| Product Number | 3H30-1-7F |
| Synonyms | 2-(1H-benzo[d]imidazol-2-yl)aniline |
| CAS | 5805-39-0 |
| MDL Number | MFCD00051496 |
| Molecular Formula | C13H11N3 |
| Molecular Weight | 209.252 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-7F
CAS: 5805-39-0
Molecule Weight: 209.252
Formula: C13H11N3
PN: 3H30-1-42
CAS: 7621-86-5
Molecule Weight: 224.267
Formula: C13H12N4
![2-[4-(Chloromethyl)phenyl]-1H-benzimidazole](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABJnAAASZwE6yy7fAAACl3pUWHRtb2xTb3VyY2UAAHicjZbbbqMwEIZfxeJ6Y3tsjlGSqmq10krtXmxbae9WBJwUKeAKyOntd5w0LRAMkbgwMN/MeOYfy7O7Q74hO1VWmS7mDlDuEFUkOs2K9dx5e/05CZ27xSxBIzQsqrnzXtcfU8b2+z1N3lUeH3RBE5075//TQ5W1bPaS6nLNBOfA/j4/vZyYSVZUdVwkCqkqm1anj086ietTFpYQLI/LXVawsznLy93Z2z/BzcPpoUqd77084L97RMkq2yiy0mUe12QnOMWH/yBrVagyrlVKlkf8LKmLe1/Mnh91ss1VUePSeMiSePNSl9sEP+R6o5ItOsPFr8e5kwMCca3z+7KMj+clydK5EwNWcaOMm9fjh8JcNrhTMXcmHg145DvkaF4E9aXvoQ9myCYvuvwn7tJIfuFAJRdhHy4tuKQyugF3LTjmKy441lDyqI/2LDRqKxynfQvNqYQbUg9uCD5Q9/CGnQ/gUT8OVAjujuYOvIP/PuOCgvAuwbFynt9bObgS3RmX1Iu4+MI9aYlu0RxKTsjo0jYhA9FLWyTnU+EF/nhwi+RauKA8sOAWzTVzRzx0LbhFdK3KDUTvig779n5MS41HzIPeFjUqoKeTgnpuGHw7ZI2TZKmLtLE8xVmiE2PyR60qYcISc0zoMlWlCYAOjGkTEG1AEHMwDAGyDUhijoJP4L4PcNuAS8z0DwFeG/CIGfghwG8DPjEjPgQEbSAgZqiHgPBq0yNAdJVSNFxWM9hNIiKnWR+KAd1mc3Ia8EGm029AhYAYYTotBxQJyBGm03XAksGIUKDTeECpwIhWoNN7QLXAiFwg6KnBGNNRAGBHYURlEF23tBdhjVFmlwsELq8uF6xx82B431r8ByCl2cxjQ1QhAAAvU0lEQVR4Xu3dCZQU1f32cWOMa9wNJlEjaIxbjOK+G9HgFtcIitFoUCMqJlFRcd+icd+PioAsiguCG0HcAY0oCQIuqEgURAREUIkoIsH7znN9b/+Hy/R01a97Zrqqv59z+ihT1T1V01X1VN11KQcAgMFS8Q8AAEiCAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEACrkm2++caeeeqr70Y9+5Pr06RMvzh0CBAAqYOjQoW7jjTd2Sy21VOG19957uzfffDNeNTcIEAAowzvvvOP222+/Qmjstttu7tprr3Vt2rTx/15mmWX8U8mcOXPit2YeAQLUoG226eFfN9/8SrzIC8tR3GeffeZOP/1094Mf/MAHxc9+9jN3//33F5Z//fXX7oorrnA//OEP/fI11ljD3XbbbW7hwoX1PiXbCBCgBoWA2GGHnm7KlM/ixQRII