| Product Number | 2717-5-13 |
| CAS | 412322-66-8 |
| MDL Number | MFCD00118715 |
| Molecular Formula | C19H19ClO2 |
| Molecular Weight | 314.81 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2717-5-13
CAS: 412322-66-8
Molecule Weight: 314.81
Formula: C19H19ClO2
![2-[3,5-Bis(trifluoromethyl)benzoyl]benzoyl chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABRRAAAUUQEGqRKSAAACrXpUWHRtb2xTb3VyY2UAAHicjZbbbuIwEIZfxfL14tjOwYAIFaJCWqlVpW1X2ruVCYZGIkmVhNPb7zgOkIQ0Xk7jzPyfj2Ob2dM52aOjyos4S0PMCMVIpVG2idNdiH9/rEZj/DSfRSACYVqE+LMsv6aOczqdSPSpEnnOUhJlCTbx6bmIW5qTS7J853BKmfPn9eW9YkZxWpQyjRRQRTwtKudLFsmy6sU3TTiJzI9x6hi5k+RHU9tfTvWHknOxwfexLCG2ABRt471C2yxPZImOnBL40B9op1KVy1Jt0PoCbpd4MPb57PU5iw6JSkso6hriSO7fy/wQgSPJ9io6QGVQ+Pkc4oQBIMssWeS5vCBd0m7JkORIukh6SPpIBkgKJMdITpBkFL4QZyBgoGAgYaBhIGKgYiBjoOOg47oe0HHQcdBxH9Zmr3TnPi5fKsQrtEQrpH+b71Xte+v4l3v0BvPNQzxixHVdgW6Wk7EAq6cmcG9umCZ4XU1DHATCu1uYNwrDGvkQ94R+FkI/u4S7YGusNjVUmxqtydrUztrUShPD6ALdp9CA7tB3lhNot+oAHWvrkYBT08FJ8/kav/oDwgITp76ehoAIrgd8j0/cPt7W3pUTRNC7hdRxbrkzn62zdNMoongT4jXDVVL9UtuC13mFUZZvVA5bVVegpU2AtwGdhcOA+wB4w4D3APjDgN8G9H64AYs+IGgDevcMA6IN6L02DIzbgN6Zw8CkDVT7eJjQ8c6wrQh7bIUNzy3rrLc5WSyM28NYsoR5PYwlUZj/sCzMkiqss/TmYLwxvJcRPYywtNNJAHPwWlankwPmoB5meCcJzMFuYTpZYC4CC9Pd9tXFYWG6aSD+g+lu/upyspxInTQwl5mFCXoYvy8PnMax6VyvZyg+XN1O41534N/M/B+m+4itGVTRgwAAODJJREFUeF7t3QeUFFXi9mEQUFFhFeOuETFjznFFZd1dxPAXzAlUQERdMGdMKCoKhlVBQMQsKmIEBQMqCmICDICoqAQDKEGWINyPt/qrmp470z1dt6t6uqt/zzl1RKq6me65VW/VjXUMAAAO6th/AQBALggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAEEs+nask3UDUPo4kxELOzDsDUDp40xGLAgKIPk4wxELAgRIPs5wxIIAAZKPMxyxIECA5OMMRyzsRnMa0IHk4WxGLOzQIECA5OFsRiwICyD5OMMRCwIESD7OcMSCAAGSjzMcsSBAgOTjDEcsCBAg+TjDEQsCBEg+znDEggABko8zHADghAABADghQAAATggQAIATAgQA4IQAQex+m/Wleeqabc3EkX3sXQBKGAGC2H313kCvS+/Lvf9h7wJQwggQxI4AAZKJAEHsCBAgmQgQxI4AAZKJAEHsCBAgmQgQxI4AAZKJAEHsCBAgmQgQxI4AAZKJAEHsCBAgmQgQxI4AAZKJAEHsCBAgmQgQxI4AAZKJAEHsCBAgmQgQxI4AAZKJAEHsCBAgmQgQxI4AAZKJAEHsCBAgmQgQxI4AAZKJAEHsCBAgmQgQxG78yIHm8mPqmAHdCRAgSQgQxO6FIQPNnlvWMV1OJ0CAJCFAELuBAweaOnXqmH/8gwABkoQAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAKTKaMyrbVopKPUDs34G9AeWK0l9k7IuTvZUiAgRIJkp/kUniRSkpAQKgMs6KIpPEixUBAiQTZ0WRSeLFigABkomzosgk8WJFgADJxFlRZPyLVXWbbd5PU83kMYMi3caNHGRefHaQGTQouq19+/ZegDRr1qzKvny3Z54cZEa/WvVz5LP98PmISt+z/XvI9jsByglnQJGxL1DZLlbDbj+oyjH5bl2PqGP2bFbHu+