| Product Number | 4H21-3-31 |
| Purity | 98 % |
| CAS | 1000568-14-8 |
| MDL Number | MFCD09925323 |
| Molecular Formula | C8H6F3NO2 |
| Molecular Weight | 205.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-31
CAS: 1000568-14-8
Molecule Weight: 205.136
Formula: C8H6F3NO2
![1-[2-(Trifluoromethyl)-3-pyridyl]cyclopropanecarboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB3hAAAd4QFi79EDAAACYnpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjfEJG6KQKmpVaaV2V9p2pb1bOcRJkQJUQHN4+x1DmoYkG8TBxv6/8WFmzORul69h46o6K4uEcMoIuCItF1mxSsjv18dRRO6mkxRFKCzqhLw1zfs4CLbbLU3fXG53ZUHTMidd/3hXZz3NVtKyWgWCMR78eX56aZlRVtSNLVKHVJ2N67bxqUxt087iP0MEua02WRF08iCvNp21v4L5m9FdvSBfa7nHvhmisMzWDpZlldsGNoJRvNk3WLnCVbZxC5jvsVlShWufTp4fyvQjd0WDVW8hS+36pak+UmzIy7VLP9AYVr4/JCTnCNimzGdVZffga77ZcrACrASrwIZgNVgDNgIbg+UMH+znKOCo4CjhqOEa933t/MCv+3eXkJ9wD/45vX6070d/4caJhEgqTKyA00gKiUWoVQyM6lBoGDHKufGdSnSfoTAcRpzGRkkYScpDxWAkaBRp7duVRFuoE2FsEOMR0oJqqUJfaBN505oZAnscG4FQxMKDjIkQ+0KuOvuxUN6+FJp/lQfZEUO9jCVisTHt3BnO5mAEtYpF7YKMt6y5ljgHFZkYdzw4bvl0Mi+LxUkVskVC5py0vvjllrU4uINAWS1chRHuDXjpKSD6gHfeERDXAHkBqNsjqD7gA+M2EPYBH0a3AX0xwgBgLgBzG4j6gI/pIzC7BsR9wGfAbYCzPtEmzABy7uw2wQaYM393CTnAyIvVDyJnTu9y/vYe8zO/d2fEAKOvMAPhxc0V5mrABCcpFnyegFi9OB2Dk6MzwB/G9B/Cc9f2hhU2OQAARsRJREFUeF7t3Qm8VeP+x/Huva6MoQwXCYXMs4uUuYi4hTKnuERkTOIakosKUYZUMpepQglFkkSGDClJJNKEUkpK/J//+e7uWufZz5n2efbae6+99+f9eq3XdVtr7XPOHtZ3r2f61TAAAHio4f4DAACpIEAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQIA09b+gRrU2oFDwbgbS5AZEVRtQKHg3A2lyA6KqDSgUvJuBNBEOKFa844E0ESAoVrzjgTQRIChWvOOBNBEgKFa844E0ESAoVrzjgTTZAVLVBhQS3tFAmtyQqGwDCgnvaCBNbkhUtgGFhHc0kCYCAsWKdzyQJgIExYp3PJAmAgTFinc8kCYCBMWKdzyQJgIExYp3PJAmAgTFinc8kCYCBMWKdzyQJgIExYp3PJAmAgTFinc8kCYCBMWKdzwAwAsBAgDwQoAAALwQIAAALwQIAMALAQJk0e+//eL+E5C3CBAgS0Y/0DIx1PetJy5wdwF5iQABskB3HuF8kQ5/Mb/8OMs9BMg7BAiQJUO77xWGyOSXuru7gbxDgABZ8umYO8MAefqGndzdQN4hQIAs+fXnuWbAhX8LQ2ThrEnuIUBeIUCALBp1T7MwQN4ecrG7G8grBAiQRV9OeiIMkMeu3NT8+cfv7iFA3iBAgCxavXK5ebjTBmGIfPPJC+4hQN4gQIAsG/dw2zBAxjx4srsbyBsECJBlcz4fEwbIQx1rmpW/LnYPAfICAQJk2f/935/myS5bhyHy+Vv93UOAvECAADkwaejVYYC82KuxuxvICwQIkAOLvp8SBoiWNln649fuIUDsESBAjgy9Ze8wRCaPvNndDcQeAQLkyKev3RUGyNPX7+juBmKPAAFy5Ncl85KXNvn6XfcQINYIECCHRvU5JgyQCUM6uruBWCNAgByaOenJMEAeu6KO+XP1KvcQVCEcjJDihujwbAI5lFja5NINw4vbNx8/7x6CKrgBUdWG6PBsAjk27pFzwovbmH4nubtRBTcgqtoQHZ5NIMe+//y18OLG0ibVRzjkDs94zO23X/+kbfz42e4hZdjHI/4SS5tcUze8CH4+/kH3EFSCAMkdnvGYcwOkdetnzZ9//p97WBICJP9MGtYlvAi+2PMQdzcqQYDkDs94zLkBom348OnuYUkIkPyzaO5npRdCLW3yw1fuIagAAZI7POMx54aHtmOOecL89ttq99AQAZKfht2yT3gh/HBkN3c3KkCA5A7PeMy5wRH898CBk91DQwRIfrKXNnmkyw7ublTADpCqNkSLZzTm7DAYNuzz8L+bNHnYLF78m3t4AgGSn35dMt/ceuZapvMJNcy/j6phZnz2jnsIyuGGRGUbosUzGnN2GPzxx5/mpJOeCf9/z55vu4cnECD5q8eVx5rm+9QwjXaqYbpfe5G7G+VwQ6KyDdHiGY05NwzGjp0V/v8DDxxovv12iXNG2XOQP0a9MNjU27SG2Wi9GqZOnTpm1SqWNqkKAZE7POMxV14YtGv3fPhvV189xjp6jfLOQX749ddfzYYbbmhq1KiR2IYPH+4eAgcBkjs84zFXXhhMnjwv6d+nTFlonVH+Ocgf55xzThggrVq1cnfDQYDkDs94zFUUBpdd9kr47+ed92LSvorOQX54/fXXwwCpWbOmWbRokXtIUfhj9Uoz+9MRZuob9yYWnawIAZI7POMxV1EYfPXVInPAAQPCfW+++U24r6JzkB/+/PNPU7du3TBE+vXr5x5S0ObPnGDeerKDefTyTcJgGP/4v93DQgRI7vCMx1xlYdCt27hw38knPxMucVLZOcgP11xzTRggjRo1cncXHM28/3DETWbIddsnBUKwvTagjXtKiADJHZ7xmKssDBYsWGYOPvihcL/miUhl5yA/TJ06NQyQv/zlLyV3nIW3tMnK5YvMtDcfMC/0OLhMYASbaqXo7kPlfytCgOQOz3gOLVy4PHHR//jj+e6uUFVhcM8974b7mzV7wqxYsbrKc5Af9t133zBEbrrpJnd3XlLFxVkfDTOj+7UyAzuuXSYwtA28cC3zSt/jzMz3h5jVv69wH6IMAiR3eMazTBf4kSNnmIsueinsw9D/qk+jPFWFwdKlK83hhz8SHtO//4dVnoP80Lt37zBAGjRo4O7OKwu+mmgmPHmhefSK2mUCI9iG/XdfM+X1u82KpQvc0ytFgOQOz3gWqG/inXfmmOuvH2sOOWRQ0gU+2D75pPy7kFTC4LHHPgmP0RInqZyD+Js/f75Za621whCZOHGie0isLf3x68SikE9dV79MWATb4Gu2Me8N72oWz5vmnp4yAiR3eMYzaMaMn0q+Rb6btAiiu6nz+7nnKv7wpBIGq1b9YZo3f7LMY1d2DvJD8+bNwwC58MIL3d2xk+jXGN8vUdPEDYtge7jTBmbco+3M3OljVU3LfQjkEQIkYurX0B3Bqac+V+ZiHmxNmz5u7rhjopk27Qf39DJSDYMXX/yizM+p6hzE35AhQ8IAqV27tlm5cqV7SM6pX+Obj4Yn6rmrJK8bGNrUr/Fy3+Zm5nuDU+rXQH4gQCKgfo2XXkru13A3jZbq2vU189Zb3yYWRUxVqmGgZjJVK3R/LvKbu7TJsGHD3ENyZsHX75gJgy+qul/jtd7m16XlN9EivxEgnnTBfvfdOeaGG96osF9D2/nnjzAvvDDdLF++yn2IlFQnDFQv3f35rmefnZYIulRqqyMe2rVrFwZIy5Yt3d1Z9f13s8yzD3UzvTs2KBMWwab67u8Nu8YsnjvVPR0FhgCpJvVr3H135f0aWnJ90KCPzLx5y9zTc+qnn34N75D237+/eeihiotSIT7Gjh0bBsjaa6+d9aVNFi9ebB588MGSL0qHmG03q2Ga7VXDdGpew9x/Hv0axY4AScEPP/ya6Nc47bSK+zWOPvox06vXRDN1avLChnGizvbjjhuc9HtrZJj+HfGlpU222WabMEQeeOAB95DIaRn5559/3px88smJ9biCn73JBjXMQTvVMOccXsPcftbfzMt9jjUzJz1Jv0aRIkAqsGLFKjNy5OemY8dRVfZrqDlo9erU+zVy6fvvl5bpK2nf/oWSb7VcAOKsa9eu4UX84IMPdndH5p133il5z3dM1CIJfp69/e2vNcxJx+xtXhx8l/nlZ/o1ih0BYtE3vddee8106HCdadiwrdltt25lQkOb+jWef366WbbMr18j19Qfc8klo5L+phYtBpuZM7PbNILUTZs2LbyIa2mTmTNnuod4++abb8zNN99sdthhhzKBEWxbb7216dKli/nss8/c01HECJASn376qencubPZaqutEh+W9dbb1vzjH8eanXa6IrzAtmr1dKLPIG79Gr40CEBNbnaIaBKiRokhnvbbb7/wgp7u0iY///yz6d+/v2ncuHGZsAi29ddfP1GbRMvL68sV4CraAJk3b5654447zF577VXmg/P3v29ccgt/sNl330vN7be/XvKtK779GukaOnSa+ec/B4Yhoua6J5741D0MMXD33XeH79H69eub/6tmZ/Xvv/9uXnjhBXPKKack9WvY29/+9jdzzDHHlLwHnkgMIQYqU1QBog/E448/bpo1a5b4oLgfHm3rrLOOad26tRk16g2zenVxdC6/99735ogjHk26G+nefXze9OsUiwULFiQtbfL222+7h5Rr0qRJ5uKLLzabbrppmfd7sO29997mzjvvTHyxAlJV8AES9Gu0bds2cUvufnCCrUmTJmbAgAGJW/tiNHv2z4lmOjtELrhgpFmy5Df3UOTQcccdF75nO3To4O4OqV+je/fuZscddyzzXg829WtcffXVZsqUKe7pQEoKNkD0odCHQx8S94MTbPpw6UOmDxvWrOzbocPIpBBp2fKpkuenOEM1jp566qnw/bvJJpskLW2iLz/6EnTooYeWea8Hm75E6cuUvlTRr4F0FVSA6PZbt+G6HXc/OMGm23jdzuu2HmVpmZVbbhmfFCJaLn7SpDnuociBFStWmFq1aoXv52eeeca8+OKLiX4NNb+673dtaq5Vs62ab+nXQJTyPkD0gXjyyScTHX8V9Wuow1AfMHUgqiMRVRs8eErS/Bd1tGsZFORe+/btk8LBfb8HmwaIaKDI3Llz3YcAIpGXAaJbbw0t1BDDyvo1NERRQxWLtV8jXRMmfFumvkjPnm+HtdeRXbNnzy65O7zF1K1bt8x7Pdg233zzxJB0DU0HMi2vAkSTmDSZqbJ+DU2G0qSoOPVrLF++3Hz00Ufm6aefNjfccENilJfWFdpuu+0Sm9v0oP8f7NNxbdq0SYz7V3PFxx9/nGjGyBZVSjzhhCFJIXLxxaPydhJlvlmyZIkZOHBgpf0a7lavXj1zwQUXJJq29N4DMiX2AfLTTz+Zs846yzRs2LDMByXYtOyCll/QMgxxoA/tq6++mujEt+taR7VpJvIBBxxgrr322sSd2G+/ZXaklJY50XIndoiccsozZs6cpe6hiICaWUeMGJH44uB+uQi2v/71r4mFFSvaH2xqvj3qqKMSfYPTp093fxSQltgHiL6Fux+K4IOhhd604JsWfss1rVjar1+/xDdFfbDd3zeT27rrrmuOPvpo8+ijj2ask1QLLmrpejtEjjrqMTN5MvMGovLee++ZTp06mc0226zMaxxse+yxh+nVq1dSv8b777+fGE3YqFGjRLC459ibPk+qbDhy5MiMvVdQPGIfIH//+9+TPgBq0tHS0rpg59rq1Sok9VKiSaqqb4IaObP//vubM88809x+++2JwkDjxo0zb731VqK5TdsPP/wQ/vf48eMT+3XcbbfdZk4//XSjpSzs4kLlbRtssIE599xzE4+bCVqm3u5cP+iggYlqiPDz7bffmv/+97+V3mFvueWW5qqrrjKffPKJe3oZWup98ODB5uyzz640iLTpPdu0aVPTu3dvM2PGDPehgCrFOkA0LDd4s6vZJi4dg2oy6tu3b6WdmWpWUxOEOvGjXPhOvvjiC3P//febVq1amY022qjMzw623XbbLdHvEvV4/7FjZ5nGjZOLaPXpM4nO9RQtXbrUPPTQQ+awww4r85oF23rrrZdouh09erT54w//FRE0XL1bt24lQX9Q4jPk/hx70/IoagoeNWoUdydISawDRB+e4M297bbburuzTn0bakv+xz/+UebDp02d+1p2e/Lk7BVqUjio7+fSSy+tcKmKXXbZJVFbO8ogmT79R9O8+ZNJIXLFFa+WXHgYJl0e3a2q2ejUU0+t8G5VzU9qinzssccy0vn9448/Jta40l1wRe+VYNPvqLkjffr0MV9++aX7UEBCrANEF+vgDd2iRQt3d9bowqtms/I+dOp/OOOMMxJhF+UF2of6goYOHZp4rsqbH6AgeeONN9zTvKnQ1tlnD08KkdatHzNz57IsfED9Ewp3Da91X49gU79Gz549zffff++enjFaiFFfPDS678ADDyzzO7lbgwYNzCWXXGJeeeWVrI4CRLzFOkA0zyN4A2vEUS5o+G15HzD1NWiU1cKF8VypV98atWSFvfhesOl51bfRKPz222rTpctrifDYe+8+ZscdLy/537YlF86q2+sLlfo1br31VrPzzjuXee6DTf0aV155ZWJYdhyo/00z1fVlqHbt2mV+X3vTl6bzzzzWvPTMvean+V+5D4UiEusAsYfAqmMwm3755ZfEN0f3m7z6HK6//vrE8OJ8oP6Xdu3alRmMoD6aRx55xD3cS8mXWfPAA++bhg2vNnXrnmw23ngfs+GGmyeazYqF+jUGDRpkDj/88Ar7GtSvoeYjDfFOp18j03QnPXHixMScJQ38cP+O9depYfarX8Oc2biGueXUGubp63c0E5++1MyZNtr88Xtmh5QjXmIbIPqA6ZtO8KbNZiU0fSt0VzHVRUEX4qi+uWebFpdUKVT3YqCO/mXLoimSNXz4hJJv1o1NzZprmvr0nN14443VrluRL4JReOrXsN+r9qZ+Dc3D0BDrTPRrZIOWkdfvf9ppp5V8OdjYbLFRDXPorjXMBUfXML3PqWH6X1C6DbpkPfNK3+PMtDcfML/8OMt9KBSY2AaIJj0FH0LNq8jWGlaay+F2cmo0U6aGxWaTLuT6+3QRsP8+NbVMnTrVPdzLpEkfmi222CLp8RVShdRu/sEHH5jLLrus0n6N3Xff3fTo0SOr/RrZoC92H0yaYB677z/mrsv2TQqP8ranb9jJvPPsFWbO52PMH6tLVw6Omvtzq9oQjdg+k88++2z4YVQnY6bpW7i+YdkXAfUfaIx+tsIrW+bPn59UV0Kb1hSLqplQfQB77rln0uNr5nw+Fyv67rvvEvNxNBDBDYtg0+i8K664ItFvVix+XTLPzJj4iHl9wKnmkcs2KnOhtrdBndY3r9zXwkwb38/88tM37kOlxf1ZVW2IRmyfSbW/Bh9MdexlkjoQ3bZezfGYMGGCe2jB0N2IFuZz+3g0yzkKCmSNBnOf03y6uKof7OGHH66yX0PvT41OinO/Rjb8+edqM//Lt8z7z19nht6yd5mLtrs9c+PO5t3nrjLfT3/d/Lk6vdUk3MeuakM0YvtMtmzZMvyQauZ2pmjW90477ZR0UTj22GPztq+julRYyJ2xrLksUVBnrGZQ24+tO53hw4e7h8aG+jU0kU4z/yvq11CYHHnkkYlBCFH1HxWiX3+ea754e5B5rX9r88iltcpcxO3t4U4bmFfvP9F8/lZ/s2zRt+5DVYlwyI3YPtsadx58YNVRmQnqWNZwSvfiWaidvhVR84zbNHPRRRdFNq9Fo5PsUWDqWFZzUJx8+OGHiX4Nt//G3tQXpi8zc+ZQXKu6dHcyb8ab5r3hXc1zN+9RJkDc7dmbdjWThnUxc794I6W7EwIkN2L5bGu0ir0onNrUo6ZlUVQS1L6o3X333e5hRUN3XFpry75g/vvf/3YP8/bmm28mhg7bj695KnZJ1mxTcCoQdt111zJhEWwKlMsvvzyrqwtknBZivOsuY445RquVmpLbQmPWW2/Nfzdrphm8xmS483/54jlm+oSBZky/k8zDl25YJkDsTXcno/u1Mt98/Lz7MCECJDdi+Wxr/Z7gA6wRQ1FTs9VWW20V/gx9O46qAzmfaS6Duz6TaqtERXNS3Ml1WhxTfVDZoiYnNT0dccQRFfZrqOlKTVgvv/xyokmrYCisr77amHXWKfnk16h80zGdO685J8P+/ON3M3fGOPPesGvMs912KxMg9rZwVvmlqAmQ3Ijls62F5oIPs6oKRkkXK3uOh8IjU01k+UjDbdW+b19Qo5pwKCqQpBVg7cfffvvtIxtGXB51bisMqurXUKjob1XnecFRn16jRmWDoqpN52S5P3DZ4u/M9LcGmNEPtEzcfdjhsOCrie7hCQRIbsTy2dYM8OCDrbb4qOjbpz3aSs1WqqeOZLrI28NwFbKaPR0VfavXqq/2BVzL3esiHyU1O2lYbUWLX2pT85X6Y9ScVbB0F9WkSXIw7L67MQ8+aIyWcdcER62+q0UTBwwwJS9+8rGHHrrmMXJA/R9zp481k0fdYr764Gl3d8i9U6lsQ3Ri+Wzqm2DwAX/ggQfc3d7ceR7F3OdRFXUUb7PNNuFzpf6iqC+y9913X9JaXRpSnO5rot9bE/jU4e2GRbCpX0Md5uo4LwpqhlQQBNtNN6lX2z2qlPa553Tv7h4VK25IVLYhOrF8Nu1hpVHNxdBquvZFJKqhqoVMy8fY9UaalHyLjXqug1YxdmuaqJ53dfoegn4NNb1VVJFPTVf6AqEhutV57Ly3dKkx6kdUCGirzqKk+owE5+kxYty054ZEZRuiE7tn0y0ipeaUdGltK