/73v/+5Hj16uLXWWssHw4orruguueQS99VXX8Wreh999JH7wx/+4L73ve/59TfffHP3zDPPxKtlEgEC1KAQEHp17To0XkyAFDF8+HC35ZZbFoqrjjrqKDd16tR4tQa98sorbscddyy89+CDD3b/+c9/4tUyhQDJkaefftof3J06dXLHHXdcZl5HHHGE23rrrd0bb7wR7xKaSAiI0057wv93xIjJDS7HdyZPnuwOP/zwwsV/2223df/85z/j1RLp37+/W2eddfznLLvssu6cc85x//3vf+PVMoEAyYlvv/3Wrb/++oUDPIuv7bbbLt4tNJEQEJMnf+a2376nO/DA+9yCBf9bYnmtmzdvnrvgggvc8ssv74/RH//4x+7uu+/251s5mupzmxsBkhP9+vXzB+KGG27onnvuOf+onZXXsGHDfLt5bb+eotD06gfEdde95P+/Z89XG1xeq5rjSaGSTzYtgQDJgS+++ML99Kc/9Qfgs88+Gy/OhHvuucdvvyoY89RKpVrVD4i5c7927dr1czvv3NvNmPHFEstrzejRo5eoq5g0aVK8WkXpRspat9KSCJAcOPfcc/1Bd8ghh8SLMkOP7uGkvfXWW+PFqLA4IAYOnOD/ffbZ37UOipfXgunTp7doaym17rrzzjsXa9116aWXFm3dVQ0IkIx7//33fTnqcsst59577714cabozm/ppZf27eXz2OmqmsQBsWjRt65jx4f8z0aPnrbE8rBOHjXUX0M3MS31JKz+JX/9618L/UtUt/nAAw/Eq1UFAiTjDjvsMH+Qde/ePV6USboD1P6o5y6aTkMBEYKjQ4eBSywfP36G2267u9xBB93vbrlltHv99Y/rvTO7Bg8e7DbYYAN/zFVbj3H1cN93330LxVrq4T527Nh4tRZFgGTY888/7w+sn/zkJxWv3GspKkbQnaBOZpr1Np04IIIzzniqsKz+8o8++q/r1GnQYsv233+Ar4AfO3aGy1jjoboAfN3tueeehYvzXnvtVbVjVmmMrV/84hd+O/WEfvzxx7uPP66OACdAMkrlpb/61a/8QZW3UT+vvPJKv18aiA5NIw6IYOrUuW7HHXs2urx377HumGMeXixM2re/p+57e9H9618f1R2bi+K3VY3Zs2e7Ll26uO9///v+GFOrxUcffTRerepolN/rr7/erbbaan67V111VT/eln7ekgiQjLr99tv9gaS+E03RdlzlvxMmTHBPPvmk69u3r39dddVVhf/Xz7W8KcqJVSYdihWycHJnUbGAEI2P1djyYPr0L9w997zmOnd+bLEwUYuuSy8d4V56aWrdBa46wkTH6U033eRWX311f1ytssoq/nhesGBBvGpq+mw9vag5elOfK7NmzXInnnhiIQA32mgjN2TIkHi1ZkOAZNCnn37qW2qotcioUaPixSa6M1NF3QknnOA222yzwgFa6qX1tL7ep/frcypBZdPhDrESJzma1qxZX7oHH3zT/elPQ3xdSQiT3Xfv4y688Hk3fPjkuhuD8i+gFrqAb7LJJv54UhHQH//4Rzdjxox4tcT03nvvvdd/zqabbuo/Mz4vGnpV8lwZN26c22OPPQqf3b59e/f222/HqzU5AiSD/vKXv/iD5ve//328KBXd6T/44INun332WeIk0J2amtWqUlstQjRYXHjp3/q5loc7uvDS5+jz9Ln6/HKEMmrdzSE75sz5yj3yyNvulFOG+sEaQ5jsumtv1737M+6pp/7jvvyyvGMjiXfffdf99re/LRybO++8s/v3v/8dr5aI+lr17t3bV2THwaBWWzoXjj322GY/V/Te1q1b+89Tqy1dG3SD2VwIkIx56623/IGy0koruQ8//DBenIhOhr///