| Product Number | 8666-1-S7 |
| CAS | 77275-43-5 |
| MDL Number | MFCD31380728 |
| Molecular Formula | C22H24N2O5S |
| Molecular Weight | 428.5 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![9H-Fluoren-9-ylmethyl N-[(2S)-4-(methylsulfanyl)-1-oxobutan-2-yl]carbamate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA1kAAANZAERngfYAAADC3pUWHRtb2xTb3VyY2UAAHicjVZrT6QwFP0rN3xeSx+0UOOMMZpNNtE1Wd3sfttUpirJAAbw9e/3FHwMjA4GSNvbc27b29NbDg6fyjU9+KYt6moRCcYj8lVer4rqZhH9vvy+l0WHy4McIACrdhHddt3dfhw/Pj6y/NaX7qmuWF6X0dC//9QWI8yjYnVzE0vORfz37PSi5+wVVdu5KvdgtcV+2xtP69x1/Sw+GSIuXfNQVPEAj8vmYfD2T/LwcvbUrqL3tRyj7whUui7Wnq7rpnQdPUjO8PJvdOMr37jOr+jqGWbFEqx9eXB2Uuf3pa86VIOHInfri665z2Eo67XP7+EMlR8ni6gUEbmr9qLzja8XEVAeHlxXl0dN454p1ALOCXKSnCKXkNPkDLmUXEbOkhMcH/oFAAIIAYgARgAkgBKACeAkcDL4AU4CJ4GTGpu19mG2l893HkumCzrun5/4zvEc73zOEX+5iDKmbarJMqswDSGYNElGQsKcaRIKdgwrNOzakjCwW/NepuhX6LfoN5YQXsO5ISkZ53CLMsmUIoTYZjYlqRmXXJJMmE6S3s5VagNOmqFME5WRFCwVgRd2LOXBf6oQKrRTg/BM5hXRM5aSMJMkkhTLUhRfaBkmss8hmnNNmlmjA1JmWqElEm4BMalRKJQ2mBOWhB3hTOs0oz2UmUlDiYgggkzYLIBUIs3riIZZnUjoJX4TzPLgqq5WG1UqVovoKqgMkF/+upUvYoqobla+wYENDgJ0kyDHhCC93QQ1JgSh7iYkY4KeJegtghkRAnI4R8s/A/ulte3KjF2Fw7R77HRMCEfvjSA/ImRbBLt7BDsm9Md6NyP0jza1TwMznKkQ+rQxw5loYUgzb5yjDzkTOQxpaYYzUcSQxmY4E1EMaW+GM9n9IU3OcNIPYjDHmWhgSMUzsZ7IYEjdu8eRUx30qX6GM9HBcDXMcKY5ob9KZjgTHQxXzwxnqgMx4nycrqY6yL4wjtlKKHImBcmJDF5v0O1MEG+k4fj10kd164cg3vhbiPGPtPwPIWSnv9iQA6gAADGESURBVHhe7d0JnFVl/cfxFHAJc0Mww8wINFFfLpH611RSAdHMECMIEaHQRNBAQNBc0szIAFFCohQXFCnR3FckE9JUUhHEBUVcUEBFVHBB/P3v95nuNDzMvXPnd5c5987n/Xrdl3KeMzNn4N7zPc/+JQMAwOFL8QEAAHJBgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQICgvzz5r1rWr2RZbVL30//PmxWcBKAECBOXjpZfMWrY0GzPG7K23ql5jx1YdUxmAkiJAUD569zY7//z4qNl555mdcEJ8FECRESAoH9tvb7ZoUXy06thXvxofBVBkBAjKR5MmZh9/HB81W7PGrGnT+CiAIiNAUD5ataIGAiQIAYLy0atX5j4Q9Y8AKCkCBOXj+efNttuuauRVzVFYOvbCC/HZAIqMAEHyvPii2THHmH3zm3GJ2TPPmB15pFnz5lWvLl3Mnn46PgtACRAgSI5Vq8yGDzfbZBOznXc2u+22+AwACUKAoOGtW2f2l79UdZKrVnHRRbWPtgKQKAQIGtYjj5jtu6/ZRhtVTQZ84434DAAJRYCgYSxZYtazZ+odmHoL7ref