3t5Es3zKLahur7sFQG0afnvqH3++edJw7a1KQwqqzqpINPkPU3i02Q+NzCC948mAWoyYEH2a6RCTVIKAG3bb1+9pigdq5FZwfkDB7pHxAYBkRuxe7bHjBkTXgDq1avn7q42XTjsTnPNhi6WSYJR0XDe4PlTM1Mm1gXT6sbuCDBN8HRLrWomu5ZBr6xfQ3NaCr5fI1Uld12Ji7+2nj3dvVXr0aP0/AyvCJEOAiQ3Yvds33XXXeGF4Pjjj3d3V5vdIa/29qiaxIqJypvaEw1Vv1vFq6KmNcfat2+fFAbqe3nmmWcSBZe0QKEbFsGmhQ31WmuhQ1hKQjhx8dfm89y8/37p+Tvv7O6NDQIkN2L3bGvJ9OCikG4/hb6t2ms9aWFE+NHES3s2uS7omaL1uCrqy7A39WtoKXUNwy6qfo3qqF27NAAWeVSKVN2b4Pw6ddy9sUGA5Ebsnm17NnQ6k/u0DIddSVDfXgttVd1sU9NR8HxuuOGGZq5mNGfIiBEjTM2aNcuEhjb1a2h5FE18RBVK7rrDAPAJWX1mgvP1WDFFgORGrJ5tt4iU1qryZY+6UmdqJtrti40u2PbaYZleJdleiFF3P7qDzMSyNgWNOxBkUKye7S+++CK8YKiIlG87u9bS2nTTNVXxtKlZDNFQ3Ww7mDO5PLuG8wY/S3c/8BBlH0jDhu7e2CBAciNWz/Zzzz0XXjDSKSJ15513ho+jOQbZXGup0Gn480EHHRQ+v+qDyBS7BG+Uy6kUFUZhIYNi9WyrfnZwwfBtHtFaTvYQz+uvv949BGkaOXJk+PxqkIIWSYyagkr9LMHPKZpZ41FjHggyKFbPdqtWrcILhm8Rqb59+4aPscEGGyTmFyBaurjrDjF4ntXUFLVZs2YlhVQh1VTPKk3ErVWrNATSmYke40ELBEhuxOrZ3mGHHcKLhs8KuRrKaa/f1KVLF/cQRESLUAbPs2b5L1iwwD0kLS+++GL4+JpQiDSU3NmHQaCtW7fK18LSKg1a+8o+J8Jl/VE4YhMgURSRUugE52s0V9QXNZRSWG+33Xbh833PPfe4h6RFI66Cxz755JPd3agODcU95JDkQFAfY//+a1bg1Uq8usNTU6SaqfbaK/lYlVSoTtMXikZsAuS9994LLxjq+PbRunXr8DF8+1CQum4l32SD51vL5EdJnfPBY+vnIE0LFxpz4IHJwZDKpnN0LlCO2ARIukWktPCevWCiVnlFZqnz3K7qp2HYUbHLzA4bNszdDR+//abZoKlVJKxZ05grrlhzDlCB2ASI6jMEFwyfIlL9+vULz9eCiZqJjsyzZ/vfcMMN7m4vqpNu1wn5Us0siI7qnd9xhzFNmxqjBUtVD33dddf899FHay0ZFVZxzwLKiE2A2GVUfYpI2Su5pruGFlJnj3pTvfMoaPn94DHXX399vgwAMRWbALGLSFV32RF1wGvmenB+JmdHI5nWw7KbsaJYH8ue7X7AAQe4uwHERCwCZP78+eEFQxejn3/+2T2kUiosFJyvJUwoFpVdWt49eP6HDBni7q62q6++Ony8c889190NICZiESB2ESnN46iuzp07h+e3adPG3Y0M69ChQ/j8n3/++e7ualPFyODx0q2RDiBzYhEgdhGp4447zt1dpX333Tc8X6vwIrueeuqp8PlX9cd0bb311uHjvf766+5uADERiwCxi0hdc8017u5KuRMQM7EuEypnN0FqS2f5mEWLFiU91kLmIACxFYsAsYtIaYmM6lCHeXCuFt9DbmyxxRbh6zBx4kR3d8refPPN8HH0mADiK+cB4haRUunU6lCnbXAuI3Zyp0mTJuHrkM7S6/fdd1/4OEdrTgLi44knjNEip4sXu3tQpHIeIHYRKVWdq24RKXsJ+LPOOsvdjSw577zzwtfh2uqs+OqwO+Sv0ExoxMMbb5TOUmdkHP4n5wFiF5FS3fLq0qir4HwtwIfc6NWrV/g6pLP4YaNGjcLHefjhh93diMqMGcZ89537rxUbMaI0QGJcmRDZlfMAuemmm8ILxumnn+7urtI///nP8Pxnn33W3Y0sGT58ePg6qE/Lh+bv1KpVK3ycD3xKsKJqTz21Jgi03lWqhbpmzSoNkL/9bc3qvSh6OQ8Qu4jUbbfd5u6ukj2JbezYse5uZMm4cePC18F3KO8333wTPoaKSP2qZcYRvQsvLA2DVJf90eRcDVIJzks1eFDQch4gutgEFw2VSq2urbbaKjz//fffd3cjS3S3ELwOKinsY8SIEeFjUEQqg+68szQIjj/e3Vuxgw4qPS+NgRIoHDkNEH3DtOdwzJ492z2kSnbd7OnTp7u7kSX2YAiVEvZx6623ho+RTj8KqqBSB0EQbLutu7diWmUgOE/LwqPo5TRAdMcQXDB8ikhplVY7gL7XMtXICS2iGLwOWs/MZwXd0047LXwMikhl0Lx5pUFQ8lol6qanom/f0vO0FDyKXk4DZNCgQeEF4xCV3Kwm3cEE52tTUSnkhp57+7Xw6b/YbbfdwvMpIpVhm25aGgZvv+3uLd+4caXneDZTorDkNEAuv/zy8IJxoTr2qok7kPhI9w5E8380Dyh4DIpIZdgRR5SGQb9+7t7yaYma4BxtP/zgHoEik9MAOeqoo8ILxv333+/uTgl9IPGQbh/IJ598Ep6/3nrrVTuAUE2XXloaBB07unsrttVWpecx6rHo5TRANt988/CiUd0iUgFGYcWDPQpryy23dHdX6YknngjPZ0maLBg4sDQImjRx91bsmGNKz+vTx92LIpOzAFmwYEF4wVCTh2//hT0PhKW/cyfdeSBdunQJz6eIVBZMmlQaBBtv7O6tWOfOpeedd567F0UmZwHy2muvhRcMnyJSAWaix4M6vYPXwWcmevPmzcPzKSKVBcuWGfPXv5aGQarLmjz2WOk5Bx7o7kWRyVmA9O7dO7xg+BSRCpx66qnh47AWVu707NkzfB185nDUrVs3PJ87ySxp0KA0DEaNcveW76OPSs9Zf32NZHGPQBHJWYC0b98+vGBUt4iUzV5L68wzz