e+F9uZ66f+PPvpo/8id9nO1vt6n98efqd+j32ehik7dta288spl3TFC/Wx0sXnTt6ZqTuqkOGTIRHf66U+6nXbq5YNkyy2vd23aHOoOPbSDH0Hh888/j99WFn1et27dfO9xHYfrrbeeGzBgQLxaIjruNGS7+mSE41qddvX0oacQNfpIoynOlfnz57vLLrvMXxP0WWuuuaa74447fD1pUyNAMkZ3LDpIdMCkpQNK5cBh2BAVge2///5u0KBBFSsm0ufo8/S5oUOWfp9+r+WAPvnkk/1n6ISFXf/+r/mLd7duT8WLms2XX37jhg2bVHeXfK9bZ53/u5PXhV7NVXWH/8knn8RvS2zRokWuV69erlWrVv5zV1hhBXfRRRfV/d4v41VLUl8M3c2HsarUz+rII4/0xWH6PZVQ6XNF4aRgCn/XLbbYwrfUbEoESIaoskwHhh5Z0/ZOVZmpxtkJwfG73/2uyZvJ6vP1e8LJod+v7UhDFxQ9+utx31r8UOsmTJjlW1bppf+vBl99Nd/Xc+mCpyfMcNFT8+127dr5RiJp7u5feOEF17Zt28LnaITnKVOmxKsloieLtdde23+OAuS0005z06ZNi1erqEqcK4HqRdW4Jvwt1FesqToZEyAZobuV0BZ84MCB8eJGXXfddf7E1Ht1kjX3hVi/L5zc2g5tTxq6I9N7VYbdFC3O8kx3/Yce+oB/+ujXb3y8uCqo/P8f//iHH9pf9QnhwqeLqeocbrjhBvfBBx/Eb/MUEgqL8B4dZwoTC3UgPPDAAwufpScOTQbVnMo9VwKdJyoqUx8xfZaeoM477zxTEVljCJCM0IGkA2H33XePFxWlg6VDhw7+fSomuOaaayrSlNBCv1e/P5RLa7uSHsx6r1q76H3WsuxaddFFw314nHrq0LI6++lJcOTIkQ02Ux0xYoRvXloJ+q41/tSf/vSnwlNAeG2//fa+nkCTMKlYSsVTKqbSMhVb9ezZ01y8pMmeNCWtPktP+C05KnQ550pMHYw1Vp4CRJ+l+hvVO1XqRowAyQD1OlXHIVUoJ32sVRPBUGS17rrrupdffjlepUVoO7Q92i5tX9KmjCp7DvtiKdOuRUOHvuvD4ze/6V/3d073N5s7d64PB7X0C3UKpV6qCNbTwF133VVWXUagMFA4qQgpHDPhFVoN6iKrCvNyKuJVDxEusBp5V/Uf1cB6rjRERViHHnroYt9VJUKfAMkAtRvXl64OREmo5cgvf/lL/54ddtihaoY9CLQ92i5tn7YzaQur0CRTd55o3IcfzvV9MLbdtofv0JfUa6+95pud1m91pKIk9aPQxVUVy3EzVY0CHfeH0IVdF6xKTi/w0ksvubPOOqsw6KGeGNRUtxxqraQbM+1jNTYXt54rxWiuIN2M6vMeeeSReHFqBEiV0+BpOjH1pSe5Y9CdWAgPdTSyPvo2NW1X6Ail7U1yB6mLhS5MKrawVpDWgoULFxWGGrnhhmRPnioWUlFJqMRV5bGmRlaHt6SDC+qp5eGHH3adO3f2Pb1DmKjuSvNdVIqKsfS5N954Y7woFQ2drs9Rs3jNR1OtLOdKY1RZr8+y1hXVR4BUudBxSePglKJxcTR+lNb/9a9/nbqlVnPT9mk7tb3a7iTj+px55pl+/Y4dO8aL8P+FoUiOPnpwyaFE1FxU5e3hiUNFG1dffXXZndH03apZrobaCEGiFleVeBquRICo2EpPHgqPxx9/PF5cdSznSjEESI1QL1N90RtvvHGiAyb0mVBxQrkXgOai7QwV5Nr+UnSXqzJ53SlX4gTIm1de+dAPJbLbbne7Dz5o/E5VZerhhkMtfjRla6WfWBVQmus7dJrT3N8qRilHuQGiugXVeegY0rS1