| Product Number | 4H23-7-0E |
| CAS | 219568-13-5 |
| MDL Number | MFCD04125040 |
| Molecular Formula | C7H6ClF3N2O2 |
| Molecular Weight | 242.58 |
| Units | Price (USD) | Availability |
|---|
PN: 4H23-7-0E
CAS: 219568-13-5
Molecule Weight: 242.58
Formula: C7H6ClF3N2O2
PN: 4H21-7-09
CAS: 128455-63-0
Molecule Weight: 228.56
Formula: C6H4ClF3N2O2
PN: 4H21-7-46
CAS: 1202993-11-0
Molecule Weight: 210.56
Formula: C6H5ClF2N2O2
![[5-Chloro-1-methyl-3-(trifluoromethyl)-1H-pyrazol-4-yl]methyl acetate](data:image/png;base64,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)
PN: 3H23-7-00
CAS: 303148-59-6
Molecule Weight: 256.61
Formula: C8H8ClF3N2O2
![[5-Chloro-1-methyl-3-(trifluoromethyl)-1H-pyrazol-4-yl]methyl 2-chloroacetate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWXAAAVlwH7Df5wAAACbnpUWHRtb2xTb3VyY2UAAHichZXbbtswDEB/hdDzIouybi6SFEGLAgPaDVg7YG+D6qipgdgubDeXvx+V9BI3mQPZsUTykJJIKePLTbmEVWjaoq4mDLlgEKq8nhfVYsJ+P9yMHLucjnMyIsOqnbDnrnu5SJL1es3z51D6TV3xvC7ZXn+xaYuezTrldbNIpBCY/Lm7vd8xo6JqO1/lgai2uGh3wts6991uFv8JkZS+WRVVsjdPyma19/ZXivgIvmnn7HMtV6SbEQpPxTLAU92UvoOVFJwe8Q0WoQqN78IcHrckTrmitU/Hd9d1/lqGqqNu9FDkfnnfNa85Ccp6GfJXckad79cTViIBvqvLWdP4LcReFHsEL8Gn4BV4Dd6At+Ad+Aw8CnpJj2SAZIFkgmSDZISW9n4ZYvCH7UugFcAPale79vPtvVq+/9zERhsoJ2yEXKOSMBLcOeuAxkbHr+BGWgWCW5tpkBwxlUBLVSYDxa0T+v1jSEceLOlsRoBBpwG5NamIbjJldXQrjbWk1dqRd8mVTjMGW5oCyZREIjLlMgohnTTkW0mLNHJCWBppS5/+KMY9EkqKk0VnMnUWNM/SVMWppZkjQOrUkNDQWmj/k48ETMePdTU/6EIxn7BHZLvM/ApPrXxLDoO6mYeG6j06iKaHgOwDMZUfwOwUkPaBmPhhQPWBWCbDgO4DsaiG12D6QCzBYcD2gViww4DrA7G8PwB5CsiOABTDIaK+l7rd4TnD4NFWoRzeXDxO+FnkS8r3x/nMzI6zjuoM8iXv+9viDGNOMGeqBe0J5mTBJAdHLHm/D6l7dFcmBxdpQn8f03/tcNu2EHgwZQAANq9JREFUeF7t3QmczdX/x3FrSCLas6R+Wn5E/UNFiza/Vom0oF8pLSpKKyqKFL9Ii1ayZcleQsgSlS1bIgnZyW4M2X3+93Om73XnzMydO+feGXPv9/Xs8X3EnHPvzB33e973+z1bHgEAwEEe+wsAAESCAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA48W2AfPponkwPAEDGfNtK2mGR3gEAyJhvW0lCAgCi49sWlAABgOj4tgUlQAAgOr5tQQkQAIiOb1tQu8PcPgAA4fm2pbQDwz4AAOH5tqUkKAAgOr5tQQkQAIiOb1tQAgQAouPbFpQAAYDo+LYFJUAAIDq+bUEJEACIjm9bUAIEAKJDCwoAcEKAAACcECAAACcECADACQECAHBCgITYseE3Gd7hElky7TO7CABgIUBCLJ76sRnaO+jlc+0iAICFAAmxacWMlPkhj+WVvbu32sUAgBAESIhDB/ZKjyeOMyGy5texdjEAIAQBYhnRsaoJkDnfvGYXAQBCECCWHwY+YQLk2/dvsYsAACEIEMvS6X1MgPR99mS7CAAQggCx7Ni4JLjQYtLm5XYxAOAfBIjtyBHp/XRxEyDLZg+0SwEA/yBA0jG62w0mQKYPfsYuAgD8gwBJx+yRbUyAfNW5hl0EAPgHAZKOlQu+MgHy