| Product Number | 8663-1-33 |
| Synonyms | 1-[3-(Methylsulfonyl)phenyl]methylamine |
| CAS | 771573-22-9 |
| MDL Number | MFCD06213658 |
| Molecular Formula | C8H11NO2S |
| Molecular Weight | 185.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8663-1-33
CAS: 771573-22-9
Molecule Weight: 185.24
Formula: C8H11NO2S
PN: 8763-5-X3
CAS: 855267-50-4
Molecule Weight: 221.7
Formula: C8H12ClNO2S
PN: 8663-5-12
CAS: 1171787-85-1
Molecule Weight: 299.78
Formula: C9H14ClNO4S2
PN: 8663-3-12
CAS: 1274903-40-0
Molecule Weight: 239.21
Formula: C8H8F3NO2S
PN: 6763-9-X0
CAS: 82657-76-9
Molecule Weight: 249.12
Formula: C8H9BrO2S
PN: 8663-1-X9
CAS: 22821-75-6
Molecule Weight: 181.21
Formula: C8H7NO2S
![2-[3-(Methylsulfonyl)phenyl]ethylamine](data:image/png;base64,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)
PN: 8663-1-0T
CAS: 933696-63-0
Molecule Weight: 199.27
Formula: C9H13NO2S
![2-[3-(Methylsulfonyl)phenyl]ethylamine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKkAAASpAFNYMZIAAACEXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF7+ACSQKqaJUkya1m7R00r5NDjgpEtiVoXn59ztDm4QlI7zozN095/P58OzhUJWw064urEmJoJyANpnNC7NNya+Xr6OEPMxnGTqho6lT8to0b1PG9vs9zV51pQ7W0MxWpLNPD3XR89mH1LotCzgX7Pfz06plRoWpG2UyjVRdTOtW+WQz1bRZ/GcKVim3Kwzr3Fnldl20PwH3D6eHOifntSzRtkAUNkWpYWNdpRrYBZziw7/AVhvtVKNzWB9RHVKJa5/Pnh9t9l5p0+DQRygyVa4a956horKlzt4xGA6+PaakEgioxlYL59QR/MirlQAVgApBSVARqDGoGFQCagJKcHzRLtBBoIeQWO9S+wlfjm8asy5hCSv4gfeyd3+HJVYrSAlmjxdMaBzK+FMkVExQCEGD+KzFTz5O5EmenCXHRGJUxhIiVIYxSFRi2M5G4HieKaRJhCKgobgSnMYxitGH60jQSHr5Yb773XFYRnaq43y2tia/GEKRp2QtSFvgn3pTY2ptgQlYl2uHbesDeNdLIOgDfjtOQHALCK+AaBiQV8B4OKWoD/jGOAGLW8C4D/g2GgbiPuCbbhhI+kDbosPEpE90HT28bh+yx7R/wB3mnw3v/pg7THAjNzm8HBFebcpthF20Jfs8CnB4dUywizOE4ck5/wuDApLv5U0RgwAAJZRJREFUeF7t3Qu8pXO9+PGpqHCUTKEGjZM6yP2WKEKJ43J4dY46XaROEVH+SFfGpVLqvOIVZQhDSCcSKUQ5qFQuY3LLdSaXMWNGwzCYmcbvP99