2b/+FZ8BIOEIEJTU2tWrq4bibr652Q47mF1zjdkXX8Sn/c+nn5r97ndmPXrEJQAaGAGCkrnhhhvsuK9/3Z7adFOzUaPMPvwwPmV9f/+7Wdu2Zs2aVZ0PIFEIEBTdk08+aQcddJB96Utfsm7dutm7L78cn7K+BQvMjjiiqnmrc2ezhQvjMwAkAAGConn77betf//+tvHGG9uee+5pM2fOjE9Z37vvmg0aVLWuVbt2ZnfcEZ8BIEEIEBTcp59+aqNHj7Ytt9zSWrRoYRMnTrTPP/88Pu1/1q41mzDBbNttzbbayuzSS80++yw+q+GwiRVQKwIEBXXbbbdZ27ZtrVmzZnb66afbe++9F5+yvgcfNNt9d0tVU8x+9jOzZcviMxoWm1ihgekzdPfdd9uoUaNsjz32sNdffz0+pcEQICiIBQsW2BFHHBH6OTp37mzPPfdcfMp6Fi1aZBcde6wtVj/HwQeb/ec/8SnJwCZWKKFPPvnEHnvsMbvsssvspz/9qbVr1y58pvTaZpttbLPNNrPvfOc79tFHH8Vf2iAIEORl7dq11qlTJ2vatGl4s99RR7/FBx98YGeddZZtsskm9o1vfMMW3nRTfEqysIkVikgPWtdee60NHjw4BIM+FwoLBcX+++9vZ5xxht14442pym5Vbfepp54KTcNHHnmkfZaAZl4CBHl59NFHwxtezVXq+8jkiy++sKuvvjp1z/2qffnLX7Zf//rXtkYbQSUdm1ihQDSo5O9//7udffbZ4aFrq622qq5dtG/f3vr27WtXXHGFzZ07N2s4aDDKpptuan369Amfq4ZEgCAvzz77bPgA/CvLTPI5c+ZYhw4dwnmqlr/22mvxKcnFJlZwUBPTww8/bGPGjLHu3bvbTjvtVB0W26dqtccee6z99re/tQceeMBWaRHReropVXPX6MYRI0bERSVFgCAv2QJkxYoV1rt371CuAJk9e3Z8SvKxiRXqsG7dOnv66adt8uTJNmDAANtrr73CzV3v+y222MIOPfRQO/PMM23GjBkFfXhSP4l+xrhx4+KikiFAkJdsATJp0qTQZKWmq4auaruxiRUiS5YsCWGgUDjkkEOsefPm4TOg0FB4nHzyySFMnnnmmaK/79WfqJ87bdq0uKgkCBDkJVuAVAw2sWr0FAQaQrtd6sEh3RSlQSBqnlIz1T//+c8GGRml61LfiTrfH9SQ+BIjQJCXRhEgaPTUj6f3+YknnhjmOi1L0HwljYTs2rVrGJ31nxIPhydAkBcCBI3B0KFDbYcddgj9HYWk5rDFixfb/Pnzw3/1Zw/Vfvbbb7/QZPxyXWvNFRABgrwQIGgMdt55Zxs4cGB8uF5eeeWV0DeikYhqDtNQ3HRzWM2XjmvtOA3TVf/hGzlusqZBK7vssktYCWL58uVxcVEQIMhLxQfIX/+q6cHxUbMZM6rmgqDiPfHEE+E9XudioLVYvXq1TZgwwf7v//4vfA9NuNUEQU0c1JyPe++912bNmlX9uueee+zyyy+3QYMGhYmFG220UegkP/zww0NHedY15awqpFRT0qjHD+vaLqEACBDkpaIDRGsOpX43e+ih9Y+nnvTC8bvuWv84KtLIkSND53ldN++a1KR0wQUXhMVEtS6c5n1o7kZ9b+orV660KVOmWMeOHcPn7Fvf+pZdo03YskjPVu/SpUvWCYmFQIAgLxUdIIsXVwXFAw+sf/ztt6uO3377+sdRkbREz89//vP4cEaqKbRu3do233xz++Uvf1mwuR+aa3L88ceHz5v219H6c5k8lHroUVPYCSecUNShxAQI8kKAoJJpLofe32paqotqCz179gzn60b/6quvxqcUxD/+8Q/bbbfdwpJAV111VVxcbfr06aH5a/jw4XFRwRAgyAsBgkp2/vnn29Zbb511nTd58cUXQwe2VszVjbvYtI6cZr3rs6cJjZlqGepP0TljNfm1CAgQ5IUAQSXTaCmNhspGnezq61CtoJRDaEUd9Kpl9OvXL2OIqA9H52hV30IjQJAXAgSV6vnnnw/vba2gm4n6Jbbddls78MADQxNWQ7jhhhtCQKgmkslJJ50UZqtr8cZCIkCQFwIEleriiy8OiyF+XNty/ilLly6tHjL7/vvvx8UlpZqIPoeZ+kTSs9W/8pWvhOXiC4UAQV4IEFSqfffd137yk5/EhwMNj9Xcjh133DHs85EE6hNRx3qm0Vmak6I5KFpOvlBNbQQI8kKAoBJpQp4m8f1VE0lrceGFF4b5Hf/+97/jogajjnX1w2iIb6b+kJqz1QuxnhcBgrwQIKhEl156aZjHUdsKu9qGVnMszjnnnLiowWmIr4Iv22RDrblVqNnqBAjyQoCgEql56kc/+lF8ODjuuOPsm9/8pn1S2xI3CaA5KJqxnm3mvDr/taVu586d85qtToAgLwQIKs3rr78enuKvv/76uCgsl17XE35D01Imusa6hu0WYrY6AYK8VHKArEwFyPmp3+3lKEA+TAWIjj9PgFQkTb7TkNfaRlZpSRNtJJXt6T4Jvv/974cFGOuiPh4NAR42bFhclBMCBHmp5ABRW7F+t3jsvEbd6PjtBEhF0h7mRx11VHw49IdoWO+vf/3ruChxtAy8giGXpeC1KrDez6effnpcVCcCBHkhQFBJ9G/bpEmTWudTaCdC/bu/9NJLcVHivPfee+H3UJDUZdWqVWGZ+TPOOCMuqhMBgrwQIKgkkyZNCjfTd955Jy6y0047LXROlwvtJ6IteOuivhL1mXh2QyRAkBcCBJVEo5Iy9R1897vfDWtOlQsFntbyqkv37t3DdrgeBAjyQoCgUrz77rthcuDEiRPjojBKSf0ff/jDH+KixNJggM022yzrPu6ana7Z66NHj46LckKAIC8ECCqFdv5Tx/Nbb70VF4VZ2/o3z7awYtLccccd4Zpr+33Sbr755nDOokWL4qKcECDICwGCSvGDH/zADj744PhwoI5z/Ztr3/JyoVnpumbtVZJJr169bO+9944P56zeAaILyiRbmSxcuDDM4tTyx1oVUmu23MW+0mWNAEEl0EgkTaq77LLL4qIgvTPh448/Hhcllq5V16xZ57XRTHrtna51vbyy3/FrkS0kspUpBbUKpNoQ1duvf7CHH344bPyO8kWAoBJoTw2NRMq0f3kl1kDSTVyZVu/NReY7fgbZQiJb2U9/+lP7zW9+Ex9GmSNAUAnUMqKlzjOpxD4QbTKl1XvzkfmOn0G2kMhWVsg16JEcBAjKXS4jkTQKq3nz5jZmzJi4KLE0wzzTKCwtoKiuhF/96ldxUb1kvuNnoA9OtlcmmpyTaWevSqMlD7QsgNbTOf/88+3TTz+NT6kIakP95S9/Gf7d1RT56KOPxqeUtXSA3HvvvWF5b7WRay2kdHNGpQWIbjSTJ08ON50ePXqEYa2NQa4jkTQx72c/+1l8OLEGDx5su+++e3w4uO+++8LvrIUX85H5jp9BtpDIVtZYaiBTp04Nu5TpQ3jAAQeEceWavVpOVd9c3HLLLdamTZvw+7Vr1676AWLPPfcM48+1lEK5SwfI17/+9bAshJo49BTasmXLcFxLW1QKtZdrNI76AfR7qnNVT6jaKlXboVayXEcinXLKKfbtb387PpxY+ndU10FtTj755ILMqs98x88gW0io7M9//nPYrGSnnXayv/3tb9Vl+kV++9vf1ji7smjEw4EHHhj+DrQev24+opFnejrX8SOOOMLmz5+//heWmXnz5tlhhx0Wfh/tsfz888+H43/5y1/CE3o6SBSgWib6n//8Z/QdysMLL7xgnTp1Cr+LtjbVKBzRUt96Otdx7ew2e/bs6CvLi96nP/7xj8Pvowee9A57avPX07bmRegp9sEHH4y+sjKkRyJddNFFcdEG0jUVz5IfpfbBBx+EVh/VKGNaSbhVq1Y2YsSIuKjeMqdBBnUFiJpu9ObTaIXtttuuukwjAb761a/a2LFjw4dQo7B0cznyyCOrz9GWjGqPLCfqoFJnlD5oe+21V8ZRGnfeeWe44egfVUsMlFvzgNYGOvXUU8P177rrrnb33XfHp4Sbj2pf6RBJv/TUptF3y5cvj78kcbSE95lnnhmaH7Vp0LXXXhufEqhZS0tb6PfTE2ym0TtJpWbWc889NwR969at7brrrotPCbT/heZG6Pc89thj62zmKSdaqVYPdfrdcunD03tDf1/lMBt9+vTpoTaprXljukfpd37sscfionrLnAYZ1BUgaY888oi1b9++RmnVVpDdunWzrbfeOswD+d73vrfejUhPPGrq0kqYtXX8JIn6NS655JLweygotQhbXXsEqONKbz7tBKbmAXVyJb15QNc3fvx422abbcK/mx4Asu1gpocHLYcdh4heqqH85Cc/2aBTOgn0flPtWc1TWrJCIwbr2nFOHauavawHI3XCXnDBBeEhKOm0UVK6mVWdqLVt2xq76aabwj4YCtazzjorPOGWq7lz54YWETW/6t9a70vVvnJ5eO3Zs2fGfoUkUdjrd6qN+kbULOvdRKqmzGmQB90s9Oa8//7746Ksli5dGpo99PXqsFIIJdGtt94a2g/1BlQn8sqVK+NTstKTuDpj1a6uN2MSb6iijjYN89N1qs10xYoV8Sm1UuikO9czvb797Q525ZX3pWo2dX9oi03zkfbZZ5/wxKbVS9988834lKx0Mx05cmS4Eanpdtq0afEpiaBmVm3Vqr//ms2suVI4ai8MhaVCU0uFF+ImVAq6TvVDph9u1H+nSYPaE/zJJ58MQXL00UfX+RA4c+bM8PX6bCSVmth0b/rjH/8YF4W/B9U4PUu316YoAaKL1HaJO++8c1yUE1Unk9g88MYbz1q/foeH61LTW7r93yupzQNqbtSyDroufeAyzWStiwYU6GYTh4de22/fOfWQ8Cfbf/8/27Bh99mcOa+lagGlvRktXfqhDRx4WSo4Ng4djvlW6fXvp3209fupdv1U6kk3EVIPZm+ddJIdmQrIbM2sudLnUU/w+j07dOiQ+rebE5+SGKpVqKafHuih1S9mzJixQVAoEFS7ymW1XYWwXkmlh7cWLVrUWrPUvVV/D4Xqmyx4gKgarycytRGrOcor3TygDvmGbh746KN37MYbB9ovftE0VXPYJVWzKuzyK0lpHlC/lLa21HUo/GsOgvBS+KgvoWZ4NG/eJlUDOSsESM3X0UffYJMnz7VlyzZ84xfSxx+vtUmTnrADD7zKDjvs8lSN4Y6CPkmrw1nLaJ+48ca2WsM+ly2LTykNDR/XwJWvfMVsu+1s4Z/+tMGNMx8aQKAA0b9p7969Q99mUqgWqc+SmorVb6eBD+kBApnogUe10LPPPjsuWo9aDPQ717XneEN49dVXbfPNNw/3y9qof0+1x0J1ERQ8QNRGrvZyNfEUYpijbqajRo2qbh4o5T/aunVrUzWpy23IkG1Tqb516o0zJvUBzNz+n4+GbB7Qm0mjqDQyQ8NUNSKlkHN2NGBA+yykA2THHbtvEB41X9/97uTU3/c99vDDr6b+vgvzRk+7++6XrGvXqaknyL+kqviPp55Qi/PvqRv1YjUhpJ4EbcstzX7/+6obeqnccotZmzZmzZpZ6g1sVs9m1lzpPar3arofSO/hhnrQE9Xq1QyuhyD1NQ4dOrReo6bUR6n3qIYvZ6ORa/qdkzZcXU2T6t+qrfYhepjTYJhCKXiAFIvmkKSbB4YO/V4qaZ+MTymo5567384/v32q1tHErr9+QCrISjOCSE9xeppLNw8Ue5ioqrIapqonrz59+uS0h7KHQkoPAttss3fq6fziDUIj0+vII68PN/qPPsrv5rtgwXLr1+/v4XsOH35/6gm1RLU83WAGD9ZMWrN27cyKPfnw2WctVa1SR6SlktIsz2bWXOlBT0/8unGrNq1adakoxPSw2rFjx/C5Ue153Lhx7pq8ntI1qjJbDVz9tardqOm5VA96ddHfuX7/TH1w6utReSGHZJdNgKQ9+ujMVPVsDzvllI3t2mv7p94khW0eWLbspdTTxzF28slfsksvPcReey2/mZpealdONw+ovbnQ/UB6KtOIEn1/7UZWqlnk99zzpB188NUbBEW21/HHT3fXRNRJf8EFs0KtpmfPv6U+RPXrIC8YLVjXqVPVjV3/fe65+Iz8aAvWgQOrgmrXXc0aaJVr9QPppqr3lfr3VCMoFtV01FGs4fH6eeqX0E0/32Y6BYIe4jQQKFt/kYbm68ErCfPbNFxXLT/6TGeipjn1jRRy5GfZBYisW/d56h/2j6maeQs7/fQt7b77fp/6S8nvCfXjj1fZjBkjUp/BTVJPyjvbE09Mj08puWI0D6hTUcurqJ1U/UvXXHNNyZ+gXn75PTvuuOkbBEWm17/+Vf+29c8+W2dTpjwVwurww69N/ds+V/JO+lqpWbdt26qmpdNPr6qh5EM3g8svt9Tdw2zrrc20VlOWYdalon4CjTDUk7xGHGp4d6Ho6V+1Wd0M1b+hZptCPwBpqLomkqoZLD2JtDb6LClE9DlqKBoFqtGSCtJsI0I1f6t///7x4byUZYCkrV79Xqq6Njh0bv/qV+1S/9D1bx744ot1Nnv2VTZs2PY2eHDz1FPFhak3T+Ha/wuhZvOA+oG8zQNaslrjv9WfpKcRDWFsKGqSGjLk3g3CIn6pL6S+Zs1anHoKnhZGeP3hD3NSf3/5PVwUnPpCtHCf+kbUR1LLFqo5mTnTTKupNmliNmCAWY7DrEtFT7rqS1BTj27EWk8s2xyiumhAhoZZ63Og2eNDhgyxxfUcilwf+nxoOsHXvva1rD9HQ9wVZA0RIprcqJqXwlRrtGWSXvS00PsvlXWApC1d+pyNG9cpNDtNnPij6uNr1rxvt9wyMoTLaadtnroJ72iTJh2fqmZX9St8+unqVPVzv/B1V111QuphsP5PuqUUNw9oQlQu1Pap4Yv6Oi1bnZQ1yVTx0agrNS/FwaHXAQf82ZYseT+cqz8PHnx3+JqYytIuvXRO+POgQXelPvSZn8YS4e23zfREmHpKt/gpV30Z6sPYYouql/5/3rz1z1Gt49BDzfJcEK/YNIhCqy/oJqunZC0zXh86P718jvpXtCKuRgyWgmpOGhCkp3etxlAb9e9pnaxSN2dpVWhNd1BAP/HEE3HxejQqSyFe6IVdKyJA0lQDmTHjrOo/jx/fJXSAL1v2Yupp6JPUG2CxPfbYVLvkkqp1/z/7bE2qBjModUOtexmDJFEnWLp5QLP3MzUP6A2mce06T4scam5OEs2evcQ6dpyyQYBcdtn/miX057PPnmnTp2+4lljNANF8En2/svJ+VUhW05Nky5ZVzVHay0GvsWOrjtV8yoy/LuG0Dlx66RCtD6d14jLRKMArr7wyLIOT7qf761//WtD2+1zpwU1TEjRXKNts9XRz1g9/+MOij85KLxukZuhc5mnp86/RaYVWUQESU61DtZBKlK15QE8Z2ttA1XxVbSdOnJh3x2KxvfbaKuvR42/V4dGp03XrjbzSMTVFdet2k73yyvo1i5oBUhF699bdKD5qdt55ZkW4CZSaZoS3bds2zJbWjOiaN1utLXfOOeeE5YG0AkL37t0TMVFRtXgtW3TUUUdlDTF1rOszqX7LYkw50PI6an7W352arnJZNUELgyqEtYJGoVV0gFx+eVebPLlHaLJSbaMSqXlg0KBBoXlAs23PS91k0h9OLWxZ7CehQlqzZq2NHPlACIRbb13/6TQdEhpF1afPLakP8f9GZVVcgGgCbm2rEuhY6sZUCfSQ87vf/S485CgsNIG1b9++oX9ON2oFS20LATYkLc2k/hctnpqNburpFY51ky/Esid6AFQfi5Zg0TVoH/Nc+5PUrKalWvIdgFObig4Qjay67bZzU3/Ze6VqI5ulkruN3XzzsIqslWhf4/SyKBoPr4Ury9Wdd76wwYipmiGhpq0JE/43q7jiAkSd4rVN5NQNQMN0K4hqHGpm1ftWYaKJfOoYTioNRFGTsEaB1UUj0dJrj6nJWb9bfSY1iprPNPpSg2fSfZjZmv5qo+kACrRiqOgAqUmjrd58c75