| Product Number | 7666-1-08 |
| Purity | 97 % |
| CAS | 51942-41-7 |
| MDL Number | MFCD11136099 |
| Molecular Formula | C10H15NS |
| Molecular Weight | 181.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7666-1-08
CAS: 51942-41-7
Molecule Weight: 181.3
Formula: C10H15NS
PN: 7666-5-04
CAS: 861343-73-9
Molecule Weight: 203.73
Formula: C9H14ClNS
![2-({2-[(2-Aminophenyl)thio]ethyl}thio)aniline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKpAAASqQFEUKvbAAACTXpUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfZeTrjQ9AOEQhVdRqpZXaXmy60t6tHHBSpIArIKe33zGHFEgXNpDYjP/P2DOeyfLhkh7gpPIi0VlIBOUEVBbpOMn2Ifn19n3mk4fVMkIRCrMiJO9l+bFg7Hw+0+hdpfKiMxrplNTji0uR9DRnm+p8zyzOBfv98rypmFmSFaXMIoVUkSyKyvisI1lWq/jHK1gq81OSsVrO0vxUz/bH4ubm9FLE5HMvjzi2RhR2yUHBTuepLOFkcYo3/wZ7lalcliqG7RXNNnVw76vly5OOjqnKSuyaGZJIHjZlfozQkOqDio44GXZ+PIUkFQjIUqfrPJdXMD1jlgKkBdIG6YCcg3RBeiB9kAFIwfGL4wIFAhUCJQI1AkUCVcJH/x+UWcDb9UOF5BUeO9em89ter+hEKyQzQW3b9uDWWtR1Peezbey4efy0TWNsNOgCjiuco9HxwEWj74CPRktAgMa53zaNsZHUAIGrWYdLAxtnnqExMK1DXcu0NuW+aS1qi+5zOz7U/+9z+z6Pevz+GSPEbiFaLbc6iztdSOKQbAWpYvdT7QqrCR8Bnccqx4wwExhpF7D6gAn2DVh/Bdh9wByNccDpA+YgjQPzPmCO3Tjg9gFzSMcB727TE4DfB0wOjLs16AMmY8YBwftElWATyDDYVUJOMIN41wk8wQxCXif8uMPEIOp1gZhgBoGvC8oEM4h9XYAmmEH464I1wfhf+GCKGRyCtije+5p1cpm1pRm7d2WbdWo6w3+y1V++QwA8JjmfzAAAMJlJREFUeF7t3QmUFNXZxnH3XdTgEtcY15i4RaOCqIm4a9RoBEmMS1AjEEDBiIHoByKouBvRoLghiMoiElciKhA1gmAAlUVUEGVRUER2lNxvnuu55UwxM939dk93V83/d04fdep2dd12pp6qW3dZxwEAYLBO/AcAAGSDAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAm9SZAPvvss/iPAAB5SH2A/Pe//3X77LOPW2edddyJJ57oPv7443gRAIBBagPk888/d5deeqlbf/31fXist956/p+bbbaZ69q1q1u+fHn8LQCAHKQuQFavXu1uu+02t/XWW/vA2Hzzzd3111/v5syZ49q0aeM22GAD//PddtvNDRw4MP52AECWUhUgzz33XNRcte6667rzzz/fffrpp1XKvPPOO65p06a+jF5HHXWUGz9+fJUyAIDMUhEg06ZNcyeffHIUCocffrj7z3/+Ey9WxVNPPeX22GOPqHmrZcuWbv78+fFiAIAaJDpAFi1a5K644gq34YYb+iDYaaed3COPPOL+97//xYtWa9WqVe6GG25wW265pX9/gwYNXK9evfzPAQC1S2SAfPvtt65Pnz5u22239Sf+jTfe2HXp0sUtWbIkXjQrc+fOdRdddJFv9tL+9tprLzd8+PB4MQBAJYkLkFdffdUddNBBUXPV2Wef7T788MN4MZNx48a5xo0bR/s+4YQT3HvvvRcvBgBwCQqQmTNnunPOOSc6uR9wwAHulVdeiRcriP79+7tddtnFf456bbVr1859+eWX8WIAUK+VfYAsXbrUXXPNNW6TTTbxJ/SGDRu6e++91zdj1SV97rXXXlvlc++55546/1wASIqyDpBHH33U7bzzzv4Ergfl7du3L/qdgO58mjVrFt357L///m7kyJHxYgBQ75RlgLz55puuUaNG0UlbU5BMmTIlXqyoRo0a5Q4++ODomH7zm9+4Dz74IF4MAOqNsgoQjRa/4IILot5Qe++9t3vmmWfixUpmzZo17v7773fbbbedPz71/vrrX//qvv7663hRAEi9sgiQlStXup49e7otttjCn5i32mord8stt/hpScrRV1995Tp27BiNP/nhD3/oHn744azHnwBAGpQ8QIYOHep+/OMf+xOxRoRffPHFiZl6ffr06e7UU0+NmrUOO+ww9/rrr8eLAUAqlSxAJk2a5I499tjo5Hv00Ue7CRMmxIuZLFu2zE/jPmTIED8yvW/fvq5bt27+n/pv/VzbVa4QXnjhBfeTn/wkqst5553nPvnkk3gxAEiVogfIwoULXatWraJp1n/0ox+5J554Il4sJ++//74fmd68eXM/y244kWfzUnm9T+/XfqzU3HbHHXdUmQW4e/fubsWKFfGiAJAKRQuQb775xt15551um2228SdYrctx3XXXmdfl0AN3zVv1s5/9bK1Q+MEPfuB7cemBfOvWrf3dR3jpv/VzbVe5+Hu1P+1X+7dYsGCBu+yyy6oE5JNPPhkvBgCJV5QAefHFF6s08fz+9793s2fPjhfLyuTJk925554bnaD10jMUnbR1os71+YnK6316f3gWo5f2r8/R51lMnDjR/epXv4r2d8wxx/hmMwBIizoNED1kPu2006KT6C9+8Qv32muvxYtlRfNdad6r0MVXM+hqxcF///vf8aJ50f603zBDrz4vn/m2Bg8eHAWTQumSSy7xqyUCQNLVSYCom+uVV17pNtpoI3/iVDfXhx56yNTNVVOrq6krTCmiZic1RdX1iHTtX58Tmrn0+ToOy1Tv6qasVRErd1O+9dZby7abMgBko6ABooF26um0/fbb+xOlAuTqq682D7SbOnWqnzRR+9Kkhh06dHCLFy+OF6tT+jx9blgKV8ej47LQ6ohaJTHcRWn1RK2iCABJVLAAGTNmjPv5z38eNVedeeaZeU31oRlxwxW7xleo228p6fN1HDoeHZeOz0qrJR5xxBHRd6XVFK2hBAClUpAAOfDAA6OToXoxvfTSS/EiOVHTUdifVhwsl6YeHYeOJxybjtNKzXn9+vXzqyhqXxpEqdAFgKTIO0DUbKUToJpl7r77bt9d10r7Ujdb7W/TTTf1D6DLkY5Lx6fj1PHquK20iqJmGda+9OAeAJIi7wDR+hg6+elhc740wFD70mC80aNHxzeXFR1fGDSo486Hno1oP/vtt198EwCUrbIJkNBspZNyUsZL6DhDiOTTnBUC5Kc//Wl8EwCUrbIIED2QDs1W5X7nEafjDc1Z1gfrBAiAJCp5gKj3kXo16RlKuT7zyETHreNXPSy9qQgQAElU0gDRALswzkO9m5Is9M5SfVSvXBAgAJKopAGikd16r8ZXWEZ4lxMdfxgnonrlggABkEQlCxDNLaVnBxrhXepBgoWieqg+qlcuc2cRIACSqGQBctZZZ/n3aZqQNFF9VC/VL1sECIAkKkmAaIp0PXTWe4o9t1VdU31UL9Uv26ngCRAASVSSAGnRooV/Tz5jJ8pZGNOiemaDAAGQREUPEJ0stS5GgwYN6nxK9lJRvVQ/1VP1zYQAAZBERQ8QLRer8lq0Kc1UP9VT9c2EAAGQREUPkLCGeaFXEiw3qp/qqfpmQoAASKKiBsj777/vy2qJV8vqhEmi+oWlbFXv2hAgAJKoqAHSp08fX/ayyy6Lb0ol1VP1Vb1rQ4AASKKiBkizZs182SeffDK+KZVUT9VX9a4NAQIgiYoaID/60Y982fnz58c3pZLqqfqq3rUhQAAkUdECZNmyZX7Z1oYNG8Y3pZrqq3qr/jUhQAAkUdECRIsvqVyTJk3im1JN9VW9a1skiwABkERFC5Bhw4b5cueff358U6qpvqq36l8TAgRAEhUtQPr16+fLtWvXLr4p1VRf1Vv1rwkBAiCJihYgvXv39uW6dOkS35Rqqq/qrfrXhAABkERFC5Cbb77Zl+vRo0d8U6qpvqq36l8TAgRAEhUtQLgD4Q4EQLoULUB4BsIzEADpUrQAoRcWvbAApEvRAoRxIIwDAZAuRQsQRqIzEh1AuhQtQIS5sKpHgABIoqIGCLPxVo8AAZBERQ0Q1gOpHgECIImKGiCsSFg9AgRAEhU1QIQ10ddGgABIoqIHSK9evXz5Sy+9NL4pVVQ/1VP1zYQAAZBERQ8QnSzXX39916BBA/fll1/GN6eC6qX6qZ6qbyYECIAkKnqASIsWLfx7unXrFt+UCqqX6qd6ZoMAAZBEJQmQyZMnu3XXXde/Z/HixfHNiab6qF6qn+qZDQIEQBKVJEDkrLPO8u/r0KFDfFOiqT6ql+qXLQIEQBKVLEA+/PBDt+mmm7oNNtjATZo0Kb45kVQP1Uf1Uv2yRYAASKKSBYhcd911/r2HHXaYW7VqVXxzouj4VQ/VR/XKBQGCUpo5c6y7554z3NVX7+ratt3Mde26n+vf/1I3a9b4eFGgipIGyMqVK90BBxzg33/FFVfENyeKjl/1UH1Ur1wQICiVt99+yl122XruT39ap9oXUJu8f0PyCRCZOnWq22KLLfxD58GDB8c3J4KOW8eveqg+uSJAUCrduv3MB8Vdd53kPvlkolu9eoVbuHCme/PNAe7GG4+IFweqKHmASP/+/f0+9Oxg9OjR8c1lTcer49bxqx4WBAhKpU2bjX2ALF5cP2bIRmGVRYBIGDux9dZb17r4UjnRcep4ddz5jGkhQFAqet6hAHn22e5uyZIF8c1ArcomQKRVq1ZRiJT7nYiOL4SHjjsfBAhK5a23nqjyzONvf9vT3X//ub4J69tvV8eLA1XkHSBr1qzxJz+tupfvMwztq3Xr1lFzVr77qys6rtBspePVcVt98803rnv37n5fmvrkX//6V7wIMlCnhWuuucY/h9ppp53cG2+8ES+CWkyb9orr3ft0167d5lXC5PrrD+auJAcLFy50Z599tv9bVo/MDz74IF4kdfIOENEfrb40vX71q1/lPa4jNGfppd5Nq1eXx5WQjiP0tsq32UoUFrrrCPsLrzPOOMPNmDEjXhzVGDJkSDRtvgIk/PMPf/hDVvOQ4Xtr1nzr5s59z7366j2uc+fdfYgMGFA/1u7Jhy4C77zzTrfNNttU+T3ceOON3dVXX+2+/vrr+FtSoyABIlp9LyxZqytpLaa0YIH96kUPpNWrKaR5vqGUL31+GOeh47I+MBeFg0IiBMYhhxziRo0a5R544AG3/fbb+59ttNFGrlOnTqmb6qVQ9P9DFyvhOzzmmGPcuHHj3O233x41LW6++eb+7m7FihXxtyODuXOn+ADR2BDUbMSIEW6//faLfg9///vfu/fee89deeWV/m9YP/vhD3/oHn744VSugVSwABH9oeoPVn+4+uL0h3zHHXeY7yDUJTaME9EIb00TUuwTqj5Pn6vP13HoeCxddUX7UiiEXyyFhUKjchOYylx11VVRmR122ME9+OCDeTWTpYkuSnRxoosUfT+6aIkvkawyf/rTn6Iyu+++uxs0aFCVMqjdokVzfIC0abNRfBPcd4vj/frXv46C49BDD3WvvfZalTLTp093p512WlTmF7/4hXv99derlEm6ggZI8Mknn7jzzjsv+uJ+8pOfuBdeeCFeLCsa4a2R3Ztssonflx7Wq+morqeC1/71Ofo8fa4+X8dhGTGvk79CQGGgfSkc/vKXv9QahtX9gqZ9Ea7a6CJEFyOV7y70/6O2u4uJEye6X/7yl9F3qH9PSg+/Yune/SA3cuQdfgzI8uVfuZUrl7gPP3zD3XLLMT5AunalY0dlX331lf/brXyB99BDD9V6gadzn86B4fdQ50adI9OgTgIkUNqGZh+9Tj31VJ/KFppbSg+oQvvilltu6RdtKvRJVfvTfrV/fY4+T5+by9xWlWl/OvmH70ChkGmJ28rit8i/+93v3OzZs+PFUi3fP0DdfeguRO/VXYn+/+bTvJpE6m117bX7uH/8o+okn5UfmsdfGqE+YcKQKuXHjn3MtW/fwA0Z8peK8K75AihtFBD5NDGHC6DwnCRcAC1fvjxeNFHqNEBE7X5q/1M7oL64DTfc0HXs2NEnuYWmSD/33HOj5gm99BBVzRpqyvjss8/ib6mVyut9en94GBtONPqcbKdkj9NJXif7sD+FgMLAQg/p7rrrruiXb7PNNvN3R0n/5ctEFxu66AjfoS5GrE0AulO5/vrrqzSv3nbbbebm1aSYPfvtiruJo6NQeOSRP1bZ/umnk93QoVe7nj0PdR06/MC1br1hxYlxZ9enz2/djBlrX5xNnPi0b9bSvq68cnv32msPVPyN13z1nQZjxozxzynD72E+nVyqa4J94okn4sUSo84DJFBPhL/+9a++Z4K+uO22287df//9td761WbOnDl+udiwxnrll5qdGjVq5C644ALfzVYn2/DSf+vn2h6apyq/tD/tV/u30Eldn6OTvPank75O/gqBfKmboI4/PI/Zbbfd3MCBA+PFEk8XF7rI0MWG6lnIh5DqmaUeWuFOdt9993XPPfdcvFjiff31Z+7RRy+J5rnq0uXHa91NWH322Qw/+WIIpR49Dqm4qx4TL5Z4H3/8sb+IDOcG9Zh86aWX4sVMqusE8vbbb8eLlb2iBUigvtG/+c1voi/u4IMPznvQoJqE+vTp45o3b+5PqvFQqO2l8nqf3p9L01J1Hn/88ejzdZLXyV4n/ULTXVHTpk2jOhx11FEVJ4cJ8WKJoyvZxx+/319cqF662NBFR110g/zPf/7jDj/88Og7POWUU9y0adPixRJHg/9GjLjFXX75Vv7k3q7dFhUB2aPiAia3CT6zMWXKS/4ZSQgSDUD84ouP48USZ9myZe7//u//orFeutC8++67C3IRGFe5G7ruSi655BL3+eefx4uVraIHSDBy5Ei3//77R3/AOonPmjUrXsxEvwB6WKr/OY888ojr27evvyvQP/Xf+rm2q1wh6OStk3ioi07u1qavXDz11FNujz328J+pgZyXXNKy4g84tya8cvH++6MrTkYHu8aNdde2jr/IqOuBWLqj0e/Djjvu6L9D3fGox92iRYviRRNh8uRn/XOO755frOseeugC35uqLq1Z84175ZW7ffOXPvfPf97U/fOfXd2qVYX52yq2xx57zO26667RReCf//znir+pL+LFCkoDYXv06BENW9hqq63crbfemojm1ZIFiGgalHvuucc1bNjQf3Hq6XTttde6pUuXxouWJT0/ufjii/3JW8evk7lO6sWkXmE33HCDf+i/0056SN+g4gr05oqrpdx7i5XCwoWzKq5cm0dXse3b719xdzAyXqxOLVmyxHXp0iVqXt12223dfffd538/k2DevKl+Nt3wHWoW3Y8+ejNerE4tXfqFGzjwz65Vqw38MWj8iB64J8Vbb73lmjRpEl0EHnfcce7dd9+NF6tTajZX83poXt1nn33cs88+Gy9WVkoaIIESvl27dlHb/i677JLXQL26ppP2zTff7Bo0aOCPVydvncQtXXwLZd68uRW33Re6885b1/8BX3PN3m7SpH/Gi5WNlSuXuuHDr624wtvEH2+HDg39CGhd0ZaKetqFpZb1OuiggyqO6dV4sbKxbNmX7sknL/cPvvUdduq0U0X4PlqQZ0VWc+