Ro0bm9ddfN6tW/VmLzzS9Dr0evS77tUab3o/eV7pOz5WZM5ebN96YZCZOXGz/KaY4IaCJFnWzqfh1kl0XuYUAyTE7duww3bt3d0z9oaZS07XXXmt+++03ezXf6LePBx98MPJbiP38+s3k8ccfT+vvERpodX1L9erVHa8n2sqVKxc5AUCnJM+YMcN+iEDp+fS8en69Dvu1RZtev95HOoNj5cpN5r//HV1wFPl6ZHDXD99z5qy0F4sobgjodrd2eCS7LnIHAZJDvvrqK9OgQQPH4KN20kknmQkTCl/AFSSdDXTRRRc5XofawQcfbPr372+vEqgNGzaY559/3vUMsvimoygdMXXt2jUypcvKlYkHzeLS4+jx9Lh6fLejtfim16vXrdefLtu27TBvv/2jOe20no4BfsyYBfbiEcUNAU20eOqpbzoeH/mFAMkB8+fPN1dccYVj8FHTWTuZrJWPHDkycp2I/brUGjduHOgEf25Gjx5tbrzxRlO5cmXHa3JrOgI4+eSTTatWrUy7du0iTSU7Nc0RNmrUqMh/o/8WXUbLaz2vIyC76XXp9el1ptvXXy8oCP53HQO72r33fhoJl0RSCYGuXf830WJx10VuIECymL6VPvbYY6Z8+fKOQUjlkEcffTQrroPYvn27efXVVxP+IKxrUW666SazdKn3bU+DoFJav379IuWj4oRJEE3Pr9eh15POEl/UvHmrTJs2wxwDupoCZfTo+fYqQJEIkCzVp08fc9BBBzkGIrXLLrssK+eFUgnnzjvvTHi9hq6gfvbZZzM2KaJ+Oxo/frzp0KGDOfvss02FChUcr9HPpsfX8+j59Lx6/kxYu3aLee65cQl/1G7cuKfp3fuHhFOwA8kgQLLMd3O+Mydff7IpVdk5KOnWpV9++aW9StbRNBxNmzZ1vH413Xdk6NCh9ipppzPUfvzxRzNw4MDIGWv6zUKnJCeaOsWraXmtp/X1OHo8Pa6fZ8ClYseOnWbQoOmR2XHt4NCP5k88MTryOwVQEgRIlliyYYm5/rPrza537GpKnVMwONX+3yC19957R07/zNS32FR9+OGH5vDDD3cMumqaxDHdZ0QVhy7w01Gemk5e0G8g+m/037L5gkWdjvvPfw5wBIfajTcOKdjuy+xVgJQQIBm2ZccW03FyR1O5Z2VTqlvB4NquoF1d0E4sZXbff3dzzz33pPXUTr/pm/gzzzyT8DcIlbp0j4tsuU4j1y1evDYyfYgdGmrnn9/HfPppeucxQ/4jQDLog3kfmNr9av8ZHNHWpaD9q5Rp9ngzM3PeTHuVnPXHH39EzjzaddddHUGiM5h06qt+jEfx6a6AugfHSSe94QgOTa3erdtEs3lz4skzgZIgQDJg6sqppsnQJoWD4//bEf2PMMPnDLdXyRu6n7fbldj169ePlIqQHE1DNnToTHPuuW87gkPtoYdGmt9/z95SG3IfAZJGKzavMLePud2U7l7aERx79tzTPP/T82brjsycpZRuOp21Zs2ajhBRu+SSS7J+LqtM0ySF11472BEaaldfPcj88EPwt7kFCJA02LZjm+k8tbPZq9dejuDY7fXdzM1f3WyWbQrfD5sbN26MXIyX6JRaTZXy8MMPZ/WP1ZmwdKmuDRpVaMbbaGva9C0zZMjPkTOwgHQgQAI2YtEI85f3/uIIDrXTPzrd/LD8B3uV0Fm4cKFp0aKFI0TUatSoYXr37p3WaeOz0ZYt202PHt8nnB7kxBO7m5de+tasX5/ZU4cRPgRIQGavmW3+8ek/HKGhdkjfQ8yAOem/LWm2GzNmjEl090G1hg0bRuaZCqORI+eaCy7o6wgOtX/965PI7LdAJhAgPlu7da1pO76tKdO9jCM4Kr1Zyfx30n/N5u2b7dXw/3StS48ePRLe70OzDbds2dIsXuw+7Xg++eWXFebmmz9yhIbaZZe9Z8aPX2SvAqQVAeKTnQX/9+bPb5r93t7PERy7dNvFXPPFNWbRenb4ZK1Zs8bcf//9Ce93UqlSJfPkk0+azZvzM4hXrtxg2rf/KjbNenw744xe5t13p5jt23ProlLkJwLEB2OWjDHHvX+cIzjUGg5uaL754xt7FSRp1qxZ5sILL3SEiNqhhx4amTokX2zdus28/vr75phj7jX163cqFBy6V4fusbFmTX6GJnITAVICC9ctNFeOvNIRGmo13q5hes/sHTkyQcmNGDHCHHXUUY4QUTv99NMj80/lsuHDh5u//vUEU7XqsebAAy8zRx7ZNhYerVsPNbNnr7BXATKOAEnBxm0bzeOTHjcVelRwBEfZN8qahyY8ZNZt5fRTv23bts107tzZ7LXXXo4Q0bTxt9xyi1m2LLdOh545c2ahe9pXrHiI2WefMwqOrm4yzZq9ZkaNmmevAmQNAqSY3p39rqnZp6YjONQu/uxiM3ctF8AFbcWKFea2224zpUuXdgSJ7in+wgsvZGza+GRpfrN7773X8RtP6dKVzAEHnGReeWVQwXtgahdkNwLk/8UHQSLLNy2PXLdhh4baXwf81Xyx+At7FQRs6tSppkmTJo4QUTvyyCMjZaFsE72nvWZYtl+z5gm77rrrzO+//2GvBmSlxKNlDlm8YbHpOr2ruXTEpaZu/7qmeu/qkalCqvSsYmr1qxW5FuOpyU+Zmau9JyYsKkBUsrKDQ8/12rTXzPadfFPMpMGDB5vatWs7BmS1Zs2aRcpE2UC3sHW7p71ui5vOe9oDfkg8WuYATf1x59g7I7852AO7W2s0pJHrkUL8com8MvWV2N937767uWvsXWbl5pX2YsgQTRuvu//tsccejsFZZSKVizI1Lb7uaX/55Zc7Xpea7mn/zjvv2KsAOSHxaJnlflzxo+vvEMm0RIr6+46dO8wzPzwTCY4Zq7L3Rkhht2TJkkgZKNG08SobqXyUrhtz6Z72um99onva69/0Ny0D5KrEo2UW+2nFT5EruuMHfB1Z6AhBwaIjE01euGrLKjNnzZzIPTceHP+gqfNuHc+AKCpAkFtUDlJZyB641XRrYJWTgqSjCh1d2M+tpqMRHZUAuS6nRktNExIfBPoNYtjCYfZirr5e8rU546Mz7H+OIEDyU7oHcq/g0u8fQQcXkE45NVo+POHh2CCvqdFnrZllL5IyAiR/qUz02GOPeZaS1q9fb69WLNlUOgPSJWdGSx196KZL0UF+4Fx/p7AgQPJfED9mZ/OP90DQcma07Durb2yArzegnv3nEiNAwsOv02m9Th/W1eXZcvowEJScGS1v+eqW2ADfcXJH+88lRoCESzIX9KkslciUKVNy7gJGIAg5M1o2GNQgNsDrx3C/ESDh5DaliJrKUipPqUwlXlOoVK1aNSemUAH8lDOj5QHvHBAb4H/b8Jv95xIjQMLNntQwvtWqVStyRJJPkzgCfsiZ0bLcG+ViA/ym7ZvsP5cYAQL55JNPImUoOygStXyYRh4oiZwZLQkQpIvKUC+++GKkLGWHhlq+3cgKSFXOjJaUsJBuKkudcsophcKjTZs2eXsrXaC4cma05Ed0ZEKfPn0KBcj06dPtRYDQypnR8uavbo4N8JzGi3QhQAB3OTNaciEhMoEAAdzlzGjJVCbIBAIEcJdTo+VDEx6KDfJMpoh0IEAAdzk1Wq7ZssYc/u7hsYFe07kPX5j8tBH68f3Mj860/zmCAEEiBAjgLudGS7cbSnWZ1iVyQ6nlm5ZHbii1esvqyA2lhswfEjly4YZSSAUBArjLydHyh+U/mIP6HFRo0C9OS6SovyOcCBDAXc6Olks3LTVtxrYxZd8o6wgIt9b4w8bmi8Vf2A8VQYAgEQIEcJfzo+XiDYvNa9NeMxd/drE5ov8RplrvaqZ099Kmcs/Kpla/WuYfn/7DdJjcocgf3AkQJEKAAO4YLQEPBAjgjgABPBAggDsCBPBAgADuCBDAAwECuCNAAA8ECOCOAAE8ECCAOwIE8ECAAO4IEMADAQK4I0AADwQI4I4AATwQIIA7AgTwQIAA7ggQwAMBArgjQAAPBAjgjgABPBAggDsCBPBAgADuCBDAAwECuCNAAA8ECOCOAAE8ECCAOwIE8ECAAO4IEMADAQK4I0AADwQI4I4AATwQIIA7AgTwQIAA7ggQwAMBArgjQAAPBAjgjgABPBAggDsCBPBAgADuCBDAAwECuCNAAA8ECOCOAAE8ECCAOwIE8ECAAO4IEMADAQK4I0AADwQI4I4AATwQIIA7AgTwQIAA7ggQwAMBArgjQAAPBAjgjgABPBAggDsCBPBAgADuCBDAAwECuCNAAA8ECOCOAAE8ECCAOwIE8ECAAO4IEMADAQK4I0AADwQI4I4AATwQIIA7AgTwQIAA7ggQwAMBArgjQAAPBAjgjgABPBAggDsCBPBAgADuCBDAAwECuCNAAA8ECOCOAAE8ECCAOwIE8ECAAO4IEMADAQK4I0AADwQI4I4AATwQIIA7AgTwQIAA7ggQwAMBArgjQAAPBAjgjgABPBAggDsCBPBAgADuCBDAAwECuCNAAA8ECOCOAAE8ECCAOwIE8ECAAO4IEMADAQK4I0AADwQI4I4AATwQIIA7AgTwQIAA7ggQwAMBArgjQAAXf/zxh2nYsGGhAGndurXZuHGjvSgQSgQIYNmyZYt55plnTOXKlQuFR7TVrFnT9O3b114NCB0CBIjz4YcfmsMPP9wRGolao0aNzMSJE+2HAEKDAAEK6LeNpk2bOkJCrU6dOpHSVfXq1R1/23XXXc0NN9xgfv/9d/shgbxHgCDUVq5cadq0aWNKly7tCIcqVaqYZ5991mzdujWy7KpVq8zdd99tdt99d8eyKnep7KXyFxAWBAhCafv27aZLly6mWrVqjjDYbbfdzE033WSWLl1qrxYxY8YMc+655zrWU1P5S2UwIAwIEITOyJEjTb169RyDv1rjxo3N5MmT7VUS+vjjjyPlLfsx1FQO45Rf5DsCBKExZ84cc9FFFzkGe7WDDz7Y9O/f316lSCpvqcylcpf9mCqLqTymMhmQjwgQ5L21a9eaBx980JQtW9YxyFesWNE88cQTZtOmTfZqxaJyV6tWrSLlL/s5VCZTuUxlMyCfECDIWzt37jS9evUy+++/v2NQV7vqqqvMr7/+aq9WIip/qQxmP5eaymYqnwH5ggBBXho3bpw5/vjjHYO4mv597Nix9iq+UjlMZTH7udVURlM5Dch1BAjyio4orr76asegrbbffvuZnj17Ro5M0kFlMZXHVCazX4vKaSqrqbwG5CoCBHmhqMH6gQceyNhgrVBTucx+XWoqr6Uz1AA/ESDIee+995455JBDHIOzWvPmzc3s2bPtVTJCZTOvsprKbkAuIUCQs/SD9WmnneYYjNX0g/Xnn39ur5JxOtLQEYfbD/sqv/n9wz4QFAIEOScfTplVOU1ltSBPLQaCRoAgZ+iiveeee87sueeejkE3Vy/aU3lNZTb7/aipLJfKxY1AuhAgyAmaNuSII45wDLJqmjZk2rRp9io5xWt6FZXpkp1eBUgnAgRZ7eeff3aduPCwww4zQ4YMsVfJWUVN8KiyndsEj0AmECDISkVNnf7000/n7dTpXlPMq3ynMl50inkgkwgQZBV9C+/atSs3byqgspzXTa5U1gMyiQBB1hg1apQ5+uijHYOlWphvH6v7i6hcZ28TNZX3VOYDMoEAQcbNmzfPXHrppY7BUa1mzZqmb9++9iqho3KdynYq39nbSGU+lftU9gPSiQBBxqxfv9488sgjply5co5BsUKFCuY///mP2bhxo71aqKl8pzKeynn2NlPZT+W/bL8GBvmDAEFGvPXWW+aAAw5wDIJq//znP82CBQvsVRBH5TyV9extp6YyoMqBQNAIEKTVt99+a0488UTHoKd2zDHHmK+//tpeBR5U3lOZz96WaioLqjwIBIUAQVosXrzYtGzZ0uyyyy6OgW7fffc1PXr0MDt27LBXQxJU5lO5T2U/e9uqPPjwww9HyoWA3wgQBGrz5s2mffv2plKlSo7BrUyZMua+++4za9assVdDClT2a9GihWM7q6lcqLIh4CcCJM/pzBzVwzPxDXTQoEHm0EMPdQxmahdccIGZNWuWvQp8oDLgscce69jmaiofqoyYbvrxf8yYMZEvFMgfBEie0pXKzz//fGziQc0jla4rt3/66SdzxhlnOAYvtbp165rPPvvMXgU+UzlQZUGVB+0+UBlR5USVFdNh7ty5pkqVKpHn1gSRun8L8gMBkoeGDRuWcOLBH3/80V7UV8uXLze33nprwmnWq1atal5++WWzbds2ezUESOVBlQlVLrT7RGVFlReDPiro1auX47k1QeQPP/xgL4ocQ4DkEV2RfN555zl2VrWGDRsGdn2AQuHFF1+MhIT9vJrP6bbbbouECzJH5UKVDe3+UVOZUeXGoPz222+mRo0ajufVF42bb77ZLFu2zF4FOYIAyQP6neNf//qX68SDHTt2DKx89cknn5gjjzzS8bxqZ555ppkyZYq9CjJI5UOVEe2+UlPZMaij1BUrVpg77rjDdYJIlVuZIDL3ECA5TEcU3bp1M3vvvbdjp9SVytdff31gEw/OnDnTnH/++Y7nVatVq5Z5//337VWQJXTEqHLiXnvt5eg7HRWoDBnUEaMmiDzrrLMcz6umsqvKr8gdBEiO+vLLL10nHjzllFPMd999Z6/ii9WrV5t77703YU19jz32ME899VRgRzvwl0JC5cVERwUqR6osGdRvVrqPi9sEkSrDMkFkbiBAcoyuLL7sssscO53aQQcdZPr06WOv4gud1dO9e3ezzz77OJ5XZ/Vcd911kVo3co/KjCo32v2qpvKkypRB0BcNlVfdJohUWZYJIrMbAZIjvCYeLF++fORK5A0bNtir+eKrr74yDRo0cDyv2kknnWQmTJhgr4IcpLKjyo92H6upXKmyZRBUZlW5NdEEkSrPqkwb1AkgKBkCJAe8/fbbGZl4cP78+eaKK65wPKfagQceGHldyC86KlAZUuVIu89VtlT5UmXMIKjsqvKr/bxqKteqbIvsQoBksfHjx0e+4ds7k5omHtSRQRB0JPPYY49Fjmzs59UR0KOPPpqRK9uRPipHqiyZaO4ylTFVzgxq7jKVYVWOtZ9XjQkiswsBkoW081577bWuO+8bb7wR2M77zjvvuO68+u2FnTdcVJ50+xKjsubo0aPtVXyhLzEqy7p9iVE5ly8xmUeAZBFdEexVPvj3v/8d2MSDKh+cfPLJjudV+9vf/kb5IORUrlTZ0v5sqKnMqXJnEFSeVZnWfk41lXUpo2YWAZIlvH7A/Pvf/25++eUXexVfaAe95pprXH/AfP311wM72kFu0Td+lS/dTuS4//77AzsqULlWZVv7edV0hKRyL9KPAMkwTTzodgqlrhj+9NNP7VV8oR9Lb7/99oRlMp1Cec899wT2Yylym4423E4l1zUlr7zyir2KL/RFRuVbt1PJVfblVPL0IkAyRBdxtW7d2vUirpdeeimwi7g++OADU7t2bcfzqjVr1iyw0zWRX/T7h8qb9mdITeXQoC5mVRlX5Vy3i1nTMUEk/kSApJlCQeHgNvGgQiWoaSSmTp1qmjRp4nheNU1rMXz4cHsVwJOOClTmTDQPW3Q6nSVLltir+UJlXZV37edVUzk4yAki