| Product Number | 3H31-3-4E |
| CAS | 85686-96-0 |
| MDL Number | MFCD03407975 |
| Molecular Formula | C8H3F5N2 |
| Molecular Weight | 222.118 |
| Units | Price (USD) | Availability |
|---|
PN: 3H31-3-4E
CAS: 85686-96-0
Molecule Weight: 222.118
Formula: C8H3F5N2
PN: 3H31-3-4D
CAS: 3671-47-4
Molecule Weight: 204.128
Formula: C8H4F4N2
PN: 3H31-3-14
CAS: 28196-83-0
Molecule Weight: 222.118
Formula: C8H3F5N2
PN: 3H31-3-4G
CAS: 89426-93-7
Molecule Weight: 222.118
Formula: C8H3F5N2
![2-[Bromo(difluoro)methyl]-5-fluoro-1H-benzimidazole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABa8AAAWvAHTuFIoAAACVnpUWHRtb2xTb3VyY2UAAHicjZXbatwwEIZfRei6q6OPS5yw3RAoJL1oUuhdcWwlMaylIHtPb9/ROiG2V2sXfDHI881B8w+6ujnUG7RTtqmMzjAnDCOlC1NW+jXDv5/uFgm+ub4qwAkcdZPht7Z9X1K63+9J8abq/GA0KUyNu//LQ1MNfPaSGPtKBWOc/nm4fzwxi0o3ba4LBVRTLZvT4b0p8vZUxYUUtM7trtK0c6e13XXR/grmPkYOTYm/elnDvxWg6KXaKPRibJ23aCcYgY99Q69KK5u3qkTPRziWJIDer68ebk2xrZVuwXQRqiLfPLZ2W8BBbTaq2EIwMH7cZrjmAOStqVfW5sfORFWZ4ZzDLW6UC/N0fFcZvoNGRYZjEqZcYnQEOyAyEQkEoA7rw2IErzs4IiKMow6WJOJ+WM7DgrDYDwd+OCCpkGkHcyKZHw79sISemZjLHI3gnxi9HUtrYEprs9UtJO7CCcJFGH3WEqZR6gsX+2vhRAgWfNaSBP5akvNaxplBK0kS++B0/hYuD4+z+QFc1g0fq+6DXjAieRrNtc3HuvsQ7YKTJPwPfKy8O0/2ieLH2vtuPfxYfbS3fc9Glz3zFPYZrsS5/FIvjXBZkNsuY0tlnaIggHPtA2IICOQ26gNY+QA5BCRyWzQFBEMgQG5zpoBwCITIbcsUEA2BCLl9mALiIRAjtwNTQDIEEuR0PwWkZz3MAG4V+kSKTtsxifCz2c0i4qxzF2VKIHw0cA6a4jOi4oGHkTNM6GECH0N7yqefbxSYZ+8X7T1uFJ7063+I7mWCXWv0BAAAMBxJREFUeF7t3Qm4E9X9xnGq1qpdqNbiLmpdarVaQYpWUSkKuCtotVpK3VEr1qXuuBWtCC60ikVAVEDcwCIqWrUKyh+prC4IuCBVEAF32bHnf9/BE5Nzc5PML5N7c5Pv53nmEe6cTGZy8byZOVsTBwCAQZPwBwAAFIIAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIEb9T2+SdwOA+hDWPdm2UijNUatA+MvJtgFAfQjrnmxbKZTmqFWglL8UAIijoeqj+n/HCtFQvzAACDVUfVT/71ghGuoXBgChhqqP6v8dK0RD/cIAINRQ9VH9v2OFaKhfGFCuVqxY4ZYuXRr+GPWgoeqj+n/HCuF/YXVtQLX43//+5wYMGODWXntt961vfctde+21buXKlWExlFBY/4RbqZTuyBUu/AWFG1ANxo8f71q1auWaNGmSse2www5u9OjRYXGUSFj/hFuplO7IFa7UvxignL333nvuxBNPzAiNli1buv322y/jZ+3bt3czZswIX46ENVR9VP/vWCEa6hdWTVq27B9te+890M2f/0W4O8WXQ+ktW7bMXXPNNe673/1uKiS22morN2zYsFSZp556yu28886p/d/+9rdd9+7d3ccff5x2JCSpoeqj+n/HCtFQv7Bq4oNBW48e/w53pxAg9eP+++93zZs3TwXD+uuv76688kq3ZMmSsKhbtWqV69u3r9twww1T5X/0ox+5fv36udWrV4fFUaSGqo/q/x0rREP9wqpJ+h1Iq1Z3utmzPwqLRAiQ0poyZUqtR1PHHXecmzt3bli0lsWLF7szzzzTrbPOOqnX/vznP3f//nfdXwiQ3VdfrXIzXxzkpj3ZK/pzuoaqj+r/HStEQ/3CqokPhptu+r/ov+ec80RYJEKAlMbChQvdqaeeGvWu8pV/ixYt3Lhx48Kieb366qvu17/+dUYIderUyb399tthUWTx/oyn3YNX75Kqdxa8NT5jf0PVR/X/jhWioX5h1cQHw6efLqv5Bjw4+vPkyfPDYgRIwtQFt0+fPq5p06apyr5Zs2Zu4MCBNd98vwqLxzJy5Ei33XbbpY77ne98x1122WXuiy/qbuOqZp8tfMs9dfuRqfpG2xN9O7qVyzM/r4aqj+r/HStEQ/3Cqkl6MAwaNCX6c9eujwSlCJAkPfbYY27HHXdMVfDrrruuu/DCC2tC/NOwqJkGHF5//fXu+9//fup9NttsM3f33XdHY0pQE+LLPncTR1zsBpy1bqquGX7F9u7daaPCopGGqo/q/x2BAqUHw7Jlq1yHDkOivz/77Dt1loPNG2+8UfP5dsh4xHTYYYe52bNnh0UTM3/+/JovBF2jwYf+PX/5y1+6CRMmhEWrR02Azhx/lxty4aapUBjc/Qdr2j1WrQhLNzgCBGUrDIYRI2ZEf+/U6QG3evU3j1LCcijcJ5984s4999yoq62vxNUFV11x68vEiRPd3nvvnXp/BUqXLl3c+++/HxataB+89aIbed2eqeC484y13PP3nOyWfrYgLFo2CBCUrTAYFBpHH31/9DOFSV3lkJ+60t5xxx1u4403TlXc6nJ76623Rl1wG8KQIUPcFltskTofjTX5y1/+Eo09qWRffPxf9+zAEzLaOUb12sctendSWLTsECAoW9mC4Zln3o5+1rHjkOixVl3lUDd1od1tt91SFbV6WXXr1i3qctvQvvzyS9ejRw+33nrrpc5vm222cQ899FBYtNFbtXKpmzz6GjfojxukgmPYxVu5Nyd+Myiz3BEgKFt1BYMa0vVzNaxLXeWQ6Z133nGdO3dOVcza2rZt61555ZWwaIObM2eOO/bYYzPOdf/993fTpk0LizZKb718vxt2afNUcAw6e3036dGr3KoVtQdlljMCBGWrrmCYNGle9PP99x8cdfHNVk6Pu+66a6p74IHX3IIF1d1FVF1kL7/88qjLrK+M1ZV2xIgRYdGy8/zzz7tf/OIXGXdLp59+ulu0aFFYtFFY9N8pblTvNhmPq54ZcLz74qP8gzLLEQGSAH1zeOja3dwnC2aGu1CEbMHgaVCh9t1884Ss5SZOfD/1c226a7n77qnu/fc/yyhXydQl9p577nGbb755qgL+3ve+56677jq3fPnysHjZ0tiTO++80/34xz9OXccPf/jDmt/9zY1m2viln3/oxt5zStQw7oNjRM8W7oM3XwiLNioESAJ8l7tXnr453IUiZAsGT9OaaHoTTXOSrdySJSvdeec96Vq3HpARJNp++9uH3YABk92cOZ9kvKaSqCts69atUxWuejapy6y6zjZWGoty/vnnZ/QY22mnndwTT2SfoaAcrF690k1/qrcbfG7TVHDce0Ez98aLA2sCvrhBmeWAAEmA/kHoH8b0f/UJd6EI2YIhnSZYTA+GbD77bLkbPXqW+9OfxmSEjd86d37A3XHHy27WrIZvQE7CvHnzoi6w6WMr9tprr6irbKWYNWuWO+SQQ1LXp+3ggw92M2eW1xOAcc+Odpd02cH1PWlNcGhQ4EsP/9mtWFY5d8EESAIIkNLIFQwyb97nNZXjN3cY+eiuZMyYN91FFz3t9tlnUK0wOeKI4e5vf5voXn31w/ClZU+PpHr27Bk9ovKVqrrE3nvvvWHRiqE7D92B+OvVncl5550XjW1pSBqUqXVQmv2giWu/WxN30RFN3JjbDnOffli6QZkNhQBJAAHS+Cxfvioa0X7FFc+6Nm3uqhUmhxwyzPXpM95NmfKBBgeXtYcffthtu+22qYpUXWCvuOKKqEtsKWicyOuvv+4eeeQRd8MNN7irr77anXbaae4Pf/hDalNDt37eq1evqJwWlSrFNO5qA1FbiNpE/PWrrURtJqV4v1y03onWPUl/xHboATu76ROfCotWDAIkAQRI47ZixWr3wgtzayq851zbtnfXChNNoXL99S+4//xnXsYI+IY2ffp0d8ABB2Q8yjnmmGOiLrBJ+uyzz9yoUaPcOeecE40fWWuttTLes9BNPah23333qB1Ddw9JBpx6ZSm00mcOVu8t9eIqNT8oU+ud+PfWoEyth9JQgzLrCwGSAAKkcigg1IOrZ8+x7qCD7q0VJu3a3eOuueZ5N3bszJpvvw1TOaiyPOOMMzIqS1XMzz33XFjUTItEqQdXu3btMt4n3DSSXQP9FGTa9OjG/1k/Tx/pHm6aqFHzbak7sSZYTILGiYShqvEkSYeqp0GZWt/Ev5fWPdH6J+UwKLM+ECAJIECSMXPmIvfGG+XTv/+rr/4XTR9/443j3cEHD80Iku22O81tvfU+UYO1HtEsXbo0fHni9LjmlltuyXhcowq6f//+iT2u0aOmk08+OWPJWr/pMdkpp5ziBgwYEPXy+uij7At8hVSZjh8/PjpPPd7acsstax1b16H2i6R6iWnkugLMHz/px3pax0TrmaRfg9Y7KcdBmaVEgCSAACne9OkLoi632hYtKs/RuDrHW2+d4Dp2/EdNJdjZbbDB1qnKQxWuVukbPnx4YpVUujFjxrif/vSnqfdLusFY39z1+Ct8PKUeXLfffnviCz+px1Tv3r3drrvumvF+quj1qEy9yYqljgWaSyvsWKA5t6w0KFPrl4SDMrXOSTUiQBJAgBTniy9WuMMPvy/V3rB0acM8Gopj2rRZrkePazLWzvCb1go/8sgjox5Qxa6jUeouqwsWLHC/+93vMo6/0UYbuUsuuSSx98jn5ZdfjubiSq+UFSTXXnttIo+2NKtv2LVZs//G6dqsQZlaryR9UKbWM9G6JkmcY2NFgCSAACnOJZc8HYWHBgaq/aGxee2116IeR+nPwv2m5/wdO3Z0gwYNijX9RqkHzWl0t+4swt5Lf/3rX93nn38eFq8XuuvQ3Uf6RIqaWv6FF5IZra3HblpvxB+70MGV1tdVAwIkAQSI3T//+UaqXUFjMBq7N998M5oqpFWrVrXCRA2sek7er1+/OiufuqbtuOmmmxKbtkPfyNu0aZM6vkJO7QNqOC8HOr/0SR9VYeuOKIl2nmzTu9R1J5HEnUulI0ASQIDYaCqRffddM6Dv979/xK1alUwXWX3TV6OtKmLdGajhN32Mgv6un2u/ysW5M4jj3XffjSr+fffdt1aYqFJSJa5G8blz10ykN3bs2FoTB2p8RZLnp7aU9HBSoOkxWTl69NFH3dZbf9POpHP98MNkBnnmasvQ+iNqO0nvSFBs20mlIkASQIDEp7EXmpNK4bHffoOLmuRQ3xw1TuHss8+OHnmElXUhm16n1+s44TfRJOjxzG233RZNn56tW2z6Yxttmrp86tSp4WGKojYF30iuivPvf/97WKTsaAzK0UcfnfpcVJEn2dNJU9yHvanSfz/6vWh