WZH2XCmGAKkBuuPQRDL6ojWccykqz9S6agapeZazRNsbmm8mKZdVaxutq+aO1lY3eaQhRDQqrp4+1Pu7MRMnTiwMgaEblKaeZ0LFYJqmVb9Pd/7W5qlSToBoO8J5pSetrEl7rjSEAKkBmspSX/J+++0XL1qC2qpr+AKtrzLoLNJ2a/u1H6Xa3is0Qlt5hQm+G6rktNOe8OFx/vmN3+Fr5Fg9Cejvd9BBB/mnuuai7yv07lbrKUtz0nICJPTzyPL0z2nOlYYQIDk3depUP66NymeTjLCpyk4dEElbaVUrbb/2Q/tTig5+FUGoOKvcSsU8GDDgdR8eBx98v5s3r/iwNDq2QucytbayDJlRLjXNDS2BFCJpWQNEPcz1vjZt2lRNU12rNOdKjADJufCoryaSpbz44ouFC2nWTwptf6jf0H6VEnogq2K9lr311gw/UKFGvn3zzeKV1KrfCJOQqX9HSxb/vfrqq4UQSVucZQkQHVuhY2JLdhKslLTnSn0ESI6prbsOCg2qliQQwpg36ryVB9oP7Y/2qxQNb6EmvWraqzL9WvTFF/Pczjsf737xizNd376NdzJV81r9bTWagXX48EpS014VZ6lOJM2gf5YACVMgaHiSvEhzrtRHgOSU7ghD73G1US9FQz5o3c0337xF7yYrSfuh/dF+af9KUadCratOhrVI40cts8wP3aGHdq372xWvTwiNLHRjUm5ntEoKDSJUJ5O0iW/aANGgjAoq3WxY6gyqVdpzJSBAckrNHfXFbrnllonKpn/zm9/49TXkRJ5of7Rf2r9SNKyJ5nvQ+hrupJbcd999fr9VlNHYyLVq0RfGebK23GlKKk7TtqmfSBJpA0TzeWh9DYmSN2nOlYAAySENehZaxiTptavKda2rsXKS9BHJEu1PGAMoSSOCcCFVG/m8/S2K0dhG6u2t4s5Szbwvv/xy//c54IAD4kVVQU1r9WSkfUly7KcJEJ1XapCifh9pJ0rLgrTnihAgOXT22Wf7L1VfbhIXXHCBX//CCy+MF+WC9kv7p/0sRU1Bd9llF7++hn7PO100wvhIpRpazJs3z/cbUD3DO++8Ey+uGuq1rv3RsCelpAmQ8Ll5qvuIpTlXhADJGY1DpDskldO+//778eIGbbjhhv4g0BS3eaT90v5pP5PQPAoaM0yTT1ViJNhq1r17d/+3UV+YUpXht9xyi19X41xVMxXZhmFPSvVUTxMgYSigPBdvpj1XCJCc0Sin+kLPP//8eFGDNFe41t9qq63iRbmi/dN+an+T0LS3Wr9Lly7xotzQ6LYKSo1Im+SJIjTbrZbh/BsTnhY0im9jkgaIGguoWExzYCSpU8yyNOcKAZIjoSXVOuus44sbkrj11lv9ezS0dZ5p/7Sf2t8kdMHQ9KgqrtGw5Hmj0ZhDJ0A1uChlwoQJfl3NZJkFahCheh01y27sKTJpgISOg7qxyLs05woBkhOaeSwMvZ5mULdwAGga0DzT/mk/k9YLicY30nv23HPPeFGmqZ5HleDat6Tl+VdccYVfP0v1ZMcff7zf5sb6NSUNkPBEqiDJuzTnCgGSE+FJYscdd0w1JpCarerRPO9DeGj/tJ/a36Q0d3yoHxo8eHC8OLPCvPAahiPp996+ffuKXSiaS+iv0thw/UkDRINEar089f0oJs25QoDkgJouajA0lWdrPuak9JivA0VFXrVA+6n9TTON7aOPPlq42JaqZM4CTWOsRhYaGy1pXYY6mameRA0zsvQ30OgLKoJU35ZikgSIWqppiHq1QKsVSc8VAiQHunbt6r9EDWiXhsr29T5NLlMLwiQ6aes0wjwXKsbJMtWLhTvpK6+8Ml5clIZ50Xuy2NBC0+dq22fOnBkv8pIESKj/UfPuWpH0XCFAMk7DaevuSHeIaR+vH3vsMf/la1yjWhDGb9J+p1HO37iahP1v165dquFq1FpL76v25rsN0VDr2naN2tuQJAES6gSOPfbYeFFuJT1XCJCMK+fuOLQsOeOMM+JFuaT91P5aKkKtT3nVQvORa/vVSzttCGqO76weJ2HgwwEDBsSLvCQBovdqnVIdLfMk6blCgNS59tprffvuXXfd1T+6ZeX185//3H95Gn7AUjZ9xx13+PdrEMFaEAZL1H6npXomNevV+zXoXPxdVPNLI6yqPFuvIUOGxLtWUpaPk9CzutiAokkCRO/VOllqgVaupOdKzQeIxrdR0YT+CFl9bb311vFuJXLDDTf49+skqgXhYqH9tgjjBGX1pcrzxvpEFBOOk6uuuipeVPVKfedJAqTWzhMp9XcLaj5AzjnnHP8H0HSvmiM4Sy9VcGm4Dd1Zau6PtLJ8Z2mR9K6qIWrGq/dqJNp33313ie+i2l/77LOP335Nw5pWlo8TnkBskp4rNR0glnGjqk04uTX3R5r+H0IdSDLz58/3zXj13lKVitVKbftbt27t90FjWqWRhzoQjbLckCQBQh1IcTUdIGHcqPPOOy9elBkalyeMUdSnT594caNohZVM6IWdZp6EajRq1Cjfmkw3TOPHj48XFxVaYR1++OHxoqoXzvGRI0fGi7wkAUIrrOJqNkDCuFGqPNf8zlmmeQ+0L5oDRHU6SYV+IHvssUe8KJe0n9rfUm3b61OLJdWR6cKr5rxZ97e//c3/DTTfSalOYsHUqVP9ezQ5WdZo7C5te7EZCpMESBihNsnw8HmR9FypyQCxjhtVzcIXqTqdpDS7nHqva1C9WqD91P5qv5NSs139XdWMNw/U/0Nje2mfTjjhhHhxg1Q0qoEJVdyb5m/X0mbPnu2/b91YFZMkQNQTXT33Vd9YK5KeKzUZILfddpvfaU2kk7beoFqpDkdFEzrJVbeT1Prrr+8r4T/99NN4Ua5o/7Sf2t+kNCyMTiINE6NmvHkxbdo0t9Zaa/lzYODAgfHiBu2///5+/VLza1STBx980G+zprktJkmAiJ7YtJ6exvIuzblScwESxo3SHyjNuFFZoLocfZkq903qiCOO8O/RmE95Fsa00v4moRuLMFOfbjjyRmXbOgdWW201N2XKlHjxEtRXSn+Lbt26xYuqVqdOnfw29+vXL15UkDRA9LSm9TRveN6lOVdqLkBCj+JjjjkmXpR5qstRnY72TxWfSYRWXHlvYaL9036WapYYqGhT66uoU0WeeRTOBZXtl9pHzZuuwFFfmDTDoLQU3UXriXzFFVd0c+fOjRcXJA2QJE8zeZHmXKmpAMnLmEaNSXvh00x0Wl+D7OVZGEQwycx7CmKNRqr11dgir9Q8ObTgSzIHtoJG6w4dOjReVHXCXC6lhp5JGiDqgKmRfVX0p2H+8yzNuVJTAaJmmNpZy7hRWWEpegkNCjQXeB5pv0KoJmEpCswqtTDSXboujmrN15jQH0Jzg1cz3QDoQq/6q1LNlZMGiITOmA899FC8KDfSnis1EyChz4M6hOnOK89Ut6PihqSVvxqiQn8bdbrKo9CZLMlQHNbGCFmmGfv099FTl1ouFaM+RxtssIFf98knn4wXV40wukSSfitpAiQUY2nUirxKc65ITQSIHjnDwIODBg2KF+eS6ni0v0man6pliYr2VKHaWHlxFml/tF/avyQtaCzNofNAF1vt90EHHRQvWox6dGs99a+oxqKcsWPH+u9aT1VJbgDSBIgGLA1PNq+//nq8OPPSnitSEwFy9UNXu6U2XMqPTFor0naAO+qoo1LdeWRFeLrS/pVi7ZCZB5q9T802V155Y9e3b+NPFzqP9HeqtqFNdAEM5ffXXHNNvLhBaQJEwvq6cOZNmnMlyH2AzPxqplvlllXc97t83732n8Z7VeZNmiE4dEelYq+11147NxdP7Yf2R/tV6o5RxTPqaa2/19133x0vrgmvvPJa3ZPFKW6nnXq6SZOKF33qzl4dC/V3rZbm3/r+9PSk709z5OjfSaQNENWvaE4VPYXkqc4wzblSX+4DpPOIzm6pHku5Li92iRflXtpBAEMxRrXdWVqFAeGSlIWXMyhlnvTs+arbZpserkOHge7rr4u34gsTVK200kot3p9KzYrDiAEaMLKxepxY2gCRm266yb+nbdu2iVo6ZkGac6W+XAfImE/GuKXvWtqt3nd198n89PMg5IHqfPQFqw6oVJm15r7WBUHDNrzxxhvx4kzR9ms/tD/ar8ao+EZ3ldZh8fNk0aJv3YknPu5D5IorGr8oXHrppf7YUmONl19+OV7cLHRMq2+GtkNFjxpqPw1LgOjpRjcaep+aC2ddmnMllusA2eWxXfzTx42vJz848iiUWSc52K+88kq/rvoHZLW1Wv3+DdqfUkLHqTRlv3n28cfzXLt2/XyIPPdc49Mc/PnPfy48iTR3cdaMGTPc7rvv7n+/xm5KUtcXswSIjBs3zl90l1122RYLz0pIe67Echsg9026z4fHpg9u6r5Z9E28uKZoRE2181e59cyZM+PFi9EjeegwdtJJJ8WLM0Hbre1P0sP67bffLtx9ffjhh/HimjVixGQfIHvu2bfuQt34aNXhSURPcKeffnrJJ91KeOSRR/xTY7jZSdpqKGYNELnuuuv8e9U7v9hov9UuzbnSkFwGyJcLv3TrDVjPB8iwqcPixTWpS5cu/otOMveHTsY11ljDr59kOINqEuoytP1JLir77ruvX18XQSzuqqte9CHSufNjvmirMaoT0Q2K/pYbbbRRk/UTUe/oMLBjOJ7LmY6hnACRDh06+Per827WGp+kPVcakssAuXjMxT48Dhh2QLyoZmkoBrXxVuuRMWPGxIuX8NRTT/k7cz25ZKXvjLZT26vt1vaXEiYKUvPVUsNW16IFC/7njjjiIR8id95ZusWRWmeF4lK91GNdf+NKNEpQRb0qePX96rM1tbCeQspVboAovEJ9iObQyMpxlPZcKSZ3AfLBFx+4FXuv6Jbtuayb+PnEeHFN00miL3uXXXaJFzVIU5mqWEK9sqs9RLR92k5tr7a7FM3xEPoMqIcxGvbee5+6nXfu7bbb7i736qvT48UN0pAnoce6XiriOeuss/xQ8EkvsOq0p4uS5ubWE034LN0tX3bZZYk/p5RyA0TU6muLLbYohEi1T42Q9lxpTO4C5Ihnj/BPH2e8nI+mqJWki2aY16DYHNExzZ+tA013K9VanKXt0vZpO5PO93399df7v4MqYdG4wYPf8k8h++13r5s79+t4cYPUUknHmG5WwsVfL1241N9GTxNnn322u+SSSwov/VtFQltttZUfTqb++1TPcfPNN7t58+bFv8pMdV7t2rXzn19q0MVSVKEfxpTTOTZ58uR4lapgOVeKUfPprbfe2u9zJeaJafEAeWHGC+57Pb7nWvVv5T5f8Hm8GHWGDRvmv/D11lsv8ZSmukvRo67ep7qUammdpe0IdTvavqR3U7NmzXKrrrqqL87T0Bco7ayznvYhcuaZ6Ys7dDFVz3DVXay88sqLBUOxl0ZRaN++vZ+Cd8KECfFHmmmsM23LTjvttMTvPOSQQxINf1LM559/7vbaay//WXpSevjhh+NVWoz1XClmxIgRPujD327UqFHxKqm1aIAs+rYuDQdv7Z8+7nr7rngx6jnggAP8l37xxRfHi4pSOWmoWNcdZEv3E9HvDz3HtV1