CXwrb5+nXMqQfVMQ90qPpZnLdOdc3CuT8E33OV/WkbUM44A4pMmAvTtPFPe+uMv9irRWTbvZe3MJ1ObmFatIhua9q0qXexb9iwYZV9+W4nHNPC9LighXmhms/iuo15qqtZsWJ58D2H+Z0A5YSzosgk8WJFGwiQTJwVRSaJFysCBEgmzooik8SLFQECJBNnRZFJ4sWKAAGSibOiyCTxYkWAAMnEWVFkknixIkCAZOKsQOxKPUAAVI8AQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDEjgABkokAQewIECCZCBDE7rbbbvMCZMcdd7R3AUVvwYIF5sQTTzTXXXedvavsESCIzZIlS0zPnj3Nqquu6gWIthNOOMF899139qFAUXrkkUfMX//616D8HnjggWb8+PH2YWWLAEEshg0bZrbaaqvgxFtjjTXMKqus4v25YcOG5tprrzV//PGH/TKgKIwbN87st99+Qfn9y1/+EtwIqRyfeeaZZvbs2fbLyg4Bgkh9/vnnpmXLlsGJt/7665t+/fqZ5cuXmw8//NDsv//+wb5NNtnEPProo/ZbALVm5syZpl27dqZu3brBzU737t29m51vv/3WtG3bNii/jRs39qpn9aRdrggQRGLOnDnmvPPOM/Xr1/dOrgYNGpgLL7zQ/P777/ahXmgoPPwTUaGicAFqi0Lg5ptvNo0aNQrKpdo9pk+fbh9q3nrrLbPLLrsEx2299dbmhRdesA8rCwQI8rJs2TJz7733miZNmgQnVKtWrczkyZPtQyvRHZ2qsXSHp9eoWkB3frNmzbIPBWL13HPPmS233DIov7vvvrsZPXq0fVglf/75p+nbt69Zb731gtepl+EXX3xhH5poBAicjRw50jRv3jw4gbbbbjvz6quv2odlpQZ1Naz776E7wFtuuaWsqwVQGBMnTjSHHnpoUPY22GAD079/f6+6NVe//fab6datm/fErffQE/j5559v5s6dax+aSAQIQvv666/N0UcfHZx4a6+9tundu7dZunSpfWjO3n77bbPbbrsF79msWTMzdOhQ+zAgb7/++qs599xzg+pWNY5ffPHFZt68efahOfvqq6/Mv//976D8rrvuuua///2v96SSZAQIcjZ//nxz2WWXBb1R6tWrZzp16mR++eUX+1AnuvN78MEHvYZ3/0Q87LDDzKRJk+xDgdBU3Xr33XebddZZJyhfrVu3NlOmTLEPdfbKK6+YbbfdNnh/jX0aNWqUfVhiECCo0YoVK7zR5BtttFFwYrRo0cJ8+umn9qGRUMP7RRddFASV7hS7dOniNdQDLl577TWz/fbbB+VXfx4xYoR9WCT0JH7nnXd6T+b+v3fMMceYadOm2YeWPAIEWb333ntmzz33DE6Epk2bmiFDhtiHxUIN8UcccUTwb6uh/p577vHuJIFcTJ061Rx55JFBGdLTx1133VWQMqQn8w4dOnhP6vq3V1ttNXP55Zd7T/JJQYCgWj/88IM55ZRTghNvrbXWMjfddJNZvHixfWjshg8f7jXQ+z/LDjvsYF5//XX7MCCg9oxLLrmk0lNs586dvfaPQtOT+sEHHxyUX41sf+ihh7wn+1JHgKCSRYsWmeuvv94bOa7CrgFVp512mpkxY4Z9aEHpjrFPnz6V6q+POuoo7w4T8KkdbcCAAWbDDTcMyol6Wk2YMME+tOCefvpps8UWWwQ/11577WXGjBljH1ZSCBAEnnzySbP55psHBXyfffYx77//vn1YrdId5DnnnBNUC+gO89JLL82rBw2S4Z133vHGcPjlV2M7NMajmPzvf/8zN954o1lzzTWDn/PUU0/1nvhLEQEC8/HHH5uDDjooKNB/+9vfzMMPP1zUj9ifffaZOeSQQ4KfWXecaugP04cfyaDR4ho17pcFjSXq0aNHrVS35urHH3/0gsOfMkWBcsMNN3gBU0oIkDL2008/mbPPPjuY5FCNfFdddZU3fXWpeOaZZ7yGff/isccee5h3333XPgwJpOpWzVOVXt16xhlnePNZlQpVYe29995B+VUV11NPPWUfVrQIkDKkboa33367N8OoX3CPPfZY880339iHlgTdaaqBXw39/uc5+eSTzffff28fioR4/PHHzWabbRb8vjVz7tixY+3DSoKe9AcNGlRp2vi///3v5pNPPrEPLToESJl56aWXzDbbbBMU1J133tm88cYb9mF5UfdbTS6nk0IT1GkhHn/T/+vvtV+jd6OsJlND/+mnnx5UC+jOVP+m7lSRDFqLQ2ty+OV344039tbsiFJtlV89+V9xxRVeTYA+