8ScCJI2++OJbc/TRic9z10R2KmcFQRPZqVyV6GhHU3rfeOONZtOmTfZqQNIWLVoUudgw0WdMRwUdOnQIbIoblXndJohUeXjq1Bn2KvAJAZIGCxasMq1adTX779/MVK5ct+CbWdnYBzzIb0o62uncubPrpHm33HILU2nDVyp/qgxqf97UVDZV+TQIbkf2u+9e2VSvfox58MFuZtWqYGZqCDMCJEDr128xL774jTnxxO7mqKP+Yw4+uGXBh7mRKV++RuC12hEjRhQ851GOnVjt9NNP52Y+CJTKoW7T/KuMqnJqEOzfFitWPNTss08Tc+ihN5lTTnne9Os3xWzfzlmFfiFAArBjx86Cb1ozTNOmb5ljj+0WaQ0avGzq1PmXOeCA5ubWWx8xv/0WTF1YNw668MILHTutmm4cNGDAAHsVIBC6v8cLL7wQu61yfNMAr7KqyqtBUDn47LObFxyRHGcOOujygjBrG9sXL720v/nmm1/tVZACAsRn33+/xFx11aDYhzW+XXllr4Jv/nPtVXyhM1Patm2b8MwU/c7x3//+N7CjHcCLyqQqlya61bHKqyqzBnXG4bBhYwuOuB8z9et3cuyPd9893CxYwKnqJUGA+GTJknXmwQc/d3xI1c477x3z8cfBXAi4c+dO8+abb5r99tvPsXPq3HhdJKgfOIFMU9lU5VP7c6qmcqvKrkHYsmWb6dHje3PqqW869k2Vl1VmVrkZxUeAlNCmTdtMt24Tzckn93B8OE866Q3z6qvfmY0bg/l2NWbMGHPcccc5dkY13QP9m2++sVcBMk5lVJVT7c+smsqvKsMGYdkyza81qmCfcX7JU7lZZWeVn5E8AqQEhg+fZZo16+P4MKrdf/8Is3jxWnsVXyxcuNBceeWVjp1PrUaNGqZ3796RIxMgW6mc+uSTT0bKq/ZnWGVYTYsS1LxvU6f+Ya6//gPHPqum8rPK0EgOAZKC6dOXmRtuGOL48Km1aDHQTJoUzHQKGzduNO3atTMVKlRw7HRly5Y1Dz30kFm3bp29GpC1Fi9eHCmzJppSZ999942UZ4Oai01lZZWX7X1YTeVolaXhjQAphhUrNprHH//SHH/8644PXJMmvc2gQdMDOwTu16+fqVmzpmMnU7v44ovN3LnB/DgPpIPKrSq72p9tNZVpVa4NgsrLKjOr3Gzv0ypLqzytMjUSI0CSsHXrDtO79w+mceOejg9Zw4bdzXPPjTNr1wbzI9ykSZPMqaee6tip1OrXr2+++OILexVf6Mp0nbl1xBFHRCbO09EPwktl08aNG0fuDNizZ89ASqR6TJVfVYa1P+tqKtvqdQRB5ea2bUc49m81lalVroYTAVKE0aPnm+bN+zk+VGpt2gwz8+evslfxxR9//BGZYiTRNOvVq1c3r732WmD3ie7fv7855JBDCj2nBg2EV5s2bQp9Ho4//ngzbtw4ezFfqAz78MMPR8qy9mdf5VuVcYP6QqPys8rQ9r6uprL1tGlL7VVCjQBxMWfOStO69VDHh0jt4ov7m7Fjg/kmpIuvOnXqZKpUqeLYeTRh3V133WVWrlxpr+aLyZMnm9NOO83xvGrDhg2zF0eI6Adv+zOhdvXVV5tffw3mojyVZVWetZ9TTeVclXWDoDK0ytFnndXbse+rfK0ytsrZIEAc1qzZbJ5+eow54YTujg/P6af3NH36/GS2bQvmR73hw78wRxyReFK4c845x8yYEcykcEuXLjWtWrVKeKFXtWrVIvdgQLjpQj+dpJHoqKBixYrmiSeeCGxCTpVpVa61n1dN5d3vv59sr+ILlaVVnlaZ2h4LVM7u1WtypLwdZgTI/9P8OP37TzVnnNHL8WHRt4727b8yq1YFs4PMmbO04Jtcx4LB+mRTrlzhCwLr1Kljhg4daq/iCx3tPPfcc65TTahsEdTRDnLT7NmzTfPmzR2fFzWVPVX+DILKtSrbqnxrP2+lSoeau+9+xixfHsxpvypTq1xtjwtqKm+rzB1WBEiB8eMXmcsue8/x4VBr1epDM3NmMPfn0NFOp05jzXHHvWwOP/xOU6PGBaZy5b8UHAlUiJSwVMrSIB+Ejz/+OBJO9s6o1rRpUzNt2jR7FSBm5MiRpl69eo7Pjpp+bFc5NAj6QqMybvT+I7vvvqepWvUYc+CBlxTsR4+at976IbAKgcrWKl/bY4Sayt0qe4dNqANEZ17cc8+njg+D2gUX9DUjRsyxV/GFaqwDBkwzZ575vxrrX/7yRME3uOvNvvueYW677f7Ij+hB+Pnnn825557r2OnVDjvsMDNkyBB7FSAhHRV06dIlUua0P0sqh6osqvJoEFTO1ee4UqXDCvaZs02tWreY+vWfjuxLF130rvnqqwX2Kr5QOKmMrXK2PWao7K3yd1BnZGaj0AaIOjnRj2SNGvUwb7wxyWzZEswZTt99t9hcccUAx/Mec0wXc9VVXcyUKcFcz7Fq1aqCw/y7E945rnLlygUf/KcDu+EP8puOClTuTHQzKZVHVSYN6kj600/HFAzm95i6dR9y7FO33/6xmTs3mLMkVc5WWTvRNWEtWw62F89boQ0QnY4X3+maH+fRR78o+Oa/3l7UF4sW6T7Onzo+bGp//3ufgh1htr2KL/QtsWvXrglrxzpF+IYbbjC///67vRpQbCp7qvxpf87UVC5V2TQI27ZtN717TzSnneY8KtAP4CoTq1wcBJW3VeaOf06FSlh+XA9tgOhH8+gPY5oX58cfgxlEN2zYWnCYPyHhla6nnNLDvP76JLN5czBXuo4aNSpy4Ze9M6s1atTITJw40V4FKLEPP/wwUg61P3NqKjupjBqElSt18evohEcFKherbBzUTBEqd//jH/0iX0Rfeulb+895K7QBErVuXTBlG12o+9FHM80557zt+DCrPfLIyMCOdubNm2cuvfRSx86rpvPn+/bta68C+Erl0GeeeSZSHrU/gyqjqpyqsmoQfv55meOoINpUPp4wYbG9im+CGk+yVegDJAg//fRHpA5qf3jVrrnm/cCOdtavX18QTI+YcuXKOXZaXcH7n//8J7AreIFEVB5VmdRtRgWVV4OaUUFlYZWH7X1QTeVklZVRMgSIj3REod9REt1v4Oyz3zZDhvwcOTIJwltvvWUOOOAAx06q1qJFC7NgQTBnpQDJULlUZVP7s6mmMqvKrUFQeVhlYpWL7X1SZeVXXhkfKTMjNQSID3TGls7c0hlc9odUdzx7+eXgPqTffvttwXOc6Ngp1Y499ljz9ddf26sAGaPyqdus0iq7BjWrtL7cqWxs759qKjOr3BzUl7t8RoCUkH480zUj9odSTdeY/PprMIfJuo9Cy5YtXe+j0KNHj8DuowCUhNd9bVR+1USKKscGQeVjlZHtfVVNZeegysv5igBJUaLT96JNV7Xr6vYg6E5u7du3d72T23333RfYndwAP6msqvKq/TlWUzlWZdkg6Ejjww9nRsrK9r4b9On8+YYAKSavC4g0j5bm09IpwkEYPHio672kL7jggsDuJQ0ESWVWlVvtz7SayrMq0wZBZWWVlxOdYh/0BcX5ggBJUjJTGAR1sdKMGYvMpZc+YCpXrmt2263wGVZ169Y1n332mb0KkFNUblXZVeVXO0TKlKlibr31EfP77yvs1XyhMnMmpjTKBzkbIHZH69aTyYpfLxmZmkRt9epN5qmnvjZ//evj5uCDW5rq1U815cv/eabVXnvtVfDt6eXINNtAvlD5VWVYlWOjAVKxYi2zzz5NTL16d5jXXx8b2FGBH5Oq2usFOS5lg7wJkFNPfTPpm7wk21GZmsZZJbC+fafEppZv0KCzqVPnX