pynFPPPFE/76kU7pCw4R8XXfcDPAh8tBD5V3Qdef/9NNP+8mZ9NKICeH/9fO0fRFKUcX75ZdfXrhbDi/NnXPKKaf4pshhHh09IXXv3t1cIa6n/JNPPrnwO3SsqZ9RSyrnXInpZiA0HNBrm222cY8//ni8mkmLBkivt3v58Nhq0FY+TFDcxIkTfft1DTiX5mRVS43QxFd3Meq9aj3RrPT79HvDE5G2J00LErXf15OHnkCy2vSypYwbN8PXhbRvX97da3NQ03XVn2y22WaLhYYaTOj4efHFFxdbX5Xh559/vg8QradOiX369DE3AFAFvzpY6rPU3Lhnz57NPhFXuedKfSo6vPDCCwtFixr2pHfv3hXdpxYLkLkL5rq1+6/ti69GTh8ZL0YDwtAFSaatrE9txdXhSP0mwoGkQdiaehRffb5+j36ffq9+v7Yjbdv10PFMbfiR3siRU+qeEt6Lf1wVRo8e7c4991y34YYbLhYaGoVBP//Xv/4Vv2UJKuI67LDDCu/dbrvtzKMTaEDTMEipXptvvrl/ytJTSlOq1LkSqLhLDSH0WbrxVIOIpjjfWyxAur3czT99dHymY7wIRai8tlWrVr4yzdKCQk8u9R9l1URYcwlUeoA5fZ4+V58ffpd+b5onp2DgwIH+/dU6FDnS0cPBuHEf1T1p9PBPFvVDQxdrFdGmGRiwvueff77QQ1svDZdi7Wiqpx0FUfgszbuipyN1Yq2kSp4rosCtX1d04IEHukmTJsWrVUyLBIiKq5bvtbxbofcKbsoXU+LFaESYSEhlw9ZHUZ2gnTp18sPGhwNNzS41PIiGtlBQpaH19T69v37zTX2+fo/1gqBmn+EiM2TIkHgxMkIdGv/97498J8d9973H18m0bn2sW265H/njWJXuKqKtBLUkU6slzQGi40Z38mpCbG1EovqdMCtqeKluQnf06i+T9q6+qc6V6dOnu2OPPdbfXOrzVAyobW9qLRIgcssbt7iB7w2Mf4wSFBqhJUWvXr3ixamobFVt6kNTxvovlSerffxxxx3nunXrtljTTf1bP9dyrRe/V5+nz7WW3QY68fV5mpYU2bJw4SI3atSHdd/hSLf33t+N0RVef/zjo65375FuypRp8dsqRpXgurMPdQm6ESmn75CePFSfUL+vTHhpTC91xtQ5oWBpznNFT+Uq6got5VThrqa+1qKvtFosQGA3cuRIf7CovDTtHVAxavWiOzfVr8RFC6VeWl/v0/v1OZWgoocwyrDmAEcy4SJdTLHl4ec339zwMO/F3lefesGrvuWii4bXXVD7FN6jSnyNFvzAA2/4QR+bky78YV50vVSfpkYZ5VALKV2k1SFPTevj86GxVyXPFTU5DoGmJxi1TkszLH4lECAZFeoydIfTFFR8pFYxmpMkNNfUnU74f/1cyyvVuzgWhvvO65zvTaXUhb7Y8vDzHXboWfdksGQT1mLvmz9/oa+gP/fcZ91uu9292OecfPI/6i5yb7s5c5rmGElDxU2qR9MxpU55ag6uvkWVoL5Z48ePb7ZzRQEWOlPqpf9vqSb6LRYgqkDXCzZTpkxxK6ywgm9hkXY+hWqnFjQqy1U5drUPMVFtil3og2LLw8/16tp1aLx4ifepj0n37s/4IVPCsp126lUX+MPc449PTNz7vTmpJZVa8qk5uC68+q/+3dQtrCpFTxfqrxLqLtVyrRJji5WjYlfwhYsWur4T+7p9n9jXN8/9Qc8f+P9uM3gbP0TJ+NnjF1ufACmfymR1IKmlRV6oDX9o/XL77bfHi1FCfKGPFVsefn7aaU/4/2po+IaWB2PGfOT/vcsuvX2P9yeemFR3J56NC7GePPQEEgZ51JOJnlCqleozVGS2+uqr++1VfYeecKqhVWJFruDTv5zutn9k+0IoFHvV19DPkI46CoW23uX0VK0m6gim/VFzzKRzZOP/xBf6WLHl4eeTJ3/mtt++Z91NyX2+TiNeXp/WVRFWVmlInNDHSC9NE1DpZrrlUkuqMBaenspVIa8WV9Wi7Cu4Jn7SU4bCYN1713V3vnWnm/zfyW7BogV+Stqxn4x1N71xk9ty0JaLvY8AqYx7773XH1xqttdcLS+ainrhqkWL9kdt+pFeuNCXesXq//y6617y/6+51htanjeaFyU0HFGjDTWxbemhTFQsrZKFEG7q25GkU2VzK/sKrjGsFASt72vtPv4q+TATBEhlqMgnDFWikU+zTOMZaT/Uqxg2cVAUe8Xq/1z1F5oeV/UbYWbDYu/LC1Vwa4IyDRWkY1D1b3feeWezPwWrVaWaAqtuU9uhEgbdJFarsq/g7Ya080HQ/93+8aJGESCVozsTjRWlMtLmbsZXKe+9954f00jj9mhoCtiUutAXWx7/fODACf7fZ5/9TIPL80rNx0MLwFCUOnz48Hi1ilP/Lo1TFYYy0XmgOs5KDoXfFMq+gq/Zb00fBDO/anze7hgBUlkqG9WBp7bgWaRhubX95513XrwIKZS60BdbHv9cvcc7dvxuZsPRo6ctsTzv1BIwzFqol/p8NNWNjYZNqT/qcMeOHX0ryywo+wq+TM9lfBCoFVYaBEhlqWJNj9+qaNO4Pa1bt87MK/TQ1Thf5cyVjSWDIFZseUM/D8HRocPABpfnnYqH1agjHJ96Qtbov5U6RjXe1ZFHHlkIDo0woU7CWVL2FZwnkOrRuXPnwsGYxZce2VGeUhf6YsuL/fyMM54qLGtoeS1Q445zzjmnMGy85iHp16+fedh4dTzUoJHqx6XP09DxGuPOOrZdSyr7Cr7nkD2pA6kiqgPRBDJZe7V0q5e8KHWhL7a82M+nTp3rdtyxZ9HltUQzHx588MGFG54ddtjBvfJKw0O/FKMpg8PwJ2F+nrSDl1aTsq/gPd7q4YOgzX1t3Kz5yYcGIECAyit1oS+2vNjPReNjNba81jz77LN+6HmFgIqMNTe75hFpzJgxY9yuu+5aCB9NFVypEYhbUtlXcPX3aDu4rQ+D9Qas5wNFQ7Srf8js+bPduNnj3M1v3OxnHayPAAGQVepzddtttxWmjNZ88BqW/uuvFx/CZebMmb5oWa0ktd4mm2zihg0bttg6WVaRK/i0edMKnQkbe9XX0M8AIEvmzJnjunbtWhifqk2bNm7QoEF+mJGrr77arbLKKv7nmjDqxhtvzMy4W0lV7AquJ46737nbtR/a3rXq38qPhaX/KljOfPlM99qc1xZbnwABkBcTJkxwe++9d6GIKlSQa7ytk046yX3yySfxW3KBKzgAVIiGbg+zIbZt29YP455nBAgAVJCmz83L4KalECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+X/KJ3AfRlZOrwAAAABJRU5ErkJggg==)
PN: 3H32-5-6X
CAS: 88489-90-1
Molecule Weight: 242.71
Formula: C14H11ClN2
PN: 3H32-3-27
CAS: 324-27-6
Molecule Weight: 212.227
Formula: C13H9FN2
PN: 3H32-3-92
CAS: 321-51-7
Molecule Weight: 212.227
Formula: C13H9FN2
PN: 3H32-3-05
CAS: 164593-05-9
Molecule Weight: 230.218
Formula: C13H8F2N2
Melting Point: 211-215 ℃
TSCA: Not listed on TSCA inventory