| Product Number | 8669-9-38 |
| Purity | 97 % |
| CAS | 218278-45-6 |
| MDL Number | MFCD01076205 |
| Molecular Formula | C9H13BrN2O2S |
| Molecular Weight | 293.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8669-9-38
CAS: 218278-45-6
Molecule Weight: 293.18
Formula: C9H13BrN2O2S
PN: 8669-1-47
CAS: 459434-39-0
Molecule Weight: 212.27
Formula: C9H12N2O2S
PN: 8669-1-08
CAS: 118837-66-4
Molecule Weight: 214.28
Formula: C9H14N2O2S
PN: 8H69-1-76
CAS: 91619-38-4
Molecule Weight: 226.29
Formula: C10H14N2O2S
![3-[(Piperidin-1-yl)sulfonyl]aniline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABrJAAAayQEUpdD5AAACR3pUWHRtb2xTb3VyY2UAAHichZXbjtowEIZfZeTrxo6dEyDCCu2qUqXdViq7Uu8qkxg2EolXSTi9fccxhyTQQEDjjP/PHs/YZvp0yDewU2WV6SImnLoEVJHoNCvWMfl4/+6MyNNsmqAIhUUVk8+6/powtt/vafKpcnnQBU10Tmz/5FBlHc3eo7pcM+G6nP15e100jJMVVS2LRCFVZZOqcb7qRNZNFP+ZguWy3GUFs3KWlzs72l/hmq9LD1VKrmt5xr45orDKNgpWusxlDTvhUvy632CtClXKWqWwPKLboz6ufTZ9e9HJNldFjU0zQpbIzaIutwk6cr1RyRYHw8aPl5jkHAFZ63xelvIIpmXckoMUID2QPsgAZAgyAjkCOQbJXfxhP0cBRwVHCUcNDzHvG2Umfj9+qZj8hOfWs4Bf+LR8mDhhyuV5XgQnI2gYRv7ZnJy4VvycjXPyOoJy11iXBqF9b6CLxWS4GKsToN6Prtb6CRxxdhR73Azq0VFgrE9DYWxIeWjt2Gu/X/utP6DBOPTAGVHRBBHRqAlyTIXfBItR87bjLLADYPLZJfuz6VIXaasJWRqTJSdNWX6rVSVOlSGgy1SVmD0zgJG2AdEFTB0vwPwe4HUBU/VhwO8CZo8MA0EXMDtqGAi7gNl/w0B0s+gHwOhmhtFwWsddwByGCyDuAWaT9QjjGkT4LcKHw+K9ctuj+YDpVdwe5QdMr+j26D9genW3V8UDplf689UyyER3cnCXYa0jxs6XITZvLkrWukUZ/nfM/gEkENmdbfV/JwAAPXhJREFUeF7t3Qm8VVP/x3GiUKZSypQeUyqKp5FMJWPSQGRIiEdINIhIZYgiStIc0kBoMlWKRmkkFdE8aNI8arT+97fvf++z97rndM9Z9+xzz9nn83699uvpaa19zr3nan3v3nut3zpKAQBg4Cj9LwAAiAYBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAAqV8+T7OccUV/dX69bv0Lg5333Cya3eLpW9QECAAAsU9kMvRocNEvYsju0E/u3a3WPoGBQECIFD0AKlYsa9atmyr3s2S3aCfXbtbLH2DggABECh6gMjRqtU4vZslu0E/u3a3WPoGBQECIFDcA3mFCqE/L1y4Ue+a7aCfXbtbLH2DggABECjugbx16/HOn5s0+Urvmu2gn127Wyx9g4IAARAo7oFcnn3IMxD7/8+YsSZi33Cya3eLpW9QECAAAkUfyNu0meD8/4YNR6h//43cV5ddu1ssfYOCAAEQKPpAvmLFNs9VyPjxyyL21bnbYznSBQECIFDCDeRt237v/F29esPU4cOZlyHh+rrpwRDtkS4IEACBEm4gX7Vqu+cqZOTIRRH7umXX7hZL36AgQAAESqSBvF27ic7f33LLYLV//6GIfW3ZtbvF0jcoCBAAgRJpIF+zZoeqVKmf0zZo0K8R+9qya3cL11dmgfXqNVs1ajRSVa8+0KrNVbfup6pr15/U9u3/uM5OTQQIgEAJN5DbXn55ktMmA/qR+ors2t3C9XX/nX7ceusQtWFD5EKPqYAAARAo4QZy29q1O1XlyqGrkCP1Fdm1u4XrW7/+Z6p//7nWKvht2/5Ru3btV99/v1zddNMgq59MMU5lBAiAQAk3kLu99trkLOERqW927W6x9JUFjdLvuus+1JtSCgECIFCyG8hlf5AqVbJehYSTXbtbLH337j1o9ZNnIqmMAAEQKNEM5K+/PjVXA+TXXzdY/R56aJTelFIIEACBEs1AvnHjbuu3/+z6ZtfuFm1fWcTYuPFoq9+YMUv05pRCgABAAr355o9WeDz++Nd6U8ohQAAgQXr3nm2FR61aQ9XWrawDAQBEoU+fOVZ4yMyrSFvsphoCBAB8ZofHlVcOUL/8sl5vTlkECAD4yL5tJVOHp0/3bmiV6ggQAPCJHR6y+n3y5JV6c8ojQADAJ+6pvZEOKXGSqggQAIEnay86d56mmjcfa60BSRQ9LMIdBAgAJDEpZmgP2PJAG/FBgAAIvDlz1joB8u67M/RmGCJAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4BEg/iBAAAQeAeIPAgRA4M2evUqVLdvZOrp2naQ3wxABAiDwpk9fqM4+u751dOw4WG+GIQIEQOBNmTJDFShwnnW0bdtJb4YhAgRA4E2cOFEdddRR1tG6dWu9GYYIEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHgEiD8IEACBR4D4gwABEHjjx493AuTRRx/Vm2GIAAEQaKNGjVJFixZ1AuSYY45RHTt2VPv27dO7IkYECIBAWrhwoapRo4YTHPpx3nnnqeHDh+unIQYECIBA2bJli2ratKk69thjPYFRpUoVdfvtt2f5+2rVqqn58+frL4MoECAAAuHgwYOqR48eqlChQp6AKFGihPr888+dfgsWLFDVq1f39JHbWk2aNFGbN292vSKyQ4AASHkTJkxQZcqU8YRCgQIF1Kuvvqr++ecfvbtlxIgR1m0s9zkFCxZU3bp1s8II2SNAAKSspUuXqtq1a3tC4Oijj1YNGzZUf/31l949i/3796vXX39dnXTSSZ7XuPjii9XYsWP17tAQIABSzs6dO9Vzzz2n8uXL5xn4K1WqpH766Se9e7bWrVunGjVqZIWP+/Vq1qypFi9erHfH/yNAAKSMf//9V33wwQeqWLFinoH+jDPOUB999JHVnhMzZ85UV1xxhee1JaRatmyptm/frndPewQIgJTw448/qgoVKngG9+OOO0698MILateuXXr3HBk0aJA6++yzPe91+umnq379+qnDhw/r3dMWAQIgqa1Zs0bde++9nsFcjnr16qlly5bp3eNm9+7d6qWXXlLHH3+8530vv/xyNWXKFL17WiJAACSlvXv3qpdfflnlz5/fM4Bfeuml6ocfftC7+2bFihWqfv36WQLs7rvvVitXrtS7pxUCBEDS+fTTT9W5557rGbBPO+001bNnT3Xo0CG9e0JMmjRJXXbZZZ6v6YQTTlDt2rVTe/bs0bunBQIEQNL4+eef1dVXX+0ZpPPmzauaNWumtm7dqndPOHn+0bdvX1WkSBHP13jOOeeowYMH690DjwABkOs2btyoHnnkEZUnTx7PwHzjjTeq33//Xe+e62RGVosWLaxwc3+9V155pZo9e7bePbAIEAC55sCBA+qtt95Sp5xyimcgvvDCC9VXX32ld086f/75p7r11ls9X7uE4EMPPaTWr1+vdw8cAgRArpCAkKBwD74SJBIoEiypZMyYMapkyZKe70VWt3fq1Mla7R5UBAiAhFq0aJG66aabsvzW3rhxY+tWVqqS0HvnnXfUqaee6vnezj//fGtPkiAiQAAkhDwEf/rpp7M8N5CH5nPnztW7p6xNmzap//3vf1aFX/f3ef3111t7lAQJAQLAVzLttlevXqpw4cKeAbV48eLqk08+0bsHxrx589R1113n+Z5lL5Inn3zS2rMkCAgQAL6RBX+y8M89iMrCwA4dOlgLBdOB7EUie5K4PwPZs+S9995L+bLxBAiAuFu+fLlVasQ9aMohJUlWr16tdw882X9d9iY58cQTPZ9H6dKl1fjx4/XuKYMAARA3UtRQihtKkUP3QClFEKdNm6Z3TzuyR4nsVaKXjZetdpcsWaJ3T3oECIAckzLqAwcOVGeeeaZnYJSy61J+Padl1qMhs6B+++03a8aTTAV+9NFH1W233WY9h7jqqqus20j2If9f/l7a5YG39B89erS1aDERt5Vkz5LKlSt7PispGy97nOzYsUPvnrQIEAA5cqTBUDZ+8otUy5VdA59//nlVpUoV6wG1+2swPWSWWNWqVVXbtm3V999/79uzmmQI3ZwiQAAYiXQ7RraY9et2jATShx9+aE2J1acDZ3fIwj65+tCfQ2R3SDl3uVIZNmxYxP3VcyKVb/sRIABiEumBcJkyZXx7IPztt99a5dOl+q0+wNuHPJCWPu3bt7emB8+ZM8cqxR6peq/8vbRLv6FDh1p7f9x1111ZVpS7D1kpLwseZ82apb9cjqXixAMCBEDUEjklVQZ4GdjLlSuXZVCVQ1Z4N2nSxLoyiPcK9rVr11rVdSUs9J0J7UOuguQWV7yl0tRnAgRAthK5KE5Kpvfv31+dd955WQZt2Va2adOm1nOXRJFnERIUDz74YJarLjnk+Uu8gyRVFl8SIAAiSnRZjunTp6vy5ctnGaTlIf3IkSPjfpUTK7kCkP1ALrjggixfY4MGDawrl3hK9vIvBAiALBJdGFBuQTVq1CjLA3kpujhx4kS9e66zb6/pt5pOPvlk9fbbb0d87mIqWQtQEiAAPOSBtf4gWQZGv0qTy1TcokWLet5PnntMmTJF75p05PbWgAEDstxqktt98b4aEVIC/6KLLvK8V26WwCdAAFgSvTmSDHgtW7b0XHUULFhQ9ejRI+6/wftNngPJrT73joryvGbcuHF61xxLpk24CBAgzUW6z+7n9qzy27msc3C/X82aNXP1dkw8TJ061