+ZNF5PChA3YxAEAIkHTtSdoY7EjfsmqOXQwAEAIkQwNalTUBsvj7j+wiAIAQIBn67pO7TIBM6fOgXQQAEAIkQwvG/88EyJB2/7aLAABCgGRow9LvTYB89lg+2b83yS4GAN8jQDJwcN9u+ezx/CZE1i2ZaBcDgO8RIGEMbV/ZBMj8sW/aRQDgewRIGFP7NZUPH84jw9+paxcBgO8RIGFMG/2Z3F0jjzSufaZdBAC+R4CEsWTxAjm9RB4pWiiPrFmzxi4GAF8jQMI4dOiQFC1aVPLkySPDhg2zi+OaN9M+3AEA4dBKZOLqq682AfLiiy/aRXHNDov0DgAIh1YiE88//7wJkFq1atlFcY2QABAtWpBMDBkyxARIsWLFzC2tREGAAIgWLUgmVq1aZQJEj4ULF9rFcYsAARAtWpAInH766SZAevbsaRfFLQIEMfXbbyLNmomcf75I0aIixx8vct55Io8/nlKGhEQLEoE6deqYAHn00Uftorhld5jbBxCxTp1E8ucPtCZ50j+0rHNn+1FIALQUEXjjjTdMgFx88cV2UdyyA8M+gIi8+25KSOTNK/LwwyKzZokkJ4vs2SMye7ZI06YpZVrnvffsRyPO0VJEYMKECSZAChQoEDgv9tjFuYZuv7tl9VxZNKW7TOn9gAx5raIJg/TW8iIoEDWdXHvccSnh0KuXXXqUlmkdrbt2rV2KOEYLEoEdO3ZIvnz5TIhMmzbNLj5mkjYtk2WzB8r0wc/IyE6XS88nC6e5ktDjp0HN7YcSIIhemzYpwXDXXXZJWvXrp9R9+WW7BHGMFiRCF1xwgQmQLl262EU5Yt/ubbJ64WiZM6qdfPvBrdKnZck0QeEduh3vhE/qyy/fdZUNf0yVI0cO209HgCB61aqlhML48XZJWuPGpdS97DK7BHGMFiRC//3vf02A3H333XZRzB06sFc2rZghCyd2k4k97pVBL5+bJiS8o/fTxWVMtxtl9sg2snLBV/L3rk3206WLAEHUTjopJRS2bbNL0tqyJaVuqVJ2CeIYLUiEunfvbgLk7LPPtouitmjRIunTu7d0ff1J6fr0/0mPZgXTBIUePZ44ToZ3vNTcklo6o6/s2OA+PJIAQdQKFEgJhYMH7ZK0DhxIqauPQcKgBYnQ7NmzTYDosWlTZJ/y07Nx40YZOXKktGrVSq6//no58cQTg89buWweeeSGo4Hx5SsVZFLPhvLrpPdk08pZcujgPvvpnBEgiBpXIL5HCxKh/fv3S+HChU1D/80339jF6UpOTpYpU6bI22+/LfXq1ZPSpUsHw8I+SgVOrEca3y7De78uqxaOlX17tttPF1MECKLm9YFMmGCXpKX9JFq3enW7BHGMFiQLLr/8ctPYv/LKK3aRWSdr/vz58sknn8jDDz8slStXlrx586YJCj2KFCkiNWrUkJYtW8rgwYNlxYoV9tMBuV/r1imh0KCBXZKWjtTSujpyCwmDAMmCFi1amACoXbu2rFy5UoYOHSrPPvusXHnllXL88cenCQrvuOiii6RJkyby0Ucfybx58+RgJPeMgdxu9WqRggVTgqFfP7v0qL59U+roPBA2ZksoBEgEdB7IuHHjpH79+mnCwT7OPPNMufPOO6Vz584yadIk2bVrl/10QOLQYe0aDjrb/JFHUmaf62Tbv/8W+flnEV3+x5uJ/s479qMR5wgQi/Z1/Bx447///vvSuHHj4PyP9A5d4v3aa681m02NGDFC1q1bZz8dkPjeeEMkX76UkEjv0LKOHe1HIQH4PkB+//136d+/v7k9Va1aNSlUqFCaoNBDlzG55JJLJH/+/ObvHTkhgKMWLUpZebdChZSVeIsUSfnzY4+llCEh+SpAtmzZIqNGjTKd4DfddJOUKFEiTVB4R/ny5c2kwXcCl90//vhj4Ir8b/Mc+jgtf+qpp6xnBwB/SdgA2bd3j0yf/qMJgAYNGpgJgHZIeMdJJ51kguHVV181AbN161b76YLatm1rHlOd4YgAfC7mAWLPnk7vyA7b1i2UJT/2lB/6Py6ft75Y6lbPL6cWTxsWeotKG3+9ZaW3rpYuXWo/VVijR48OPs++fbGb2AcA8SbmrbkdFukd0dq9Y52snDdCZg57Qb7pUkt6tSiW6vnfb5JHGl6ZR845LY/pBL///vtNp/icOXNMJ3k0Nm/eHJzfMUv3PgAAn4q+NbfEKiQ8B/buknVLJsr8cZ1k/Ed15YsXzkgTSN7R77lTZdyHdWTemDdk8Zzxkrxrp/10MaH9IxogH3zwgV0EAL4Ru5b+H9EEyOHDB2XLmnmyeMqHMqXPgzL0tUppQsI7Pm9eVL5++yqZMeRZ+XPuMEneusp+umxz7733mgDRYb4A4FduLX0YWQ2QnX8tlelDWspXna6Qz58skiYozPFYXhnavrJM7ddUfpv2qWxduyDdPS5yinbMa4Ccd955dhHgLw0biuhWz9vDrN2mCylWrizywAN2CeJc5C19hLIaIGPfuylNYAx4qYxM+Lie/DKhi2xY+r0c2JdsP+yY0mG9GiDaF7I93IkDJDpvlvnUqXbJUd99l1KnUCG7BHEu8pY+QnYY2Idt1YKv5dv3b5FZI1ubDZH2JG20q+Q6OiekYMGCJkTGR7IbG5CoNBj0+P57u+QoL0B0LSwklLQtepTswLCPRKGz0jVAOnToYBcB/kGA+FrMW/REC4qMPP744yZAbrvtNrsI8A8CxNdi3tL7JUB69eplAuTUU0+1iwD/IEB8LeYtvV8CRPcx92a3694ggC8RIL4W85beLwFy+PDh4H7muqsg4EsEiK/FvKX3S4Co6667zgSI7koI+BIB4msxb+n9FCCtWrUyAaJb2gK+RID4Wsxbej8FiO5CqAGi+6Gzzzl8iQDxNX+09NlEt7D1OtLnz59vFwOJjwDxNQIkSmeddZYJkE8//dQuAhIfAeJrBEiU6tWrZwLkoYcesouAxEeA+BoBEqVOnTqZAKlUqZJdBCQ+AsTXCJAoTZ482QRI/vz5JTk5d60aDGQ7AsTXCJAo7dq1y4SHhsiUKVPsYiCxESC+RoDEQMWKFU2AdO7c2S4CEhsB4msESAw0adLEBIh2qAO+QoD4GgESA5988okJkNKlS9tFQEJbFXjf67E3TIDsDQSI1llNgCQcAiQG5s2bZwJEj/Xr19vFQMJ6LvCe12N5mAD5IxAgWudFAiThECAxoMuY6HImGiAjR460i4GEdVzgPa/H1DABMikQIFrnBAIk4RAgMVKzZk0TIK1bt7aLgITlXXl/HyZAvgsEiNY5jgBJOARIjOiS7nqS6BLvgF8QIP5GgMTIl19+aU4S3WRKN5sC/IAA8TcCJEb+/PPP4Mm0ePFiuxhISASIvxEgMXTqqaeaE6V37952EZCQCBB/I0Bi6NZbbzUnSrNmzewiICERIP5GgMRQ+/btzYnyf//3f3YRkJAIEH8jQGJo3Lhx5kQpWLCg/P3333YxkHAIEH8jQGJo27ZtkjdvXnOy/PTTT3YxkHAIEH8jQGKsQoUK5mTp1q2bXQQkHALE3wiQGGvUqJE5We677z67CEg4BEh8yPNpHnPEWuyf0efef/99c7Kcc845dhGQcAiQnLciaYW0nN5SKg+tLCV6l5BCPQtJuQHlpMZXNaTtz21l0fZF9kMIkHgxc+ZMc7JoX8iWLVvsYiChECA5q+svXaVAjwLBQMjosGX09WjF/hl9bt++feZE0RNmzJgxdjGQUAiQnNNtYTcTAnk/zSsPTHlApm6YKjv275B9h/bJquRVMv2v6dJ+bnupOKSi/VACJJ5Uq1bNnDDt2rWzi4CEQoDkjNXJq6Vgj4ImBPov628XZ4oAiSNPPvmkOWFuvvlmuwhIKARIzmg1q5UJgEaTGtlFESFA4ki/fv3MCVOqVCm7CEgoBEjOqDaimgmASesn2UURIUDiyO+//x48sZYtW2YXIwf89ddfZpMvXRXgscceM31TiD07QDQsdEuD4sWLy5QpU4JfI0CiU7JPSRMA2/Zts4siQoDEkSNHjkiJEiXMSTNgwAC7GNlo//790rlzZ9OIeY2bHuXLl5dhw4bZ1REl7/c7cOBAueOOO1L9zvWoX7++fPHFFwRIlLyRVwcPH7SLIkKAxJkbb7zRnDRPP/20XYRs8vXXX8u//vWvYON18skny0033RQcFadHrVq15JdffrEfCkfe71Wv9Lw/V61a1SwoapcRIO64AvGZl19+2Zw0V1xxhV2EGNMNvG644YZUDZZuMbxz505Tvnz58lSfjvPnz29uazFPx51eZeu+N97vVA/7Kk936SxXrlywXOdG9e3b1zwWWUMfiM+MGjXKnDSFCxeWAwcO2MWIAV288qmnnpICBQoEG6lbbrlFli5dalc1Jk6cKBUrVgzWPemkk8yaZfz7ZI0uFKpXGaHB8NJLL6Xbz6SrUmuYe4uM6nHZZZeZCbeInDcKq/HkxnZRRAiQOLNhw4bgCfPoo4/Krl277CpwdPDgQenevbsZ5eb9ji+44AL59ttv7appeI8tWbJklh/rd2vXrg2u9eYFR+PGjc0VXmY01O3H/ve//5X169fbVZEObx6ITiIctHyQXZwpAiTOaN+Hd7LooaNS9JPY6tWr7arIAvsqQgcruFxFZPXqxc/0KuL111+XokWLBn9XrlcR9tXLCSecIG+88Ua6Vy9IrcsvXUwIaIg0+b6JTNs4TZL2J8n+w/tNwOhM9A5zO0iloZXshxIg8URHAXknyHnnnWdOEu/v2mDdfffdMmvWLPthCEM/5datWzf4e4xVP4bdf6Idvc8991yw/8Tv7H6MM888M+p+DH1sr1695PTTTw8+r91/4mfb922XwSsGy9a9W+0i6TS/k+T/LH8wEDI6bBl9PVqxf0af05PLu9+rS7rrybJjxw55++23pXTp0sETRo8aNWrI8OHD5dChQ/bT4B96669Vq1ZSqFCh4O8tO0ZS2SO4TjnlFOnRo4ccPnzYruoL8+bNk6uvvjr4+9Dfvw4MSU5Otqs6039b7TthlFyKQ0cOyceLP5aT+55sGvvmPzW3qxjLkpbJM9OfkYuGXiQn9j7RrMZbdkBZqfl1TWk3p50s3r7YfggBEg/0Pro3ZFE/1eqchFB6/13Hy1966aWpgkQ/fb377rsxPTnjnTfKx/6UOnToULtqzOi/V6dOnVLNIbn44otl6tSpdtWEtWfzZnm1aVNzhef9DnQux59//mlXjRlGyYlMXj/ZLM/uNfTFexeX0atH29VyHQIkRmbPnh28R6xj4DPrNJ82bZq5JZMvX77giaP3859//nlZs2aNXd1X9D65tyClHjl9n1xnsTdp0iTVv43edty0apVdNXFoH1KXLjKxeHG5P/B68wWOypUrB2eT5wS7f8sPo+T+3PWn1JtQLxgcenuq6dSmsnnvZrtqrkSAxMAff/xhbnnom/7cc881DVCkdKmT5s2bp+qg1H6Se+65R37++We7ekJLb5TP/ffff8xG6ujvX5dD0Z/l7MDRrkgR2fzqq4GP6XvsqvFtdOCT7nnnBVqDPLI1cPQ4+WQZ/vHHx+TWakaj5MaNG2dXjWvJB5Klzew25vaTFx5Xj7pa5m2ZZ1fN1QiQKG3cuNHcWtE3+qmnnhrRkMb0bN++3XS+n3XWWcETR48rr7xSRowYkdD34vfu3ZvuKJ8ZM2bYVY8JXY7msTJlZGTg59JGVkqXFumf9SW1c50lS0T+85+U16RHwYI6fFAO7thh18xx6Y2Su/XWW+N+lNyRwH99l/aVM784MxgcupugdprHIwIkCklJSeYeub659TbLnDlz7CpZppfr/QONU+hSEHrolY1ul7t79277IXFt8ODBMR/lkx0OBK46knR/l8BVSLDBrVFD713aVXM/DQhdYkcDw3stGiQaKLnMokWLEmaU3IxNM+SykZcFg6Po50XNBlB7D+21q8YNAsSRdrhed911wTf1+PHj7SpR0xVO69Spk+pevN4XfuGFF2TdunV29biSE6N8soXO47n33qMNb+DfRh58UC9F7Zq5j96S+vhjkZNPPvrz660rvYWVy3311VdxO0pu3e51cv/k+838DS88dF+PtbvX2lXjDgHiQN+02kehb2S9T69XDNlJ+1h0k6rjjz8+eALpaC8dJhyLq56ctHnzZmmaw6N8ssW0aRK4TDzaEBcrJvLWW/rJwq6ZO0yeLFK58tGft3hx02luOs/jRHqj5C655JJcO0pOt5rViX0n9DohGBy6ptVPf/1kV41bBIiDFi1aBN/AXfQkzCF6X/itQCOlt3m876+HfpLXT2i5+dOY3prT35XOyPd+bh3lM1kbtnilv++ePUVOPfVow3zuuSIjR9o1jx0N5nr1jv58geAOJLgmuV0zbmQ0Sm5VLholN3TRUCk/sHwwOE7/4nTpvbS36QNJJARIFuknIO9Nq0uTHAvaGOuuh17/i3foJf4HH3wge3LZKKHRo0ebGfnez6nLrH98jEb5ZIukJJHnnxfR5cq9hvr660V+/dWumXP0VuDLL4sUKnT0Zwp80JB58TXKJ5zQUXJ6FClSRNq2bXtM3/8LFiyQWvfVkjyNAj9T9zxmlJUuhLjrQPhh/fGKAMmCPn36BGeZN2zYMFd09Oon+Ntvvz3Vaqc6BFJn+B6r4a+eJUuWyH/+85/gz6W33XSNMJ2Zn5D++EPkttuONtgFCog88YReOto1s4++J/v2lcBl6tGfo1w5Ha1g10wYOkquTJkywfeZrviQ3beVbTrpUSc/mluz+QI/R408Urd3XVme5DYqM14QIBGaMOGHwAfMlOU0dLMoe5b5sabb6DZr1sx8CvNOJO3c13kV2mGdkzQgNChCNxnSINFA8QUdUHHhhUcb8ECgy/vv6yQHu2Zs6bDnyy47+n2LFhV5/XUdJ23XTDh61dGuXbtU739dKkgn+GYnvRugkx29HUj1qFSpkkz8YaJdNSERIBFYuHC9XHDBQ4E3ySVSrdoVuXqk0NatW6Vjx45yxhlnBN/QeugaQ7reU3ZeNektKb