NmdLXrrji6Li4Ymi0RSWqGRIaotu79wx76qmqvZ4rLkBatar4GkhMTa2Zlt9IGnXi62auNbZyoQUYNT9D80r0deqQ19BmrdqhAQKaa5J+6c/6/gpVdd7rfK0OMWDAANecGo0eU7+Md+RmXRpNgKStXr3STj/9K/FhJFwcEppLogmG6ieJy8per16Z+0DUP1KBtBqCRjKVCzW5qSaijv1caeSYJjrq99TwYAWDAiJ+qblJtQYtOaJtkzMtS5ILhZGCq1hD9is6QDTa6rHHrrcVK14OEw1XrHjFpk49JfSNoLzUFhI33vhs6j47q9aysqblR7QZm0Ze1RyFpWMvvBCfXRGOOeaYsAJ0uUjPVlefTT6jG7V0kWoJaoLWfwu9IKV2SdXQ/2Kp6ABZtGhO6EQfMaL1f/tAvpm66ZyWSvTy2g0QtQeI5oRovkdtZWVP80K0W2fqKTW8unTRTLr4rIrxi1/8IuzJUk7Uia1FQjUKMpehtKWgScdqMtMABY0Yq09Tm0dFBwiA8qAVoPPZ/qGhqGlIzU2aj5FttnoxaDix+kW0Hpj6TLSFQLoZTAMSNPlSm2QVc1ACAQKgwWkba/UpFHqmdCloIq+GzqtzPNddOz20goQ6w7VhlJqmtJ6dwkJD9tWHNHDgwLCHUikH0hAgABqcNqDTzVAbIpUj3dxzma2eK83f0rpVGsKrviGNUkvXLjQ6S6O6tGS9dhgsxvyOXBEgABpcerG/JMw699LadLnMVo9p2RZtp6w92rV1Q3r7Xb00q13fT8ukaIivJg4nCQGCspCtozxbGcqDnrh1w8y2iVM50OTBumara8TVtddeG1aQ0HBena/fXcNtDzjggDALX8ugZFtdNykIEJSFbCGRrQzlQ3ve6Cm83Onmr/6ckSNHhgVNtfaX1q9K7y+Srl20b98+LN+iUVKqveS6NEmSECAoC9lCIlsZyoc6oocPHx4fLku///3vq4NCLy2uqPkYWpdKtZRSLUdfbAQIykK2kMhWhvJx6KGHhj6ASnDxxReH1YQVGIXejjpJCBCUBYVEthfKn8JDIVLutBqvliMZOnRoXFRxCBCUhWwhka0M5UPNV2rGKnfadrdVq1ZFncCXFAQIykK2kMhWhvKhDnR1pJczDcdVB/rkyZPjoopEgKAsZAuJbGUoH1rZVh3O5bQJWk1aYFHDcPfee++wT3pjQICgLGQLiWxlKB+aRKgAKeVSHIV03XXXhet/+OGH46KKRYAASAQtY6IbsJY1KTfas6N169ZF2/kvqQgQAImghRTVf3D11VfHRYl3zjnnhMUNy3UtLy8CBEBiaEFCLe1eTl555ZWwDMm5554bF1U8AgRAYmhTKW0uVU66d+9uO+64Y15bz5YrAgRAYmjpcm1vWy5mzZoV+m2mTp0aFzUKBAiAxDjllFPC5kjl4PPPP7e99torbO6kIbyNEQECIDEuvPDCsPBgOZg0aVLo9H/88cfjokaDAAGQGOmtbZO+tPnKlSutZcuWWff9aAwIEACJcc8994Q+hSVLlsRFiaJ9ybX74NKlS+OiRoUAAZAY8+bNCwGivb6TauHChdasWTO75JJL4qJGhwABkBja8zvpW9t27drVvvWtb9knn3wSFzU6BAiARNGM7qRubXvXXXeFgLv11lvjokaJAAGQKNoTZMSIEfHhBqeO/V133dUOP/zwuKjRIkAAJMohhxxivXv3jg83uDFjxljTpk3LdrXgYiBAACRKr169rGPHjvHhBrV8+XLbaqutbODAgXFRo0aAAEgUrYfVpEkTO/XUU8PKvBqZ1dAGDBhg2267rb3zzjtxUaNGgABIjGnTpoWJhDvvvLPtueeeocNaL825OOyww0LfiDqw33zzzfhLi+app54KgXb55ZfHRY0eAQIgER544AHbZJNNrG/fvtVrS33wwQf20EMP2ejRo61bt25h06Z0qOj/dUxlOkfnFoP6ZNq3b29r166Nixo9AgRAg/vPf/5jW265ZZhjUdeNWrUP1