nzlrteWavtff+7j2zL+v9fr3Wa7J+z16z15Lns57b7xlVACBhVP0JAOgNAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQAFIEBIAUAQEgRUAASBEQgJr58+eXCRMmlF133bWsvvrqZfnll6/+3GKLLcrhhx9ebr/99sWWHzVqVPVopafx4WrkvSOAfpg6dWrZeuutmyv9Vo+uunuuq57Gh6uR944AkubNm1dtZcTKfs011yynn356mTx5cpk7d26ZMWNGue2228rJJ59cNtlkk8V+rqdA9DQ+XI28dwSQdMYZZ1Qr+rFjx5bp06fXh1vqKRA9jQ9XI+8dASTttNNO1Yr+vPPOqw+11VMgehofrkbeOwJIGj16dLWinzZtWn2orUYgenqMNCPvHQEkLbfcctWKPs7C6ot6KFo9RpqR944Akvq7BdJKT+PD1ch7RwBJO+64Y7Widwykd0beOwJIGj9+fLWiX2eddcoTTzxRH26pp0D0ND5cjbx3BJAU13tsttlm1cp+rbXWqoIyZcqU6vqQmTNnlokTJ5ZTTjmlbLrppov9XE+BqI9fe+21Zeeddy4rr7xyef3rX18++tGP9nm32VDQ+h0DdKBHH320eTFhu0dX3T3XVX08dpVdcskl5bHHHiuzZ88uxx13XHUK8XDT+h0DdKjY4jj77LPLLrvsUlZbbbVqLqz4M8JyxBFHlEmTJi22fD0QdT2NP/PMM2XFFVesPz3ktX5HACx1zz77bDnxxBPL7rvvXh8a8gQEYJA0tkxi6+b++++vDw95AgIwiJ5++ukybty48s53vrM+NOQJCMAgi4istNJK9aeHPAEBWMb22Wefamr4559/vjz88MPlkEMOcQwEgJ5dfvnlZauttiorrLBCdb3JgQceWJ588sn6YkOegAC08cUvfrHsvffe5cUXX6wPdTwBAWgjbi4VZ0o99dRT9aGOJyAAbTQCMmvWrPpQxxMQgDYEpDUBAWhDQFoTEIA2BKQ1AQFoQ0BaExCANgSkNQEBaENAWhMQgDYEpDUBAWhDQFoTEIA2BKQ1AQFoY489xpbNNx9VZs8WkDoBAWjji18cWw44YFSZM0dA6gQEoA0BaU1AANoQkNYEBKANAWlNQADaEJDWBASgDQFpTUAA2hCQ1gQEoA0BaU1AANoQkNYEBKCN731v7/KVr6xbFiz4e32o4wkIACkCAkCKgACQIiAApAgIACkCAiw9Tz1VyrhxpWy8cSkrrbTosdFGpRx9dClD/AZNkyf/sZx22l7l859fqxxyyIoL38b65Yc//GSZMuWW+qJDyzL8zAUEWDruvruUtddeuJYZ1f0jxmKZussuK2XChD4/Hr5iQvn97/v+uO22S8qLL7642K9w220/LQce+NLq+o/uHnX33PPrJV63t4/7r5pQXjx3yffT9nHhhaXMnVv/NfKfedKo+hMA/TZnTilvfvOildYmm5Ry5ZWlPPNMKc8+W8rVV5ey6aaLxmKZWLZh4sQlV3q9fPxsqyVX9L193Hvv//7jd1jo2GPfWj1/yinvLY88cnuZN+/5MnPm5PKHP5xfTjzxbYstO2fO39rGpqfHOe8aVea/dMn30+MjQrL4L5L7zPthVP0JgH47+eRFK6v111+0EquL59Zbb9Eyp5zyj+fnzy/l29+ONXifH38549jy85/3/XHVVd+oAtHVwQe/olq5P/30tMWeb+X667+/xOv29jFxwrFlwXFLvp+2jxNOKAuLtvgvkf3M+2FU/QmAftt++0Urqosuqo/8w49+tGiZHXaojwy6ON4RAbniiuMXrndn1IeHpkH4zAUEGHirrrpoRTV9en3kHx5/fNEyo0fXRwbdzTdftNhupi9/+U3ljDPeX+3C+vvf59UXHxoG4TMXEGDgLbfcohVV7JJqZd68RcvEskPQX/7ym3LqqXuWQw9dabGYnHDCpkNzq2QQPnMBAQZeb74NT5s2oN+Gl5aYRHHq1LvKdded1pyZ9/zzD6wvNvgG4TMXEGDgDcL++GVh6tS7q4DEtSFDziB85gICDLzGGUEbbLDoNNK6eC7GYpkBOiNoWZg167EqIAcf/PL60OAbhM9cQICBFyurddddtLLafPNF1yHEc3H9wTXXLHouxurXJDz6aClrrLForI+P7HUg/+//jS7Tp9/3j99hoeOP36Rce+13qmtAnnvuqfLCC8+UBx/8ffnWt7avfmbcuA2ay86b91w5+ui3LPG6vX2krgOJq8tvuKHLb1zyn3k/jKo/ATAg4orntdZacuXXeMRY/aroqVPbX0nd5pENyJFHrlGeeOKBxX6N+jJdH3HR4K23XtxcNq4hOfbYDZdYrrePVEBWWaWU3/62y2/8fzKfeT+Mqj8BMGBi7qVjjlk0F9OKKy56bLjhUpmXaSA9+uifyyWXfL587WtbLNxCWbUcdNDy5aijxpTTT39fuf/+G+uLDy3L8DMXEABSBASAFAEBIEVAAEgREABSBASgjRdeeLa65wdLEhCANr75zW3LYYe9psyf380dADucgAC00ZhAcc6cgb2GYiQQEIA2BKQ1AQFoQ0BaExCANgSkNQEBaENAWhMQgDYEpDUBAWhDQFoTEIA2BKQ1AQFoQ0BaExCANgSkNQEBaENAWhMQgDYEpDUBAWhDQFoTEIA2BKQ1AQFoQ0BaExCANgSkNQEBaENAWhMQgDY++MGxZaedRpVnnhGQOgEBaGPjjceWVVYZVZ56SkDqBASgjbFjx5ZRo0aVWbMEpE5AANoQkNYEBKANAWlNQADaEJDWBASgDQFpTUAA2hCQ1gQEoA0BaU1AANoQkNYEBKANAWlNQADaEJDWBASgDQFpTUAA2hCQ1gQEoA0BaU1AANp4zWteUwVkxowZ9aGOJyAA3Zg0aVLZcccdq3jEY7311iu/+tWv6ot1NAEB6GLmzJnlU5/6VHnZy15WheO1r31tGTNmTDMke+65Z7nvvvvqP9aRBARgofnz55eTTz65uctqpZVWKscdd1x5/vnny4IFC8pZZ51VVl999Wrs5S9/efnc5z5Xnn766frLdBQBATreVVddVe2iamxlfOhDHyqPPPJIfbEqGEcddVQVkFhutdVWKz/4wQ+qwHQiAQE61r333lt23333Zji22mqr8rvf/a6+2BLuv//+stdeezV/bvPNNy833nhjfbERT0CAjvPUU0+VI444orklscYaa5RzzjmnvPjii/VF27rmmmvKBhts0AzJBz7wgfLXv/61vtiIJSBAx4hdTWeeeWZ53eteV63wX/GKV5QvfOELZfbs2fVFey2OnXz3u98tq666avWaK6ywQhk3blyZM2dOfdERR0CAjnD99deXzTbbrLm1sPfee5cHHnigvljak08+WT796U+X5ZZbrnr9tdZaq1x44YX1xUYUAQFGtClTppT3v//9zXC89a1vLddee219sQFz5513lp133rn592233XbllltuqS82IggIMCLFLqRjjjmm2qUUK/LRo0eXU089tdrltCxceuml5U1velP1d7/0pS8tH//4x8u0adPqiw1rAgKMOOeff35Zc801q5V37FI65JBDql1My9rcuXPLiSeeWFZeeeXqd3nVq15VvvnNb1bPjwQCAowYN998c9l2222bu4/e/e53l7vuuqu+2DL3+OOPl/3337/aEonfa9111