![4-[(Difluoromethyl)thio]benzene-1,2-diamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACRqAAAkagHYrkoGAAAB9HpUWHRtb2xTb3VyY2UAAHichZRtb5tADID/inWfl3uDQBKFVFGrSpPaflg6ad+mC1xSJLirDvL27+cjpIWxUV5kY/sx2L5jeXcuCzhqV+XWJERQTkCb1Ga52Sfk5+vjZEbuVssUgzDQVAl5q+v3BWOn04mmb7pUZ2toakty9S/OVd6LOQXUuj2TnAv26/lp0zCT3FS1MqlGqsoXVWN8sqmqm6/4zytYqdwxN+wazkp3vGb7Lbm/OD1XGfms5R59a0RhlxcadtaVqoaj5BQv/g322minap3B9oLmgIZY+2r5/GDTQ6lNjarPkKeq2NTukKKhtIVOD5gMle8PCSkFAqq25do5dQGvebMSoCSoAFQIagoqAhWDmoGagxIcb/QLiX0utH/R6+VdJ+QF7ttzg/cjnl5/wQZJP5YgCGJohaRRFIc30fdNsDY8PmVrbx/7VgIXTB7Q2RRtkgYChaDTsMtzGsdetu5JQPnMy5BGsmNvw1v6asTmsI/urJZba7KOCnmWkK0gTdt+6F0l284RsC7TDqv2CXxoF5B9wPf5A1j/Cwj6gJ/KOBD2AT/DcWDaB/zEx2uI+oBfH+NA3Af8ahoHZgNgPg7MBzUIPl619/dG16zsLxgxmN6XyF8Dv22eYTGss8DYbauiOtjGrLPHGf7ZVn8Aobd6enaet+0AAD3sSURBVHhe7d0HuBTV/f/xKyoIqCgiKqJo7KjBXrChYPKzRMFQooJdRAgWioqgAY2QYEGNCIKItAAiEsRGUEAioKAGFOlFEESadOmcP5/xvze7Z3YvO1tmdmffr+f5Pgn3njM7O8edz52dmTNFBgCAFBTZPwAAIBkECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIACAlBAgAICUECAAgJQQIUCDOPfc1V/XoMdVulpDdtyRe2saTbn/4gwABCoS9U1Zdckkfs3LlZrtpXHbfknhpG0+6/eEPAgQoEPZOOVKdOo23m8Zl9yuJl7bxpNsf/iBAgAJh75Qjdf75vczcuWvs5i52v5J4aRtPuv3hDwIEKBD2Tjm6WrR4327uYvcpiZe28aTbH/4gQIACYe+U7Zo06Qe7Swy7fUm8tI0n3f7wBwECFAh7p9y06aiYfzdqNMzs2rXb7lbM7l8SL23jSbc//EGAAAXC3inPmLHC9bORI2fb3YrZbUvipW086faHPwgQoEDE2ym3bfvvmJ/93/8NMFu27LB6/ipe/0S8tI0n3f7wBwECFIh4O+XFi9eZCy7oHfPz3r2/snr+Kl7/RLy0jSfd/vAHAQIUiEQ75WeemRDz88sue8OsWfNLVM9fJeofj5e28aTbH/4gQIACkWinvHr1ZnPppX1ifqdQsSXqH4/dNt1CbiJAgAJR0k65e/cpMb/TzYULFvwc06ak/ja7bbqF3ESAAAWipJ3ypk3bTO3a/WJ+/+CDH8a0Kam/zW6bbiE3ESBAgdjbTnnQoG9cbaZMWVb8e/t3JfHSNp50+8MfBAhQIPa2U96+fZf5wx/+GdPmlluGm93//97CvfWP5qVtPOn2hz8IEKBAJLNTfv/9ua52+pnYPy+Jl7bxJOq/fPlG8+GH80yXLv8xd975LyfwNCV9zZp9nP+v+1r+/e8FJd5Rj8whQIACkWinHE1HGzff/HZMu2uvHWS2bduZVP8IL23jSdTf/nmiatx4uFm6dH3UEpENBAhQIOydbCITJy5xte3b97+un5XES9t4EvWP/Pvee981I0bMcm6E3Lp1h3MRwOTJP5i77hpZ3EbBt3791qilItMIEKBAJNopx9OsWexEi5df3tdTfy9t40nUv3nz983s2auiWsbauXOX0ybS78UXJ9tNkEEECFAgEu2U4/nuu5XmvPNi29tVEi9t40mn/6xZq4r71a072P41MogAAQqE153yo4+OcfVJtr+XtvGk0z/6fM3FF79u/xoZRIAABcLrTnnJkvXmwgtjJ1pMtr+XtvGk03/Zsg3F/a66qp/9a2QQAQIUiFR2yrpc1u6XTH8vbeNJp3+fPl8X92vZ8gP718ggAgQoEKnslDUrrz3RYjL9vbSNJ9X+K1ZscmYTjvQbO3aR3QQZRIAABSLVnXLPnlNdfffW30vbeFLpr3Mft902oriPLvWN3EWP7CBAAOQ93XkefdK/Vq2+zrkQZBcBAiCv6Sjjqac+LQ6Piy7qHTMJJLKHAAGQ1zp3/t+Jft278sEH8+wmyBICBEDe+vvfP4s5VzJw4HS7CbKIAAGQl557bmJMeOipivAXAQIg73TrNjkmPHQkAv8RIADyyssvfxETHh07juNy3YAQIADyRo8esfektGv3MQ+PChABAiBvRIdHsqW705EdBAiAYnPmrDbPPz/JvPfeHPtXOcEOh2SKAMkeAgSAY/Pm7ebKK98s3vHq2eNASQgQAI6ZM//3ICZV164T7SZADAIEgENPIYwOEC6Nxd4QIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAc33671Jx2Wvvievrpd+0mQAwCBIBj2rT5pmrVBsXVvv3rdhMgBgECwPHVVzPMIYfUKK42bTrbTYAYBAgAx9SpX5p99y1bXC1bPmQ3AWIQIAAcU6ZMMUVFRcXVokULuwkQgwAB4CBA4BUBAsBBgMArAgSAgwCBVwQIAAcBAq8IEAAOAgReESAAHAQIvCJAADgIEHhFgABwECDwigAB4CBA4BUBAsBBgMArAgSAgwCBVwQIAAcBAq8IEAAOAgReESAAHAQIvCJAADgIEHhVEAFy7rmvxZRX6fa32ctT9egx1W6WkN0XyAQCBF4RIElIt7/NXp7qkkv6mJUrN9tN47L7AplAgMArAiQJ6fa32cuLVKdO4+2mcdn9gEwgQOAVAZKEdPvb7OVF6vzze5m5c9fYzV3sfkAmECDwigBJQrr9bfbyoqtFi/ft5i52HyATCBB4RYAkId3+Nnt5dk2a9IPdJYbdHsgEAgReESBJSLe/zV5e06ajYv7dqNEws2vXbrtbMbs/kAkECLwiQJKQbn+bvbwZM1a4fjZy5Gy7WzG7LZAJBAi8IkCSkG5/W7zltW3775if/d//DTBbtuywev4qXn8gXQQIvCJAkpBuf1u85S1evM5ccEHvmJ/37v2V1fNX8foD6SJA4BUBkoR0+9sSLe+ZZybE/Pyyy94wa9b8EtXzV4n6A+kgQOBVQQZIupWuRMtbvXqzufTSPjG/U6jYEvUH0kGAwCsCJIVKV0nL6959SszvdHPhggU/x7QpqT+Qim3btpnmzZvHBMhRRx1lFi5caDcFihEgKVS6Slrepk3bTO3a/WJ+/+CDH8a0Kak/4NXIkSPNiSeeGBMekSpTpoxp37692bhxo90NKMwA8Srd/ra9LW/QoG9cbaZMWVb8e/t3QCq+++47U6dOHVdoxKsqVaqYfv36md27E9+fhMJDgCQh3f62vS1v+/Zd5g9/+GdMm1tuGW4in9299QdKsmbNGvPnP//Z7Lfffq6gUFWqVCnh7y688EIzefJke5EoUARIEtLtb0tmee+/P9fVTj8T++dAMnbs2GFeeeUVU7FiRVcwqI477jgzdOhQp+28efP2/BHzB1cb1T777GOaNGlili3731ExChMBkoRE/Zcv32g+/HCe6dLlP+bOO//lHDXouR41a/Zx/r9uDvz3vxe4piVJtLxoOtq4+ea3Y9pde+0gs23bzqT6A9E+/vhjc/rpp7vCQFW+fHnz1FNPmS1bttjd9vz3+29TvXp1Vx/VgQceaP7617+arVu32t1QIAiQJCTqb/88UTVuPNwsXbo+Yb9EJk5c4mrbt+9/XT8DEpk/f7658cYbXTv/SDVu3Nj88EPJk3fqyOXll19OeORy/PHHm2HDhtndUAAIkCQk6h/59733vmtGjJjl3E2+desO50qqyZN/MHfdNbK4jY4e1q//9S+1RMuLp1mz2IkWL7+8r6f+KEwbNmwwjz76qHMVlb3DV51//vlm0qRJdrcS6dyJLvVNdH6kVq1aZvr06XY3hBgBkoRE/Zs3f9/Mnr0qqmWsnTt3OW0i/V588deTj4mWF8933600550X294uIEJXSfXt29cceeSRrh28Svd26PfpXE317bffmtq1a7uWrdp3333NfffdZ1atSvy5QHgQIElIp/+sWauK+9WtO9j5mdflPfroGFefZPvrJsRx4xY5504QbhMnTtzzx8Z5rp26Skci7dq1c45MMmXEiBHmhBNOcL2W6pBDDjHdunUz27dvt7shRAiQJKTTP/qk98UXv+78zOvylixZby68MHaixWT6f/rp986d7Gpz3XWDzOjR8+0mCAGdw7j11ltdO/FI1atXb88fEgvsbhmhO9i7dOliDjroINfrqk499VTz4YexN8IiPAiQJKTTf9myDcX9rrqqn/OzVJanK73sfnvr37HjOFfbe+4Z6RwVIf/98ssvplOnTs5VVPaOW3XGGWeYTz75xO6WFcuXLzd33HGHKVWqlGs9VNdee62ZM2eO3Q15jgBJQjr9+/T5urhfy5YfOD9LZXmaldeeaHFv/XUJcbzzJzoqeeqpT+PO9Iv8MGTIEFOtWjXXjlp12GGHme7du5udO/3/2lITMtasWdO1Tqr999/ftGrVyqxbt87uhjxFgCQh1f4rVmxypmSP9Bs7dpHz81SX17PnVFffvfX/7LPFpl69Ia4+qiuu6Gv695/u3PmO/PD111+byy+/3LVzVunqqJYtW5qff46dfDMIAwcONFWrVnWto+rwww83vXr1Mrt28d9dviuIAAmCzn3cdtuI4p21LvVN48KXtOzYscsJCgWGHSIqBcyECYvtbsghK1euNPfcc49zlZO9Q1ZdffXVZubMmXa3QG3atMk88cQTpmzZsq71VZ111lnm008/tbshjxAgWaA7z6OvnKpVq69zLiRo+spKX11FTqzb1aLF+2bhwrV2NwRIVzE999xzpkKFCq4dsOqkk04y7777rt0tp3z//femYcOGrnWPlH6nNsg/BEiG6ShDO+nITvmii3rHzKSbC3QSXSfT7QBR6WqvZ5+dWHzTI4Lz3nvvmZNPPtm1w1UdfPDBpmvXrs5VUPlCRxs66rDfi+qAAw5wjlZ01IL8QYBkWOfO/7taSiewP/hgnt0kZ+iyXl3ea4eISleMDRv2nWseL2TfrFmzzO9//3vXTlalq5zuuusus2