dof3R3AMnvKD0faBlj2lk8EAgRIY/IgXH9ALgPgkCFD9K5xI+/pHmRlAV23bt30bilr8+bNVhi6P1Mpq+LXVZWEhTxUd7+fHLIexm8ECJDGZEGgPeDIFUi7du3Unj179G5xIw/E3Q/mZapuon5bTiR5NiLPjNxXB3Xr1vVlJbvt008/9ZRFKVu2rN4l7ggQII0NHz7cGXCkppSfpFihu1xHxYoV1YYNG/RugSJrNqQumP09V6tWzdcQkVuO9nvdd999enPcESBAGhsxYoQz4HTu3FlvjhtZaCc1pez3kls8UgwxHUh5F/cCxDp16vh2O2v+/PnO+8jzEb8RIEAaS0SAzJgxwzOAym/Gfg2gyWrmzJlWMUf7M5BnIn4gQAAkjN8BIvtrSK0s+z1k46TcXk2eW7777jvP7Sw/ZmcRIAASxs8AkTLlpUqVcl6/evXqvt7/TwXyTMR+sC7/G+91IgQIgITxM0CktLr92jIjSAIFypqdZX8ustgwnivWCRAACeNXgLz77rvO68qK6cWLF+td0pZM8XWvE5GyJ/F6JkSAAEgYPwJE9iW37/VLmRJ5D3jJYkP3YkopwBgPBAiAhIl3gMhv1+5V0VLrCuFJ2RP7eYjM0IrHrSwCBEDCxDtAZK8M+/Vkz4x0f2ienccee8z5vGQ/kZwiQAAkTDwDRIr7STVd+/X82h89SKSKb5EiRZzPLKc7GxIgABImngHyzDPPOK/VsGFDvRkRyH4i9ud2xRVX6M0xIUAAJEy8AkT2C8mfP7/1OvK/fuwfElTy3Mi9s+EPP/ygd4kaAQIgYeIVIM2bN3dep0WLFnozsiHb49qfn+w3b4oAAZAw8QgQqajL1UfOyDoQmXRg/yykdpYJAgRAwsQjQNwrq+VKBGb69evnfI6NGzfWm6NCgABImHgEyMUXX2ydL4sGly5dqjcjSrKRl12xV1bvm0yBJkAAJExOA2T69OnO+ddee63ejBg9+OCDzuc5bNgwvTlbBAiAhMlpgMi+Fvb5H374od6MGMk6EPvzvO222/TmbBEgABImJwEi00+lmqycKxtGpcsOg346fPiwOvvss63PVHZw3Lt3r97liAgQAAmTkwCZN2+ec26tWrX0ZhiSB+j25xrrynQCBEDC5CRAunTp4pzbvXt3vRmGBg8e7Hyubdu21ZuPiAABkDA5CZCbb77ZOVdKuCM+pCqv/blWrVpVbz4iAgRAwpgGiDz/kOcect5ZZ52lNyOHSpYsaX22sq/KgQMH9OaICBAACWMaICtXrnTO4/lH/Lm3A160aJHeHBEBAiBhTANk7NixznmtW7fWm5FD7dq1cz7f0aNH680RESAAEsY0QLp27eqc98EHH+jNyCH3g/Q333xTb46IAAGQMKYB0qRJE+e8n376SW9GDs2ePdsoCAgQAAljGiB169Z1zovHXt7wkorG9ud7++23680RESAAEsY0QGTPCvu8nTt36s3IIVnVb3++1atX15sjIkAAJIxpgFSqVMk6J0+ePNaUXsSXfKbHHHOM9RlXrFhRb46IAAGQMKYBUqpUKeuck08+WW9CnEhJd/mMpVx+tAgQpB/Z96B/f6Xq1VOqRAmlChRQKn/+zD/XqaNU376ZfRB3pgFy7rnnWucUK1ZMb0KcyGcrn7F81tEiQJBeRo1SSlYyZ/wHf8RD+khfxJVpgHAF4j+uQIAjee89pY4+OjMg8uZVSrZDnT1bKXkou2uXUnPnKtWqlVL58mX2yZMn8xzEjWmA8AzEXzwDAY5kwoTMQJBgOPVUpWbO1HuEzJmjVMGCoRCJscQ1IjMNEGZh+cs9C6tatWp6c0QECILv8GGlLrggdHtq5Ei9R1Zffhnqf+GFma+BHDMNENaB+GvDhg3O58s6EMBt+PBQGFx1ld4a2TXXhM6T10COmQbIY4895pzHSvT4m5Nx1W1/vrLBVLQIEATfww+HgkBmWEVL+trnJeAfRzowDRB3LSz2Qo+/IUOGOJ8vtbAAt9KlQ0GQ8R981KSvfV6ZMnorDJgGyJgxY5zznnvuOb0ZOdS+fXvn8x0Vw+xDAgTBV6hQKAi2b9dbI9u2LXTeaafprTBgGiArVqxwzqtdu7bejBy65557nM/3999/15sjIkAQfMceGwqCQ4f01sgOHgydJ6+BHDMNkMOHD6sCBQpY5xUvXlxvRg6VzrhKl8/22Iz/zvfv3683R0SAIPi4AkkapgEibrjhBufcxYsX680wtHHjRnX00Udbn2uVKlX05iMiQBB8PANJGjkJkE6dOjnn9urVS2+GoWHDhjmf6/PPP683HxEBguCLxyysGKY2IrKcBIh706M77rhDb4ahxx9/3Plcx40bpzcfEQGC4GMdSNLISYDIc5BChQpZ5xYsWFDt27dP7wID559/vvWZ5s2bV+2Skj4xIEAQfPLg3L0SPZppil99FerPSvS4yUmAiPvvv985//PPP9ebESNZlGl/njVq1NCbs0WAID2MH++thTVrlt4jRIoq2g/e5Rypo4W4yGmATMj4Wdjn16xZU29GjJo2bep8niYLNAkQpI/u3UPVeKXirlTjlcKJctm+e7dSP//srcYrfeUcxE1OA0RuY51zzjnW+TLlVPbyhpmDBw+qIkWKWJ/lCSecoHbs2KF3yRYBgvQS7X4gZ54ZXdFFxCSnASJefPFF5zU6duyoNyNK7p/FXXfdpTdHhQBB+pHdBvv1y9x9UHZfk90IM34Ds/4sq5z79FFq7179LMRBPAJk6dKlzt4VhQsXtkqRI3ay5sP+WUipGBMECICEiUeAiPvuu895nS5duujNyMbEiROdz69cuXLGm3QRIAASJl4BIvWaZHdCeR3Zy3svV4wxuemmm5yfw9ChQ/XmqBEgQE5MmaJUjIuv0lm8AkTUr1/fea3XXntNb0YEkydPdkqXnHfeeepQLPXhNAQIYEr2U7dndQ0apLcijHgGyIIFC6yZWPJaMoto2bJlehdoJCzklpX9M+jfv7/eJSYECGBKAkTCQ44zzsicDowjimeAiBYtWjivd+utt+rN0PTo0cP5vMqXL29Ni84JAgTICZnJZYdIjIXo0lG8A2Tnzp3q7LPPdl6T1emRSdVdKQEjn5Pcwpo+fbreJWYECJATS5cqddxxmQEi/8ttlCOKd4CIL774wnlNqZW1atUqvUvak1lWsnLf/pwaNWqkdzFCgAA5JVusSoDIUbeu3goXPwJESHVe+3VlfcOBAwf0LmmtW7duzudTtGhR62okHggQQCcL04YNk2t+vSW8nTuVKlYsFCLff6/3wP/zK0C2b99uzSiyX7u5lKmB5eeff864OD7O+lxk6vPYsWP1LsYIEEB3//2ZQSBVeKMtGS6F6OwAufTS2LbOTSN+BYiYM2eOM1DKPf4PPvhA75J25ErDHaytpNZbHBEggO7OO0NhEG2tJVnJW7Fi6Lz339d7QPkbIMI9y0im+H755Zd6l7QhJV4qVKjgfB7y51j2O48GAQLoMv5RZIw+mUFw4olKrV2r9wjvxx9D60JkD/WtW/Ueac/vABFPP/208x6yPmTq1Kl6l8CT9R7uh+bFixdXf/31l94txwgQIJwnnghdTTzwgN4a2b33hs5r1kxvTXuJCBCZcXRvxs/Bfp9TTz01rUJEyrTr3//ChQv1bnFBgADhbN7s3VRqxgy9R3hr1ihVoEDmeXnzKvXbb3qPtJaIABEyC8td70muRNLhdtY///yjbr/9duf7lmdCUjjRLwQIEIlsJiVBIEeVKpnPOaLxyiuh8268UW9Na48//rgz4FSvXt36bdkv8gzAHSLyTCTID9ZlP3P5TO3v9/jjj1ejR4/Wu8WVlEKx3y8RlQAIEKQOGdxKlw6Fwccf6z3Ck8qwsreIfV4a/Oabnblz56qrrrrKGWzso3TG5/vdd9/p3eNGrkTct3PkkPInQVsnsnjxYlW2bFnnezzxxBPV9z5OJ5e6Y3Xr1vV8rpdffrneLe4IEKQWqbRrB4HsZBhtvStZR/L/520vd6H690B8Z7+kCplG2rhxY6f0eqRDbrssWbJEPz0u5JmI+8G6HLLYMCgr1keOHKlOOeUU53uT1fgzor3lGiO5ymnTpo0zXdo+pETKjzKJxGcECFJPrVqhEHnxRb01ogPVr1G/lDhKfVL1KDXty7f05kCT6aJvvvmmOvnkkz0DzUUXXaS+/vpra4CrXLmypy1fvnyqdevWRntzR0Om+LoHPhloU7l2ljzvaNmypVOaXY5SpUpZe6XEm4TwRx99pM444wzPz0z2Yvnwww+NN6SKFQGC1LN4scoY3TID5PjjlVq+XO8R1vY/flZv1smj/ve/o1SzZidnDIwb9C6BJA+rL7zwQs9AI78hy86B7ltHMugMHDhQnXnmmZ6+UmpjwIABOa4UG44sNnQvrJND7t0vj/JnmizGjx+vLrjgAs/3cffdd1tXCPEmRRcrVarkeS8J4ueee84qZplIBAhS07PPhq5C7rhDb41o0KBHrQCRY+DAxnpzoMhvvjfccINnoJG9y2V2zt9//613d8ig92LGlZ1+W0TKjfsx/VbKntSrV8/zXjJL69VXX7V+q09mGzZsUA0bNvR87XLl9u677+pdc0zWjdx///2eKxw5ateube1LnxsIEKQmua2S8ZuxFSByRDk1cufOjerpp0+xAuSxx/KoVavm6l1S3tatW9VTTz2l8ubN6xlorrnmGqsOU7TkKsBdFNE+7rnnHrV69Wq9e45JFV93KXg55OpHrpRkBlcykeCQh/8SdO6vVyYmxPuWlYSohGmBAgU871WmTBk1YcIEvXtCESBIXbJ721H/HyDlykVd7+q777o4VyFvvnmV3pyyZLVzz5491WmnneYZaM4991w1TCYRGJJ1C+4ZRXLkz59fdejQIe57n8stGBmY7Z0N7aNw4cKqY8eOav369fopCSWznaQwpB4c8tC6b9++cX/28Nlnn6kSJUp43kueFcnzIz+nXEeLAEHqknvy5cs7IbJjYG+9R1iHDh1QL710kRMis2d/qndJOTJF9JJLLvEMNPIb68svvxyX20ASTr1797YGcvd7SEmOoUOH6t1zTLbHlT3W9dliEixSEkQetu+LtrBmDu3Zs8d6MH3ttdd6vhY5ZG3HM888E7dy7LZffvkly/vJ9960aVO1ZcsWvXuuIUCQ2qZOVRsKHq0mlj5KfVS/iNq7Z5veI6