a8626//bgozHr1auJmzXorXqxszJs3z/3xj3+MLgL33HNP9/TTT8eLFdWbb77pjjjiiOj38KSTTjKPPatrZREggUZwnnDCCdEX17hxYz+6uJz885//dHvvvbc/Pl0pXHjhhW7u3LnxYiWj1eVuuqlx9Ad8xx0n+FHF5UQT9V199S7++HTF+vjjbf0VbLl45ZVXogGsep1zzjkV3+vMeLGS0ZQjo0f/w3XsuK3/DjUl+9NP/82P4SgX//3vMD8x43fNaev53l/lNGW8LvZuuummKheBN954Y0kvAivTRUC/fv2iaaLUvHr55ZeXXfNqWQVIMHz4cLfXXntFJ+mLLrqo5CfpKVOmrBVuY8eOjRcrG2++2d93x/z+JN3OX7GW0syZ42Lhdryfe6kcqfnq3nvvrdK8qgkbS928+vbbr7ju3Q+MvkN1t12w4KN4sbKgZtQXXrjRtW+/pT9WjR958cWbSt68qjuMcH7RnYfOL7oTKUdqXv3b3/5WpXn1H//4R9k0r5ZlgIiuBNSdttTNRBqRXrl5beeddy7r5rXKam4mKu4v3+LF8yquQC/yD3Z1HNdcs5ebOHF4vFhZ0v//9u3bR12K9f//0UcfjRercx999JEf0Lrvvuu4M89cx4fI9OmvxouVpe///3/XpVj//8eOLX4zkZ5pHH/88dFF4JFHHumffSSB/v//9re/jY79wAMP9HfKpVa2ARLMnz/ftWzZskobZTEeVFf3gL8crkAttETpffc1i65au3Xb302d+nK8WMFVfwXaq+RXoBa6Az3xxBOjP2CNIyrGHWj8Af+ee27rhg3rU/SLgELQHWivXkdW/D3r5L2OO+us44vyoFrPWNWbqvIz1gEDBsSLmRS7x6eeySk8wu+hLioULqVS9gESjB8/fq2usu+88068WEG8/PLLVboYN2vWrKzawK2mTx/l13gIQaJpLRYssE3Rkkm8Dbxfv5Zl1QZu9cwzz1R5BqZeM3XRvFpdG7iWEii3NnCLV18d4Jo02cXXSyf1tm3b1klXWY3b6N27dzRgWOM6NL4jn5N5OYw508Wt9qHmLO1XFxdq5tLFRrElJkACjbyu3E+7TZs2BRusV10vHE2zniYarDdmzP3uyiu38yd3PYAdNqyzW7Gi+sF6eiivUcfqltm27WZ+CdT+/S91s2aNjxf15sx5x91+e9MopL7rhVN92aRS//xbbrnF99fX74n67/fs2dP35y8EDXKs3Avn5JNPLtteOFbVDdbTyb5Qg/U0YrzyLBUaUW4dZ1aus17oYkIXFaF5VRcbuugoZi+8xAWI6Jeva9euVX75/v73v5t/+TTSuXPnzlWmWUnSOACLZcsWuUGDOkZdQK+6akc/C2tlb7/9VNRuXd0r7vnnb6gyDmDcuPRNs1JZdeOAhg4dGi+WNU2zcv7551cZB5DGaVYq00ldV+WVT6oaZGylwadnnnlmtL+f//zn5pkukjLvni4udJER9qeLD12EFMPaZ4EE0Vw1LVq0iL44TViYy5KwaRuJbDF//rSK8D3Fn/RHjryzyrZu3X7mf65Baprue/XqFf55irrharBanHpYJX0ksoVmIjj66KOj38Njjz02p5OB7lw00WMSRyIXik7yOtmH71AhkMtMBLoI1Op/YZp1XQTqOYRlrr2kzvytQYe66Aj70sWI9e4mW4kOkED/IyrPlnn66adnnC1T62ancS4kqy+//GStW181bylAsn12odAodVfhUqo8F5quKlu1apWxeXXw4MGJngupkHSy10k/zIWmMMi0JKx+Z7UeR5jtW+/RaoCW2b7TsPaQLjp08VG5eVXTpBSqeTUuFQEi1S3apJX94vP1Vzcb6/PPP1+lDL6j5x0KkGef7e6WLKlf62dYVTcbs9bLjjevarGr+GysLHb1HZ3840vCKiTiFzhaAVCr/IXvUKv/WdcbStvqp7oI0cVIaH7TRYouVgotNQES1LQkrJ6bxJfb1frZ9amZIFdahKjyMw/1qtKMq2rC0qyvqJnWg9H62OHkpgWxXnzxxWrXg4gvyYvv1LQkbE3frZXGdYXmQ605o6nWS0mfHxbi03HlM+5MU8Tr4iR8V7po0cVLoaQuQAJ1k1NTVvjiwoNO/eFqvez6tiKd1bRpr7jevU937dptXiVM1B2Yu5LM4lfJoceMLmR0QVPbkrz4jsKh8oqU4W+5pru7XOhuMexXPZrK5YJSx6HjCcem48yHLlJ0sRK+Pw2iLITUBkigh+qhOUHdfwuZvvWJBq5p2hGNZO/ceXcfIgMGXBYvhmqEdvrQa1AjinNZkhffjelQWISmZzVDZ3q+VBs1eaubrfal/y910bxTCDqu8Huj47V0Cgh0saKLlvAd5rOvIPUBIpqETF+Y/oiRP03OGLrqInt6WJqGhb9KKfQy0rPMfKiDg/ajpmxrN99i0fHpOHW8Ou58haWxCzFMoV4EiB5MESCFo0WKFCBaGxsoJi0rm2+AhGYrnZST0nFBxxlCJN/mrNDbiwDJEgFi0737QW7kyDv8GJDly7/y04VrsOEttxzjA0TLmQLFlG+A6IF0aLYq9zuPOB1vaM7K58E6AZIjAsSm8kPz+Esj1CdMGBJ/C1Cn8gkQdYlVryY9AyjXZx6Z6Lh1/KqHtYsvAZIjAsTm008nu6FDr3Y9ex7q17zWtCdaY0RrUMyYUdhRuUA2rAGigXRhnId6NyVZ6J2l+lgGCBIgOSJAgHSwBohGdut9Gl9hGeFdTnT8YZyI6pUrAiRHBAiQDpYA0dxSenagEd6lHiRYKKqH6qN65Tp3FgGSIwIESAdLgIQlGnQeSJNwXlP9ckGA5IgAAdIh1wDRrMh66KyTZrHntqprqo/qpfrlMvszAZIjAgRIh1wDJCz3kO/YiXIVxrSontkiQHJEgADpkEuAqIzmvmvQoEGdT8leKqqX6qd6ZvOdCAGSIwIESIdcAkTLxaqsFm1KM9VP9VR9s0GA5IgAAdIhlwAJa5gXeiXBcqP6qZ6qbzYIkBwRIEA6ZBsgWs5B5bSQUnwhqrRR/cKqlqp3JgRIjggQIB2yDZA+ffr4clq8qz5QPVVf1TsTAiRHnTp1c5tuurPr1++J+CYACZJtgDRr1syXqy+rPaqeqq/qnQkBkqMePQa5Pfb4kxs8+PX4JgAJkm2AhNX35s+fH9+USqqn6qt6Z0KA5Oi2295whx56nxs+fFp8E4AEySZAli1b5pdtbdiwYXxTqqm+qrfqXxsCJEcECJAO2QSIFl9SmSZNmsQ3pZrqq3pnWiSLAMkRAQKkQzYBMmzYMF/m/PPPj29KNdVX9Vb9a0OA5IgAAdIhmwDp16+fL9OuXbv4plRTfVVv1b82BEiOCBAgHbIJkN69e/syXbp0iW9KNdVX9Vb9a0OA5IgAAdIhmwC5+eabfZkePXrEN6Wa6qt6q/61IUByRIAA6ZBNgHAHwh1IQREgQDpkEyA8A+EZSEERIEA6ZBMg9MKiF1ZBESBAOmQTIIwDYRxIQREgQDpkEyCMRGckekERIEA6ZBMgwlxYNSNAckSAAOmQbYAwG2/NCJAcESBAOmQbIKwHUjMCJEcECJAO2QYIKxLWjADJEQECpEO2ASKsiV49AiRH99wzzgfIiBEfxDcBSJBcAqRXr16+7KWXXhrflCqqn+qp+maDAMnRkiWr3Isvzqj4wtbENwFIkFwCRGXWX39916BBA/fll1/GN6eC6qX6qZ7ZfCdCgACol3IJEGnRooUv361bt/imVFC9VD/VM1sECIB6KdcAmTx5slt33XX9SXPx4sXxzYmm+qheqp/qmS0CBEC9lGuAyFlnneXf06FDh/imRFN9VC/VLxcECIB6yRIgH374odt0003dBhts4CZNmhTfnEiqh+qjeql+uSBAsqBeV3rdddeb8U1e2B5X08+DTNsB1B1LgMh1113n33fYYYe5VatWxTcnio5f9VB9VK9cESBZCCf6I47o62bNWhTfXGMQ1PTzINN2AHXHGiArV650BxxwgH/vFVdcEd+cKDp+1UP1Ub1yRYBkIZzo9Wrb9rn45hqDoKafB5m2A6g71gCRqVOnui222MI/dB48eHB8cyLouHX8qofqY0GAZCGc6Nu1e97/c9SomdVuj6vp50Gm7QDqTj4BIv379/fv17OD0aNHxzeXNR2vjlvHr3pYESBZCCf6mTMXucMP7+tOP32gW7Xq+y+spiCo6edBpu0A6k6+ASJh7MTWW2+dcfGlcqHj1PHquPMd00KAZKHyif7WW1/3/96374Rqt1cWfp7pBaD4ChEg0qpVqyhEyv1ORMcXwkPHnS8CJAuVT/SLF690TZv2c0ce+aCbN2/JWtsriwdFTS8AxTV27FjfdVUnv7vuuiu+OSdr1qxxrVu3jpqzyvWZiI4rNFvpeHXc+Xj55Zej75AAqUX8RD9o0Hv+vzt1eqna7UFNPw8ybQdQWHPnznUXXnihf3isE194NW7c2IdKPkJzll7q3bR69ep4kZLQcYTeVoVottJYkTCgUq9CLfdbbwJkzZr/uebNB/ufjR376Vrbg5p+HmTaDqAw1EX1hhtucFtuuaU/6WnSwJtvvtk99dRTbu+99/Y/U6goXBQyVnogrV5N2p/GV5R6sKE+P4zz0HHl88B8yZIlrnPnzm7jjTf2+9t2223dfffdV5C7D6k3ASIhOJo1G1Ttdqnp50Gm7QDyp5DYY489/ElvvfXWcxdffLH77LPPou0aTKcwUaiojEJGYWMdJKgusWGciJp4NE1IsefO0ufpc0MTk47H2lVXi0w98sgjbscdd/T72nDDDf2+Fy1ae0xcPupVgEjHjiOibdVtr+nnQeXtb701x48xOeaYh91JJ/V33buPdl99tSL2DgDZ0qSATZs2jZpajjrqKDdhwvedX+IUKi1btvQho/IKHYWPhcJHI7s32WQTvy89bFbTUV1PBa/963PCw219vo7DGoZvvPGGO/zww6Pv8JRTTnHTptXNYnr1LkBmz17sGjXqW+P2mn4eVN5+ySXD3ejRsypSfYX74ovlrmfPMe7yy1+IvQNAJgsXLvQPicPV92677eYef/zxeLEaKWQUNuGkqRDKZYbayvS84Oyzz46euejuRos2FXplQ+1P+w1NdPo8fW6uc1sF6pn2hz/8ITrufffd1z3//PPxYgVV7wJEND9WTdtr+nlQ2/Zly1b7uxEA2fnmm298j6ptttnGn/Q222wzfzW+fPnyeNGsDBw40IeP9qUwUigpnCwUQOeee65frCkEk9Yev+yyy9yTTz5ZpUktGyqv9+n9YQ1zvbR/fY418FasWOGuv/56t/nmm/v9qcvvbbfdVpQOAakNkFLQaHfdlQDIbMSIEW6//faLTqS/+93v3OzZs+PFcqbwUQgpjLRfhZNCSmFlMWfOHL9cbFhjvfJLzU6NGjVyF1xwgQ8rfW546b/1c20PzVOVX9qf9qv9Ww0aNMjtvvvuURDpjmbBggXxYnWGACmQadMWuFNOGeCmT7dd7QD1xfvvv+9+/etfRyfSQw891L322mvxYnlTGCmUwucorBRa+dCx9+nTxzVv3jy608n2pfJ6n96v/eRj4sSJ7pe//GW0b/17KUbVEyAFMH78HB8eEybYuxICabd06SrXvftDbostdvAnvR122ME9+OCDeQ+Oy0TPGhRS4WSr8Mr3BB4sW7bMn7iHDBniez317dvX333on/pv/VzbVa4QdHehu4zQrKa7D92FlAoBkqcRIz5wJ5/c3737bm7toUB9oTFYTz891Z1wwqNun306VARHY9epU6eidpNVSCmsFFo68W600UbuqquuKuox5EPPM26//fZoShM979BzDz3/KCUCJA8DBkxyp532mPvoo8L2rQbS4u2357nzzhsadT654orn3MyZ8+LFikaBofBSgOhEvP3227sHHnigzu+C8qGeVOpRpeNVDyv1tMp3LrBCIUDyEP4o4i/1xgLqM80517nzyOhvQoN3NZC3XMyYMcOdccYZUbPWIYcc4saMGRMvVlIau6ExHOEYNbZDYzzKCQECoGBWrPjG3XffeD9xqYLj2GMfcU888Y779tvyvML/17/+Fc3wq1eLFi3cxx9/HC9WVBotrlHjGj2uY9Jocj1P0ejyckOAACiIF16Y4U499TEfHFqD56ab/u1nwi536t7797//Pepqq9lvu3btWrAH39nS/FSap0rzVek4NH+V5rHSfFbligABkJcpUxa4li2HR81VrVs/6z744It4sbL3xRdfuDZt2kSj4XfddVf32GOPxYvViVGjRrmDDjoouhPSzLnWEenFRIAAMNH0PdddN8oddtj9PjjOPPNx9+qrM+PFEuedd95xxx13XHQyb9KkiRs/fny8WEHMnDnTnXPOOdFnaQJFrdmRFAQIkDDhSr8mmbYHoZym9qlOTftZvXqN69dvop+2R9uPPvoh9/DD//U/T5Nhw4a5Pffc05/YNVmjJm2cP39+vJjJ0qVL3TXXXBNN3Kj1Oe69996CTbNeLAQIkDA1ndiDTNuDUO6II/q6WbPW7ope3X6WL/8mWg5Bdx7dur3qFi4s7rOCYtKMuDfeeGOVNUk0/Yh1plx59NFH3c477+z3pwfl7du3r/MZf+sKAQIkTHUn9soybQ9COb20LEFcdfv5+utV7sQT+/s539577/Mq29Js3rx57qKLLoqmjd9rr73c8OG5zXun1RM1L1ZorjrxxBPdlClT4sUShQABEqa6E3tlmbYHoVy7ds/7f2oy0Oq243vjxo1zRx55ZBQCxx9/fEWQvhcvVkV8SV6tpvjMM8/EiyUSAQIkTKYTe6btQSg3c+Yi3+329NMHulWrvm+Dz3Y/9dGAAQPcLrvs4gNBvbbatm3re3FVpiV5e/bsGS2Xu9VWW/lVFPNp/io3BAiQMOHEnumVSeVyt976uv/3vn2/X/0v2/3UVxoncu211/pxI+FBeO/evf24kqFDh9a6JG9aECBAwsSDoqZXJpXLacBf06b9/AhyTUMS346azZo1y0/THpq1wsJOeh199NG1LsmbdAQIkDCZTuyZtgfxcoMGvef/u1Onl6rdjtqNHj066varWXNzWZI3qQgQIGEyndgzbQ/i5TTtevPmg/3PNPFhfDsy06y+mrcqKdPE54sAARIm04k90/agunIhOMJYj/h2oDICBEiYTCf2ytvfemuOH+OhUeMnndTfde8+2n311XeLENW0n44dR0TbqtsOBAQIkDCZTuyVt2vA3+jRs9yiRSv83FU9e45xl1/+wlrlKps9e7Fr1KhvjduBgAABEibTib227VrsTHcjUls5zY9V23ZACBCgHtFoc92VAIVAgAD1xLRpC9wppwxw06cvjG8CTAgQoB4YP36OD48JE+bGNwFmBAiQciNGfOBOPrm/e/fd9E2lgdIiQIAUGzBgkjvttMfcRx+tvd4HkC8CBEix0JMq/lJvLCBfBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIDJ/wOYPQWMzbuehgAAAABJRU5ErkJggg==)
PN: 7666-1-04
CAS: 52411-33-3
Molecule Weight: 276.42
Formula: C14H16N2S2
![3-[(2-Aminophenyl)thio]propanenitrile](data:image/png;base64,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)
PN: 7666-1-W7
CAS: 4327-52-0
Molecule Weight: 178.25
Formula: C9H10N2S
PN: 7666-5-01
CAS: 179104-32-6
Molecule Weight: 201.71
Formula: C9H12ClNS
TSCA: Not listed on TSCA inventory