m9r51A34559/tg8tGgRImfjyyy/NP//5z+DE0yRw999/f95TLSxcuNAbfauZdzVDqV/4c900h9BOO+3kzR/0/PPPR9IY/sEHH5h99903+Dd0p/rEE0/Yh6GEaO0NrcHhV7euvvrq5uqrr/bKXz6KsfxqwOH//d//Bf+GagruuOOOvKYKigsBknCa1O0///lPMNmb/qv/z2eyN4WOnmTatGlTabVBf1Ofe02yqNHqmmFXm6Y88f+sxm9N8eD/TOmb7ro0p5B6hOXboDh48GDvDtV/b3UU+Oijj+zDUMQ0qeatt97qrb3h/x6PO+44b20OV6VSfjUFisLJf2/VHLz88sv2YbWKAEkonSR6wkifblpPIHoScaW7NZ3M6XW12nSRVuOlLtiazjrXnlB6/Fc1gOqzzzrrrEqN4do0FYQmuctn5Tf9zOoYoDtWvafuYPVvqQMBipu9qqWeELQWh6tSLL86j++77z5vckb/ff/1r3/ldR5HiQBJILVpqG3DL3C6c9Edlys1UuvES5/kUAP6NKNp1AtBaUVDjetQV2L/39LF/4ILLsjrRFQHAd1x+u+paoFyX02uWKkMaG0N/3elcqe1N1yrW5NQflVjoPdIr0no2rWrN518bSJAEkQXSfWmSr9I9urVK6+60zfffNNbcc1/T3Uz1BK1cfex18VC07mnDwzT59HiVa4XEtHnSQ9XfbYXX3zRPgy1QBdJtSWkr2qptTbyuUgmrfzqCenwww8P3lM1DA888EBe75kPAiQB1HvjyiuvrNR7Q+M78um9ocd9PZb7BVWL7ejEyyeMXKneN30JUY31yGeKd51sOunSq/d0UpbbanLFQr8PrZ2RXk2jdgRVD7lKcvkV3fSkB6NuihSWhUaAlDDVwWrEePrjsvqPa2R5PtSNUY2E/nuq90ttT6Wui4wWrfLXrNbIXU1Ilw/d2aoaIL1aQNUE+XQwQDha1TK9rGktDfWKyke5lF9Vv9rjuVRNW8jxXARIidLSsZqryi84msNKPT/ypbslv8eL7tq0jkIx0RQQ6h3jf+727dvnfVepO101TPrvqTthnZiFmPK7XOkmx17VUmto5Pu7LMfyqw4hetpK7+KsmYgLEZoESAlS469fADVYTrPnRjFYTgHk341rHEWxTvCmuzmNAfBPGFU/5TseQHTxSR9kqSnkET1N0Ol/x6pu7dixYySrWpZ7+VUX9fQ57TQzQ9wIkBKkXh4qIJtuumlkJ0n//v2DGW7Vz74Ueiepm2fDhg29n1nzCUWx1oPuBjV9vf/9Inqqv9f3q99dVKtaUn4raNCh3lOdEeJGgJQgreusAqLRqlHQlNf+3ZAeqWurR4cLTeHtrxGikzCKOzlNZqf30/xKiJ7Gcuj71XTrUaD8VqYxIno/tbPEjQApQVEGiKb98O+CdPJFObdPoWhqd/8k1GDJfOuUCZB4RRkglN+qCBBkFVWAaPJBNTTqvVQPW8qNxrqT8y8k6nWTDwIkXlEFCOW3egQIsooiQHSn1rJlS+991OUxikngapvqlP2qDM2Y6ooAiVcUAUL5zYwAQVZRBIjfk0t3PfkOaiom6t2iz6Xeaa6fiwCJVxQBQvnNjABBVvkGyNdffx2MWtfUCkmiBlS/n71G/OY6MV46AiRe+QYI5Tc7AgRZ5RsgRx11lPd6TUudRBqs5Y/4veeee+zdNSJA4pVvgFB+syNAkFU+ATJixAjvteojPmHCBHt3YmjaCH1OTfMwa9Yse3dWBEi88gkQym/NCBBklU+AqK+5XtulSxd7V6KoKmDXXXf1PqtmeA2DAIlXPgFC+a0ZAYKsXANEs3Xqdao/njlzpr07cTQ1iT6vGlrD3MURIPFyDRDKb24IEGTlGiCtWrXyXqeJ18qFGiL1mbUyXK4IkHi5BgjlNzcECLJyCZDp06ebunXreluxLIdZCJrmQt+VZnvNdY1qAiReLgFC+c29/BIgyMolQHr27Om95oADDrB3JZrqkv31UnKd7p4AiZdLgFB+cy+/BAiycgkQf0U0rfxWbvzZi7XKXS4IkHi5BAjlN/fyS4Agq7ABMm3aNO94dX3MZ5nbUqURvf7n//333+3dVRAg8QobIJTfcOWXAEFWYQNk4MCB3vHqAlmumjZt6n0Hzz//vL2rCgIkXmEDhPIbrvwSIMgqbICcccYZ3vFhenIkjXru6DvIpU89ARKvsAFC+Q1XfgkQZBU2QJo1a+Ydr5XgytXjjz/ufQc777yzvasKAiReYQOE8huu/BIgyCpMgKjrnz9FdFTL35aiKVOmeN/BqquuWuOKdQRIvMIECOU3JUz5JUCQVZgA8RvgVJhKcbW2qOik08mn70InYzYESLzCBAjlNyVM+SVAkFWYAPEHIqkbZLlr3ry591288MIL9q5KCJB4hQkQym+FXMsvAYKswgTIfffd5x3bunVre1fZUT96fRd9+/a1d1VCgMQrTIBQfivkWn4JEGQVJkD8ldtOPPFEe1fZOeGEE7zvolevXvauSgiQeIUJEMpvhVzLb9kHSN+OdbJu5S5MgFx77bXesR06dLB3lZ2zzz7b+y66d+9u76qEAIlXmACh/FbItfwSINWEBgFSIUyAqO+8jr3gggvsXWVH34G+i0suucTeVQkBEq8wAUL5rZBr+SVACIqswgQId3AVcr2DI0DiFSZAKL8Vci2/BAgBklWYAKEOuUKudcgESLzCBAjlt0Ku5ZcAIUCyChMg999/v3csvVhy78VCgMQrTIBQfivkWn4JEAIkqzABMnToUO/YXKZASLoddtjB+y5qmhKDAIlXmACh/FbItfwSIGkN5vaGcAHy+eefe8euscYaZT2Sd9myZcFI3qlTp9q7KyFA4hUmQCi/KWHKLwFSTXAQIBXCBMjixYtNvXr1vOO///57e3fZ+Oqrr7zvYLXVVqtxLiECJF5hAoTymxKm/BIghEVWYQJEtt56a+/4XNYSSKpHHnnE+w523XVXe1cVBEi8wgSIUH7DlV8ChADJKmyAnHnmmd7xXbt2tXeVDX9NiW7dutm7qiBA4hU2QCi/4covAUKAZBU2QMLcvSTVJpts4n0HL7/8sr2rCgIkXmEDhPIbrvwSIARIVmEDROso1K1b11tXoRzXVBg3bpz3fakRcsGCBfbuKgiQeIUNEMpvuPJLgBAgWYUNENl3332919x66632rsQ799xzvc/epk0be1e1CJB4hQ0QofzmXn4JEAIkK5cAuffee73XlFt/eq1ot84663if/aWXXrJ3V4sAiZdLgFB+cy+/BAgBkpVLgPz888+mQYMG3uvee+89e3di9evXz/vMf/3rX2vs/ugjQOLlEiCU39zLb9kHCLJzCRA57bTTvNeVy7QQS5cuNVtssYX3mcNUfRAg8XIJEKH85oYAQVauAaJRvWqIVIPkZ599Zu9OHM0ZpO9p/fXXNwsXLrR3Z0SAxMs1QCi/uSFAcrBs8ULzy3fj7b8uC64BInqNXvuPf/zD3pUoc+bMMRtssEHouzchQOLlGiBC+a0ZAZKD1x5o47WTfPPRM/auxMsnQDQlgj+nzpAhQ+zdieEPPttmm228hsgwCJB45RMglN+aESA5+HDYNV6APH7FFubPpeG+4FKXT4DI5Zdf7r1+0003Nb///ru9u+S99tprXjWHtjfeeMPeXSMCJF75BIhQfrMjQHKwdPEC88glf/VC5KOXb7R3J1q+AaL61M0339x7j1z7lpcKDTRTnbE+21lnnWXvzgkBEq98A4Tymx0BkqPJYwZ5ATLg/DXNwrnlM0I13wARdYWsX7++9z7//e9/7d0lacmSJcGAsx133DFUw2M6AiRe+QaIUH4zI0BytWKFGXrz3l6IjBpwir03saIIELnlllu891Gdsh6bS5n6yB933HHe5/nLX/5iJk+ebB+SMwIkXlEEiFB+q0eAhDB72hjTt1Ndb9Ofy0FUAaIFeo499ljvvRo1amQ+/PBD+5CSoM/Rvn1773NosFkuE85lQ4DEK6oAofxWjwAJSU8fegrR04ieSpIuqgAR9fA4+OCDvfdT3WupnYRaqc0/+bTw0BNPPGEfEhoBEq+oAkQov1URICGp/UPtIAoRtYsknR8gUY3IVU+W3XbbzXvPtdZaq2SqA+bPn++NB9DPrQFm/fv3tw9x4gfInnvuae9CBPwAUS+qKFB+K/MDRMsAxy0RASLqiaUAUc8s9dBKKk3tvNFGG3kFRI2Ijz/+uH2IE52E/p2c6pSLvWFy0qRJXkOjf6I899xz9iFOvvjii2AFPJ3Umoto+fLl9mFw9O233wYNxeqmevvtt3tTduSL8psya9Ysr2eaX37jlpgA0VgQjQlRiIx97nJ7d8lTwWjXrp1XKFQ40rcDDjjAjB+f/6h8VQf4dcraVBCLsZ+9ZmZt2LCh9zNqtO77779vHxLa3Llzzfnnnx9M2Je+aSEj3TXDnXoUXX311Wb11Vev8v0qsF988UX7JaGVc/lVD66ePXuaxo0bVyq3cUtMgMi08U97AdL/3NXMvF+m2btLkgqGepuokdAvGCeccIJ3p5x+QipYNHp19uzZ9luEogY9/Xt+F0lVMxTLiN8JEyaYQw45JPgeWrZsaWbMmGEfFop6v9x3331m3XXXDd73X//6l5k4caI3hUT6CaleMrqDRjiDBw82G2+8cfA9HnjggV5bxf3332/WW2+94O//+c9/etUv+Si38itaK75Zs2bB+6o67+2337YPi0WiAkRe6HWwFyIj7s+/gbm2DR06tErBGD16dKVjdEHzu/9p0wVPFz4FTz7Uz94frOUXdp0AtWHmzJneojr+RWG11Vbzqj50scjHqFGjgmoEbdtuu22VHjAKZAWz/+SnwL7mmmuc++iXk7FjxwbVVdo222yzKo3Ev/32m/nPf/4TPPnpv/p/PRHmoxzKr6rB9Ln8z6hOBA8++GBBq1wTFyC/fv+J6XdOPS9EZnw5yt5dEnT3e9hhhwUFQ4+5NRUMVbHokdV/zVZbbWWGDRtmHxaKLpKaNsKfe0jbkUceWbD1GHQ3evbZZ3snnP/vH3XUUebrr7+2Dw1l2rRpwaR82tZee21zxx13ZK2LVxWhqgr91+iOWmt1oypdME8//XSvjUPfler4r7vuOrNo0SL70IB+13oC8b9fPZnoCSXXNTCqk9Tyq4kWu3TpEgSSPt9FF11UK9V1iQsQGf1IRy9Ahly/k1mx3L0AFpoKRvqdStiCoYBRo68/FYI23aFoGux8aAK7Y445JrggaNPKcHrSiXqNai0cpAZQVXP4/5a2vfbaK+/eNer1csUVVwQntLpNdujQwfs3c/XYY4951SL+z6WuvrrThjGLFy82PXr08HpC+d/PSSedZL7//nv70Iy06p4mEPRfv9NOOznNB5UuKeVXXX7vuece06RJk+B9W7Vqldegw3wlMkD+N/9n81DXtb0Q+fzN4u6NISoY6pqbXjCOOOIIM2XKFPvQnKhaoFu3bkG1gALpvPPO8wIqHwoiLepjNzTryadr165eXeyPP/5ovywr1QGrAfXiiy/2TjJd1NPfW9/Dm2++ab8sFFUVDBo0yFvVzX9f9dj55JNP7ENz8scff5ju3bsHDaG6MJ1xxhnenXe5evbZZ71xHf73u8cee5h33nnHPiwnehLs1auXNyLbfz81jn/zzTf2oaGUavmV119/3TRv3jx43+222868+uqr9mEFl8gAkc9ev8MLkIe7rWsW/5FffWqcVDB22GGHSgVj+PDh9mFOdOf173//O3hvNRTr7kiBlQ/dZaknSXr9dvqmKotddtnFHH744V7PMW2dOnUK/qy/134NdLJfq0371KNk+vTp9j8d2pgxY8zee+8dvLdWeHv66aftw5zo5zvxxBOD91ZHh5tvvjnv9qdSYjcMb7jhhmbAgAFZq1tzpXKmKiD/oqwnxyuvvNIsWJBfN/1SKr+q7jr66KOD99b66L17985a3VpIiQ2Q5X8uNU9ds6254/Q6Zsj9F9i7a93UqVO9+tD0gtGnT5+8L+7VeeWVV7wGYv/fUsPxyJEj7cOcqHpCvWzU0Kzws0+mXDZ149Qd/MCBA732iSjoTvLUU08Nqi10st9www2h11bIhe60d9999+Dz6E48qn79xerXX38155xzTnBxV3XrpZdeaubNm2cfmrePP/7Y/P3vfw++37/97W/m4YcfzrsRWoq1/Kq69bLLLgvab/Q9K8R++eUX+9BaldgAkS/Hv2za7lvH7LNNA/PVl/m1A0RFJ5hOtPSCoRNRJ2ScdMdy5513eg3GfsFXvXC+DXo23X2rd4h6kKna6Prrr/caUP1N/6+/1351FlC9eZQUEAqK9LtDBUnUdd023XFrJLG/ipy2Qw891PuMSaIbHN3o6IbH/5y6EdINUdw0Q0B6z6p99tknkjEU6Wq7/CoUFUT+YGFtLVq0KNolfBMdIHLq8akqHD121iZdYPRor0d8v2Do0b/QXQt1B9OxY8dK1QLqqaI7nlKnqilVUfnfr+qkVYVVSLpBuOSSS4IbBLU/de7cOfYbhEJQ1Wr6XbqqXvNtGA5LNwi6iPs3CHrCVLtG2LaLYvTuu+960+f432/Tpk3NM88U94qriQ8QdaXzG81eeOEFe3dBqGCoUdEvGKriUKNjbfr000+9Oxv/Z9Idz0MPPRRJtUChqTHcn8ZCmxrLdZdYm59FHSA0V5n/M+mO/a677oqlijJu9mdRZw91+qjNz6InylNOOSX4mdTz68Ybb4z8iaAQVI128sknV/osN910U0l8lsQHiKiHhX4xqqssZAOnCoa6MaYXDHVzLKaCoVG69l17ofrJ50tPU+qGm/40pW66xfQ0NWLECLP99tsH36/+XOi7dlfqPq7eRelPU+pmnm9vviiprKrM+t+vynKxjDyvicbF6GlKjfb62fU0pfEzUYxOL5SyCBB1a/XHRtx222327sipYKi+tFQKhqoFdPeW3m6gu7u