z58792AuT554ur/fv36F1SQrj5/3Lcd999ao2swo+zbdu2WQOmfntMbt3I2pJ4k9tB8r3Isxv9e5SJAHfeeafq1auXte4inuR9u3fvrmrVqpXl1pEccgUiVyJyKyueNm3apB599NEs32+NGjXUb0lYRYEAQcqb/HID1eaezDAYNuwZvTmid9+92QmRr77qoDcnNbnVE27+f8WKFRMy/3/RokXq5ptv9ry3XC08/PDDcf9tXMhDYnmwf84552QZzO1DrobkgbJMPZYrhpkzZ6oVK1ZEvAKTv5d2mcIsK+KfffZZa/3LWWedleW17ePiiy9WnTp1intwyGy4t99+26qT5X4/mdnl9+r1nCBAkPK2bFmVcWmf3wqCxx/Pq9avX6R3CWvdut+t/nKenL91a/wfDMdbssz/t8kaEllL4v5aZK2JrDmJd6lyId+fTJmVmU/6YJvdIVcS8jwh3BXFkY4iRYpYVwXx2LM8nG+//VaVLFnS857yGUptMj8+w3giQBAIX37Z3rmakCuLaA0b9rRzXr9+DfTmpBJp/v/zzz+f8Pn/bvLbs8yUcq++lkPWnvhZMFHCZNasWeqNN96wbvHoD7ZNDwkYqdn11ltvqXnz5ulvGzd//PGHuuWWWzzvLVdxDz30UNyvcPxCgCAQ5BmGPMuww0CecURjz55tqkWLwtY5jz12tFq6dJreJdf9/fdfqlmzrPP/69Spk2vz/8ORtSWyxkS/fy9rUeI9tTUSmXr8zTffqK5du6omTZpY60uuu+46awqzXH3Yhzyglr+XdikoKf3lSmDlypX6S8adPEeS5yf6c6SqVataCytTCQGCwJg16xMnQF56qaQ12yoakyf3cs7r2LF8xm+28V9xbeLAgX/UV1+9khEUBdQll8g+EpkDTTLM/z8SWWsiA7Z7cJQZRLI2RdaopCuZydanT58sM9nkuc6QIUP07imBAEGgyLoOOwzGj39bbw7r8OFD6pVXyjrnTZs2QO+ScHPmfKbatClhfT0NGsgsJ6mueprq2TM55v9HQ9aeyBoU92Apa1Tef/99azBNJ5MmTVLlypXzfBZyy619+/bWNOFURYAgUFaunGOtMJeBV1ac79wZuWSH2x9//OAESKtWxTIG6cSsMdCtXv2L6tLlWudrkaNJk2NV795N1fbtyTP/P1oy0+mVV17J8uBa1qz4Wd48WcgsL5lq7P7e5WjQoEEgqg8TIAicgQMfdgZfqX0Vrd6977DOkWch27ZFue96nOzatcn6Wps0OcYTHl271lDr1iXf/P9YyZoUWc+hD6SyhkXWsgSNlF5p27attdDQ/f3+97//VVOmTNG7pywCBIEjVXal2m5mGOSxfquPxu7dm611JDNmDNKbfCPPaeRW2zPPnOoJjrZtL1Dz5iXv/H9TskZF1qq4B1WZSSZrWnJzJlk8ffzxx1nWkpx++unWboF+VDTOTQQIAmncuDedwfitt67Rm5PCggXfWA/73cEhwTd2bGd18GByz//PCZl+K2tWZO2Ke5CVtS2yxiXRa1niRRYuysZY7u9JKvO2atXKtz1VchsBgkCSAVh+i7cHZnkonSw2bPjDswrevlKSW2/pskeJkCsOWcMSbjW9X4v2/LBu3TrVqFGjLNOsb7vttriXWEk2BAgCS24B2QO0zGg6cCC+lWNjJWtOPvusubP63T46d65qPfxPV7KWRda0uAdfOWTvCz/qecWLFHOUCsGy37n765ZdCMfJ1stpgABBoHXteoMzUI8d20lvTgiZJjxlSh9nwaJ9PPfcOWrWrPhXsk1VsrYlXEVhmcUVqZ5Vbhk+fHiWnRSlpLtsJJUq06zjgQBBoMkMJpkGKwN2v3736M2++/PPiRkDYDlPcDz55AlW6ZVUrQDsJ1kfIutE9D1NZPW47I2R2+bPn6+qVavm+dpkkaSsZt+8ebPePfAIEATe3LlfqMGDH1N//524sh+bN69QvXvf6QmOzBBrYBV/xJHZuyrqG0tJCRLZKyPRJBykNIpepqV69epWqKQrAgRw2bp1jRo16kX1xhuVram1cvXSsuXp1kp1CYTJk3urTZsir1vYt293xvltM64yjvcEx2uv/VctWRL//cSDTvbACLevu1THPdK+7vEit6O6detm3Z5yfw1y+2rEiBF697RDgAD/T3YmfOqpE7NcNYQ7wlm4cIxq3fosTz8Jn2nT+idNfa1UJXtiyN4Y7kFcyrnLHhpSDdgP8iBcHoi73/Okk05Sr7/+etKXWU+U8P8SgDSzbNlPzipwWYn+0UcPqRUrZqrdu7dkXFXsUsuXz1CffdbCCZhw2rQ51wmOJ57Ip7744ln1zz/BnP+fG2TQlj0yZK8M96Au+5FIBd54kam3MgXX/R4yRVem6sqUXYSE/5cApJkePWo5g/8337yqNzt27txo3coKR56zyPnvv3+72rgx2PP/c5PslSE7H+r7pcsOibLHhqnt27dbi/5k8Z/7da+44gprkSCyIkCADM2bF3ICJNoCjOFICXYkhuydIXuxuwd72WND9myXPTeiJeVFpMyIlBtxv5aUIxk0KHFlbVIRAQJkcC/uS6fV4EEwdOjQLHuly54bvXv3zrZsvBQ2lAKH7nOlAKIUQpSCiDgyAgTI4C570qdPfWvVOFKH7Kkhe2vo29rKHhwTJ07Uu1ul1O+++25PXznq169vlWBHdAgQQMme6u08s6dkGq6UUpcpub/8MtIqt47kJ8Ege23owSB7ckgwSNC0a9cuS9Bcdtll1qZPiA0BEifyAO6uu+5SL774ot6EFCDPLtxlT/RDZmZ16XKd+v338fqpSEJTp07NcmtKno/oM7iKFClibTOb3a0uhEeAxIHU/z/llFOc/yjlP9zZs2fr3ZDkZK2GbGf76quXZQkQ9yFXK0h+8nB8wIABqmjRolmuSCRMmjdvHtPDdmRFgOTAjBkzstT/tw+ZYvjQQw+p9evX66chBWzdulrNmvWJ+vzzlqpDhzJZQkQWDSI1yF4cTzzxhPNv8/LLL8/RdF+EECAG1q5dqx544IEs9f8rV66s/vOf/3j+Ti6ZO3XqxMrVFLd48WTPKnPZzwOpRab9fv755/pfIwcIkBgcqf7/d999Z/WRsgrvvPOOVWbB3UfKMIwaNUp7RaSSX3/90gmQ5s1P05uBtEOAREnq/+tXF1JgrXv37mHr/2/atCljoPlfluqdNWrUUAsXLtS7IwVIWRI7QKTsCZDuCJBs/Prrrzmq/z9v3jyrBLV+ftOmTdWWLVv07khissAwdAVSSG8G0g4BEsGR6v8vWLBA754tufcqm+K4X6tQoUKqR48eYa9gEF8yTffPPydlXEXs1JssUgvrSGXahZR5twOke/db9WYg7RAgGj/r/8u2nK+++qq1Taf7tcuUKaPGj2d9gV9mzhxibR8rA3+XLtfqzRb7tpSsQp8z5zNrX5CDB/dbVx3yAL1v37ud8JA1IRJGQLojQFzGjh2rLr74Ys/g7kf9/7/++ks1bNgwyyyu2rVrq6VLE7drXtCtXDlbde5c1Rn45ZCNocJx9znS0bRpfjV9+kf66UBaIkCU7Fv9p6pZs6ZnME9E/f+ffvpJVapUyfO+Ukr6ueeeUzt3hr/Vguzt2LHe2s/jscfyeAZ/ue20adNyvbtl8+aVGT+PgWrgwMYZvzBUsvb2kHImTzxxnGrVqpi1Cl3KvG/b9pd+KpC20jpApPxIy5Ytw9b/nzVrlt7dF//++2/GYPeROuOMMzxfQ7FixdQHH3xgtSM6cstp7NhOqlmzkz3B8dJLJdWCBd/q3QHkUFoGiJQ46NevX5b6/2effXau1f/ftWuXeuGFF9Rxxx3n+ZoqVKigpk2bpneHZt68UerFF8/3BIfsaT5+/Dvq0CF/tjwNZ//+PWr06Jes5y5A0KVdgEj9fyll4B6kpf7/Sy+9lBT1/5ctW6bq1avn+fqOO+501aTJq2rduq1697S3du1Cq2quOzjkYfigQf/LlQq6Y8d2dr4Oyp0g6NImQFauXJlS9f9/+OEHdemll6qjjz5WnXJKWXXOOQ0yrkY6qb5956p9+5j2K3uVDx36ZEZYHOsJD3lWsWbNPL17wsyd+4XztbRvXyqhVz9AogU+QFK5/r+UmO7b92N18cV3qosuaq7Kl+9jHbfdNkSNG5ees7UOHz6YEa7vebaglaNNmxIZg3fu1zmSZ1adO1/pfF0TJnTVuwCBEegAGTx4cJatLqX+f9++fa3nIKli+/bdqlOnCapy5X5OiMjxyCOj1R9/JP42TW6RvTj0yrhPPXWiNTsqmfYiX7FiljMD7JlnCubKrTQgEQIZILIXx5VXXukJDqn/36JFC2vmVapavnybevLJbzwhUrFiX/Xqq5PVli179e6BsXbt3+qtt572BIcs5vvgg4ZJO632o48edL7WwYOb6M1AIAQqQGTvDdmDQ/bicIfHrbfeaq31CIopU1apunU/9QTJtdd+qD7++Fd18GDqXFllZ8+eA6p795nq6qvfUTVr1lGNGhWxBmRZp7Fs2U96d1/JokS50pF9QqKxffs61azZSdbXKw/116z5Ve8CpLxABIisEpc9N2TVuDs4SpYsqcaMCeZMGAkKCQwJDneQSLBIwKQyWfoyevQf6sYbBznf13XXNVePPlrTWuyXG2tjZDGhhEHHjuWtnQujMWbMG85ViDzcB4Im5QNE9tg4//zzPcEhe3F07drV2psj6OTW1SuvTLZuZbmDRG51rViRett1zpu3XjVsOMLzvVxxRX/Vs+dPau/e3HvO0bFjBScMpk3rrzeHdfDgPs/aFJmhBQRJygaI7Klx/fXXe4JDKufKHhyyF0e6WbRok/VQ3T3wykP3Ll1+VDt27NO7J50NG3ZlDLbfe75+OZ599jv111879O4J9+efE50gaNWqqLU3SDR++WWkc94LL/wnqR72AzmVcgEie2g8+eST1p4a7vC47rrrrL030p1M761Zc4hnEK5efaD64ovf1OHDib/1kx1Z0yJrW6pWHeD5mu+++3M1e/ZavXuu6t37DicMvvjiWb05onfeud4579tvO+rNQMpKmQCRMuvvvfeetYeGOzhkl0D2OfZKlUE51cJOCjFKgUUJgieeyKc2blyidwlr7doFzoJHmXa8bVvy/AyAnEiJAJG9MkqXLu0JDtmXXPbWkH3KEd6RbgutXZt71X5T+XbbyJEvOFcTsglVtIYOfcI5T6YfA0GQ1AGyZMkSdfvtt3uCQ8qsy14asqcGohPpwfT778+ypsqGo/ddv36X3sXh7nskQXjgv2/fLtW69VlOGPz22zi9S1i7d292Vs/LGpbly2foXYCUk5QBsmPHjox/pK2zlFmvXLmytYcGYhduaqwcN988SI0Zk/VWjLuPHB06TNS7OLILEHnvwYODM+X4p58+dgKkffvSVnmVaPzwQ3fnvDfeqJwr05GBeEqqAJF/ULIHhuyF4Q6OM888Uw0cmDvz/4PGXpxXpYq3LIpcpbjpASJXDcuWha8GnF2AfPnln54+qb7oUf47lACww0CCIRoSNBI41rOQh49Sf0z4WO8CpJSkCRDZ80L2vnAHh+yNIXtkyF4ZiK81a3aoFi3GWQN6pUr91OLFWzzteoDI0apV+Ns12QXIpEkrnBCSW1hBKLsit6Dseldya0puUUXj99+/U2/dfpT6qvxRauVlZ8lGMHoXIGXkeoCsXr1a3XvvvZ7gkEP2xFi+PPz2o4ifJUu2qJUrsz5/cIdChQqhPy9cuFHvmm2ACCn6uHp1dGsnUoU8DLevQuQhebRWNK6l9h+b8U8v47/zjN+Q9GYgZeRagOzdu1d16NBB5c+f3xMcsgeG7IWB3OUOhdatxzt/btLkK71rVAESRDIdV6blSoDINF2ZrhuVJUuUypcvM0COP14uZ/QeQErIlQD55JNPVPHixT3BUbhwYdWrVy9rDwzkPncoyLMP98ypGTPWROybbmRhoH0VIgsGo/bss5kBIscdd+itQEpIaIDMnTtXXX311Z7gkDLrTz/9tNq6NfwDWuQOPRTatJng/H+ZEuyez6D3TSdSmkRKlNghIqVLorJjh1JFi4ZCZOJEvQeQ9BISIBs3blSNGzfOUmb9pptuUosWLdK7IwnooSDrNNxXIePHL4vYN938/PNwJ0C6NjtfHT4Q5WLIAQNCAVKunGxBqfcAkprvAdKzZ09r8Z87OC666CL19ddf612RRMKFQtu2oVXt9eoNc8qNhOubbnq+UU31vf4oNfXio9Tet9/Qm8OTXTHLlw+FSK9eeg8gqfkeIGXLlnWCQ/breOutt9KizHqqCxcKq1Zt91yFjByZefUYrm+62fnnr2pl0WMygyDjv3O1bp3eJbypU1XGb1iZ5xUuLE/m9R5A0vI9QOrXr+8EyKRJk/RmJKlIodCu3UTn72+5ZbDav/9QxL5pp0mT0NXEgw/qrZE1aBA675ln9FYgafkeII888ogTIPPnz9ebkaQihYIsQJSFh3bboEG/RuybdmQfmoIFM4MgTx6lZs3Se4S3apVS+fNnnpc3r1Sb1HsASYkAQVhHCoWXX57ktEn59SP1TTvduoWuJq68MrMQWDQ6dAidd/PNeiuQlAgQhHWkUJBS8FJ+3d0nUt+0I8/3SpUKhcHgwXqP8PbsUap48dB5TDJBCiBAEFZ2ofDaa5OzhEekvmlnzJhQEJx9ttRy13uE98knofPKltVbgaRDgCCs7EJB9gfRK/pG6puWatYMhcFLL+mtkV17beY5JUvqLUDSIUAQVjSh8PrrUwmQSP78M1Tv6oQTlFq5Uu8R3pYtSg0cGH1/IBcRIAgrmlDYuHG3tVthNH3TUsuWoauQ+vX1ViDlESCAX7ZvV+r000MhMnmy3gNIaQQI4Ke+fUMBctllmeVLgIAgQAA/SWBcfnkoRIYM0XsAKYsAAfwmt65kZboECAUTESAECJAI48Yp1b8/JdsRKAQIAMAIAQIkk3/+ybxSqVdPqRIllCpQILPQovy5Tp3Mh/LSB0gCBAhiJiXcDx1iNlHcjRql1FlnhR64Rzqkj/QFchkBgpj8+edmdc01H6qbbx6ktmzZqzfD1HvvhTaWkpLuzZsrNXu2Ujt3KrVrl1Jz5yrVqlVodbs8lJdzgFxEgCAmH38c2v9j0qQVejNMTJgQmqV16qlKzZyp9wiZM8e758j33+s9gIQhQBCTgQPnOQHyww8r9GbEStaJXHBB6PbUyJF6j6y+/DLU/8ILWZyIXEOAICYESJwNHx4Kg6uu0lsju+aa0HnyGkAuIEAQEwIkzh5+OBQEMsMqWu4SKRn/xoDcQIAgJgRInJUuHQqCWP59SF/7vDJl9FYgIQgQxIQAibNChUJBINV7o7VtW+i8007TW4GEIEAQEwIkzo49NhQEsZQ5OXgwdJ68BpALCBDEhACJM65AkMIIEMSEAIkznoEghREgiAkBEmfxmIXVuLHeCiQEAYKYECBxxjoQpDACBDEhQOJMHpy7V6JHUyTxq69C/VmJjlxEgCAmBIgPxo/31sKaNUvvESJFFe0H73KO1NECcgkBgpgQID7p3j1UjVcq7ko1XimcKJV4d+9W6uefvdV4pa+cA+QiAgQxIUB8FO1+IGeeGV3RRcBnBAhiQoD4THYb7Ncvc/fBc8/N3I3whBMy/1y7tlJ9+ii1l31YkBwIEMSEAAFgI0AQEwIEgI0AQUwIEAA2AgQxIUAA2AgQxIQAAWAjQBATAgSAjQBBTAgQADYCBDEhQADYCBDEhAABYCNAEJP+/SerUqVesI7x43/TmwGkEQIEMenRY5gqWvRG6/jmm2