9klJ0jKgEBEgCCJD4evcen3p0pelFLCZPnhw1vqrRN6yQfUXwk5/8JOsYBf08W0WuTcfTcXX8Uli4cGHUFVbnk97GoU1dTx988MHwJUXRY7Gzzjor9R76pj1p0qSwWFm78cYbo0eA/vfz0ksvhUWKEo7n0FbK8SOVggBJAAESz7hxc92ee64Jj6uuei7cnZcaVdUwHVb822+/ffTIR11pNR9Rvmfm2q9yKq/X6fXhMfU+STXiZqNuuMcff3z0Xqogk16+VXdT6Qsz6c4mqa6/9e3JJ590G2ywQXQd6pqb5MBJ0b8HP5r88MMPD3cjCwIkAQRI4RYuXOIOPPCeKDy0vrkmOCyU2grCxw3NmjWLxkNMmbJmdcJi6Tg6no6b/j56X99WkTRNg6H30DP3JOnOIz089Cgo6YCqbwrzpk2bpj6vpO+k/F3IRRddFO5CFgRIAgiQwmhkd7duo6Pw0Cy6M2YU3jisCfPSGzXVuKpn+KWqEHVcHT+9EVfvr/NIWqkCRFNq+HNX54F8d2SNhR4t+u7Hm266aaKPmQiQeAiQBBAghdESs77dY+jQ6eHurDRdhuZL8hWhHmGom2wpGrqz0fvo/fyjE206n0Kn8ShEKQJEDeb+fI866qiKCQ9PbRbqfqzrUweIYgdsegRIPARIAgiQ/F555cPU6oBajraQKdLVPtG8efNURahunOoa2xD0vnp/fy46L51fEpIOEHXV9b2t1OZRqru0hjZ06NDUGA1NI5MEAiQeAiQBBEhu6VOVtG8/pObbe/6JB9XLxs/kqt5SGrehZ/oNSe+v8/C9t3R+SfQGSjJANPjNj/NQb6vG2mBeqIsvvjgV6oMHDw53x0aAxEOAJOCco5q5rgc0cWMeIECyufTSZ1JTlUyY8F64uxZVyr69Q/NKaWxGOdH56Lx8pV9siCQVIAo4P8Jc4zySbmAuRxqd76cZUc8szQRQDAIkHgIkAa12aea226SJG9CPAAmNGjUz1e7Rt2/+ilaPhfydhxpKS9mFthg6L9+Qq/Mt5nFWUgGiua38t/HGMEgwKQoNTUei69ZEk8UgQOIhQBLgu3z26UOApJsz5+PUcrFduozMO1WJGqZ9m4e+4ZdreHg6P38novO2NqwnESCaVdcHmhaBqja33nprKjxHjx4d7i4YARIPAZIAAqS2FStWusMOu9rtuut1UYj897+5pyrRJHcavKXPUW0M5fbYqi46T98movPXdcSVRID4Kdn16Kq+pmEvJ1o6dpdddok+gx122MHcS48AiYcASQABUtv5519c8414D7fllsfWVLL5B/lpUkH/DVIN1Y2Jztefu64jrmIDRItB+d5ImlW3Wj399NOp34NWP7QgQOIhQBJAgGR6/PHHUxXaaaddEO6uRSO8faO5uso2dG+ruHS+vouvriPuiPViA8SPNlfvq3KZkr2h6PGdPgvdhVj+HREg8RAgCSBAvqF1LvznobmlClmcyE9PosF6DTXOo1g6bz/YUNcTRzEBojXM/ZgPLQZV7f71r39Fn4U2rYseFwESDwGSAAJkDX3jO/DAA6PPQqOEtVRpPmqI9v/Da1Gfxkzn768lTgeAYgLkpJNOil6rGWoLCetqsMcee0SfyT777BPuyosAiYcASQABssYNN9yQqkB79+4d7s7Kz6qrOaesDZ/lQufv587SdRXKGiBao8J3X7300kvD3VVLa5frM9Fj1LfffjvcnRMBEg8BkgACxEXLfPq1LTp06FBQbyRNiufbSipl3IKuw1deha4nYg0QLc3qA7sae17VRXdivnt1z549w905ESDxECAJqPYA0apxWqBJn8Emm2wSjUkohBZt0mv0+S1dmn96k8ZA1+H/Pej6CmENEN9gvNdee4W7qp7vWPCzn/0s3JUTARIPAZKAag+QE044Ibp+NeZqIr9CLF++PLWSoNbfqCS6Hl2Xrk/XmY8lQDT7rB9/ohHoyDRixIjos9EW5zEWARIPAZKAag4Q/7xZ2wUX5O+y6/3zn/9MvS6pxaDKha7HX5uuMx9LgKR/fnEqyGqhSSR9wMaZZJEAiYcASUC1Bsjs2bOjCex07S1btozVCH722WdHr1NX30rkl8fVdeZjCZDu3btHr9l2223DXfhaixYtos+oa9eu4a46ESDxlCRANLV5vq2SVGOAKCwUGrpu9QRSmMShZ9N67emnnx7uqgi6Ll1fIc/gLQHiK7pTTz013IWv+UeJcUKWAImnJDV5GBbZtkpSjQFy/vnnR9esTb2B4li0aFGq99Xw4cPD3RVB16Xr03XqenOJGyCawnydddaJXjNo0KBwN76W/jtQl+dCECDxlKQmr8SQyKXaAkQN5T4ATjzxxHB3XumDByu1+6muy19jvkGFcQNEo8/9scePHx/uxtfUjdp/TlOnTg13Z0WAxFOSWp4AqVwffPBB1FVX16uuu+rCG9fAgQOj12vciL5NVyJdlx8Xo+vNJW6AjBw5MlUxLl68ONyNr2k8iP+i88ADD4S7syJA4ilJLU+AVCYNDmzfvn2q8tfgQYvLLrssOoYmvKtkuj5dp643l7gB0qtXr6i8FrJCbptuumn0WRU6TxgBEk9JankCpDLdeOONqW++qsSsfA+s1q1bh7sqiq5P15mvJ1bcANG0JSpfSAN9tdt1111jBQIBEk9JanlLgCz7crH7fPGckmwfLZjj5r8/x82ZU5rND4jTN81wX6VsmtnUP5I56KCDCpqqpC6///3vo+No4sVK5ieW1PXmEjdA/vjHP1ZFACdBo/T1WZ111lnhrqwIkHji1fIFCntchVvos0Vvu0Fnr1+rXFJb90OauL13bOLWXmvNt2c2+6Yuu2oHKcYxxxwTHeuII44Id1UUXZ+uU9ebS9wAqZYAToK+7OizyhfiHgEST+3aPAFhBR5uIQKk8WxJBEi1VIClugOplgBOQqEh7hEg8dSuzRPgK+44eIRV3luSj7B8G0ilTwLoH58k3QZSLQGcBO5ASiteLV8gS4A0ZjSix+N7Ye24447hroqi6/NfLHKJGyC0gRSONpDSKkktT4BUpqS68aaPA1m1alW4uyLouko1DoReWIXzvbAuvvjicFdWBEg8JanlCZDKlcRAwnHjxkWv1xZ3Dq3GQtflr1HXm0vcAPF3gowDyY9xIKVVklqeAKlsxU5lsnDhwlTl+uCDD4a7K4Kuy1+jrjeXuAHyyCOPpI6db56taqYvN/7faaH/zgiQeEpSyxMgla+YyRTFtw8U+my6sdF16foKaeeJGyBvvPFG6rPPN89WNXv55ZdTn9O0adPC3VkRIPGUpJYnQCpfsdO5n3HGGdFrK/U5vp+uXteZT9wASZ9na8CAAeFufG3YsGHRZ6S7kCVLloS7syJA4qmeWr6EqjFApJgFpTS5nf92WGkz8qbPxFvIJH5xA0R233336DV/+MMfwl34ml90S211hSJA4iFAElCtASLWJW21PoMPnyuvvDLc3ajpenRdur5C1qGwBIhfLGnLLbcMd+FrPgxOOeWUcFedCJB4CJAEVHOAyAknnBBd/1prrRU1sBfqd7/7XfS67bbbzn311Vfh7kZJ16Hr0XXp+gphCZDHH388FdxqE0Gm9EXLhgwZEu6uEwESDwGSgGoPEPV20WMCfQbq4rtgwYKwSFbPPPNMqhLUSPdKoOvw16TrK4QlQL744gu37rrrVvW/u1x8+4e29957L9xdJwIkHgIkAdUeIKJBhb5ht0OHDgVPddKiRYvoNXvuuWe4q1HSdeh6dF2FsgSIHHbYYdHrNFgOmQ455JDos1HbXBwESDwESAIIkDVuuOEGt/ba67kNN2zp+vd/ItydVXpj+ogRI8LdjYrO319LIY3nnjVA0t9PXVaxhsbd+DXjb7755nB3TgRIPARIAgiQNfT8/5hj/ux22KG722uvAe7113MPoBO9xvco2mabbdzSpUvDIo2Czlvnr+vQ9cRp07EGiHq9aTS6XtutW7dwd9W69dZbo89k7bXXjj1zNAESDwGSAALkGwsXfu4OOuhe17Jlf3fUUcPdkiX51zwfO3ZsqsHz8ssvD3c3Cjpvnb+uQ9cThzVAxA/oXG+99dz7778f7q46moPMB7keY8VFgMRDgCSAAMn04otz3Z579o9CpEePf4e7s/I9ufStMd/cUeVG56vz1vnrOuIqJkDmzZsXhYdef84554S7q45mRdBnoe35558Pd+dFgMRDgCSAAKntppv+LwoQbY8/nn+U+scffxyNadDnuPXWW7vFixeHRcqSzlPnq/PW+es64iomQETBwV3ImsehfgaAX/3qV+HughAg8RAgCSBAaluxYnXNt/ERUYC0aXOX++9/88/a+9xzz0VjSfRZ7rvvvm758uVhkbKi89N56nx13jp/i2IDRKHh70I6d+4c7q4at99+e+ru47HHHgt3F4QAiYcASQABkt27734ShYdCpEuXkW7VqvwNy1qoylcCv/nNb9zq1avDImVB56Xz8+dazAJbxQaIXHvttalzefTRR8PdFU89rzbccMPo+tu1axfuLhgBEg8BkgACpG6jRs1MPcrq2/elcHdWfqJFbccdd1zZLTql89F5+XMsZMLEXJIIEPXI2nnnnaPj6JGaZZ2Wxqxr167RtWtwZTEj8wmQeAiQBOyyzTZuk5r/+fv17RvugtMKes9EAdKq1Z1uwoT8o4L17V6PYnwFffjhh0cjr8uBzkPn489N51nsXVISASJqzPePAI8++uhwd8VKH0tU6MqDdSFA4iFAEnBUy5bugJoQeeDOO8NdcKp0V9RUuvdFIdK+/RD30Uf5x3qoUu7SpUuqYtBo67hTxidN7++XSNWm8ys2PCSpAJFLLrkkdX5aubDSvfXWW65p06bR9aryL3YcEQESDwGSgAsOOsidXhMi/4oxaVu1eeWVD13r1gOiEDnnnCdcITOdqFeNZvj1FaIqirvuuissVi/0vr6i0qbzijNYMJckA0SB1rZt2+h4Go395JNPhkUqhu4G99hjj9RnN2PGjLBIbARIPARIAgiQwtx119RUe8jQodPD3XUaPnx4VEH4yluNpPV1N6L30fv599Z56HySlGSAyIcffui22GKL6JgbbLBBRa5aqEW12rdvn/q9aFmBJBAg8RAgCSBACvPVV/9z3bqNjgJEU53MmLEoLFKn119/veY1e6UqDH27Pvnkk92cOXPCoonQcXV8P6eSNr2/ziNpSQeITJ8+3W200UbRcXXnNHny5LBIo6WJOv3A06QrewIkHgIkAQRI4RYuXOIOPPCeKESOPvr+gqY68fTIqG/fvu4HP/hBRpAcccQRbtSoUUX31tLrdRwdLz049H5636QeWYVKESDy0ksvpRbt+uEPf+j+/e/CZgUoZ7rzSA8PrchY6MzPhSBA4iFAEkCAxDNu3DdTnWjEelwfffRR1FjsK0e/qZI89thj3Z133ummTp2at0FV+1VO5fU6vT79eDq+3kfvVyqffPKJO/7441NhuGzZsrBIURQa/nNSF9ehQ4eGRRoNtXmkP7Y68sgji/7SkE7tR/7RX7Fds6sFAZIAAiQ+P9VJr14vhrsKplXnevfu7X76059mVPzpW/PmzV2bNm3cAQccEFU++q/+rp+HZf2m4+m4On4paNDbgAEDovPxa6j4TRMBPvjgg+FLijJp0iS36aabRsfXZI/q6qpv8o2Jelv5BnNtuvNIMjwUtP7uQ5t+N8iPAEkAAWIza9biqF0kCRMmTIjWIt97771TExsWuqm8XqfX6ziloEkPb7vttqiHVLbz81OR+G3//feP7o6SojYdP9BQW6tWraJKuTHQOI/0x5ZJPl565513XKdOnTI+e92FJPnZVzICJAEESHnRow5967733nvd1Vdf7c4888zoG6vf9Hf9XPtVrlSDFN99992aO62bUvNlpW+6E9Cd0C233OLmzp0bldc08L/4xS9SZRQ0p512WmJ3Qp9++mnGCPrvf//70doZSX6TT5Lu1PwIc21qI0qqt5V+55dddpn7zne+kzq+1rIfOXJkWBQ5ECAJIEDgvfnmm+66666LvuGHoaE2jl//+teuX79+bv78+eFLI2qoV5vMj3/849Tr1DajIErqsdPgwYMz2o80g22h67fXB7VFaGJEP7eVNj1eSmKchxrcNeX75ptvnhGk119/fTQdDOIhQBJAgFS31157LbqjSX+G7jc1XHfs2NENGjQo1p2E7ha0WFR6G8lOO+3knnjiibCoiR5fHXzwwRnneuCBB7qnnnoqLFpvdCeku0I/Jbv//NRmk69DRCH0ePKXv/xl6ti6C9QdTl1hjvwIkAQQINVn+vQ33ZVX9nQ77rhjrdBYf/31ox5CqgwVBMWYNWtWtLJe+vFV8c+cOTMsaqJpz7fffvuM46uxWncpn3/+eVi8JDTwUY/S/EqCftPdWjETI3qa7l7TzvhVL7WpzWvixIlhUcREgCSAAKkO06cvqKnoJkTzem2zTVf3ve99U/Hq+bzaFzRK/csvvwxfWrQxY8Zk9DbTncl5550XdQMulh7d/OMf/3A77LBDRgWuINSU9Q8//HDis/tqIS51KVY4hj3RtBiUdT2PdFqv5S9/+UvG4zo1kA/h/9PEECAJIEAqk3qITZ4839144/iab/1DU9OwaNtxxwtqQqRd9M32kUceSeQRSz5qA1Gje/p4lY033tj1798/kUkd1f6isFAFnl6ha9O39xYtWkShdf/990cj2wu9Q1H4qLPCfffdF62emO1RnzoMHHrooaZlaLN56KGHMu5o1MvtiiuuKEm4VzMCJAEESOVYvforN3Hi+65nz7HuoIPuzQgNbe3a3eOuueZ598ILb9VU6A3Te0ltKRrolt4dePfddzeviJiNurfq23t6199s2yabbBLduWh8TfpYG236ufaHr0nfWtb8f3PzzTe7Dz74IDwFk2nTpkXvnf4eGiRaqilvqh0BkgACpHHT8rsvvDDXXX31c65t27trhUaHDkPc9de/4P7zn3lRwJQLzXcVVpbHHHNM4pWlwkSzEavBedttt60VAnE2tbeccsop0WOk9957L3wrM4Xq6aefnhGq6hKd1B0NsiNAEkCA5Ocr43xylfP79t57oJs/v+6xG7mO4S1fvso9++w77oornk0tu5u+HXLIMNenz3g3ZcoHBU0935D02Cm9Yi/14xodVwPtNGJe3V/VA+2kk07KGGujv+vn2q/HSbozWLJkSXiooumxnu5g0h/rqQu0ukIn8VgPuREgCSBA8iukUpdc5dIr+B496p4YsK5jLF26yo0Z86a76KKn3T77DKoVGkccMdz97W8T3auvfhi+tOypwbhnz561GozVE6xSqUuzujb7602yYwEKQ4AkgADJr65KPZSrnN+nOxAtjzt7dvZJDrMdY+XKr9yhhw6rFRqdOz/g7rjj5WhalUqgKVPCLquahr6SuqyWumszCkeAJODC9u2jAHl62LBwF76WrVLPJlc5v89PxKiVDbPJdgy1c/hG8d/+9mE3YMBkN2dO5X5T1aC51q1bpyrYShg0V+rBlYiPAEnAo/37u2uPP94tePfdcBe+lq1SzyZXOb/v00+Xuf32Gxz9Wd1sQ3UdQ69bsKDutpNKk23aDj3i0lQreuTVWNQ1vYvaPpKa3gU2BAjqRV2VeihXufR9gwZNif7ctesjQancx6hGmjjw8ssvrzVx4IgRI8KiZUe9qMIJJtXbKs60MCgdAgT1otBKPVe59