y2XXXZZfbFhR0CAYW+4rKD/9Kc/DcnAZQkIMGwN111EQ2UXW38JCDAsDfeD1N0d5D/ttNOW2UH+gSAgwLCytE+TjRX7xIkTyyWXXFImTJhQzXV17LHHVn/GP//0pz8tt99+e3nuuefqP5oSpxnvu+++zfez4YYbLtXTjAfSsAvIqPGjqgfQWbq7UO+CCy6oL9ZnMa/V+PHjq2tF3vjGNzZX5L15rLPOOuWDH/xgNVNvhKA/lvaFjkvDgKyJe1qptxufv2B+mXDvhLLrL3ctq5+3eln+zOWrP7e4ZIty+E2Hl9tn3r7Y8u1eCxh5lsZUIVOnTi3f+ta3ykYbbbREFOLv2Wabbcp+++1XDj744Grro/GIf47nY7wx7XvXx9Zbb12+973vpW9/uzSmWlmaBmRN3NNKvdX41DlTy9aXbt0cb/XoqrvngJFpoCcrjN1f//mf/9m8WVQ84p7nBxxwQLnooovK9OnT6z/SVoQoDoh/7GMfK294wxuar/nKV76yfPazn63ODssYqMkel7YBWRP3tFLvbnzegnnVVkY8v+b5a5bT7z69TJ49ucxdMLfMeH5GuW3GbeXkO04um1y8yWI/191rASPLQE+X/tBDD5V///d/Ly95yUuq14uztj7xiU+UG264ob5o2t///vfyy1/+sjqesfzyyzdDcuSRR5ZnnnmmvnivZKebX1YGZE3c00q9u/Ez7jmjem7shWPL9Od6X/3uXgsYGQb6hk1xOu8JJ5zQPNMpdjvF7q+lfcrs5MmTq62axvtYe+21y+WXX15frNd6e8OrZW1A1sQ9rdS7G9/p5ztVz51333mLPd+T7l4LGN4iEGefffaA3jI2vr1vsskm1evFgffYpRS7hpalOAj+nve8p7ni/+QnP1leeOGF+mK9Mm/evJa33B0sA7ImbqzUe3p0Nfrc0dVz057r23nb3b0WMHzFN/PYRdVYye6xxx7lvvvuqy/WJzGNeuPiwi222KI6LXcwxXGSVVZZpbkb6uGHH64v0mszZswoBx54YPM4Tpw5FgfuB8OArInroWj16Gq5M5ernouzsPqiu9cChqef/exnzXCsv/765eqrr64v0mexy6rxmp/5zGeGzFXpsTWy8cYbV7/XmDFjyj333FNfpE8mTZpU3vWudzXf60EHHVRfZKkbkDVxTyv17sZtgQA/+clPqpXflltu2e8rsGM3WEwJEq8XB69//OMf1xcZdHHq8T777FP9jnF8ZyC2jD784Q9Xr3fYYYfVh5a6AVkT97RS7258x5/vWD3nGAh0rjhrKVZ+cTFefzXiEfNhXXfddfXhISPO1mqs9ON6jwcffLC+SJ/E3F/xWl//+tfrQ0vdgKyJe1qpdzc+/u7x1XPrXLhOeeL5JxYba6e71wKGp4EKSGO31atf/epy66231oeHnNhaakTkLW95S7/OCuvIgMT1Hptdsln1/FoXrFUFZcozU6rrQ2Y+P7NMnDmxnHLHKWXTizdd7Oe6ey1geBqIgMQB88Zuq6G85VEXx2YaxzBiWvfsqcodGZDw6LOPNi8mbPfoqrvngOGpvwGJU3UbZ1sNxWMePfnb3/7WnFH4pJNOqg/3SscGJMQWx9l/Obvs8otdymrnrVbNhRV/RliOuOmIMunJSYst3+61gOGlPwGJb/CN6zzibKvh6qabbqquU4lrXzIH1Yd9QAAy+hOQr371q9XPxnUeQ+VU3ayYqDHeS0xN39f5rgQE6EjZgMTcVjE9SXxzz3xrH2oigHEb3vgs4phOXwgI0JGyAXnf+95X/VxMTzJSxD3c4z3FleUxbUlvCQjQkTIBueOOO6pb2MacUMt6bqul7R3veEf1