LFCrtbXtB5j969ezvnQez3ptJ5kwEDBtjdkKMIkAz6+98/i9kJDxyY+9M6aOqVXr2+ciaBtENE1ajRsJw7ggqrtWvXmgcffNC5WsnesaouvfRS8+WXX9rd8pKuxNIVWaVLl3a9T9XFF1/sXNGF3EaAZMhzz02M2fHq0bT55KefNpr27T9xBUik2rQZHTMhJDJHl9v26NHDeQ6HvSNVHXvsseaf//yn3S0UdG+I7hGx37NK08br3pIff/zR7oYcQYBkQLduk2N2tjoSyVfTpi03TZq84woQle6kf+WVL8zmzUxPkSljx441v/3tb107T1W5cuVMx44dnRsGw053q+uudXsbqHSXe+fOnfPqfE+hIEDS9PLLX8TsZHX3d1CX62aK1n/kyNnmd78b4AoR1e9/P8CMGjUn799nkBYuXGhuuukm184yUjfffLNZsmSJ3S3UdMWZ5s/SPFr29lBp3q133nnH7oYAESBp6NEj9sa+du0+DtVJZx1pKCB1JZkdIird5zJ9+k92N5Rg40Z9Vdg+4TTr5557rvnPf/5jdysomslXM/omuuflqquucmYERvAIkDTYO9RkSnen55sfflhvWrUa7XovKl1p9sQTY/PyfflJ06f369fPVKlSxbVDVB1xxBGmT58+3J0dRc8W0TNG7G2l0l33ejbJ6tWr7W7wEQGSBntnmkzl8472iy+WmgYN3nK9J5Xm6Xr99a+YNj6OyZMnmwsvvNC1E1TpKqRHHnnErF/PBQqJvP32285TD+1tp9JTEvW0RD01Ef4jQOCJHpI1dOgMc+WVb7pCRKVnwY8Zk52pw/PNsmXLTJMmTZyriewdn+oPf/iDmTcvd+8TyiV67rqev67nsNvbUXXaaac5z2+HvwgQpER3qutqswsuiH9+5J57hptZswrz/pG97eyqV6/Ozi5FCuXbbruNUM4RBAjSoice3n//e64AOf30juaEE+42rVs/b1avDn52WL8MGzaMr1t88Pnnn5f4tWDbtm35WtAHBAgyYvz4RebGGwc74VGjxvPmpJMeMFWq3GgOOaSGqVz5OPPCCy+E+vGmyZzwXbNmjd0NaeDChOARIMgYPVfkzTf/a84//ylTrVpjU6nSZaZcuWOLP9CnnHKK+eCDXx+qFRZ7u+S0du3aXHKaZVwaHRwCBBm3cuV689BDuiHszD1/fbvPA1xzzTVm9uzZdre8ksxNbyNGjLC75RTdqLho0SJnfq1x48aZMWPG7PkD4M3i0r/1c/1e7XL9xkbdnPnHP/7RNRaR0s2Zixfz3JtMIkCQNV99Nc1ccsklrg+yShMGPvzww84Egvlmb9NudOnSJWem3dA0KF988YXp37+/adeunbOD1dQpmj7dXvdkSv3UX8vR8rRcLT+XpltR6DE9jD8IEGTdoEGDzDHHHOP6MKs0geBrr70WyPO7vSpp4j9Ns66J/5YvX25385WCS8/d0E5Sj75N9LVOpkuvo9fT6+r1gw5Q/ffUs2fPgpyg0k8ECHyxefNm8+STTyZ8vGmNGjXM+PHj7W45ITL1eKJp1mvWrBno1OO6G/vVV181derUcf7CttcviNJ6aH20XkHeLV5IU+QHgQCBr/To0kaNGrk+yJGqX7++8317LtDVO7169Srx4UcDBw60u/lCf+EPHz7c1K1bN+EzNRKVjpb0Fdx1113nHDWpdBJaRw/PPvusc/5D/6t/6+eRNmqvfupvL7Ok0vppPbW+QR2ZJPOQrp9+Yl43rwgQBGLChAnm7LPPdn2YVfqevUOHDoE+3rSkx6/qKCqox6/Onz/fuSRY95TY6xWvjj76aNO4cWMnEEaOHGlmzpyZ9teF6q/laHlarpav17FfO15pvbX+eh9B2Ntjgv/+978HFnL5iABBYCKPN61cubLrw6zSTkknaf2kI6SGDRu61iVS+p3a+G3GjBnmlltuce4psdcpunS0pCM8ff+vczZ+0uvpdfX6iY7aIqX3ofej9+U3XUH33HPPmQoVKrjWS3XiiSead9991+6GOAgQBE7nGNq0aZPwq5iLLrrIudInm3Q0oaOKRFcn6WhERyV+0/fz9erVSzh1h0p/OesrmFw7h6T10Xpp/ex1jpTel95fEOchVq5cae65556E9/BcffXV5rvvvrO7IQoBgpwxd+5cc/3117s+yJEdze23356Vx5sOGDDAOZ9hv6ZKf0nrKMnvu5mXLl1a4pGQ/oLXOYnBgwebLVu22N1zitZP66n1LekISu9X79tvX3/9tXMFmb0+ke3csmVL8/PPhTMdjxcECHLORx99VOJ9Fs8884wzYWG6dOXUxRdf7HoNlY6GdOWVjo78pHmy9PWK3qe9TipdLtusWTPnprl8pPXW+ie6vFjvW+8/iPnChg4daqpVq+ZaJ9Vhhx1munfvnvb5o7AhQJCTtAN58cUXzaGHHur6MKt+85vfOFf1pEJHMbqqKNHXQrrXw+/zB6KvyM444wzX+qjKly/vBFo2jsCCoPeh96P3Zb9XlbZDEF8Z6mipU6dOJa7XJ598YncrWAQIcpruIdBfrIm+p77yyivNN998Y3eLS1fXdO7cOeFf9zrq0V3mftPRVIsWLVzro9L9C61bt3bm3AojvS+9v0T3aWi7ZOJo06sffvjB3Hrrra71iZQuSw7qSrJcQoAgLygkFBb2B1ml