H3Llq2Kutfq7+pNVVc5fEPdcTt37pzRdqDp5V955ZWwaINTV2SN30g/V01xr95cKB8ECOqFr9QL3bIJ940YMSP6e6dOD2SMzwjLIZMWT9ptt90yvtV369Ytml6koamLcI8ePTLWR9GIcnUFRvkhQFAvwoDIt2UT7lNoaF11/UxhUlc51KYxElqLXVOh+Ipa06c35PogGlzol5TVpvnFNBo+6WV+kRwCBPWi0Eo9V7ls+5555u3oZx07Dokea9VVDtlpzMS5556b0bNJ05fU57Tu6mKs2XH9+6vHmLoiaxZdlDcCJA91zw23M1u3dpcefrgb0rOnW9yIu0XWp0Ir9Vzl6tqnhnT9XA3rUlc51E3Tpnfo0CGjzeGwww5zs2fPDosmRl2K1bU4fcyK1uso1bLCSB4BkkcYHuF2Xtu2dN8tQKGVeq5yde2bNGle9PP99x8cddWtqxzy0zTq6WucaEGnCy+8sOh1TdJp+nhNcaKVAP37bLbZZtFytep6jMaDAMnDB0W6ZV9+6d74z3/cVcceG+27o+Z/MORWaKWeq1yufRpUqH033zwhZznkp7EVffr0cU2bNk1V8M2aNXMDBw6MxmQUQ2uOqwuxP666Fmtt8lKtS4/SIkDyyBYg3pzXXov2/anmLgS5FVqp5yqXa5+mNdH0JprmJFc5FG7hwoXu1FNPzZjhVmuCjBs3Liya16uvvhqtMJj+iKxTp07u7bffDouiESFA8sgVIMuXLo32nf2rX4W7Iv61ui0fO2KEu65LF3dOmzauW6tWYdGKV2ilnqtcrn2iCRZ9mVzlEM+UKVPcfvvtl1H5a/XFuXPnhkVrUdfgM888062zzjqp12pBKXUlRuNHgOSRK0DmvP56tO/qY48Nd0X8a4ded13qz9rO2HPPsGjFK7RSz1Uu1z6ZN+9zt9deA/KWg41WImzevHkqCLTk7ZVXXpl1mnZ1Be7bt2/UNdiX/9GPfuT69evHNOsVhADJI1uALKv5H2bWpEnu6t/8Jtr37PDhGfu9VGDU3HE8dMstUWN7sc+QgYakMRnXXHNNNEbDB8NWW23lhqVNJKouwOkrGaqLcPfu3d3HH3+cdiRUAgIkj/Q7h3DTNO5PDx0aviTFl7uvV69wF9CoaTXBE088MeOxlpanDR91aYnbGTO+GeSJykKA5BGGRrj9tWtX91Yd8/P4MvPeeivcBVSE8ePHu1Y1d9jpoaFN66GPHj06LI4KQ4Dk4UMg3aqVK93HCxa4F0eNcn/u0CEaWDh7yppBbOn8a1c2oqmzgbjUSWTw4MFRby0NClS7CNOsVwcCJI9sAZJO40G0v/dpp4W78r4WqCQKjWwN6qhcBEge+UJADera371Nm3BX3tcCQGNGgOSRLwT8Hcj57dqFu/K+FgAaMwIkj2wh4NtAxn/dBqL9g6+6KqOMZHstAFQKAiQPHwK5th6dOrnPPvoofCkBAqCiESB5hGGhTQMD/3TAAa7XSSe5p+65x62oY8EbAgRAJSNAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAk/8HZQheJxLNtIQAAAAASUVORK5CYII=)
PN: 3H32-B-5P
CAS: 2366994-42-3
Molecule Weight: 265.033
Formula: C8H4BrF3N2
PN: 3H32-3-4G
CAS: 118469-15-1
Molecule Weight: 150.156
Formula: C8H7FN2
PN: 3H31-3-4F
CAS: 18645-92-6
Molecule Weight: 204.128
Formula: C8H4F4N2
PN: 4H15-3-28
CAS: 1263379-05-0
Molecule Weight: 182.13
Formula: C8H4F2N2O
TSCA: Not listed on TSCA inventory