42w1cqT1HA//S23M0MDCqBsyo6U5dTx/p7QYa0ObaTTtuqm7VwNX09hwNbC3W9hw9aerp2W430FN2sXryySertOd88MEH9mFFrywCRB544AHvF6WpPvKdLyobTdWgKRv8gqGugqVSMFSPrPrkQvRccqWpRuweZZqSpBSoHUTtIekDRdVeEkfPJVeaKsefGl2bptJRg3Ep0JOn2vPSB4qqva+Yei599NFH5qCDDgq+3yh7lNWGsgkQTYmg/tn6pbkuVp+NCkb66FNNdaHugaVIPVvSx07oTkk9YGqTxrRokkP/Z/LHtOQz1UVtUccJ9dDyP4vu9NWDK4qxE66+++47b5JO/2fSmBZNSljIKt+oqGehehj6n0VPquqBWJtjJ3766SfvuuPPqaaQu+qqq/Ie01LbyiZARCNC9cvTL1EX/CjYBUOT7WmW3FKfbM8fva07JP9EVF989ckvpOpG1Wva9Xwn2ysGGiuSPnpbY0lcR2+70qj6a6+9NhhVr3KswXJaPqDUaaxT+uhtPblqTFQhKbQ0cWL6qHpNM5/vqPpiUVYBIv5iK3payIfuzNSekj7dd9u2bRM33bfukDT6N71aQKODw8wf5UJPFn379q003bdWb9M09kmicqTR6+nT9Wt0exSjmGtiz+u1//77ewuWJYnanzTqPH26/kLNH6UpTvzFybRp/q0opjUpJmUXILrA+2to2FNL50rdgdMLhqrGklYwbGqgTl+sR3dUmq8ojmoBfZd+daM2fde11QW7UDSPlkYz++1PeiLQfFt6Qoia1uJIn1l4k002MY8++qh9WKKo55jmg/Pbn/REe+GFF+Y8UWkYusnRuDP/+9VNkNpgS7G6tSZlFyCiukf9YtXYHeYEVcHw1zD2C4bukpNYMDLRzKiaIdX/DjRzqmZQjYLCXU9x/nvr6U5PeaVYD+9KM/tqhl//O9ATQlTLFqtaqn379kF1q0JKa5uEOQdKnSZUtNfQiGrZYlWrXnDBBZXWNtEQAlXDJlVZBojaJ/wV0tTdtib2cqflUDCyqW4Vv3xWk7OXO9UFTu1Kal8qV1prJH0Vv3yWLa5uudPjjz/eazgvV1orR2vm+N9HPssWR30+lJKyDBDRCapftMZqZFqvoLqCoZ5A6hGEaO64qlvuNKoODqWuumANu2xxbS53WuwUrPkuWxznE3kpKNsAUS8jfzpnNVraclnuFCkudb65LHeKFF3Q0pct1vgc/X+2qj2NgE+ft6o2ljstFS7LFheyTbCYlW2AiC5iKjRquNR8VeKy3ClScul14rLcKVLsZYvVPmIvW+wvd+p/v2o0DrOqZTnLZdni2uqVWKzKOkBEFzMVBJ2Y9ijWsMudInO/d1X75bvcKVLTjKR3bdamRmENTrSXO9WmKWoQjt29WZ0aNJtEMYyLKjZlHyCavsNe4jKf5U6RYg+wTF+POp/lTmG8ab71Paoh3C+76d+vqq78acHVwwjh2csWp2/FMDNDsSjrALGXO9VJqHlpEB01iKsqS9+vTsaoljstZ36AqDFcT3b+3EoKE3+5U38pYwIkPxrQmb5kb7HNDVfbyjJAqlvu1J+JVpPbIXpa7Kmcu+VGKT1AfBpomV4dSIBERwMv9V2qNyYqK6sAsZc7VYAoSBQoWuBJf6cZUguxPCfgqroAsREg0fEDRJNeorKyCZBcljv1H1W1xjNQrAiQwiJAMkt8gIRZ7lQL1/ur25XKqnEoPwRIYREgmSU2QFyXO9WCPzpe00DX5prPQCYESGERIJklLkDyXe5UweMvPXr33Xfbu4FaR4AUFgGSWaICJKrlTvv06eO9XoOytAwpUEwIkMIiQDJLRIBEvdypqq6233577700LQRQTAiQwiJAMivpAFk4/zdz9eXxLHc6fPjw4D0nTpxo7wZqDQFSWARIZiUZICuW/2m+GN3XXNRmPbNb09RTRxzLnbZu3dp778MOO8zeBdQaAqSwCJDMSi5AZkx+0zxzwy6mb8c65uaT6pjObbY2r70az3KnWjdZAwtVeIYOHWrvBmoFAVJYBEhmJRMg83/91rz+QFsvOLQ9dEFj8+mI28yfyzKviRAFTYWtwqNFeRYvXmzvBgqOACksAiSzog+QZYsXmg+fv9r077K6Fxz9Oq1i3n74LLNofmHmVZo3b55XcFSAtCwoUNsIkMIiQDIr6gCZ8v5g8+ilGwdPHcNuO9D8Mr3wy51qJTcVoEaNGnkLIgG1iQApLAIks6IMkJ+++cAM7blvEByPXb6Z+Xpc7S13qunHtZa0ClG7du3s3UBBESCFRYBkVlQB8sdvM8ybA083fTvV9YJjwHlrmPEvXmeWLa395U5Hjx7tzd6rBZLGjRtn7wYKhgApLAIks6IIkD+XLTYfv9LDDDx/reCpY9SDJ5kFc4truVOtALde4zrmrOP3r3YyRqAQCJDCIkAyiyxA/At/pi2Tbz5+1jxx5ZbBcc/22MPMmlqcy53OnDHdtDmgobmgVR3z5fuP2buBgiBACosAySzzlT0kOzDszTbnxwnmxTsOCfYPvnhD89W7A1be2Rf3cqejn7nW+3kfvWwTr4cYUGjHrgyQfVde0D7JEiDdVgaIjnmeAMkbAZJZ1Su7o0xBUZ2lixeYAV0aesc/eO6q5oNnLzVL/jfPPqwoLVvyh3nssk29n/3DYdfYu4HYvbQyQJ5aeUH7OUuAjF4ZIDpmGgGSNwIks9yu+DkIEyB6yhh+75FmVP+TzbyfSm/52KljH/M+q0Jwwa/f2buBeK0MkJVXNGOyBIhZGSDeMQRI3giQzHK74ucgTICUvBUrzPO37u993tf7HW/vBeJFgBQUAZJZZFf8sgqQlX7+7kNvVLy6HM+ckuVEBqJGgBQUAZJZZFd8P0Cq25LqrUHtvc/3zI27Fn3jPxKEACkoAiSzyK7udmiUQ4D8MW+WGXhBI+8zfjmaExUFQoAUFAGSWWRX96SHRSafDO/pfe7BF21gliz63d4NRI8AKSgCJLPIrvjlGiDLly0xT1zVzPvs7z99ob0biB4BUlAESGaRXfHLNUDk20+f9z67xrT8PnuyvRuIFgFSUARIZpFd8cs5QOSl3i29z//qPUfYu4BoESAFRYBkFtkVv9wDZO6MSebBc+p738H3k161dwPRIUAKigDJLLIrfrkHiLz7eBfvO3iq+/Zm+Z9L7d1ANAiQgiJAMovsik+AGLN44RwzqFsT73uYMLK3vRuIBgFSUARIZuV9xY/BpDfu8QLkyau3tncB0SBACooAyYwAidjy5cvMmKe6mokj+9i7gGgQIAVFgGRGgAClhgApKAIkMwIkZn7bUKYNCI0AKSgCJDOuYDGzA8PegNC23TYVDu+/b++pcNRRqWMeesjeg5AIkMy4gsWMoEDkRoww5vrr1eBm76nw0UfGXHGFMfNKY6XPYkaAZMaVLWYECFDaCJDMuLLFjAABShsBkhlXtpgRIEBpI0Ay48oWM7vRnAZ0oLQQIJlxFYuZHRoECCLzxRfGdO6c6pW15prGrLGGMdtsY8w556T2IRIESGZcxWJGWCAWPXsaU69eqqtudZv23Xqr/So48ANk/fXXt3eVPa5sMSNAELk+fVIhUbeuMWedZczYscYsWGDMH38YM26cMWefndqnY+66y341Qnr99de9AKm78jvt0aOHWbx4sX1I2eLKFjMCBJH6/ntjVl01FQ4DB9p7K2ifjtGxP/xg70UI77zzjhcg/rbllluaZ5991j6sLHFlixkBgkhdeWUqGNq2tfdU1aZN6tirrrL3IAS/Cqtx48Zmww03DILkkEMOMRMmTLAPLytc2WJGgCBSe+2VCgWNRq/J8OGpY/fZx96DENIb0efNm2cuvfTSlQ92q3p/V69ePXPOOeeYX3/91X5ZWeDKFjMCBJFaZ51UKMyZY++p6pdfUseuu669ByFU1wtr6tSp5sgjjwyeRtZZ+Xvp06ePWbZsWdork48rW8wIEESqfv1UKORyoVq6NHWsXgNnN954oxcSDRs2tHeZ1157zeywww5BkGy//fYrHw5zeDpMCK5sQCnhCaRgxo0bZ/bbb78gHNZee237EI+eOu6++27TpEmT4NjWrVubKVOm2IcmDgEClBK/DWTlnW+NdCesY/fe296DLCZNmmRatWrlddv1nzwuu+wyM3fuXPvQStQOcu6556584KvvvU7tJBdffLH5/fff7UMTgwABSommaFcoHHecvacq9dTSseq5hRotWbLE3HzzzUEAaGvZsqWZPn26fWhWEydONIcddljwHmo76d+/v1mebfr9EkWAAKVEF7MGDVLBMHiwvbfCww+njtE4EI0dQVZDhw41zZo1Cy76q6yyivdfPYWcdtppZsaMGfZLamS/5+67725Gjx5tH1bSCBCg1PTqlQoHjTbv0CE1+lyj0BctUpchYzp2rBiJfued9quRRk8Lhx56aJWnBT11nHLKKcHfr7XWWuamm24KPQpdTzW33HKLadSoUfBeJ5xwQuinmmJFgAClaOXFbOVtciokqtu0r0cP+1X4/3Jtr3jvvffMnnvuGVz8mzZtaoYMGVLpmFzMmjXLtGvXLniy2bVhQ/POtdeaFQr+EkaAAKVq0qTUzLtbb52aiVfdTPXnTp1S+1CFS4+pFStWmIEDB5qNNtooeE2LFi3Mp59+ah9aI/Xs2n///U27le/xtoJ+002Neewx+7CSQYAAKAv5jtmYP3++1xsrfRR6p5Vh/Yu6S4c05dFHzZJNNql4YjzggFT1Y4khQAAk2tTZU82RZ1UeNX7XXXc5jxr/+uuvzdFHHx28n8aH9O7d2yzVwM0wFi405pprjFl99Ypqx/btVd9lH1m0CBAAiTRvyTxzyQeXmFWvW/nEcEgdU79hfdO5c+fI5q0aOXKkad68eRAk2223nXn11Vftw2r23XfGHH98xdNI48ap9V6WLLGPLDoECIBEWb5iuRnw1QCz4eANTZ2+dbztkF6HmAmTo585V08x9957b6U2FQ1CnDx5sn1ozd5+25hdd60Ikq22Mub55+2jigoBAiAx3pn1jtnj2T2C4NjyiS3Ns9/Ev3bHnDlzzHnnnRf06mrQoIG58MILq/TqqpEGGz74oDFa/dAPkpYti7ZTBAECoORNXzDdnDTqpCA41hq4lunxcQ+z+M9w4zby9fnnn3uj1/2nES2D269fv/Cj0BU8KwMoGDSqCTG7dMltDrQCIkAAlKxFyxaZ68ZfZ9YYsIYXHHX71jVnvHmGmfnHTPvQgho2bJjZaqutvBCpv3K7ftddzTxVUYWlqrBWrSqeRpo0Mebee3ObjbkACBAAJenxqY+bzR7bLHjq2HfovmbsT2Ptw2qNRqH37NnTHN64sem/8uL/pwJAc5ip0TwsNc5vt11FkOyyS6oXVy0jQACUlPG/jDcHDjswCI6NH93YDJ6SZV6wWjZ/9mzzo7rn+jMHqNuuuu+GDQB1E+7d2xhNK685zhzGn0SNAAFQEmYvmm3OfOtMs0q/VbzgWL3/6ubqD682C5eFvBDXFg0U1IBB/ylCAwkfecQ+qmbz56/8Mmbbf1srCBAARe/OCXeaxg81Dp462r7e1nw7/1v7sNKgqUs0hYkfJPvtl5oQswQRIABiNW3eNNNtTDez85CdzdoPrW1W67+a2fyxzc3+z+9vrv3wWjNpbuUuqn5I+L5b8F3wd7s8s4t5a+ZbaUeXKE2i2L17av4yhYhmT27XzpiZeTT+f/GFMZ07G7PttsasuWZqfrRttknNl6Z9MSBAAMTmjs/uMPUfrB8EQKYtnf13Ghh4yye3mEGTB5k/V/yZdmQCaFr3E0+seBpp1MiYm28OPwpdI9fr1at4H3vTvltvtV+VNwIEQCx6T+jtBYHftfbtmW+b35b85o3N0FPFmNljzA0f3WCaP9280uvsACkLWmhq990rLvhbbmnMc8/ZR1WvT5+Kp5izzjJm7FhjFixIPeWoauzssyvWh7nrLvvVeSmz3xKAQtDAvgYPNvCC4NGpj9q7syrLABENNuzf35gNNqgIkkMP1apX9pEVtNqkemTp2IED7b0VtE/H6NgffrD3OivD3xKAuF0+9nIvBE4ZdYq9q0ZlGyC+efOMufjiimDQKPRMvbW03r2OadvW3lNVmzapY6+6yt7jrIx/SwDistdze3khMGrGKHtXjco+QHxa5Kp169RF/4477L0pe+2V2p/LuibDh6eO3Wcfe48zfksAItdkUBMvBOYsDj93EwFimTvX/psK66yTCoVc5sjSwEMdu+669h5n/JYARM7vebVsefg5mwiQEFS9pVDIZW4sjWT3q8Qiwm8JQOR4AikQnkAAJA1tIAXit4G89pq9pyq1k+jYvfe29zjjtwQgcn4vrFPfONXeVSMCJIQrrkiFgmb5rYl6aulY9dyKCL8lAJHzx4FoEOETXz9h786KAAlBI9n9RacGZ5mR+OGHU8eoa7DGjkSE3xKAWPT6rJcXBAqR9m+1N6NnjTbzlswzS5Yv8QJGI9Fv/OhGs+OQHSu9jgAJqVevVDhotHmHDqnR5xqFvmhRagbgjh0rRqLfeaf96rzwWwIQm56f9DT1+tULQiHTlq66v0MNbrqpYr2R6jbt69HDflXe+C0BiNXUeVNN1zFdzU5DdvKmZNdsvFpJ8IBhB5ju47ubz+d+Xul4AsTRpEmpmXe33jo1E69m+tWfO3VK7YsBvyUAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAk/8HYUPykDJ2UXMAAAAASUVORK5CYII=)
PN: 2817-3-53
CAS: 648859-58-9
Molecule Weight: 380.67
Formula: C16H7ClF6O2
PN: 2718-5-03
CAS: 6374-87-4
Molecule Weight: 256.69
Formula: C15H9ClO2
TSCA: Not listed on TSCA inventory