76nvv//+Em9Ye+edd5z5qey+Ks1npXmtgpgtWM+uSHQ5s76XD+IqpSDofSY6D6HtE9QzPiZOnGjOP/981zqp9DXcY489ZjZs2GB3KxgECPKKvrbS11f2h1mlr7teeumlmO/PNRPuVVdd5Wqr0lGNZtIN6q/7IUOGxL1CSdOQa5ryQqT3rfdvbxNtJ22vIGja+L59+5ojjzzStV6qo446yvm92hUaAgR5R19p6ER6oif+6fGmerCTblhLdNWPnt2hZ3gEQV+lKbjsdVLpa5N8nGAyk/T+E319pO0W1I1+OtLQEUeiCwB0pDJp0iS7W6gRIMhbOhFb0uNN45WeFvj222/bi/KNnl2h+wvs9dLcUbpcGP+j7RFvbi9tP23HoOjch86B2OsVKf0BUyhfaxEgyHu6yVA3G9of5OjS0YqeUx7ECdkI3bh23nnnudZNO5xkLwQoNNou2j72NtN21PYM0scff2xOP/1017qpNL1LISBAEBqa9iTeFBo6Slm2bJnd3FeaIDLeHEyaziOIObXyibaPtpO97bQ9g554U+fbXnnlFde5LB0lFQICBKHy1Vdf5dwHWVcY6USrvQNs27ZtQZ54TYW2k7aXvQ21XXPhSjVNLBm9Xro0uRAQIAgVzRIb/UHW9CdB0l/IdnjonM3zzz9vN0UStN3sc17avkEfiYwdOzZmnXSyvRAQIAiVXAoQfUdvf22lG+Y09xZSp+1n33io7RzkORECBAiBXAkQXSVknzDXTm/UqFF2U6RA29EOEW3voK7OIkCAEMiFANF9Cvaluvraxe9nm4Sdtqf9dZa2exD3iRAgQAjkQoDEu0lQM8wi87Rd7W2t7e83AgQIgaADRNNt2Ds0XT2E7Il3dZbf054QIEAIBBkgmvDPvh9A9y9wqW52afva94loHPycgJEAAUIgqADRHe72rLq6g5qbBP2h7Wzfsa7x8GvmAQIECIGgAsR+nkfZsmWdmYDhH21vbffocdC4+IEAAUIgiADRk/Psq4GYGDEY2u7R46Bx8ePJhgQIEAJ+B4jmQrIfQ6upyBEceyp4jU+2n7FOgAAh4HeA2JeR6mFIhf48j6Bp+9sPpcr2ZdQECBACfgbI0qVLXc9X52bB3KBxiB4XjZPGK1sIECAE/AyQBg0axLyWnunNJbu5QeNgP2Nd45UtBAgQAn4FyNSpU2NeR/MycdVVbtF42PNladyygQABQsCvAKlXr17M6xTK8x/yjcYlepw0btlAgAAh4EeA6AFGpUqVKn6N8uXLm1WrVtnNkAM0LhqfyFhp3LLxACoCBAgBPwLEvky0VatWdhPkEI1P9Hhl4zJrAgQIgWwHyPz5881+++1XvPwDDjgg8Oeto2QaH41TZMw0fhrHTCJAgBDIdoA0b948ZvnNmjWzmyAHaZyix03jmEkECBAC2QwQPaioYsWKxcvWX7ILFy60myEHaZyijxw1jpl88BQBAoRANgNk+PDhMcu+7rrr7CbIYRqv6PHTeGYKAQKEQDYDpG7dujHL9vuhRUiP/bAvjWemECBACGQrQFavXm1Kly5dvNwKFSqYX375xW6GHKbx0rhFxlDjqXHNBAIECIFsBUj37t1jlnv33XfbTZAHNG7R46hxzQQCBAiBbAVInTp1YpY7fvx4uwnygMYtehw1rplAgAAhkI0A0dU65cqVK15m5cqVmTQxT2ncNH6RsdS4ZuJqLAIECIFsBIieaBe9zIYNG9pNkEc0ftHjmYknFhIgQAhkI0A6duwYs8yePXvaTZBHNH7R46nxTRcBAoRANgLEfq7EnDlz7CbIIxq/6PHU+KaLAAFCINMBsnnzZlOmTJni5VWtWtVugjykcYyMqcZX45wOAgQIgUwHyOeffx6zvMaNG9tNkIc0jtHjqnFOBwEChECmA6Rfv34xy+vatavdBHlI4xg9rhrndBAgQAhkOkDat28fs7yRI0faTZCHNI7R46pxTgcBAoRApgOkfv36McubPXu23QR5SOMYPa4a53QQIEAIZDpAzjzzzOJl7b///mb79u12E+QhjaPGMzK2Gud0ECBACGQyQHbt2mXKli1bvKyTTz7ZboI8pvGMjK3GWeOdKgIECIFMBshPP/0Us6xrr73WboI8pvGMHl+Nd6oIECAEMhkg8+bNi1nWrbfeajdBHtN4Ro+vxjtVBAgQApkMkK+//jpmWffdd5/dBHlM4xk9vhrvVBEgQAhkMkDsSRTbtGljN0Ee03hGj286kyoSIEAIZDJA3nvvvZhlderUyW6CPKbxjB5fjXeqCBAgBDIZIIMHD45Z1gsvvGA3QR7TeEaPr8Y7VQQIEAKZDJA33ngjZlk9evSwmyCPaTyjx1fjnSoCBAiBTAYIRyDhxhFI+ggQhEomA4RzIOHGOZD0ESAIlUwGCFdhhRtXYaWPAEGoZDJAuA8k3LgPJH0ECEIlkwHCnejhxp3o6SNAECqZDBDmwgo35sJKHwGCUMlkgDAbb7gxG2/6CBCESiYDRHgeSDjxPJDMIEAQKpkOEJ5IGE48kTAzCBCESqYDhGeihxPPRM8MAgShkukA6devX8zyunbtajdBHtI4Ro+rxjkdBAgQApkOkM8//zxmeY0bN7abIA9pHKPHVeOcDgIECIFMB8jmzZtNmTJlipdXtWpVuwnykMYxMqYaX41zOggQIAQyHSBy+eWXxyxzzpw5dhPkEY1f9HhqfNNFgAAhkI0A6dixY8wye/bsaTdBHtH4RY+nxjddBAgQAtkIEHtSxYYNG9pNkEc0ftHjmc4kihEECBAC2QiQbdu2mXLlyhUvs3Llymb37t12M+QBjZvGLzKWGleNb7oIECAEshEgUqdOnZjljh8/3m6CPKBxix5HjWsmECBACGQrQLp37x6z3LvvvttugjygcYseR41rJhAgQAhkK0BWr15tSpcuXbzcChUqmF9++cVuhhym8dK4RcZQ46lxzQQCBAiBbAWI1K1bN2bZQ4YMsZsgh2m8osdP45kpBAgQAtkMkOHDh8cs+7rrrrObIIdpvKLHT+OZKQQIEALZDBBdrVOxYsXiZe+3335m4cKFdjPkII2TxisydhrHTFx9FUGAACGQzQCR5s2bxyy/WbNmdhPkII1T9LhpHDOJAAFCINsBMn/+/Ji/ZA844ACzbNkyuxlyiMZH4xQZM42fxjGTCBAgBLIdIHLrrbfGvEarVq3sJsghGp/o8dL4ZRoBAoSAHwEyY8YMU6pUqeLXKF++vFm1apXdDDlA46LxiYyVxk3jl2kECBACfgSI1KtXL+Z1WrdubTdBDtC4RI+Txi0bCBAgBPwKkKlTp8a8zv7772++/fZbuxkCpPHQuESPk8YtGwgQIAT8ChBp0KBBzGvpuRJMspgbNA72c1w0XtlCgAAh4GeALF261Bx00EExr9e/f3+7GQKgcYgeF42TxitbCBAgBPwMEHnuuediXu+II44wa9eutZvBR9r+GofocdE4ZRMBAoSA3wGyY8cOc8YZZ8S8ZjYuE0Xy7MusNT4ap2wiQIAQ8DtARE+022effWJet3fv3nYz+EDbPXocNC6ZeOLg3hAgQAgEESDSokWLmNctW7YsV2X5TNtb2z16HDQufiBAgBAIKkC2bt1qzj777JjXPu2008ymTZvspsgCbWdt7+jtr/HQuPiBAAFCIKgAkXnz5pmDDz445vVvueUWLu3NMm1fbefo7a5x0Hj4hQABQiDIABH7oUWqtm3b2s2QQdq+9jb3+2FfBAgQAkEHiNx3332uHVq2LyMtVPZl1Cptf78RIEAI5EKA6EFFV199dcx66GogbjLMLG1P++o3bfdMPigqWQQIEAK5ECCyceNGc95558Wsi+ZlGjVqlN0UKdB2tOe50vbWdg8CAQKEQK4EiKxcudKcfPLJrhAZMGCA3RQeaPvZ4aHtrO0dFAIECIFcChBZtGiROeqoo2LWSV+7PP/883ZTJEHbzf7aSttX2zlIBAgQAnaA6PLOoOkBRnaIqHT1EJf4JkfbKd7VVtqu2XhAlFcECBACX3/9dcwHWXcmv/HGG4HvqPUXsv11lkoBx82GJdP2se/zUGl7Bn3kId98840566yzYtatbt26drNQIkAQKvow2zsalU6wfvbZZ3ZzX+k7evvEukp3UGu94abtYt9hHhnPIM95yOrVq02zZs3Mvvvu61q/a665xm4eSgQIQuecc85xfaAjpb9klyxZYnfxja4Ssi/xVZUrV44JGC3aHtou9rbS9gvqaivRzL4vvviiOfTQQ13rpipdunROfK3mBwIEoaTLPM8880zXhzuys+7UqZP55Zdf7G6+0H0K8W42VGkq8kJ/nojevz0le6S03YK4zyPio48+intEpDrwwAPNk08+6dv8W7mAAEFo7dy507z66qvmsMMOc33YVdWqVfN9yotoem177iyVHobUr18/u3lB0Pu2Hwal0nYKcqzmzp1rrr/+etd6qXRVmK72+/HHH+1uoUeAIPR+/vln88ADD7juHYjUZZddZr766iu7my804Z89i2+k9EzvQvkqRO/TfoZ5pLR9/JwYMdq6detMmzZtnK+l7PVSXXTRReaLL76wuxUMAgQFQ5f4/u53v3PtBFSlSpUyd999t1mxYoXdLev0lYf9PJFIKfRat25tVq1aZXcLBb0vvb9E4a7tEsRXQrt27TKvv/66qVy5smudVEcffTRT0xgCBAVI50dOOukk105BVaFCBfPss8+a7du3292yTk/Osx+PG6ny5cubVq1aheZrEr0PvR+9L/u9qrQd/HiSYDwTJkxIeFR4wAEHmA4dOnDp9f9HgKAg6USsgkKBYe8kVAqYIOat0hU+mmH2oIMOcq2TqkyZMs6lowsXLrS75gWtt9Zf78N+byq9b73/bD/DPJ7vv//eNGrUyLVOkapfv35O3HeSSwgQFDR9ZaWvrvQVlr3DUOkrL3315belS5eahg0butYnUvvtt5+57rrrzODBg82WLVvs7jlF66f11Ppqve33Eim9X71vv23evNm5esp+HG6katSoYcaPH293gyFAAIdOoutkur3zUOn7eZ2E18l4v3355ZemXr16rvmfoktXKN111105t5PT+mi94l1pFim9L70/vc8gDBo0yBxzzDGu9VJVqlTJvPbaa87VfIiPAAGi6C/lY4891rUzUelyYF0WHMQORVcp6SbIkv6CVx1++OHO1zA9e/Y0c+bMsReTVXo9va5eX+thr1t06X3o/QR1ldnUqVPNJZdc4lovlf5gePjhhwv+fpxkECCARTcYduzYMe5d0CrdoKjJ84Iwf/5807x5c1OxYkXXesUrXS3UuHFj53zPyJEjna/j0g1A9ddytDwtV8vX69ivHa+03lp/vY8gLF++3Nx5550Jv7LUFCSzZ8+2uyEBAgRIQFOexJvEL1I33XSTWbBggd3NF7oIYPjw4c6kfYnuUUhU2nmeeuqpzjmJO+64w6n27ds7oalAePPNN53/1b/180gbtVe/RDvfRKX103pqfYO6i1yv+7e//S3h12mnnHKK+eCDD+xu2AsCBNgLTcJ47rnnunY6Kl1N9Pjjjwc6N5Mm9dNXa3Xq1El41OR3aT20PlovrV+Q/vWvf5kTTjjBtY6qQw45xLzwwguBXLYdBgQIkATdWKZp4eNNs6GqUqWK85d70NPG6y9t3T+howfd2Z3octlMl15Hr6fX1esHdaQRTedXFGL2uqo0g+69994b2hs0/UKAAB6sX7/ePPLIIwm/NrrgggvM5MmT7W6B0fkcTbWhu6bbtWtn/vjHP5rf/va3zg1x9ronU+qn/lqOlqflavlBTUwZz5o1a5w72BNdcHDFFVeYadOm2d2QAgIESIHmZrrhhhtcOyeVLk1t0qRJIPc0eKFzPLoxTpfQjhs3zowZM8Y5ioqU/q2f6/dqF+Q0+MnQzYf/+Mc/El5gcNxxx5m33nrL7oY0ECBAGrSTrV69umtnpdI0HU8//XTO3+gXBhqH008/3TUGjEN2ESBAmpL5y3fYsGF2N2SALge+8cYbXdtcpSNBXWKc60eC+YwAATJkb9+916pVi+/eM2TDhg3m0UcfLfFc1KRJk+xuyDACBMgwXf1Tu3Zt105Npat/mjZtytU/KdJVbroa7sgjj3RtW9VRRx2VE1fDFQoCBMiSESNGcP9BBul+nPPOO8+1LVW6jFhXhQV5P04hIkCALNL9EF26dEk4PTt3QO/d3mYE0GSMQc0IUOgIEMAHmoNJ04EkmgaEOZjcdG9Jp06dEt5drznJPvnkE7sbfESAAD7SLLA1a9Z07QxVmgVWT+ljFlhjhgwZYqpVq+baRqogZ0VGLAIECMDAgQNN1apVXTtHlaZC79WrlzN9SqHJ1eeyID4CBAjI3p6Ed9ZZZ+XcQ6KyJVefDImSESBAwPb2LO4GDRqE9lncugotF59Nj+QQIECO0Cy2Z599tmsnqtIkhh06dDCbNm2yu+UtBYMCwn6vKgWKgiUXZvVFYgQIkEN03qN3794JHwmrJ/8NGDDA7pZX9FWUvpKy35tKX2Hpqyx9pYXcR4AAOWjdunWmdevWCafquPjii51p1POJTn7rJLhOhtvvR6WT5zqJjvxBgAA5bM6cOc6jZO2drUqTBd5+++3mxx9/tLvlFF1uq8tudfmt/R5Uxx57rBk8eLDdDXmAAAHywEcffeQ8j9ze+ap0l3vnzp1z8nzB2LFjnRv+7HVW6QZBPcEwlx5GBW8IECBPaNr4F1980Rx66KGunbHqN7/5jXnnnXfsboHQ1CI33XSTax0jpalJcv0BVdg7AgTIM6tXrzbNmjVzZva1d8yqq666ynzzzTd2N19oMsPHH3884bPYzz33XGdSRIQDAQLkqenTp5srr7zStZNW6Zkk999/vxM2ftD06ZpGvUqVKq51UR1xxBHONOyFeHd9mBEgQJ57++23zfHHH+/aaav0dddLL73kfP2VLZMnT3Ye4GS/tkpXkT3yyCNm/fr1djeEAAEChMDWrVvNX//6V3PggQe6duKq0047zYwePdrulhY9KrZJkybO1WD266luuOEGM2/ePLsbQoQAAUJk2bJl5rbbbku4U7/++uvN3Llz7W6ebNmyxTz99NOmfPnyruWrqlevbsaMGWN3QwgRIEAIff755+aiiy5y7dxV+lqpbdu2KX2tNGzYMHPccce5lqmqWLGi+cc//pHVr8uQWwgQIMT69+/vTH9i7+xVlStXNq+//npSJ7anTZtmatWq5VqGSifsW7RoYdasWWN3Q8gRIEDIaQLG9u3bOxMy2jt/1TnnnGMmTJhgd3OsWrXKNG3aNOElw7Vr1zYzZsywu6FAECBAgVi4cKGpX7++KwQi9ac//cksXrzYaatp1l944QVzyCGHuNqpTjjhBDNixAjrFVBoCBCgwIwbN87UqFHDFQoqPdyqYcOGCadZ17QpXbp0yclpU+A/AgQoQJrgsGfPnqZSpUqukIhXmmb9jjvuMMuXL7cXhQJGgAAFbO3ateahhx5KOMW6qmbNmmbq1Kl2V4AAAWDM7NmzXXeTaz6rgQMH2k2BYgQIAMeUKVNiAuS+++6zmwAxCBAADjtAdG8HUBICBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHg+PLLKebAA4uKq1UrAgQlI0AAOL75Zoo56aSi4urYkQBByQgQAI5Zs6aYyy8vKq5u3QgQlIwAAeCYP3+K+dOfiorrjTcIEJSMAAHgWLRoimnatKi4/vlPAgQlI0AAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBICDAIFXBAgABwECrwgQAA4CBF4RIAAcBAi8IkAAOAgQeEWAAHAQIPCKAAHgIEDgFQECwEGAwCsCBIBjyZKvYwJk6NAH7SZADAIEgGP79l/MI48cXRwg06e/azcBYhAgAIr9/PMSM3p0VzNr1if2rwAXAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIkYK81LUq5gHTs2rXTTJ8+yvTrd7d56qka5uGHDzP337+/eeCBg027dseZp58+27zyyvXm3Xf/4tyVvm7dj/YiUODYCwXMDgUvBaRq/vzPzJNPnhoz91UyBUTjv4iA2aHgpYBUTJs20jnSsMMhmQKi8V9EwAgF+Gnt2mXmgQcOigmFNm2ONB999DezZMl/zZYtG8yuXTvMhg0rzI8/fufMiaW5sXr0uMmZaBGIxh4rYAQI/PT2221jwkPnPjZtWmM3A5LCHitgBAj81LHj6TEBMmfOOLsJkDT2WAEjQOCnli0PjAkQPQMESBV7rIARIPBTixZlYwJk2bJv7SZA0thjBYwAgZ+eeOKUmAB57rkrnBPnQCrYYwWMAIGf3nqrVUyAqHQD4eDBf3ZuKty4cZXdBUiIPVbA7ABJtoBU6G7yhx461BUi0dW+/QmmT5/G5j//6W3WrFlsLwIoxp4oYHYwJFtAqubPn2jatDnCFRzx6r779jHdutVx7lwHbOyJAmYHQ7IFpGPDhpXO11ma98oOjUSl9rt377IXhQLGnihgBAOCtGPHVmdqk6FDHzSdO5+/1ylO3n67jb0IFDD2WAEjQJBLtm/f4nxdNWpUR9Ohw0muANFXWj/8MM3uhgLFHitgBAhylb6u+vjjF/eERqmYEBk4sJndFAWKPVbACBDkuuHDH40JkL/8pbrdBAWKPVbACBDkuhUr5sUEiGbzBYQ9VsAIEOS6nTu3xwSITrQDwh4rYAQIct3atUtjAqRt26PsJihQ7LEClq0AWbXka7OZZ1gjAz7+uFtMgLzwQm27CQpU5vZYSEk2AmTCgKbOsno328989s8WZisPDCoYy5bNMD/9NMf+cbHOnS8wn38+0Ln/Ixlz505wPcFw3LhX7GYoUJnZYyFlmQ6QXTu3m17N9o1Z5psPVzQzxv7DeVQpwkmPn9WUI9rB614NzWMVTyQE9FyQnj3rm/HjXzULFkw269f/5ITKjh3bzM8//+BMrKj5sOxLeDt0ODHp8EH4pb/HQloyHSAy/JlzXctVvfWX6mbpzDF2c+QxPY5WM+k223O0Gb2j79LlQrupI7qN19L8WTrCASIys8dCyuydfCZs2bDSjH2jiXltz1+i9vJVH3W/waxfMc/uhjyio0l9lfTwnqNLe0evGjr0IbuLw26XbOloRUcmQLTM7LGQMnvnnkkrFkw2Izpf4HoNVe/mpc3nwx8x27ast7shx82a9bHr2eaRatmyvHn//af3BMxOu5tDX1XN3HMUOmbMC+bNN+80Xbte6twY+MgjVZynFepIRtO966uqV1+taz78sItZtWqBvRjAkdk9FnLP7t1mzuR+ZsCeHYQdIqr+bY4wsz/rwyyreWDlyvmme/cbXaGh0nkPnbPQJbeAXwiQArF960YzZcTj5vXmZVwhotJ5k+U88yEn6ZGzmk6k+Z6jRjs4VLqyasGCSXY3IOsIkAKzYdVC8+8eN7kCJFKf9L7ZbPx5id0NAdi95+hx4sQ3TJs2R7pCQ6Ub+iZNetNpBwSBAClQy2aPNcM6nekKEFWfP5czX47qaHZs/8XuBp/oqYHPPHOeKzRUzfccRY4Y0c45MgGCRIAUsN27dprvPu1h+j18mCtEVIMeO9bMnzLY7oYs0pVOffrc6gqNSPXoUY+T2sgZBAjM1s0/m4lDHzS979/fFSKqkV0vNasWf2V3QwZt33O0N2pUJ/PnPUd/dmioOnY8w8ya9YndDQgUAYJia5fPMu+/+DtXgKh63VfKfNrvbvPLhhV2N6Rp6tQhpl27aq7QUD285+hw3LjuCS/LBYJEgMBl8fRRZkiHk1whour7YAUzbXRXs2vHNrsbPFqy5Gvz7LOXuUJDpfsxBg9uaTbvOToEchUBgrg0p9b00c86gWGHiEoB8/30d+1uSMKGPUdx/fvf45pnKlLdul1tfvxxpt0NyDkECEqkr6z01ZW+wrJDRKWvvNays0uKHsw0ek8oP7gnlO3QUHXYE8rTCWXkEQIESdHzRUY+e5krQFQ6+T5xyAPOyXjE980375knnjjZFRqqBx44eE+wdHVmwgXyCQECT+ZPHWIGtavmChGVLgf+bvyrzuXB+NXy5bPMSy/93hUaKn2F1W/P0Z2+0gLyEQECz3SD4VejOjk3HNohourV9kwz67+FfcmpTn4PHfqg8/xwOzhUmsRwMZdGI88RIEiZpjz55PVbYsLjpTuKTOvri0yDi4rMo83rme8XFdZNb7rcdty4HqZVq0qu0FA99tixZgo3ZyIkCBCkTZMwvvPMeU6A/KVBkbnzyiJT58wic/JRRabCgWVMu3btzMaNG+1uoTNlylhzzz2/NY0auYNDNwiOGtXRuWEQCAsCBJmxe7f59tM3TIdbjjR1Lygy5/ymyFQ6uMgUFf1aRx11lHnzzXBO/Ldw4UJz6603md/sec8X7Hnv111XZG6//X/h0bv3zeZnJqhECBEgyKgtmzeY155/1Jx8dGmzb6n/BUikLrjgAjNpUjimHtdR1eOPP27KlCljSu15r5UrF5nq1YvMFVcUmfr1i8wzz5xr5s37j90NCA0CBFmxcMF8c+ONN7oCRLXPPvuYxo0bm6VL8/PhRzqK6tevn6lSpUrM+ypXrshUq1Zkrr76CDN6NA/pQvgRIMiqMWPGmNNPP90VIqry5cubp59+2mzZssXulrMmT55sLrzwQtd7UZUuXdp07PjIniMTHhOMwkCAIOt27NhhXnnlFVOxYkXXTld13HHHmbfeesvullN0tNSkSRPn6Mlef9UNN9xg5s2bZ3cDQo0AgW/WrFljWrRoYfbbbz/XDlh1xRVXmP/+9792t0Bt3brVOUo68MADXeurql69unOUBRQiAgS+mzFjhqlTp45rZ6zad999zb333mtWrVpld/PdsGHDzPHHH+9aR5WOpl5++WXn6AooVAQIAvOvf/3LnHjiia6ds+qQQw4xzz//vNm+fbvdLeumTZtmatWq5VonlY6emjdv7hxNAYWOAEGgtm3bZv72t7+Zgw8+2LWzVp1yyinm/ffft7tlhY56mjZt6hwF2euhql27tvn222/tbkDBIkCQE5YvX27uvPNOU6pUKdeOW3XNNdeY2bNn290yQkc53bp1c4567NdVnXDCCWbEiBF2N6DgESDIKVOnTjWXXHKJayeu2n///c3DDz9s1q5da3dL2YcffmhOPfVU12upDjroINOlSxfnKAmAGwGCnDRo0CBzzDHHuHbqqkqVKpnXXnvN7NyZ+rTxc+bMMddee61r2SodBd1xxx3OURGAxAgQ5KzNmzebJ5980pQtW9a1k1fVqFHDjBs3zu5WonXr1plWrVo5RzP28lQ1a9Y0U6ZMsbsBiIMAQc5bvHixadSokWtnH6n69eubRYsW2d1i7Nq1y/Tq1cscfvjhrv6qqlWrmoEDB9rdAJSAAEHemDBhgjnnnHNcO3/VAQccYDp06GA2bdpkdzPjx483Z511lquPSkc3TzzxhHO0A8AbAgR5RUcSr7/+uqlcubIrDFRHH3206d+/v9NWRyUNGjRwtYlUw4YNzffff2+9AoBkESDISzqX0aZNG2cCQzsYVIcddljC35199tnm008/tRcJwCMCBHlt7ty55vrrr3eFRLzS+Y/evXs7RzEA0keAIBRGjx5tTjvtNFdoqHQk0rp1a+eoBUDmECAIDU1s+Nhjj8WEh+4Z0T0fADKPAEGozJw5MyZAbr/9drsJgAwhQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoUKAAP4hQBAqBAjgHwIEoTJn9kxT6eCi4vpzs9vtJgAyhABBqCyaP9PUPKWouJ5+9Ha7CYAMIUAQKsu+n2nuqFVUXL273G43AZAhBAhCZfXSmabzLUXFNarH7XYTABlCgCBU1v4407zWtKi4xvW93W4CIEMIEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEIQKAQL4hwBBqBAggH8IEITKup/mxATI+DfvtJsAyBACBKGya8c2M6DNkcUBMvPTnnYTABlCgCB09DXWpKEPmdmf9TG7d++yfw0gQwgQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEOSt6ClLvBaA9PFJQt6yQ8FLAUgfnyTkLTsUvBSA9PFJQt4iFIBg8alD3iJAgGDxqUPeIkCAYPGpQ94iQIBg8alD3iJAgGDxqUPeIkCAYPGpQ94iQIBg8alD3rIDJNkCkBl8mpC37GBItgBkBp8m5C07GJItAJnBpwl5i2AAgsWnDnmLAAGCxacOeYsAAYLFpw55iwABgsWnDnmLAAGCxacOeYsAAYLFpw55iwABgsWnDnmLAAGCxacOeYsAAYLFpw55iwABgsWnDnmLAAGCxacOeYsAAYLFpw55iwABgsWnDgCQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQkv8H2AkmNIgewAAAAAAASUVORK5CYII=)
| Product Number | 7666-3-08 |
| CAS | 1221278-43-8 |
| MDL Number | MFCD15147140 |
| Molecular Formula | C7H8F2N2S |
| Molecular Weight | 190.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7666-3-08
CAS: 1221278-43-8
Molecule Weight: 190.21
Formula: C7H8F2N2S
PN: 7666-3-33
CAS: 369-68-6
Molecule Weight: 193.19
Formula: C7H6F3NS
PN: 7769-3-X0
CAS: 24933-60-6
Molecule Weight: 175.2
Formula: C7H7F2NS
PN: 7666-3-34
CAS: 372-16-7
Molecule Weight: 193.19
Formula: C7H6F3NS
![5-[(Difluoromethyl)thio]-3-bromobenzene-1,2-diamine](data:image/png;base64,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)
PN: 7666-B-01
CAS: 2092804-30-1
Molecule Weight: 269.11
Formula: C7H7BrF2N2S
PN: 7663-3-08
CAS: 2149590-69-0
Molecule Weight: 193.19
Formula: C7H6F3NS
TSCA: Not listed on TSCA inventory