3R3I0vU7BS8Dtddd527u1JqvlQzZnC+mjeRBS1bloZBjx7u3vL99psxa61Vet5XX7lHoIjkLED233//8IJR3SJSNrucqh4TudG4cePwdXj00Ufd3ZUaP358eK4GViBLbrihNAiq8+Vrl11Kz3v+eXcvikhOAkRDNDVUM7hoVLeIlO3jjz8OH0dDerWiK7LPHlH3zjvvuLsrZReR0tBuZIn6DIMg2HNPd2/F2rQpPa97d3cvikhOAmTGjBnhBcOniJRNM561cmvweJqPgOzSBM7g+VdTlOqaV4ddREqTS5ElmjcVBMHaaxvz++/uEeW75ZbS81q3dveiiOQkQIYOHRpeMHyKSLk0byB4PH2bRXbZczh23nlnd3eV7CJSWt4GWfLHH8ass05pGHz2mXtE+V54ofQcj9cbhSMnAWJ3fGsBvXR17do1fDzVF0F22R3oF110kbu7Um4RKSaDZtm++5aGwZAh7t7yff116TkqLqWOdRSlnATISSedFF4wtIR3ujTsM3i8jTfeuOSL1R/uIcig+vXrh89/defi2EWktK6ZzyKMSMM555SGQaq17NXPqOVqgvMmT3aPQJHISYDYRaRURChdv5V8A1p33XXDx3z33XfdQ5AhdgCo/+OHai6wZxeR8pnBjjTZxaVatHD3VswuLlXNUXcoHFkPELeIlC5AUWjatGn4mJdqoThkRY8ePcLnfa+99nJ3V8kuIqU7U2TZq6+WBoFvcamrrnL3okhkPUDsIlJq+45q2K3mHgSPu+mmm6Y1sgup0yCI4Hn3qWlvF5FS3xiybO7c0iDwLS7VrJm7F0Ui6wFiF5HS6JuoLF++PGlpd430QmbZc3B0V/ntt9+6h1TJLiLFa5YjdeqUhoFPcSmP1ZdRGLIeIHYRKY3/j5K9PEqL6rTnwsuVV14ZPt+HH364u7tKbhEpzQ9CDui1C8KgmsWlVpdsi0q2P3/80T0CRSDrAWIXkYp6zoa9JIYmF1LVLnN0x6emwuD59pm/oRUIgvMpIpVDnTqVBkg1iku9tdVWZljJOY+WbHPeeMPdjSKQ9QCxl7zQBT9K6k+xm0Tatm3rHoKI3HXXXeHzrKHTS5cudQ+pktZACx6DdcxyaMCA0gCpRnGpB5o1M+1KzjmpZBtOcamilNUAiaqIVGWefvrp8GestdZaZubMme4hSNPKlSvN1ltvHT7P//nPf9xDUqJVmIPHUPMjcmPlu++aKSWvwdsl22ubbOLurtCtnTub2iXn/L1k+/e//+3uRhHIaoDYRaRU/yET1Ayyyy67hD+nXbt27iFIU//+/cPnd/311zc/erZ/qw5M8DiqD4Pc+H3ZMnPrX/9qupS8DheVbD+lWFzKHvl4IMWlilJWA0SV5oI3nCrQZcqQIUPCn6O7kClTpriHwJPm8Wy77bbh85vO4oeqRBk8jr5cIHdOql/f7FLyOmxdso1OsbjU5MmTw9dvgw02iGxIPvJHVgPkX//6V/iG66zayhni3oUcfPDBdNBGRMWigud1nXXWSazE64MiUvFifzY1OTQVWgFCX9CC876iuFTRyWqAbLTRRuGbTZ3dmegDCYwdOzbpAtUv1eGJqJCG2dasWTN8TtOZ+PfWW2+Fj0MRqdy7/vrrw9ejOpU9tfpycN7zFJcqOlkNEHvWsraGDRtmdKjtOeecE/4sjRSaP3++ewiqwV4upkGDBolvoL7uv//+8LEoIpV7zzzzTPh6VGdJmtatW4fndae4VNHJaoCo/bxZs2ZJIVK7du3E3UImqHPXnqugTlvaaf089NBDSa/bqBTbySty4YUXho+VTj8KovH555+Hr8faa69tfk+xuJRCIzhPYYLiktUACfTs2TNpQUXNRh6gsegZ8MgjjyRd+G5RNTVUy2effZZUgrhly5buIdV2yCGHhI/nMwkR0Vq9enWiTyt4TaZOneoeUi41WwXn+BQTQ37LSYDICy+8kBi5YV/c9U00E7U82rRpE/4MzVBnxE/qNOPcHpCw5ZZbRtLhbfeHUUQqHvbZZ5/wNXnqqafc3eVSx3lwjjrU02nWRP7JWYDIJ598kjSUU5uamX755Rf30LTo8ezOvs0228x8l+JY92Kn2fx2+L4RwZIVs2fPDh+TIlLxYb/WGm2XCjUJ218ENbQXxSOnASLq2NYkJDtE1NkeVZ2QwLRp0xKT3oKfoW/VvhPgioXdvq0tnVFXtpEjR4aPSRGp+LjjjjvC1+WEE05wd1fI/vxqciGKR84DRHTba9eF0KahnW+nurR0ijTB0B7au99++3mt4VQM7Nnm2o488sjI5tKobkjwuBSRio9XX301fF222247d3eFtIxJcF4m53chfmIRIIFu3bolXeA15+Dxxx93D0tLr169ki6Mhx12mFmxYoV7WFEbPnx4orkqeI723HNP8/PPP7uHeTv99NPDx47qrgbpmzt3bvi66HOY6perPn36hOdplCWKR6wCRDQe3a5vru3aa6+NdPitHs9+/COOOCLlD0uhU3jYo3H0TVQXlijZ84Gee+45dzdyqE6dOuFrM3HiRHd3udQvFpyz1VZbubtRwGIXIKJRORrtY1/k1dShEUFRsechaNtjjz28l+UoFGq2su88NNgg6iJPFJGKNxUGC16bBx980N1dLvUl2p+ln1RsCkUhlgEic+bMMXvvvXfSG1PDDKO6yKs9//zzz096fI0I05yHYuR2mCs8PvzwQ/ewtNlFpHSnmYlh2/DXqVOn8PW5+OKL3d0Vsr/wjVO5WxSF2AaI6I6jVatWSRc23SJ/8MEH7qHebr755qTH1/yEZ5991j2sYOk5tpd80aZmq0zdGdhFpDSIAfGiCb3B63PooYe6uytkrzDRt29fdzcKVKwDRHSn0LVr16QLnGZFR3mR12x1e1VRbRpZUujzE3S3teuuuyb93WrKi7rPw2YXkaJWS/y8++674euzSTWKS1111VXhebqzR3GIfYAEHnvssaSVYDVKRHcPURk9enTiA2NfTHVx1WTHQjRw4MCk5Um0aVHDKEdblccuIqWyuIgXTbq1R0KqKTkVdnGpgw46yN2NApU3ASITJkxItM3bF70zzjgjsuUTNDu9SZMmSY+vDl99uyqUUVpqmjr66KOT/kZ1nGs4bTb6I+yVB8aMGePuRgzUr18/fI1efvlld3e5KC5VnPIqQGTWrFmJWiL2BVDfeKJYn0l0EdXF1B6NpE2dhFHPSckmNcdpeQqttOr+XVEsT5IK3d3Y325ZXj+eTjzxxPA10sKnqdCXOPsz8/XXX7uHoADlXYCI7gZUEte+ENarVy8xwicqKnikeiX2z9CmZRtGjBjhHh5bGjar4Zh2Gdpg06q6UQVvKuwiUrqTRDzZxaXOOussd3eF7PXmtFgqCl9eBojoTuGyyy5LuiDq1jnKi7tqIugb2IYbbljm4qvOZo0o0jLYcaTRVb17906MWnN/dxWDSreeh48HHngg/B20NAri6emnnw5fJ9/iUpRNKA55GyABfbu2R1BpdVctVxIljUpSmU/3QqxN3+y1BEtc6kF//PHH5sorr0wqpBVsmmGu3zWqPqPqsidvKvwRT1p4NHidNHAl1S9J9lwilVBA4cv7ABFVNHRHULVv3z7lqmqp0sVZHwy3fyTY1Bdz7733ZnQYbHm0cnGPHj3KlAwONo22Uq2VqCZh+mrcuHH4O6nCIeJJgWGPePQpLqXVrlH4CiJARKOLdtppp6QLpxZKzMSyCjNnzjQdOnRI+pC5m/pPdIwK80TdWawgeOKJJ8y5556bNGLG3VQH/j//+U9slq23mwLfe+89dzdixF4ForziUmoqHj9+fNK/UVyq+BRMgMjixYsTbev2RVTt/ar3nAnqgL777rvN/vvvX+bi7W5anl5lXDXJSnUX1MmoJR+0YJ3uILT98MMP4X/r37Vf3+rUJKeJjY0aNSozjNndNMpJ6xmpTGzUhbl86CKiNnXNarZ/z2zfpaF6zj777PC1sotLaWKvPZdHc6U081zvXe2za+589NFH1iOiEBVUgIhuvy+44IKki5WWJ9FEwUzSHdCNN95Y7sitbGzq7FSdjbhUWlT46Q6pVq1aZX5XbXqevvzyS/c0xIRd9iAoLqUvJC1atCjzWmrTfCkdt8MOO4T/psm/KGwFFyAB3RnYfRW6pb7vvvvcwzJC364HDx6cuNtQxT33wxbFpiGTF110UWJJF337i4Pp06cnmsw0pNr9fcvbateunbU5KKieV155JXydtDaayhBr5KH7Gla2nXrqqe7DosAUbICIZtG634A7duyY8qiSqKgfRmsMPfzww4m1oLQ0vZq99MHUZi9vrk3/P9h3wAEHmJNPPjmxHpiWi5g0aZJZtGiR+yNyRuGlJgz9nu4FJNjUF6Mw1TwQdfZrpJz9t2pZFcSL+tmC10jNomqCtV9ThYPmXWnOSHlzjIJN+3RMphbnRG4VdICIRpBsv/32SW/qpk2bmiVLlriHIkXq11DhLzVnuOEXbJrxrhnNKhi1cuXKpPPVr6M5O/bxV1xxRVaWUkHqdIfovq4KE63U4C5V8uabbyb66dzX1d7++c9/JkYpxmVQB9JX8AEi+pasDmz7zawmII2mQup0kTjvvPMSfUruxSHYNFNfTYVVXSQ0JNpeF0vb8ccfH4uOf5hEQLhNkarfUt6ILJu+XOiOQ8sNVfTlQv+uLxdqfnW/XCC/FEWAiN6obdu2TXojq3ynLoqo2BdffJHo16ismUJNbTfccEO1myk0vFnfSu3HUju7RqEhd7RumppN7ddFQ7DVfFodQfOm+xrbm928ifxTNAES0Egltw1eQ15RSh98NTVU9sHXXYiaLNy5ANW1YsWKRHu6/dhqb0+1HjeipQEgKvTlvtbprjNXnS8ijM7LH0UXIDJ8+PCk8eratGS7xrEXKzU9qElBQzEra3rQfh0X9SQxLbFir9SrSZqaLInsUQljd+20f/3rX4l11aIUNIW6A1zsTas6qCn0pyqaQpFbRRkgoklOdevWTXrTqlN42bJl7qEFTXcQupOorF8j6PzM9HBhTThUO7v9s/Wt1e2wRfQ02MEtMNalS5eMfqkKJplWNhij4dprm/tPPNF8X/L7GfpLYqdoA0TmzZtXZvjpnnvuab799lv30IKivgo1FajJwP3ABlsw/FJND9mkJU5Uo8T+XdQeX+jlhXNJK+fad38aQacyz9m0cOFC06dPnzKfx0NKtptLtndLNrPxxsZccIHqArinI0eKOkBEbfBaINF+026xxRbmnXfecQ/NaxoVpSYBjZJywyLYdBeipoVcDyxQGVV7LSZt++67b84Xgyw0GljirjKtVZxz3aGtCalaPmW3evXMKSW/04CSbXbJZuyt5MuPufFGLUznno4sKvoAETWRaBkS+1uYlj5XvY98pguEmiY0ZNKtRBhsajpQE4LmdUTdr5EOtbur/d3+XdU+r3Z6pE/ruGltNfv51bpWcaskOHPcOPPpueeaVbVqJQeIvakG+/33a8auezoyjACxDBkyJBEc9odKzTj51gavb5AaGqkhkm5gBJuaCoJF8OJK7e+auW//3mqnVyjC35QpU8qMhjrmmGMSlT5jS19uNAfl+OONWWutsiGireRLkmnZ0pihQ+kvyRICxKElR/7xj38kfbhOOeWU2LfBa+hjVf0amhimTmk1EeQTLeFi30HpTpGKd35GjhxZpsJmp06d8msVgIULjbnnHmP2269siATbJpsY06GDMRMmuGcjQgRIOdSJrtVt7Q+Z1q6K2xLkWmPr/pJbdw15dMMi2DRUUqvi5rpfI126q3KXslf7fZya3eLuzjvvLLPAqMoM5zWVarj2WmO22aZsiATb9tsbc9NNKljino00ESAV0HBe9R3YF6ytt97aTJ482T00q9SvMbTkFl39A5X1a2hZEA2RLKQLrNrn1U5v/60HH3xwoj0fFVNlTg2OsJ83NW++9tpr7qH5S83M48YZ0769KpeVDZFgK3m/GIVmlAuS6ovlXXcZc8wxazr311/fmPXWW/PfzZopubU6pXtW+ezfNVU+50Qk+z8xj6gN/uqrr0764GkCoi7g2Tah5FZcdU7c0r32prskDYXUkMhCpXb6Y489NunvVnt+ujOlC5VWblaBMfv5UomBbA/PzqoVK9b0lxx3XOX9Ja1aGTNsmDGrVrmPkBr1s5RcH8w665R9fHfTMZ07V903Y5+TKp9zIpL9n5iHtAy7/W1fS6H897//dQ+LnBZ71OgwdzVhe1O/hoY85lu/RjrUXn/ppZcmPQ9q11f7PkrpPWEXeNKmMIlTOYCM093p3XdX3l9Su7YxF15ozNtvu2dXTDPkGzUq+1hVbTqnstn19rGp8jknItn/iXlKM7Y1Rt7+MJ511lmRryaqfg21S6tpxg2LYAv6NVT1r5j169cv0Y4fPC9q31c7P0yiecodhacVB7JdCydWpk0zpmvXyvtL6tfXG8s9M5mewyZNks/bfXdjHnxQs3Q1Bl0rUmpkizEDBhiz557Jxx566JrHKI99XKp8zolI9n9iHvvqq6/MLrvsYuwPpcbSp9tkpBAaVnIr3bJlywr7NXShVC1qLaetyY9Y4/XXXy/TrKdwVbt/sdIXEDdY71IbPdZQf4kqYbZrV3F/yZQp7lmlbr45+Vh10Fe25Iv2ued07+4etYZ9TKp8zolI9n9inlMhqmbNmhn7gqWhs5999pl7aJXeLrll7tChQ5kLoL1pZdR77rkn7ZAqZGrPd0sHH3bYYYm7uWKipr1LLrkk6XlQ095LL73kHoqAvowNHmxM8+al/SXqr6io01tzZbSkio7TphFgqdLdT3CeHqO82jfBfm2p8jknItn/iQUgnQ+q7mJU0a2yfg0VWrq25I05TbfcSIna9Y844oik51Ht/8XSN6QvNpoMaP/9GlygSYNIkfpLtPpEZV8G1SSlC7U2DQ+uqCmqPDpWI7OC88sr5Rzs05Yqn3Mikv2fWEA0B8NtKujdu7d7WOLipmYFd+kIe1MAtW/fvuTO+o28m/keF2rfVzu//byqH2DMmDHuoQWlvOHNUTStohynnVZ6se7Z091btR49Ss8/4wx3r18Y+JwTkez/xAKji1N5nZWaua66I61ataq0X6N5ya2zllChXyM6CnF3wpzCvhBla3AH/mennUov1h984O6t2vvvl56/887uXr8w8DknItn/iQWovOGSFdU30KaVZe+++24mwGXQqFGjyizZcfHFF+fXkh1VyNXw8qKmIb/BxdpnOLT65YLz69Rx9yaHgc+WZdn/iQVKHbbuhC17U/Gqrl27mqlTp7qnIkM0sMFdG0wDINRfkM/Km+CqRSZzMcG16NgTE6vT/xHQ6MDgfD2WK9jnu2VZ9n9iAdPQ0SOPPNIEH2qVZW3Xrp0ZO3Ys/Ro5on6AQw45JHxNtGkotgYz5KOKlthhmfss4Q4kSfZ/YhHo0aNHYhl4+jXiQf0BZ599trEvuuo3UP9BPvnuu+/KLPKpYd5xW+SzoEXZB9KwobvXLwx8zolI9n8ikCO33nprop8guPiq/0D9CPlg0qRJeVlmoOAwCitJ9n8ikEOa8a8FMe0LsfoT1K8QVxqlt+666yb9zvlY6KwgMA8kSfZ/IpBjWpJf/Qb2BVn9CupfiJNCLbWc1zQAwy6vm85M9PIqQPqEgc85Ecn+TwRiQP0GWv7eDpE999wzUUwsDtR/1qZNm6Tfb4sttjDvvPOOeyiyrSTUky7a3bpVvhaW7hS19pV9jtbGKo9PGPicE5Hs/0QgJtR/0Lp166SLtPoZVNY4l+bNm5eoWW//XnvssYeZPXu2eyhyQUNxDzkk+cJd8vqY/v3XrMCrfikNoJk5c00z1V57JR/buHHFTV8+YeBzTkSy/xOBGFEzkWrJ2xdrNROp3yEXPvroo8ScIfv3adGiReya14qelok58MDki3cqm86pbIkZ+9hU+ZwTkez/RCCGBg8enAgO+8Kt/odsdlRr6Ru3g/+qq66KdQd/UVO56CuvTK0iYc2axlxxxZpzKmOfkyqfcyKS/Z8IxJSartTPYF/A1cSVjfk8t912W9IQYy2F89BDD7mHIY609PsddxjTtKkx9eqtqYe+7rpr/vvoo43p1cuYOXPcs8rnEwY+50Qk+z8RiDF1oqsz3Q4R9UeoXyITVq1aZdq2bZv08+rUqVP01SaRHwgQwKH+hhNOOCHpoq5+CfVPROmHH34wjRs3Tvo5O++8s5mpzlcgDxAgQDnU79C5c+eki7v6JzQRMQpaVNMtKta0aVPz888/u4cCsUWAAJUYNGhQ0tL86qdQf0U6Xn75ZVOrVq2k8OjYsWOiIBaQTwgQoApvvvlmol/CvuBrcUafok2qb+8Wu7r33nvdw4C8QIAAKdDy71oG3g4RLROvfoxU6O7iggsuSDp/o402MqNHj3YPBfIGAQKkSIWo1E9hh4AKVqlwVWUWL16cVCdGW4MGDcznn3/uHgrkFQIEqAbdSai/wg4D9WeohG55ZsyYYXbaaaek4w899FDz448/uocCeYcAATzcd999if6LIBTUr6E69zZVotxkk02SwqN9+/aJypVAISBAAE9jxoxJ9GPYAXH++ecn7lL69+9fZvRWL81IBgoIAQKkQf0Y6s+wQ8RdDmWDDTYwL774onsqkPcIECBNP/30kznssMOSQiPY6tWrZz755BP3FKAgECBABNSv0bx586Tw2Hzzzc38+fPdQ4GCQYAAEfjjjz/KLMKopU/mpLoKK5CHCBAgAv369SvTfKXtzDPPdA8FCgYBAqRJCyBuuummYWgcfvjh4X//5S9/MRMnTnRPAQoCAQKk6fLLLw8DQ8N6Fy5caA488MDw31RPJJuVDYFsIUCANEyfPj1pvsddd92V+PdJkyYl7j6Cf3/kkUeSTwQKAAECpOHYY48NQ6Jhw4ZJs8y1Ym+wb8sttzS//PKLdSaQ/wgQwNNLL70UBoQ2/X/b3LlzE5MIg/1du3ZN2g/kOwIE8KA7DXuRRN2JlOfWW28Nj6lZs6b5+uuv3UOAvEWAAB7U1xEEg/pA1BdSnt9++y2pdG3Lli3dQ4C8RYAA1aRRVvYiihqFVZmhQ4cmNXW9/vrr7iFAXiJAgGrSirtBGGy22WaJeSBVseeG7L777omZ60C+I0CAavj4448TS7MHYaAZ6Kn49NNPk2qhq54IkO8IEKAaVE0wCIG99tqrWncSF154YXhunTp1zKJFi9xDgLxCgAApeuaZZ5L6MsaNG+ceUimVsbUrFHbq1Mk9BMgrBAiQghUrVphtt902vPiffPLJ7iEpUdnb4DFUEnfatGnuIUDeIECAFHTv3j288K+zzjpm1qxZ7iEp0fyRXXbZJXyspk2buocAeYMAAaqgmh6q7RFc9K+77jr3kGp55ZVXkprCKHeLfEWAAFU444wzwov91ltvbZYtW+YeUm3HH398+Jg77LCDWbVqlXsIEHsECFAJ1fKwV9V9/PHH3UO8zJgxw6y99trh4/bq1cs9BIg9AgSogGp4qJZHcJFXjY8o63pcddVV4WPXqlXLLFiwwD0EiDUCBKiAangEF3hNHlSNjygtWbLEbL755uHPOPfcc91DgFgjQIByqHaHangEF/e2bdu6h0RiwIABSSH14YcfuocAsUWAAOW45pprwgu7anqotkcm/Pnnn2bvvfcOf1bjxo3dQ4DYIkAAx1dffZWo3RFc1FXTI5PGjx+f1FH/1FNPuYcAsUSAAA7V7Agu5qrloZoemdamTZvwZ9arV8/8+uuv7iFA7BAggEW1OoILubZhw4a5h2TE7Nmzzbrrrhv+3Jtuusk9BIgdAgT4H62sq1odwUX8iCOOcA/JqBtuuCH82eutt5759ttv3UOAWCFAgP9RjY7gAq7aHarhkU3Lly83devWDX+H0047zT0EiBUCBCih2hyq0RFcvFW7IxcGDx4c/g7qWJ8wYYJ7CBAbBAhQQrU5ggu3anaodkcuaKZ7o0aNwt9lv/32Swz1BeKIAEHRmzp1aqI2R3DRvueee9xDsur9999PKpv70EMPuYcAsUCAoOipJkdwsVatDtXsyLV27dqFv9MWW2xhli5d6h4C5BwBgqKmWhzBhVqbanXEwfz5882GG24Y/l5XX321ewiQcwQIipZqcKgWR3CRVo2OOOnRo0f4u2np9y+//NI9BMgpAgRFSzU47Au0anTEycqVK02DBg3C3/GEE05wDwFyigBBUVLtDdXgCC7Oqs0RR88//3xSE9vo0aPdQ4CcIUBQlFR7I7goqyaHanPE1VFHHRX+rrvuuqtZvXq1ewiQEwQIio5qbtjDZFWTI84+++yzpGHGffv2dQ8BcoIAQdFRzY3gYrzPPvvkxUS9iy++OPyda9eubX766Sf3ECDrCBAUFdXaCC7EWipEtTjygQJDwRH87h07dnQPAbKOAEHRUI2NbbbZJrwIqwZHPlHTVfC7q0lrypQp7iFAVhEgKBqqsRFcgFV7QzU48ok6z3fbbbfwb1DnOpBLBAiKgmprqMZGcPFV7Y18NGbMmPBv0KZhvkCuECAoCqqtEVx0VXMjn0vGnnjiieHfUr9+/cSEQyAXCBAUPNXUUId5cNFVzY18NnPmzMTM+eDvuf32291DgKwgQFDQNER33333DS+2qrWhmhv5TosrBn+TFl2cN2+eewiQcQQICppqaQQXWk0e/OCDD9xD8tIvv/ySWOY9+Nu0/DuQbQQICpZqaBTyRXbQoEFJ4ahCVEA2ESAoWJ07d05q5lGNjUKi5jmVvA3+xoMPPrggmueQPwgQFCTVzrA7mlVboxC9/fbbSQMEnnzySfcQIGMIEBQk1c4ILqqqqVHIQ13dIcrLly93DwEyggBBwVHNjOCCqq3QJ9t99913SZMkr7/+evcQICMIEBQULfehmhnBxbRYlvvo1q1b+Dfn4zItyE8ECApKnz59wgupFhxULY1ioJn19erVC//21q1bu4cAkSNAUDDcJc9VQ6OY2EvVa8uXpeqRvwgQFAzVyAgunsVadMkulrX33nvnRbEs5C8CBAVBtTHssq/33nuve0hRmDx5clK53v79+7uHAJEhQFAQjjzyyPCiqZoZ6kwvVuedd174XGy++eZmyZIl7iFAJAgQ5L3hw4cntf2rZkYxW7BggalVq1b4fFx55ZXuIUAkCBDkNU0QVE2M4GKpWhkw5o477gifE83I/+KLL9xDgLQRIMhrqoURXChr1qyZqJUBY1atWmV23HHH8Lk57rjj3EOAtBEgyFuqgaFFEoOLZJcuXdxDitqIESOSmvZefvll9xAgLQQI8pa93pXa/B988EHz6KOPslnb7rvvHj5H22yzjfn999/dpxHwRoAgL40aNSrp2zVbalv79u3dpxLwRoAgL/Xt27fMxZGt6q1p06buUwl4I0CQl1Q4qUWLFonlyw866CBz+OGHs1WwHXrooYnmK9WGp3Y6okSAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwMv/A26p3UKsOBHyAAAAAElFTkSuQmCC)
PN: 4H58-3-A0
CAS: 1427012-25-6
Molecule Weight: 231.174
Formula: C10H8F3NO2
![Methyl 2-[2-(difluoromethyl)-3-pyridyl]-2-oxo-acetate](data:image/png;base64,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)
PN: 4H58-3-9C
CAS: 2149601-18-1
Molecule Weight: 215.156
Formula: C9H7F2NO3
![2-[6-(trifluoromethyl)pyridin-3-yl]acetic acid](data:image/png;base64,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)
PN: 4H56-3-56
CAS: 913839-73-3
Molecule Weight: 205.136
Formula: C8H6F3NO2
PN: 4H58-3-A3
CAS: 1363210-38-1
Molecule Weight: 219.163
Formula: C9H8F3NO2
TSCA: Not listed on TSCA inventory