01pbeovO+rt670FpbvaFi8957ISScdbdD//W8dl2rXjJ5+ryZNJHAZevR7BT44yNr4H+WTVbratTfARQ/tJ3nwwQfNfK1Y06WLdJKj9710e4EPP/wwcW7NRoAAycTq1Tvl+uv7SuXKneWaa14MXKput6vkSnqFpLfcqlSpkipItEHXN7ku0R1LeitNO8W976Od5dppnsjLUEQkEOiBS8OU21nasLdpY9c46rffUuqef37K1cPxx6cMs3388ZSyjASuPoPBUa2argVj1/AdXSoodC5VsWLFzACUWNw50MmMuvS/99w62VEnPeogF78hQMLYsmWP3H67Ln74qdx4Yz9Zsyb6e/f65tPdCnV13tdee80Mz9VPSPp//bt+Xa8U9JZUrK4WdI0hncUb2k+in5Zat25tNr6Khg6/1WG43vPqPWAdpqvDdRFCO9TfeEMko3XOOnVKGSHlBYF9aFnnzvajUuj7JPChwPRzxOg9kwh0VGLPnj3NChHe+1Mn5I50HCWnkxd14EzorVmd5KhbAvgVAZKB3bv3y333DTPhcdVVvQIfAN1WBtUJf7q2j04IDB2/Hsmhs9v1k07Xrl1jMk9C+yC0o8/uJ9H1pubPn29XD0tv4+nEv9Bl1nU4cU73tySEd99NCQm9BfXwwyK6V4zeJtXRRHoPX4fderen9LYYskRXjNBFSkOXjb/++usDmR7ZKDkNos8++yy43p0eOuJRP+j5HQGSjv37DwUa2m9MeFx+eQ+ZOTNr95L1Daeb49x8882pJsx5hzbgOgRX+yX0fq1egdx7773m7zoxKnTCYOhx1VVXyeeffx71qrQ6YqRDhw6plkrXQ2fWf/PNN2GvfLRMlxoJnYuiS5HoxkNwoFck3vDfXr3s0qO0TOtoXR/2bcSCTsi97bbbgu9bvfX0xBNPhL31pKtBhA6X1w+BumZdLG6FJQICxHL48BFp1eo7Ex7Vqn0mY8cus6tkSBtXXdvp3//+d6qG+bTTTjP7P+vcjRUrVtgPS9fKlSvN3iEPBz6Rhg5R1EM7yHXkR7T9GHoS6M5wF110UarnP//88+Wjjz4yixyG0sUNdZFDr54ufqiLINr1kAXaJ6LBcNdddkla9eun1NX5HXCmyw5deOGFwfexDnvXdeZ0JWCPnn8NGjQI1tHO+IceeihLK237AQFi+d//fjLhoUf//pHvjKb3QUMnNWl/g9620svc0DemCw2mSZMmmVtNobeMypYt63w/1zZhwoRUHYN66GgqvU2lt7f0e4f2oejwYF1+HVHSTm8NhUjWUtMlzbWuDtVFVPScfO+998zact57Wj/46RX4q6++KoULFw5+Xc/reFsyKKcQICF6954fDI9u3SJbSlwb9zfffDPV/dW7Ap8mI72/mlU6OVDnWIS+wTWoYrV7mwbhI488kur5Q4+qVauaDZ8QI94w3zC3UYL031jrlipll8CRDnvX+VOhy8Z7h175610AZIwA+ceoUUsDjWNKeLzyyqSIBrPoqAydBe694SpUqJBjO7hpp7qOrPK+t86+/eGHH+xqznQUld6e8oJR+3J0i9lw/SNw4A3vjeQqVYdEa119DGJq4cKFwV0w9XaVTko8lkuixAsCJODHH1dL9eo9THg8+eSYwLmc+aKEeiUQeh9VO+OORV+Adl57CxTqpyjt04glLyD1qgTZgCuQXEWXRdEwQWR8HyC//rpJrrzycxMejRsPD3zqyHzim3aw6XhybVh1RJWOSjqWdBdEHb2lP4/2U+iCj7HifSrTkSfIBl4fyIQJdkla2k+idatXt0uAY8LXAeLNMtfwqFt3UOBDYOajmrSv4ZxzzjGNqs7TyC3LketOhaELF8YqRLzhul988YVdhFho3TolFBo0sEvS0pFaWjfcbHYgB/k2QOxZ5uvWJdlV0tBbVFdccYVpUHUIa27rTNZlQ7yhh3olEu3tLB2p4s1jyS1BmXB0h0Nva9l+/ezSo/QqV+voPJCMZrMDOcyXAZKcnHqW+ZIlkY1g0jkZXoeyDvfLjTREvCsR7ROJpmNdZ9F7VzS6BAuyiW5KpuGgs821r0lnn2sHrs7z+flnkUcfPToT/Z137EcDx4zvAsSeZT5rVmR7iw8fPjzYmOrSIrmZ3s7y+kR0dJbrEN9Zs2YFX7M+J7KRrpOl+6trSKR3aFnHjvajgGPKdwHSuvXE4Czzb7+NbJa5jhXXxQe1IdXlSeJhKKt2rHujs3SeiIsRI0aYx+teB8gButS7rrxboULKSrxFiqT8+bHHsmcZeCBKvgqQ7dv3BicKDhgQ+VA9HaKrDamGSDwtZaBDfL0rCJcZ67o9rj5WZ+gCgM1XAaLGjPnDHJHSGeXeLFVtUOONN9lQlz3J6sSoVq1amcfqDowAYPNdgGSV7n2ujWjFihWjXtPqWNAZ697y7e9ksQNWF4DUx+lqwQBgi9sA8W5FaUf4mjUZD8H16rlYtWpV8Oqjf//+dnHc0LWz9DXonI6szJbXPRP0cbqgIgDY4j5A9GjZcpxdHBRNgLz00kumAdX9LuLx6sOjw3G9VXx1P5FIefs969LuAGCL+wDReRz6/4w2fXINEB1ppf0G2oC+oUMs45x3O0o3pYqU7iOtj/nqq6/sIgCI/wDxlmBv0GCIHDqUdhFE1wDRCXjaeOqMbh0SG+90JnlWXo9uA6r19fhZJ7MBgCXuA0QnBtapM8j8+csv0+7B4RogrVu3No2n7n+RCPSKytvZMJLOdN0/3QuQDRs22MUAEP8BoiZPXmn+fO21fQKfnFPvF+4aIN7ugi+++KJdFLe8pVh0aG9mJk6caOrqIALd4x0AbAkRIKpZs9Hm7507/xhSK229SOhe495GSmPGjLGL45burqavSfs2Dh06ZBenokvUa129agGA9CRMgCxfvs0sT6KH/jmjepH45ZdfgrdvNm3aZBfHLd3HxHtdf/wRfjKlbtOr9S5j/20AGUiYAFGdOv1gvqZXI5706mVm2LBhpvFMtDWgtB/k+OOPN69t1KhRdnEqTz75pKlXr149uwgAjIQKkJ0795p+EP36lCkrM6yXGd19TxvPROlAD3XxxReb15bZisJ33nmnqde8eXO7CACMhAoQNWjQr+brd9wxSA4cOJxhvXC8EVg33XSTXRT3ateubV5bZrPLq1evburFamdDAIkn4QJE54LonBAt69MnZY5IevXC0U/d2njepVuIJpj69eub19aiRQu7KJWzzjrL1GMrWwAZSbgAUTNmrDVl3iz1jOplxBvuev/999tFcU9fk762pk2b2kVBOkLLWwOMrWwBZCQhA0Tp+lhenXD10uP3K5DQrWx///13uxgAjIQNEF2hV1fqzaxeevzeBzJ79uxggCQnJ9vFAGDEbYBkJ28U1qWXXmoXxb0qVaqY1xZuFJbuXqh1dEtcAMgIAZKO4cOHJ2QDqkuSRDIPpHv37qYOW9kCCIcAScfChQuDt3DiaQ/0zOjuhN7rWrZsmV0c5N3Cu+GGG+wiAAjyTYD89NMaGTFiif3ldO3bt08KFy5sGtGvv/7aLo5b/fr1C15ZhVsLy9s75IEHHrCLACDINwFyzTW9TWf6+PGZ74WhrrnmGtOIPvvss3ZR3PKC4Y477rCLUtErD63Xpk0buwgAgnwTIC+99J0JkFtvHRC4wsh8e9q2bduaRrRSpUp2UVzSLXlPO+0085o++OADuziVCy+80NT78MMP7SIACPJNgKxfv0uuuKKnCZFPP51jF6cxZ86cYH+Brs4b7/RWnL6W/Pnzy9q16W//6znxxBNNXbayBRCObwJEffjhbBMgNWt+Ln/9lfn8hgsuuMA0pC+88IJdFHfq1KljXktmc1t27doVDE6dDwIAGfFVgPz990G5+eb+JkTatJlkF6fRsWNH05CedNJJpmGNVzqqLF++fOa16FL14YRuZbt+/Xq7GACCfBUgasyYP0yAVK36qSxYsNEuTmXbtm1ywgknmMb07bfftovjhrd8ic7ryGx72kmTJpm6uhZWuJFaAOC7ADlyROTBB0eaEGnceHigQT1iV0lFR2Fpg3ryySebQIk3U6ZMkbx585rXMHjwYLs4DW+ob+nSpe0iAEjFdwGiFi3aZLa+1RD5+uvwiwXqlra6M6E2qo8//rhdnKvt3btXKlSoYH72mjVrmh0JM/PWW2+Z+mxlCyAzvgwQ1bbtFBMgtWt/IXv2HLCLU9Fhr9qoaj9CPC1v/sQTT5if+7jjjpPFixfbxel66qmnzGN0R0IACMe3AbJ5857gfiHvvTfTLk5F+wL0E7k2rGeccYa5Ksnt+vbtG+wMf/PNN+3iDHlb2WqQAEA4vg0Q1atXyo6FOj9El38PZ+XKlcFbWVdddZW5PZRbaUd4kSJFzM+qw3cjuXXl8YJSb2UBQDi+DpD9+w/J7bcPNCGiG1BlRifWecNh69atmytHKU2fPj04ckxHXe3cudOuEpZ2nutjtTMdAMLxdYCoSZP+DG46NXNm+Bnaylvq3AuR3HQl8s033wTD49xzz83yPI7QrWz1KgYAwvF9gKjHHvvGBEiDBkMCjWj4eRKqffv2wRDR21m5oU9EN4jSZUq88NBbblmlgeO9Lp1QCADhECABf/yxLTisd/DgRXZxuvRKxLudpR3rx2p0lu5XcvPNNwcb/ho1asjmzZvtahEJ3co2nmfeA8gZBMg/3nrrBxMg117bR3bujOy2lPaJeB3r+ulf54nk1GRDXV1XQ6xkyZLBRr9p06ZR3VLT16PPo4spAkBmCJB/7Nix14SHhkjnzj/axRnSW0XeyCU9SpUqJV26dMm2T/AaHAMGDDAd5KHfc8SIEXbVLNPl2/X5dDl3AMgMARJi4MBfTYBUr95Dli+P/EpCO591sqF3NaKHLsCoq/jGain4FStWSIcOHaRs2bLB76Ed3s2aNZOtW7fa1Z3oBlL6vGxlCyASBEgI7UC/667BJkSaNRttF2dK+x507SxvJJR36NVCy5YtzZ4ckXa463ONHj1aXnzxRalatWqq59PguO+++2TRosj6ayKlW9jq87OVLYBIECCW6dPXBof1fv/9Srs4ItoPorO/zz///FQNv3fonuSXXnqp1KpVSxo1aiQPPvig+b/+XcMi9Eom9NCrDw2UVatW2d8yJrytbFu3bm0XAUAaBEg6nnnmWxMgd9wxyEw2jIbubKjb4+oe64ULF04TCuEOXcNKF0HUBn3atGn2U8ect5Wtds4DQGYIkHSsXr1TLr+8hwmRPn3m28XOdISUbu40fPhw6dSpk7z22mtm5JZegej/9e/6dd30SftO/v77b/spspVeGWmAjBw50i4CgDQIkAx06zbDBIguuHjwYOaTC+NdcnJy8MqHrWwBRIIAycDu3fvNOlm6Be6+fQft4riXlJQk3333nemrueOOO1LNJ9HOewDIDAHiAwcOHJC5c+eaocY6wip0Dkl6h44iGz9+vP00AJAKAZKAli1bJgMHDpSnn37aTHLMqPNel2KpUqWKPProo9KjRw+zGOM555xjygoWLCj9+/e3nxoAggiQOLd9+w7T8Ldr105uueWWVLei7KNcuXJSv359s/CijuravXu3/XSyceNGufjii0193Uv97bfftqsAgEGAxBHti/nll79kwICF0rr1RKlVq40UL14pTVDooSOqateuLS+//HKWJjAqXYbluuuuCz6XTo7MyqZUAPyBAImAN7FQh/aG27nQqxcrupzKqFFLpVOnH6RRo+FmiRXve+hx3nnPSqlSl5v5IjoxsXnz5mYjqN9++81+qizbv3+/3HPPPcEQadiwoelLAQAPARKB0EY73M6F0QTIli17ZMqUlfLBB7PMMipXX9071fcNPe6888vAlcUk+eKLGTJv3pLAlck+++li4vDhw6YfxQsRnamuw30BQBEgEfAabp0Tov/PaOfCSANkz54DMmfOeunbd4E8//x4M1TYDgnvuO66via0evSYKz/9tEaSkrInLMLRyY3aH6Iholc6ugcJABAgEfAa896955v/Z7RzYUYBsnLlDhk+/Ddp336q3HvvUKlaNW1Q6FGz5ufSpMlX0rXrdJkwYYWsX589S8K76Nu3b3C7W93xUEd6AfA3AiQCXgOv62LVqTPI/PnLL3+1q6UbINrp7e12aB/33DNUXn/9exk6dLH8/vsWOXw4d3dUjx07VooWLWpC5LTTTjPrfAHwLwIkAqHBMHnySvNn3XzKvp2UXoDo1UetWr3lppu+MLer9LbVzz+vN7ex4tGsWbPklFNOMSGiEw4nTJhgVwHgEwRIBOxg0E5u/bu9c6FdL1EtXbpUypcvb0KECYeAfxEgEbCDQYfX6m0pPUJ3LrTrJTJ7wqFu4wvAXwiQCKQXDDo3Q78WunNhevUSmS7IeO211waH+T7X8TkmHAI+QoBEIL1g2Llzr+kH0a/r/I2M6iU6nXB49913S56zAiFyex5pOKyhHDgcn/07ALKGAIlARsEwaNCv5uu6c+GBA4czrJfodMJhi49bSJ7WgRD5NI/cOOZGST7AhEMg0REgEcgoGHQuiM4J0TLduTCjen7x1vy3JO+neU2IXDr8Utn0d+TrbwGIPwRIBMIFw4wZa02ZN0s9o3p+0WdpHynQo4AJkX8N+pcsT1puVwGQIAiQCGQWDLrUiFcnXD2/GLtmrBT9vKgJkdP6nSZzt8y1qwBIAARIBDILBl2hV1fqzayen8zcNFNO6XuKCZFivYrJd+u+s6sAiHMECLLN0p1L5eyBZ5sQOa7HcTJg2QC7CoA4RoAgW23Ys0GqDKtiQiTfZ/mk6y9d7SoA4hQBgmyXtD9Jrv3mWhMiejw/43k5Ikw4BOIdAYIcse/QPmnwXYNgiDSa1IgJh0CcI0Ay8e67M8xEwSVLtthFyKLDRw5L85+aB0Ok9pjaTDgE4hgBEsZffyXLZZeljK6aNm21XQxHb85/MzjhsOqIqrJ171a7CoA4QICE8d57M0146JazBw+m3YEQ7nov7R2ccNhxXke7GEAcIEAyoBs+6UZQGiC9es