eZx3Xu+vjxMQoCNlAhL384ifiVl1R5rGVkicHNBbAgJ0pL4GJG7gFMc94tTd/lx8N1TFAfTGtO29vf+JgAAdqa8BidvQxvJxM6iR6hvf+Eb1HuP+770hIEBH6mtAGvcwH8g7CQ41U6ZMqe6cGJMtxrxZPREQoCP1JSBxm9tYNu5h3tdrJYabbbbZpnqvvbl9rYAAHakvARk/fny1bNxMaaT70pe+VL3XE088sT60BAEBOlJfArLvvvtWyw7HOa/6Ku6BHu91t912qw8tQUCAjtSXgMQFdrHstGl9uwndcDR79uzqOEjcL6QnAgJ0pN4GJO7kFxcPjh49uj40YsVtb+OzmTVrVn1oMQICdKTeBiTmu4rlYrLBTtG4V8jNN99cH1qMgAAdqbcB+dnPflYtt99++9WHRqyPfexj1Xu+5JJL6kOLERCgI/U2IOeee2613KGHHlofGrFiosh4zxMmTKgPLUZAgI7U24Ccdtpp1XJxemun+PKXv1y951NPPbU+tBgBATpSbwPSmMIkbiLVKRo3zIr33o6AAB2ptwGxBdKagAAdqbcBiftjOAbSPQEBOlJvA9I4C+sjH/lIfWjE2n///av37CwsgG70NiC33357tdy2225bHxqxdthhh+o9uw4EoBu9Dchzzz1XXYm+6qqr1odGrDe84Q3VZ9PTbXsFBOhIvQ1IWGeddaplH3vssfrQiBPRiLmwVl999frQEgQE6Eh9CUjjXugXXHBBfWjEueKKK6r3uscee9SHliAgQEfqS0DOOuusatmY4mOk+9znPle9156uAQkCAnSkvgQkbvUay8axgd7c6nU423TTTav32tMB9CAgQEfqS0DC1ltvXS1/5ZVX1odGjLvvvrt6j2uttVavbt0rIEBH6mtAvv/971fLx90JR6rGFehHHXVUfahbAgJ0pL4G5G9/+1tZYYUVyvLLL18mT55cHx72XnjhhfL617+++kz+/Oc/14e7JSBAR+prQEJjio8DDjigPjTsjR8/vnpvO+20U32oJQEBOlImIFOnTq22Ql7+8peXBx54oD48bM2bN6+su+661efxq1/9qj7ckoAAHSkTkHDEEUdUP/ee97ynPjRsnXTSSdV72mabbepDbQkI0JGyAXnmmWfK2muvXf3sD3/4w/rwsPPoo4+WlVdeuZqupTen7nYlIEBHygYkXH755dXPrrLKKsN6V9aCBQuqLanscR0BATpSfwISYoUbP7/xxhtXEy4OR7Hij/cQc33NmjWrPtwjAQE6Un8DEqe9brXVVtVr7L333sPuCvVf/OIXZbnllqtOCPjjH/9YH+4VAQE6Un8DEv7617+WMWPGVK/z4Q9/uNolNBz84Q9/KCuttFL1e3/3u9+tD/eagAAdaSACEu65557yute9rhmRuXPn1hcZUm666aYyevTo6vf9whe+UB/uEwGBYShWUp/4xCeq6TXI+dGPflSt/N71rnfVh/ps4sSJzYjE68VV60NR7LZqbHlkDprXRYDitcaNG1cfWuoEBBLiHt1vetObqv9w47HrrrtW34LpnThWEeH9p3/6p+Zn+PGPf7xMmzatvmifxNlY//Iv/1K93j//8z9Xu4mGiti1FlsJccxjILY85syZU4455phqWpd4vbhfyrImINAHd955Z3n3u9/dXOnFymq11Var/nf8h3zYYYelzqTpJL/5zW+qs6Yan2Fcz9H4Rv6qV72q2iXTn11QTz75ZNl5552r14uV9bHHHtuv1xsIcZ1H41Td+P/JqaeeWl+kT84///yy5pprNt9jvHa872VNQKAX4j/OQw45pPntMababtwZLy5qixlUX/GKV1Rjr33ta8vpp58+7M4IWtoeeuih8r73va8ZjojIddddV409/vjjZf/9968upIuxmNLjsssuW/wF+iC+7cfNmOLspoF4vayYniSCGBcJxu8xduzY9NlW4U9/+lPZdtttm59hfJm566676ostMwICbcyfP7/6trjqqqtW/8HGHEyx2yB2H9S1W0F2sr4ENq7CHsgVZBwX2W677Zqv9453vKMKSW/us9EfcXpxTIzYmNsqwvjJT36yutd5xkAHdqAICLRw7bXXlre+9a3Nlc/73//+6q54PYlodN1FE1GJuHSaWEmfe+651R0E43Poyy6++i6a2Prrzy6a2Fp84xvf2Px3st5665VvfOMbvfr32RdxM6ivfOUrzSnZ4xFzW/V1epKG2PV24oknNrdgBmIX30ASEKiJA7H/9m//1lwBbLbZZuWGG26oL9ZW4yBxfNuO14hv3/EtPL6Nd4I4TfVtb3tb8zPMnGTQOEgcW33xGnHaa2wNxlZhRuxOinmzusY9Hm9/+9vLl770pXLVVVf1+d/P008/Xa644orqHuabbLLJYq8bU7L3ZVbduksvvbR5okZseQzESQYDTUDg/8yePbt8/vOfb+43j4PjP/jBD/p1YVp82477VzTOlIlv4+edd95S34UyWB577LHykY98pLzkJS+p3u9b3vKW6rTV/oithLgDYWPFHFuFsXXYHzfeeGM5+OCDmydAdH3Ev6M4DTh2GX3mM5+pDsI3HvHP8fz222+/2FZG4xHHxuJOgpMmTar/lb0WJ2o0TgKIR+yCu+WWW+qLDQkCQseLlfnZZ59d1lhjjeo/2AjIkUcemd5f3Z349v3e9763uVKI3RpD6RTT/op9/l/96lebp+W++tWvLv/93/9dfesfKNdff321Ndj4DGPqkv5Oohhbir/73e+q3US77bZb8zqS3j4iQHvssUd1wD4OcPdH7KL79Kc/vdiJGhdeeGF9sSFFQOhof/jDxLLllls2VwixMrjvvvvqiw2Y2N0R38rj74pv6fvtt1/1rX04u/jii6uJAOM9vexlL6sOFj/xxBP1xQZEbA2eeeaZzRV97BqM6yli63GgxFZjHLOIixwnTJhQzjjjjGrrI/6Mf47nY4tgoL5gxC65mMqk64kacVFgdydqDDUCQkeaPv3ZhSueX5YxY/ZeuMUxuqy//vrVPvBlIb6Vf/vb366+pccKI761x7f3+BY/nMRumtjV04hv7NaJs56WhVh5x02lGrsbY+vxnHPOGXa7Bq+55pqywQYbND/DD3zgA9XcXsOFgNBRXnhh/sJvkreW7bY7q2yxxfiy1VZHl9NPvyh9YLY/4lt6TIUS39pj5RHf4uPb/FA3Y8aMcuCBBzZ/77i24cc//nF9sWXi3nvvLbvvvntzBRwz88YuqaHu/vvvL3vttVfz9958882r4zLDjYDQMa6++oGyxx4X/F84zihf//qNC7/JPl9fbJm77bbbqm/vjZXJjjvu2K+DsEtLbDl95zvfqW7gFL9nXD1+/PHHl+efH/zPMLYe49Tcxmf4oQ99qDzyyCP1xQZdnLUVB9kH8kSNwSQgjHh/+cuMhd/0L6vCEY8DD/z5wm+A+WsKlpb4Ft+4ViG+3X/qU5+qvu0PBVdeeeViK+iY8XaoraBjK/Lkk08ur3nNa5qBO+6444ZE4CIQZ511Vll99dWr3y0CEqf+RlCGMwFhxHryyefKCSdcX21tRDj22utH5de/HtoX9MXKLlZ6jbmhYmUYK8XB2MUWYhfRv/7rvy62i+j3v/99fbEhZebMmVV8G7vYIsqDtYst/Pa3v134/78tmp/hnnvuuVRP1FiWBIQRZ/78BeW88yaVHXY4pwrHO9959sJvf7eVuXOXnDpjqIpv97EbprHSiW//y+ogf4iD1Icffnjz+pW45mG4HaSO3YCxO7DxGcZuwthduKw8/PDD1Qy5jb8/TtS4+uqr64sNawLCiHLDDX8t++xzURWOLbccX8aNu67MmDH0T4dsJQ4IN27ZGo84YBxbBUtL7GqJ01WX5mmyy1r9NOM4cWFpnWYc4t7scdrviiuuWP2dsRV5yimnDNpW5NIkIIwIkyfPKocc8ovmcY7997+03Hnn9Ppiw1J8649v/10vdIxTWAfqOoSGuFBv0003bcYqLtR78MEH64sNS91d6BinUg/khY4hrhGJ6enj74gLAg866KBql9pIJSD0S2OF3UpP4101lj3llO6v0O7utebNW7BwRfC78ra3nVmN7bbb+eUXvxgZ+5frYisgtgYas9rGVkJcVNffM3jqU4VsuOGG5de//nV9sREhLtqMize7TrUSF3f216233lrN9Nv4DGMerDvuuKO+2IgjIPRLdyv1rnoa76qxbMRgypQlZ2zt7rXi1Nx47u1v/0H53vduLs89N/J2E9TF9B2xddBYWcX0HrH10FfPPvtsOfroo8srX/nK6nVissLTTjut22nWR5qYRiamk2l8hjHNTF8newzTp08v//Vf/9WcZj3ugvjTn/60vtiIJSD0S3cr9a56Gu+qsWw8YndUXXevFcG4+OK7Fn6zHL776LPq083HVkRvpyevT5d+6KGHDtl7iC9NMbHlmDFjqs8hThiIiS97M918TKd+0kknNWcTiOnW43a1Q2Wa9WVFQOiX7lbqXfU03lVj2UMP/WX15//+7+Rux/mHxg2vYushVmTtbngV6ne0i1uhxj0sOlnjhleNLbGYgj+m4m+1JXb55ZeXN7/5zdWysSvsox/9aJk6dWp9sY4gIPRLTyv1nsa7aiwbB8S33vrMsueeFy526m1fXqvT1G+5G1sXsZXRUL+jXawAY0XIP/R0R8kI7S677NIcj/uI9Of2tCOBgNAvjZV6T4/e6LpsHBiP/33mmbd2O0734vavcRvYriu5mCK86x3tYtdLp+1q6Yv6HSXjwr+Ib+OamNjlFTemQkDop3ooWj16o+uyTz/9Qtlpp3PLttuetfDb86K7xPXltTpd3C+7cT/ueAzVO9oNVbH7Ku7b3rijZDxiF1ecdBAnH7CIgNAvPa3Uexrvqr7s//zPXdU/H3XUNd2O015sZcRFc3ERXUynQd/FAfW4He9GG21UJk+eXB/ueAJCv/S0Uu9pvKv6sgsWvFj23fcn1XN//OOjS4wDg0tA6JeeVur18Ztvfqw6RXf77c8p733vD8vxx1/fnFK9vmxohOM//uN/uh0HBo+A0C89rdTr4zGt+vXXTymzZj1fzZb7ta/dUD772Su7Xbbh8MOvbo51Nw4MDgGhX3paqfc0PmfOvGprJLRa9uGHny7bbLNoqpLuxoHBISD0S08r9Z7G42LB2CoJ7ZaN+bHajQPLnoAwaOJOgTH54b33jtzZSmEkExAGxS23PFbF49ZbO3MKCBgJBIRlLmbQ3XXXH46Y+3VApxIQlqnzz59Udt/9gvLQQz3PeAoMbQLCMtU4EF5/xNlYwPAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQIqAAJAiIACkCAgAKQICQMr/BzP8E813Kp2LAAAAAElFTkSuQmCC)
PN: 8663-5-16
CAS: 1073666-57-5
Molecule Weight: 235.73
Formula: C9H14ClNO2S
Melting Point: 57-59 ℃
TSCA: Not listed on TSCA inventory