l6M4A0QoAgJl26vKvy5StkHaNGfa03A0gjBAhi0rlzZ+fnOWLECL0ZQBohQBATAgSAjQBBTAgQADYCBDEhQADYCBDEhAABYCNAEBMCBICNAEFMCBAANgIEMSFAANgIEMSEAAFgI0AQEwIEgI0AQUwIEAA2AgQxIUAA2AgQxIQAAWAjQBATAgSAjQBBTAgQADYCBDEhQADYCBDEhAABYCNAEBMCBICNAEFMCBAANgIEMSFAANh8D5A6deo4A86oUaP0ZqSYBx54wPl5Dh06VG8GkEZ8D5By5co5A86xxx6rmjVrprZu3ap3Q5JbsGCBuv76652fpRyvvfaa3g1AGvE9QOQ2x3HHHecZeE477TTVs2dPdejQIb07ksyWLVvUE088YYW/+2dYtGhRqw1A+vI9QMQ///yjXn75ZVWgQAHPIHTppZeq77//Xu+OJHDw4EHVvXt3VahQIc/P7D//+Y/64osv9O4A0lBCAsS2Zs0add9993kGJDnq1q2rli1bpndHLvnuu+9U6dKlPT+jE0880bpltW/fPr07gDSV0ACx/fjjj6pChQqeAUpuc7Vp00bt2rVL744EWbJkiapVq5bn53L00UdbD87Xrl2rdweQ5nIlQMS///6rPvzwQ1WsWDHPgHXGGWeojz76yGpHYuzYsUO1bt1a5cuXz/OzqFy5spoxY4beHQAsuRYgtp07d6rnn38+y4P2SpUqqenTp+vdEUeHDx9WAwYMsB6Iuz/7M888Uw0cOJAQB3BEuR4gtqVLl6ratWtnuX1y//33q7/++kvvjhyaOnWqKl++vOfzlhB/8cUXuY0IICpJEyC2CRMmqDJlyngGNpm99corr1izuZAzq1evVvfcc4/n85XjjjvuUMuXL9e7A0BESRcgQqaQ9ujRw1ov4h7kSpQooT777DO9O6Kwd+9e1aFDB5U/f37PZ1q2bFk1ceJEvTsAZCspA8QmC9WaNm2aZRHbtddeq3755Re9OyKQkiPFixf3fIaFCxdWvXv3ZjEnAGNJHSC23377TdWoUcMzAB5zzDHq0UcfVZs2bdK74//NmTNHXXXVVZ7PLW/evOqZZ55R27Zt07sDQExSIkBso0ePVhdccIFnQDz11FPV22+/rQ4cOKB3T1sbN25UDz/8sMqTJ4/ns7r55pvVokWL9O4AYCSlAkTs37/fKil+8sknewbHkiVLqm+++Ubvnlbks3nzzTezfDYXXXSR+vrrr/XuAJAjKRcgtg0bNoT9LfuWW25Rf/zxh9498L788kt14YUXej6LU045RXXp0oWrMwC+SNkAscl9/qpVq3oGTrnP37x587S4z//777+rG264wfP9y/Mh2cjr77//1rsDQNykfIDYhgwZos455xzPQCozjfr06RPImUayp8pTTz2VZYbaNddcwww1AAkRmAARe/bsUe3bt1cnnHCCZ1CVTa2CstZBwvD999/Pskbm3HPPVcOGDdO7A4BvAhUgtlWrVqkGDRp4Blg57rzzTrVixQq9e8qQvVMuueQSz/fEKn0AuSWQAWKbMmWK+u9//+sZcI8//njVtm1btXv3br170pK9UmTPFD0QZW8V2WMFAHJDoANESMXZ/v37q9NPP90z+J511lnq448/1rsnFalULHuk6JWKK1asaO2pAgC5KfABYpM9L5599tkse15UqVJFzZw5U++eq+y9UmRvFPfXKnunyN9TZh1AMkibALEtXrxY3XbbbZ6BWcrGN2rUSK1bt07vnnCyB4pcYbi/PrkCkT1T5IoEAJJF2gWIbdy4capUqVKegVr2/e7YsWOu7PstzzJk7xP31yNHnTp1rL1SACDZpG2ACCkb/+6776qCBQt6Bu3zzjtPDR8+XO/uC5k9JbOoZDaV+2uQ2VayNwoAJKu0DhDb5s2b1eOPP55lUV61atXU/Pnz9e5xI+s2ZI8T93vK+g5Z5xHExY8AgoUAcZGwqF69umdAl7IgTZo0sUImXmSluOxp4n4fCS9ZWS4rzAEgFRAgYYwYMcK6jeUe4OU2V7du3azbXqakNpXsYSKh5H5tqWUle54AQCohQCKQ0uivv/66OumkkzyDvTx4lwfwsZBquLJniexd4n4t2dtE9jgBgFREgGRDpvbKFF+Z6use/GUqsEwJzo7sUSL7cbjPlf06ZE8TCSkASFUESJRkseEVV1zhCQJZlNiqVSu1fft2vbu1J4nsAOjuL3uXyB4mspcJAKQ6AiRGgwYNssqguINByqRIuRQpmyJ7kMie47InibuP7E0ue5cAQFAQIAakEKMUZJTCjO6QkP1IZBdA998VL15cDR06VH8JAEh5BEgOSGn4+vXrewLDPvLnz2/tTSJ7lABAEBEgcTBp0iTrSsMOj1q1all7kgBAkBEgcSLrQ9q1a2dtrQsA6YAAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGPk//vC84E/FeFgAAAAASUVORK5CYII=)
PN: 8H68-1-X1
CAS: 22184-99-2
Molecule Weight: 240.32
Formula: C11H16N2O2S
TSCA: Not listed on TSCA inventory