+aAA5qbatUamDvuuMcsX170hxnIVSrHqixbpky1gi9Lx5uDDrrcHHnkA5H9QUcFI0cGc7ZWSW/rYK8TxLiUTfImQNQ6dkzulNVkOmrixMUJa6NB30hm3LhfzSWXOI926tVrb668spOZMSOYHQfIRl98MaZgEG5late+zdSv36nQPnHLLR+ZX34JpqzldWO5pk3fMkuWrLNXibCXVfNzXMo2eRUgmjht4cKiz0BKpqP0TSN+uaBvZblgwWpz113DHe9J7cIL+xXsSAQHwkmTJb7zzjeuRwUq86rcGwS3W1vrlreJ2Mup+TkuZZu8CJBbb/0o9r8feGCEvahDMh319dcLYmda3XDDkMjsvUHQ3DkvvPBN5IJD+4Onw9833wzuaAfIJQoJfZtPdFSgcFHZN6gzIFWuVtk6ul/qC18i8a8piHEp2+RFgGhwj04fov8WNdgn21H61lDUY6VKs4IOHjwjcjgc/3qi76Fdu1Fm2bIN9mpA6M2evaLQ4BzfVP5VGTgI+iKnCw2XL3ffL9MxLmWTvAgQadt2ROz/14fLi71uun3//RJz5ZWDCr2OaNPU8kV90ADodgXzIlOo2/uQmsrBbkcJQbLHllwal1KRNwGio4X4Q1uvbyH2uuny22/rzIMPfl7o+aPtvPPeMR9//Iu9CgAPOipQmVdlJXufUllY5eF0TrFujy25MC6VRN4EiHTooCta//y3Fi0Guk6OlmjdIG3atM107fqdOflk52SLOtPrtde+Mxs3cj0HkCqVe1X2TTQTtm5drXJxUDeTipdobMnWcckPeRUgOkMqfkZct2/0idYNyrBhsyJHF/HPGW06vNVRCQB/qPyrMrC9r6mpbDxp0m/2Kr5KNLZk47jkl7wKENG3+ei/64KjRGcwua3rJ68Psr6FBP1BBsJMg7TbFzeVkYP64uY2tmTLuOS3vAsQTZCmQ9bo3zR/lc1tXT/oDA1dL5JoskW9rvffT8+hNBB2Kgtr4E50QbDKySorq7zsJ7exJdPjUlDyLkCkX78psb81adLbrF+/pdDfvdZNlb5R6Ar1RD/m6UKi559P7495AP6kow1dh2Hvl2o6SlGZ2S9eY0smxqWg5WWAaDCPv8lTly4TCv3da91UfPml++mEd96ZmdMJARSmsrHKx/Y+qubX6fNeY0u6x6V0yMsAEX2riP5d90OOvyivqHWT5TbNgZouaNIsvgCyh8rHKiPHl5OiTWVnncnldaFgUYoaW9IxLqVT3gaITpWL/7ahua2iilo3GZo2IdGUCrpfiOqbun8IgOykcrLKyiov2/uwytBe12t4KWpsCXpcSre8DRDRhyC6jAZ7Tc8uyaxbFH17iH+cZKZ6BpBdVF5WmTl+X1a78cYh9qJJSWZsCXJcSre8DhCJLzHdd9+fd+5Ldl0vLVsOjj3GzTd/lNTNZgBkJ5Wb42+joBl+U5Hs2BLUuJRueR8g8ROaqU2Z8kfS63rRkUbv3j/wOweQJ1R21vUjAwZMS/muh8mOLUGNS+mW9wEi8afw6daUxVkXAJJVnLElH8alUASIJjRL9GNZMusCQLKKM7bkw7gUigAR3YjG7qRk1wWAZBR3bMn1cSk0AaIJzRJdJQ4Afinu2JLr41JoAkQ0902udhSA7JfK2JLL41LOBggAILMIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASv4PSJMc7k1qu6oAAAAASUVORK5CYII=)
PN: 3H37-7-04
CAS: 338956-33-5
Molecule Weight: 245.59
Formula: C9H3ClF3N3
![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
TSCA: Not listed on TSCA inventory