23ixED49eOl4aTGjJbHYhTBEgGvIUSr7zy8zQ7DwIACJB06d7k2nGuAWLvOojcy+ucB5AzONvS4e17rjsOrl690y5GDliRtEJaTm8plYdWlhK9S0ihnoWk3IByUuOrGtL257ayaPsi+yEECJDDONvS8fDDX5sAefbZ8XYRcoDOVvc62MMdtoy+DiB7cLZZFi3aFFwUce7cDXYxslm3hd1MCOgw3wemPCBTN0yVHft3mImIq5JXyfS/pkv7ue2l4pCK9kMJECCHcbZZWreeaMKjcePhdhGy2erk1VKwR0ETAv2X9beLM0WAADmLsy3Exo3JUr16ysTBsWOX2cXIZq1mtTIBoMucuCBAgJzF2Raia9cpTBw8hqqNqGYCYNL6SXZRRAgQIGdxtv1j165dUqZMjcBxt/Ts+YNdjBxQsk9JEwDb9m2ziyJCgAA5i7PtH++++67kyZNHTjjhBNmxg6G7x4I38urg4YN2UUQIECBncbYFHDp0SMqXL28C5KmnnrKLkUO4AgHiC2dbwLBhw0x45MuXT5YvZ12mY4U+ECC+cLYF1KhRwwRI3bp17SLkIG8UVuPJje2iiBAgQM7y/dk2c+ZMEx56TJs2zS5GDvLmgegkwkHLB9nFmSJAgJzl+7Pt7rvvNuFRrVo1uwjHQJdfupgQ0BBp8n0TmbZxmtlTff/h/SZgdCZ6h7kdpNLQSvZDCRAgh/n6bFu1apUUKFDABMjAgQPtYhwjneZ3kvyf5Q8GQkaHLaOvA8gevj7bnn32WRMeZcqUkYMH3YaOInssS1omz0x/Ri4aepGc2PtEsxpv2QFlpebXNaXdnHayePti+yEECJDDfHu2JSUlSfHixU2A/O9//7OLAQCZ8G2AvPPOOyY8ihUrJjt27LCLAQCZ8GWA6MTBs88+2wRIixYt7GIAQAR8GSB6xZE3b17Tgb5ixQq7GAAQAV8GiBo3bpxMmTLF/jIAIEK+DRAAQHQIEACAEwIEAOCEAAEAOMnxAPEWLsxMpPUyoqOrWrZsKZUrV5YSJUpIoUKFpFy5cmbl3bZt28qiRYvshwAAssC9hXYUaTBEWi89Xbt2Da5xFe4AALjL8VY00sY70nq2bt26mcfpPI8HHnhApk6dauZ97Nu3zyyeOH36dGnfvr1UrFjRfigAIAuy3kJHKdJgiLReqNWrV0vBggXN4/r3728XAwBiKGstdAxEGgyR1gvVqlUr85hGjRrZRQCAGMtaCx0DkQZDpPVC6aZQ+phJk9z21AYARC5rLXQMeMEQ6ZEVJUuWNI/Ztm2bXQQAiLGstdAxYAdEZkdWeCOv2BwKALJf1lroGIg0GCKtF4orEADIOVlroWMg0mCw682dO1eaNWsmF154oRQpUkTOOOMMuf7662XYsGHBOvSBAEDOybwljzE7GDJi19Nw6N69uyxYsEB2795trjLGjx8vVapUMTPLlTcKq3HjxsHHAQCyR+YteYzZwZCRSOstX77cLFWivHkgOolw0KBBVk0AQCxl3kLHWKTBEGk9DY1SpUoF/96lSxfzOA2RJk2ayLRp0yQpKUn2799v6upM9A4dOkilSpVCngUAkFWZt9AxFmkwZFZv586dZpmSyy+/XF555ZVUZZ06dZL8+fMHnyOjAwDgLsdb0Ugb74zq2SFwww03yKFDh+xqsmzZMnnmmWfkoosukhNPPNGsxlu2bFmpWbOmtGvXThYvXmw/BACQBWlb6DixadMmGThwoJx55pny+uuv28UAgGwWtwHimTx5spQpU8b+MgAgm8V9gOzatcvcngIA5Ky4D5Bx48aZuSAAgJwVNwGiW9EOGTLEbFWrm0OtW7dOevXqJWeddZaMHTvWrg4AyGZxEyA6f+Oee+4x/R26aKIuZVK/fn2ZOXOmXRUAkAPiJkAAALkLAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcPL/IjnTVoYUVsgAAAAASUVORK5CYII=)
PN: 4H23-7-0K
CAS: 303148-55-2
Molecule Weight: 291.05
Formula: C8H7Cl2F3N2O2
PN: 4H01-7-X8
CAS: 282523-11-9
Molecule Weight: 214.57
Formula: C6H6ClF3N2O
PN: 4H23-3-X0
CAS: 111493-74-4
Molecule Weight: 222.167
Formula: C8H9F3N2O2
PN: 4H23-3-31
CAS: 141573-95-7
Molecule Weight: 204.177
Formula: C8H10F2N2O2
TSCA: Not listed on TSCA inventory