UJUG1GtRLWTdKio1tK/f3+78sorQ81BCx7mI71P+/333x8XwQgQAA3s5ZdfDhtJ7bfffu49NdRPov4S9ZuoD0WjpXTj//KXv2wHHXSQDRkyxKZPnx42f8rVmjVrQlNaOS0vX2oECIAGo9FNmvexyy672IoVK+JiN93858yZY+PGjbMePXpYmzZtqmspLVq0CKGglX+19pYWRqyNytWk9tJLL8VF+C8CBECD+PDDD61Dhw62ww472OLFi+PigtMIqttvv93OO++80FS2zTbbVIeKAkxzT8aPH2///ve/Q62oefPmNnz48PjboAYCBEDJaVZ3ly5dwtwK9VU0lBdffNFuuOEGO+OMM0ITmvY2V6BstNFGofaxatWq+EtQAwECoKQ0wuqEE06wTTfdNIyeShIF25NPPhnCRJ3z+XbCVzoCBEBJDRs2LMz1UKe2l/YLUbPX/Pnzw38LvX+IQkQ1kQcffDAuQg0ECICSGTt2bLgx12dS3htvvBFGWPXp0ycM01XNJd13UfOl4yrXeTpfX5cPjcDSqC5kRoAAKIkbb7wx1DxGjhwZF21ATUeala6Vb/U16pP4zne+Y4MGDQrho9FTs2bNqn7pzzqucp2n8/V1+np9H09T1NChQ0MH/7p16+Ii/BcBAqDo0rPMc9lD/JprrgkbNqlWoUUVp0yZknGobSY6X1+nr9f30ffT960PDQPW1z7yyCNxEf6LAAFQVHPnzg0d0kcddVTWWeYLFiwIk/500z7++OPt6aefjk9x0ffR99P31ffXz8mFOvu1XIr2P0ftCBAARZOeZb7//vvb6tWr4+JqV111VZg1vttuu9k//vGPuLgg9H31/fVz9PNyoSaxnXbaqXptLqyPAAFQFMuWLQuzzLWLX6ZZ5roxn3nmmaF2oCXTNYO8mPT99XP08/Rz6woG9a/oXE0uxIYIEAAFp1nm6szONstcN+9+/fqFzu4JEybExUWln6efq5+fLUTU+d6qVatEbrGbBAQIgILSZLzOnTuHWebZ+jFUA9BNXDPBG4J+rn6+riMb1VjUCY8NESAACkZP81pTqq5Z5uqDUNNQqWseMf18XUe2PpF77703nJMtDBsrAgRAwaRrFdpHIxONglJHtp7sk0DXoevJNDpLNSotvHjuuefGRY0eAQKgIMaMGROe1K+44oq4qJpqKBpKq9FQxe4wz5WuQ9ej68rUH6JdErUrIdZHgADIW7o/YdSoUXHRejSZT7PEizVU10vXo+vKNNlQy8ArHJ977rm4qFEjQADkRdu95jLLXCOa1BmtSX1JpOvS9dW27Mknn3wSJkNedNFFcVGjRoAAcNOqtbnMMhethaWn/Ibc/yMbXZeuT9dZm169etnee+8dH27UCBAALosWLQpzJOqaZZ6mhQ2///3vx4cTRden66zNzTffHJqx9HujCgECwEXzPL72ta+FrWLroqXV1UeiZdaTTNen66xtKXiFpEZrjR49Oi5qtAgQAC777ruvHXzwwfHhWunG3KRJE3vvvffiokTR9ek6MwXdcccdF2pcqEKAAHCZNGmSNW3aNKcayIknnhiWNikHuk5db2002kz9JK+99lpc1CgRIABc3n777fC0nm0Wd9oee+xhp512Wnw4kXSdut7arFq1Ksyyv+yyy+KiRokAAeB2yCGH2NFHHx0fXo929Ntss83qtY1tQ9J16noz7UT4gx/8IOemu0pHgABwGz9+fHgif//99+Oiam+99VYYvXTHHXfERYmk69T16rpro50O1dGeqbwxIUAAuL3++uuhT2Dq1KlxUbUXX3wx3JCTNvs8E12nrlfXXZt3333XmjVrZhMnToyLGh0CBEBeDjjgAOvWrVt8uJpWsdUN+fHHH4+LEknXWdfqu506dbIjjjgiPtzoECAA8nLppZfa5ptvbh999FFcFFRaDUTqMwKtkhEgAPKifc/VjJVpCfdK6wOR+oxAq2QECIC87bPPPtazZ8/4cFBpo7DSDj300LAGWGNGgADI229+85uwqOLHH38cFwWVMg+kJgWNViHONgKt0hEgAPK2cOHC0Oxz2223xUVBpcxEryk9Au3666+PixoNAgRAQey+++4Zb7yVshZWrK4RaJWOAAFQEOedd17YO1x7iMcqYTXe2mhxRZ3fWBEgAArimWeeCc1Y99xzT1wUlPt+IDGNOlN4JHWHxVIgQAAUTLt27eznP/95fDgo9x0Ja5o1a1ZYwqV37972xRdfxMWNBgECoGBGjhxpLVu2rHVf8XLeE70m1bS0mVbnzp1rba5rTAgQAAWTXgbkoYceiouCa665JjzlJ21Wuq5H16Xry2bx4sVhF0aN1Prwww/j4kaHAAFQUN/4xjcyzvlQc89BBx1ku+22m61ZsyYubhC6Dl2Pritbc9SKFSts1113DbWUZcuWxcWNEgECoKCGDBkSntIzzeResGBB2Ft8wIABcVGD0HXoenRdmWg/dG1lu/3229uiRYvi4kaLAAFQULNnzw7NWPpvJlpDSudMmDAhLiop/XxdR7Y1rdauXRuWLNFM+7lz58bFjRoBAqCgVPNQDUQ1kWzOPPPMMAxW+4w3BP1c/XxdRzYnnXRSWLLk/vvvj4saPQIEQMGpD0R9Idmov6Ffv37hJl7qmoh+nn6ufn62fo9Ro0Y1aMglHQECoOA0CiuXTaR081YNQOeqL6LYHev6/vo5+nn6udnCQ4sl6rwxY8bERfgvAgRAwWkuheaDaF5ILtQHoY5sjYYq1hBffV99f/2cbH0ekp5lPmzYsLgINRAgAIpCM9I1Mz1XGgWlobR66tekvmxbytaHvo++n76vvn+20Vai2pNmmZ9wwglZayggQAAUidbE0k1bM7frQ5P5NNdCX9uxY0ebMmWKrVy5Mj4tK52vr9PX6/vo+9U1SVAUNswyzx0BAqAodAPW6rxapbe+1AQ2bdq0sLChmpI0S1yzvwcNGhT6JhROWo8q/dKfdVzlOk/n6+v09fo+dS1PIpplvsMOO1iHDh2YZZ4jAgRA0Wh/EO0Tkg8tra5l1vv06WN77rlnaF5SrSJ+6bjKdZ7Oz3VJdtEs81122cXatm1ry5cvj4uRAQECoGi0Q6Fu7tqxsJCWLFkSagzz588P/9WfvTTLfL/99guzzF9++eW4GFkQIACKRnukawa39kxPIs0y79q1K7PMnQgQAEW1zz77hP4IPeWfccYZYVLeCy+8EJ/WIPr27RtmmT/wwANxEXJAgAAoKoWFOtK1+ZL6GdJ9Fupg19O/ym6//XZ755134i8tKs1RUbDlsoEUakeAACgpDbHVqKkLL7zQjjnmGNtuu+2qQ6VNmzbWo0cPGzdunM2ZM6doM9PHjx8fft7YsWPjItQDAQKgwb3yyis2ffr0sACjJvtptrhu8E2bNg1NYKeeemoYWTVv3rz4S+tNP0c1j+HDh8dFqCcCBEDiaN6G9ii/8sorrX///mF4brqWog7vww47zEaMGGG33nqrvfnmm/GXZzRz5sww3FdDfZllnj8CBEBZ+OCDD8IyI6NHj7Zu3bpZ69atq0NFy8frmMp0js6NKZC23HJL69KlC7PMC4QAAVC2VPtQLeSss84KtRLVTtKholqLai8TJ060O++8k1nmRUCAAKgo6idRf4n6TdR/on4UBUqLFi2YZV5gBAiAiqaRXJoRn5S5J5WEAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHAhQAAALgQIAMCFAAEAuBAgAAAXAgQA4EKAAABcCBAAgAsBAgBwIUAAAC4ECADAhQABALgQIAAAFwIEAOBCgAAAXAgQAIALAQIAcCFAAAAuBAgAwIUAAQC4ECAAABcCBADgQoAAAFwIEACACwECAHD5f2BWNsbOKSmxAAAAAElFTkSuQmCC)
PN: 8666-1-S0
CAS: 211929-83-8
Molecule Weight: 355.45
Formula: C20H21NO3S
TSCA: Not listed on TSCA inventory
