| Product Number | 8H62-5-0A |
| Purity | 95 % |
| CAS | 112539-09-0 |
| MDL Number | MFCD00219329 |
| Molecular Formula | C10H10ClNO3S |
| Molecular Weight | 259.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H62-5-0A
CAS: 112539-09-0
Molecule Weight: 259.7
Formula: C10H10ClNO3S
PN: 8662-5-0G
CAS: 438191-85-6
Molecule Weight: 275.75
Formula: C11H14ClNO3S
PN: 8H69-1-2S
CAS: 36090-27-4
Molecule Weight: 240.28
Formula: C10H12N2O3S
![4-(1,3-Dioxo-2-azaspiro[4.4]non-2-yl)benzenesulfonyl chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABPjAAAT4wFHsETdAAACuHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXw/gZUyWpqlaTJrWbtLbS3k0ucVukABXQPHz7nYG2gWQQgmzO/5999tnnxeU+38DWVXVWFsuAERqAK9JynRUvy+Dx4XtogsvVIkURCot6Gbw2zdtFFO12O5K+utzuy4KkZR507Rf7OhtodoKU1UvEKWXRn7vb+5YJs6JubJE6pOrsom6Nt2Vqm9aL/wwR5bbaZkXUyaO82na9/eXU/ynZ1+vgay7X2HaFKDxnGwfPZZXbBracEvzTb/DiClfZxq3h6YBmQSTOfbW4uynT99wVDVZ9D1lqN/dN9Z6iIS83Ln3HzrDy42YZ5AwB25T5VVXZA/iaN1sGloMVYCVYBVaDjcEasAlYRvHFdoYChgqGEoYahiKGKoYyhjqOOs4wFhvnnXk4vDmc0Qbu4Rc+10fPT3yHFvzGdeXLINSE80RCKElihPIljQ1+K2KMiSEUJBZxW5rEaAg50YrjNyNcqsSX1MjE24WgBkJcOPx9lb2OEamlBlTpxIAgPFYUJPad6I+iN/ZKRhJJVQAH76QkivvBBNHcDyKJ0bp1RsTd4DFT2g/GjGwH57FpnUmo4r5dCm08LyQuXe8bI0pigY0SRZxQpnxbHLfG9quXHM1Kxt6Rj7L3crWIPmO8WjyVxfqoCtl6GTxhoLzkt3uueR//AMpq7So8Ur4DLz0G+BDwu+UT4OcAcQLIaUCeAGraJTUE/L79BK7OAXoI+F0+DcRDwJ+JacAMAX+CpoFkCLTnbZrw7aNpzyLsxC1vmlpbNop3lwFmmFHIu4wxHXQmzzByZpxR4LuMNMOMYt9lsBlmFP4u480wox3QZcgZZrQJuow6cxzpmfnMMeNDr3zWnmHO7INZZnz0+5vhdB9ER7kp+rirsHpyj0VHl1yEV/vqH+agSoFGWihUAAA/xklEQVR4Xu3dCZzV0//HcUuWCpVkz5KfpfDDj+ykH5FIyFp2P5JEtuytypaUJZHSovWnREpJyY8SoU0KJa2Wdmkjzv++z/1/78w9NTN3ztyZud/vfT1/j/voZ873ztyZmvO+53vO+ZxtDAAAHrZxPwAAQCoIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBBE199/GzNkiDH16hmz557G7LBD/M/zzzdm0KB4OwBvBAiiae3aeHBss03eDwWJrgPghQBBNDVsGA+JihWN6dLFmIULjfnjD2MWLTKma1djKlWKt+s6AF4IEETP2LHxcChf3piZM93WOH1c7brugw/cVgApIEAQPY0axYOhTRu3JZnadV3jxm4LgBQQIIiegw6KB8PXX7styTQK0XXVqrktAFJAgCB6dt45HgwbNrgtydavj19XtqzbAiAFBAiip7ABUq6c2wIgBQQIoodbWECJIEAQPVdfHQ+Gtm3dlmRMogNFQoAgesaMiQfDLrsUfRnvL7+4HwHw/wgQRFODBvFw0IZBbRzUBkJtJFy82Jjnn09tI+G8ecaUKWNM9erGTJvmtgJZjwBBNP32mzHnnRcPibwedevmX8pEo48DD4xfq4l5BQ+ABAIE0aViiSqaqKCoUiU+mtCf+u+BA1MrprhypTGXXpoTOvXrG7NsmXsVkJUIECAV3bvHl/sqRPbbz5jx490rgKxDgACp0rLgo4+Oh8j22xvz8MPG/PmnexWQNQgQoDC0ObFZs5xbWiefbMz8+e5VQFYgQAAfw4cbU7lyPEQqVDBm8GD3CiDyCBBAxo2LL9fV2SGp0tLgWrVyRiM332zM77+7VwGRRYAA0qNHThBccIExv/7qXrF1f/1lTPv28RVeeu4RRxgzdap7FRBJBAgQePXVnJVW++6b/w5118SJOXtGdtqpcCOZkFuxYoV57LHHzDPPPOM2Rc78+fPNddddZ0aNGuU2ZSUCBMjtm2+MOeaYeBBst50xDz6Y+kqrVauMueyyxEhmdmwkszbVkUzI/Pzzz+aVV14xZ599dmzwVSb27W5jHxMmTHAvjYy///7b1KhRI/G97rfffuaOO+6w3/NfGolmIQIEcG3caEzz5jm3tE46yZgffnCvyltsJLMgNpJpF3vuqbGRzAeFGclksEWLFpmuXbuaWrVqxbJ1u0RHqseee+5p/9x///3tiCSKOnXqZL/HHXbYwVSoUGGL7/+WW24xY8eONX+oZE6WIECAvLzzjjF77BEPkd12M2bAAPeKPK2KjWRuio1k1Lmos30wNpL5M9WRTAb5IRacTz/9tDnllFOSOsxtt93WnH766aZz585mwYIFZv369ebII4+0bQ1UhyxivvjiC7Pjjjva769Xr142JN5//33zn//8JxGewWP33Xc3N9xwgxkxYkTsvchG91NFCgEC5EfFF2vXzhmNxDqGfOtn5aLOo3lsJBN0LCfFRjLqkDPdnDlzTPv27c1xxx2X1DFuv/32sR9FbfPSSy+ZpUuXuk8zM2fONGXLlrXX6pqoWBv7+z700EPt93W1jgpw6PbVhx9+aG9n6bZW7p/Zrrvuaho3bmzefPNNs27dOvepoUeAAAXR/e0OHXJWWh12mDFffulelad3YiOZPWIjGXUou8VGMgMKMZIpKdOnTzetWrVKusevh951n3feeea1114zy1KoAdatWzf7vJ133tnMmDHDbQ4lTZrre6pWrZpZs2aN27yFTz75xNx7773moIMOSvpZlitXzlx22WXmjTfesKEUBQQIkKpPP8057TDWsZrOnd0r8rQ4NpLRu/egM7nxxhvN76W8Z+Szzz6zt9YOOeSQpI5Onb9uQ/Xp08esXr3afVqBLr74Yvt5FEa6tRVm6uz1vWjeY/LkyW5zgaZMmWIeeeSRxAgm98/4wgsvNL179zYrVbAzpAgQoDDUoV5xRc4trfPPT/nQKd3q6BAbyQSrlg6LjWS+LMRIpqi0iujjjz82d999tznggAOSOrTy5cvHvq0rzMCBA4scbJpEr1q1qv28TZo0cZtDY+7cuXbEqO+jY8eObnOh6RZfmzZtzFFHHZX0s1c41alTx/To0SP2Tym1f0uZggABfPTsmXOi4T77mJXvv+9ekadPYyOZ4PaGbhFpIrq4bN682YwfP97cfvvtZt99903quNQ5XnvttWbYsGFpHyl89NFHds5EX2fo0KFuc8bTJPmJJ55oX7+WKqd7me53331n30yccMIJSX8n+pmdddZZ5oUXXrCj1kxHgAC+Zs825thjzZzYL/4j221nOrRsmfISTt0a0jv+oOOoV69e2t59btq0yYwePdrcfPPNpkqVKkkdVOXKle3tM22E03XFSXMq+pqVKlWyK7XCpGXs71KvXT+/JUuWuM1ppc2JWiJ82mmnJf1d6aGPqU3XZCICBCiKjRvNx3fdZU7adlv7C1+zZk176yNVmpzW7SM9d5/YSEZLQ31s2LDBDB8+3E74VqxYMakT2nvvve2tJO1HKcmlxBr9aKmvXoP+1H+Hgf4OtPRaS5Xfffddt7lYadSh0YdGIcEILngcf/zx5vHHH7ejl0xBgABpoI4meLevW0OafE3V7NhI5tjYSEbPVceld7+pjGQ0VzF48GBz1VVXmV122SWps9EcxF2xYNOtJM19lBaNPDQC0Wtq3bq125xxNApUkOv16udXmvRaNC+i+RHNk+T++9U8iuZTNK9SmggQIE10q0P3y4Nfco0GUl2uqT0j6rCC5+r++7x589zL7DLSfv36mUsuuSSx5yJ4aJmpwkdzLJlEeyD0+vSO+n//+5/bnDEUtLqVqNeqQM+kTYBaqaUVW1q5pRVcuf/etcLr4Ycftiu+ShoBAqSRJlufeOKJxDtG/XJrF3OqtjaSWb58ud39fP7555uddtopqfM44ogjbCHDr776yv1UGeXWW2+1r1cjo0xdtqrFDHqNuqWoUWGm0puS/v372z0l2luS+9+DFmdoD4r2opQEAgQoBtozcPDBB9tfaq200kRoqreSNJI544wzEp2CW3fqmGOOMe3atTPfqPBjSGiVV7BJUaOnTKPl1EE4a14qLPRz1QhPu9216z33vxPtim/WrJndJZ/uVWQBAgQoJrrdpPmJ4Be6bt26toptXhQIXbp0MWeeeeYWoaEyKE8++WShJugzjXamB7dfXn75Zbe51Ogdvfbk6HVdeeWVbnNo6JabRrCqw6V6XLn//ahel+p2pbs+FwECFLPXX389Mcm911572SW2rp49eyb9wmsFkEYhmijN9NtThfHiiy/a70/zN19//bXbXCrU4eo16faPz877TKTVdqoMrArB+jeX+9+WlnKnCwEClIBvv/3W/Otf/0qEw3333Ze00kqbytSm+Q/Vk9pascKoUJkUfa9aSaTlx6VJdcn0WlQdYNKkSW5zJOj2lc4s0W2uILzThQABSog27rVo0cIGiH6RtQv5+++/t226766PNWzY0HlW9GhRgM4N0ffbtGlTt7nEaJVbcK6H9ldE3axZs+z3qn1B6UKAACVMu8CDMyQ08dm3b9+sChDRxG6wUe6tt95ym4udRn+aV9LXV5HL4ppkziQECBARP/30k90gpl9oPU4++eSsChB59NFH7fesCV+ddliSVIVYX1tl9sNQcyodCBAgQrSs96mnnkraZXzOOee4l0WWJnpPPfVU+31r5VlJjQJU0iUoVaKzWrIFAQJE0Oeff57YPKjd5Nnkxx9/TNTuatu2rducdr/++muiKrFOi8wmBAgQUcHyVu0VyTZDhgyx37vmRHReSXHRiO+CCy6wX0ubMdO5HyIMCBAgorJtEt2lTW76/nXQVXGVOtEmTX0Nlf8I0y7+dCFAgIjK9gBZt26dqV69erH9DKZOnZooVfLqq6+6zVmBAAEiKtsDRKZNm5YodfLKK6+4zd5U9l5FJ/V5L7/8crc5axAgQEQRIHHPP/984jaTOrx0uOmmm+znPPDAA82qVavc5qxBgAARRYDkqF+/vv1ZHH300UUudTJo0CD7uVSqZOLEiW5zViFAgIgiQHIsW7YssdRW5ch96RzxoFSJyt9nOwIEiCgCJNm4ceMSm/101nthaZPiKaecYn+mtWrVKrFNipmMAAEiigDZko5p1c9E5ccLW24k93NLukxKpiJAgIgiQLakUURQI+yss85KeRQxfvz4xIFcPqOXqCJAgIgiQLbuhx9+SMxjtG/f3m3eguZPdJRrUedPoogAASKqb9+hsY7yKHPttXe7TVmvMCup0rmCK2oIECCi/vvfyeaww+4xzZv3dptgcvZy6NjZvPZyFMcekighQICIGj58tjn++FfM/fe/7zbBxHeTH3744bYD3Npu8ty72Lt37+42wxAgQGQRIAXLXc+qR48eiY8Xdx2tqCBAgIgiQFKztYq6JVHJNwoIECCiCJDUuGd69O/f3/7/4j5LJAoIECCiCJDU6VTBffbZx3aGwXHAbdq0cS+DgwABIooAKZwxY8bYzlAPVdndvHmzewkcBAgQUQRI4Tz66KOJANFGwyVLlriXwEGAABFFgKTuww8/tHMe6gwPO+ww+2ft2rVTLnWSrQgQIKIIkNQsX77c7L///rYjbNq0qZk3b57Zbbfd7H936NDBvRy5ECBARBEgqWnQoIHtBI866qhEqZIBAwbYj6nUyaRJk5xnIECAABFFgBTsxRdftB1g2bJlzddff53UdsMNN9i2gw8+2KxevTqpDXEECBBRBEj+ZsyYkShV0q1bN7fZrF27NjEfcuWVV7rNMAQIEFkESN7Wr19vatSoYTu/Sy65xG1O+PLLLxOlTnr27Ok2Zz0CBIgoAiRvTZo0sR1f1apVzYoVK9zmJJ07d7bXli9f3syZM8dtzmoECBBRBMjWvfnmm7bT07Ldjz76yG3egkqdnH/++fY5xx57rNm4caN7SdYiQICIIkC2tGDBAlOpUiXb6bVq1cptztMvv/xiO0k976677nKbsxYBAkQUAZJMpUlOP/102+Hpz8KWKnn//fftuejbbruteffdd93mrESAABE1atT3NkAefXSc25SVWrdubTs7jUA0EvHRsmVL+zmqVKlili5d6jZnHQIEiKiNG/80/fvPMEuW/OY2ZR3NdQSlSjQH4uuPP/4wNWvWtJ/n7LPPzvpSJwQIgEjTKiuttlJHd+utt7rNhTZ37txEqZMnnnjCbc4qBAiASNM+D3Vy2veh/R/p8MYbb9jPqbNDJk+e7DZnDQIEQGRph7k6OO04187zdLruuuvs565WrZpZs2aN25wVCBAAkaTaVqpxpQ5ONa/STaVODj30UPv5r776arc5KxAgQIRo1ZUeDRoMNJs3bznBG7RHnarqqrquOjdV2y0uX3zxhdlxxx3t13n99dfd5sgjQIAICQJCD+0DcWVLgOhcD3VsOudD530Up06dOtmvtcsuu5hvv/3WbY40AgSIkNwBUr/+APPnn8mjkGwIkGHDhtlOTct2ddJgcVOpk/POO89+zX/9619m06ZN7iWRRYAAERIExOWXD7F/Dh36zVbbo2rhwoVm9913t52azjgvKT///LPZa6+97Ne9++673ebIIkCACAkCYsyYufbPevX6x94R55TsiHKAqDTJmWeeaTu0U089NTb6+tO9pFiNHj06Uepk1KhRbnMkESBAhAQB8ddff5vLLhts///gwTkn7UU5QNq0aWM7s4oVK5off/zRbS4R9913n30Ne+65p/npp5/c5sghQIAIyR0Qo0fHa2HVrdsvMQqJaoB8/PHHiVIlQ4YMcZtLjOY/TjjhBPs66tSpY+dHomzmzJmJwEwXAgQoJbkDQqOQhg3joxDVxHLbo2LlypXmgAMOsB3Zf/7zH7e5xH3//fdm1113ta/nqaeecptDT/XAxo4da2655RZTuXJl+31qKXO6ECBAKXEDIqjIW6dOX7Nhw59btEdBw4YNbSdWvXp1s27dOre5VPTt29e+JpU6+fzzz93m0NEhWiNGjDA33HBD4jyV4KFd/pdddpn7FG8ECFBK3IDQKOSSSwbZj/XpM22L9sDvv4dz6Wn37t0Tndi0adPc5lJ1zTXX2Nd2yCGHmN9+C19FZIWxKhc3btzY7nHJHRr77befueOOO+wy6XRXJCZAgFKytYAYOfI7+7Gzz+6z1fa+fafbj1166WDTrdsUM2fOsqT2TKUJ3HLlytkO7fnnn3ebS51C4x//+Id9feqEw0DlWVQoUqO64GcbPA466CBz7733mk8++cR9WloRIEAp2VpA5B6FbK39gw/mmVNP7ZnUftFFA03XrpPNjBm/JF2bKVSq5Oijj7YdW/369d3mjKHbV0Gpkz59+rjNGUFzSL179zYXXnih2WmnnZJCQ7W+HnnkEVuypaQQIEAp2VpAyIgR3+YZIKL5kfffn2cefnicOeOMXknXai/JM89MNF9+udRkyqKiZs2aJW6lLFuW2SOmp59+2r5WTax/9913bnOp0Bnvr776ql0ppnma3KGhGmJaEq0VVqWBAAGK2TffLDMvvfS5Wb16Q9LH8woIjUIuvnhgnu25acnvRx/9aFq1+tCcddbrSWFy7rn9TIcO/zOffbZ4q8UaS8Lw4cNtR6dNe+PHj3ebM46W8p577rn2NWuJb2mVOlm8eLF54YUXYn+nZyWWPAcPva4OHTrYFWSljQABiolGAJoMP+mkHrZDf++94v2FVy2tSZMWmXbtPjLnnJMzh6LHv//dx7RtO8F88skC88cfJRMmixYtSiwdffjhh93mjKVNhdorodeteYSSMn/+/Njo8Rlz2mmnJQWGHvqYCkHqmkxCgKDQVPrh008/dT+MXJYvX2duv31kogN/7LHx9tzzkqJRzJQpS8yTT35sNyfmDpMzz3zdvp7x4+cX22vSap9atWrZzu+UU04p8VIlRaV/4ypzopGTyp4UF90me/zxx2N/L8cnBYZGHRp96GwUjUYyFQGClGlT0p133mn/geuXS8ePFvcqjzDSu3zt5VBnrTkKrawqbVOn/mSefXaSufDC/klhcvrpPU2zZi+bIUNGmN9//919mrd27drZfycVKlTIuHfNqbrnnnvs96DCiyrAmC6ar2jdunXiDJTgofkNzXP06NHDznuEAQGClOh+a1D2IQiQ4P/XrFnTDBo0KHTvMtNNt4bUSZ9wQrxzvvbaYWbhwsw7PnXWrF9j72w/s/MsxxzTyey7bwOz446V7P6Miy66yK5AWrVqlfu0lGk/QnDfXv8uwkrzHyr5ru9DJeCLUupkypQp9jZecCpi8NDPXCvTtLJKK6zChgBBgfr165co96B7wyNHjrRDb62uyb3+vGrVqvY+7erVq91PEXkLFqw2jRsPtcGhAOnS5dMtzvfIRHPm/GSefPI1U6NGjaSOTctZNZn82muvmV9//dV9Wp4UPMHRtHp+2OnQqWBjnuYnCkOjc82haE9G7p+tfme0G7x///52L0eYESDIkzZXXXvttYl/+Oecc45ZunRp0jUrVqwwTzzxROxd7L6J6xQ2d911l/nhhx+Sro2qt9+ek1hOq5VPn366yL0kFNRZtm/fPvGuO3hoNFG7dm3z0ksvmSVLlrhPS3L55Zcnnqd/O1Gg42+DUNVIIi+a99Fub72x0pLl3D9D/U5og6JGZ+vXr3efGloECLZKvyjBzlzdm1WhufyG8JofUU2hY489Nqnj0S7ZSZMmuZdHgkqKPPTQB4n5hObNR8UCNRqdg8JfeyI0AZ67I9StSx09q07SLcOuvQrBvxf9qRVYUbmt2ahRI/s96RZU7lIn+nf//vvv28KQwcqt4KHDslSP6t1337X1qaKIAEEShYSG6kEnUK1aNfPZZ5+5l+VL6/11Xzf3PMlJJ51kS3frIKEomDnzF3sMrYLj5JN7mH79pmfMxr1003JclR/RqiqtSsrdSWr+q2PHjnalUnA787nnnkuMSNW5RsGaNWvs74K+J4XJO++8Y66//votihVqwl2Vb1UBNyrhmR8CBAla/x5sogp+UfSL42vOnDmmadOmiXviehx44IGmc+fORfq8pUnLY3v1mprY26GyI9oomC20oioo91GmTJmkzlOPCy64wL4JCXafN2nSxP0UoTV58uStfs8akTVv3txMmDAh7cUKMx0BAuu9995LnBOtSUOtCkmX5cuX252z++yzT+KXbrfddrPnUbu3QTLZr7+ujQXiu4lbVtr9vW7dH+5lkReUZH/ggQfs/IBCQ6NNda7BhLtGobpG/6ai1Klq1KHva4899rAnGk6cONG9JKsQIFlO93C13j243aQNTcVVA0jLIhVMxxxzTCJI1OloRYre3WWy996bEPvZ3BV7dLcb8XR2R7bS6iH93alAYkAr73Kf76FblVWqVLHX6Z15lGTD8bepIkCymIIi2AGrAFGQKFBKwgcffJB45xqEiSZstUolk+ZJNPmpFWXbbbdD7F3nabGwe84sXhzO22/potuPQSXY/N5saC5A12jzKaKJAMlSGgkE69t1m0G3sErD7Nmz7X3y3PMkWjevidjSPthHry1YVabJ44cfbhsL2OhPjKZC5cT1c9ES7rxoYl3XaI4gvxV8CC8CJMuoU9Z69KCz1qR5JgzJVeZbexD23nvvxGtTGQxtxFqwYIF7ebHTBrry5cvb16G5m6isJkqXYG+EqhPkRaPZYJUStdOiiQDJIlqOGyxF1DJdLdfNtHeGmifp1atX4gAiPTRPcsUVV5TIedW6l6+vFXztevXqFWondrbQBlL9G9ItyPxqXQWTzppwRvQQIFlAIaGNgMHeDm0QzG9HbabQu3514EFnrofKWg8dOrRYVvboXXJQdkJLVbXcGHkLlnw/++yzblPC22+/ba/RGxdEDwEScSo9ogqfQQd8zTXXlPrcQmHpPG1NyKrwXPB9qEPq2rVrWmoJKYxUUjtY43/YYYeZL7/80r0Mju7du9uf16mnnuo2Jeg426COGj/T6CFAIkxFD4PyCvolVqmRMNOtpLZt2yb2q+hRsWJFe3tEu6V96KwF1XkKPt+NN96Y1rLmUaaS4ypXowUG+dXIuuqqq+zPVud1I1oIkAjSPEKLFi0SS2Q10Znu4y+1AVArt7SaS0dv6lzm4KH/1sfVvnDhQvepRaaltZrkzn2egm7PqaMqzK05laPQhjA9XxsbBwwY4F6CAgSHRunvPC///e9/7TVHHHGE24SQI0AiRhVVg2qqChC9Oy/q3g69I9eSzJYtW9owyl3CPZWHVjOpFpbOQxg3bpy9rZEuel1169ZN+npnnHGGeeutt/KcJ1EAqfREcL1eW7ZUDk431cjSz1CjuLzo30/wb+brr792mxFiBEiEaPVSsLdDy2HHjBnjXpIyFYJTFVGtSMo99xA81CFoj8TFF19sK47q1o9GH/pT/62Pa8d57v0duQNF16Rzh7I6pptvvjnptR5yyCG2g8t9S+qbb75J7ITXrZcHH3wwK4reFRfdAtQbFd3Kym+12qWXXmp/5roFieggQCJAO4OD+8x66B257xGcmmB/8sknk/Zj6KEy1trwN3jw4ELXr9K7e5W/uOmmm2wxRffz9uzZM22duO7L67jQ3KW1tRdBoyeVJw/eCatarHbDo+iCku8q556XoPzJP//5T7cJIUaAhJxqSB188MH2l1NLT3UioM/eDtUx0ggid3lqHYqjjjfdtx20H0VVenN/La2qSmcBR92mUofmnrSnh3ZR5/duGYWj/UT6uerY17ykWv4E4UKAhJTu7+schmBvh97Jf/HFF+5lKdFa/dzHbmoTn86yzmsOIV3UyWspbu7TDM8880xbBj6dRo0aZVdr6fNr0hfppRGmbmPp32J+53qr9pn+DvIrf4JwIUBCSEsmzz777ESne91113nth9Av+yWXXJL4PJozGDZsmHtZsVOQaNOeVkLpdQQjqXTSElJ9bhVGRPoFCzfyG0Vqjk7X6BAqRAMBEjIjRoxIlMlWh/vGG2+4l6REt76C+QjdWtC8QWkfu6m9HJp8DwJN506ka9Njt27d7OfUmd1IP533op/vRRdd5DYlqPxJldgo5cTYaGVZIefRkJkIkJAIyooHneuJJ55o5s2b516WEu2hCG59Va9e3cycOdO9pFTp9QWrqfT60rGXJCipkd+uafjTbUf9fPX3ll/o961Tx7wRu+4nysREAgESAm5ZcU1s++7tCN4p6nHttddm7K7rr776KjEvoz+LuhFS80P6XBp1oXgEGzsHDhzoNiVs6t491uvEup3TTnObEEIESIZLZ1lxlUYPwiMM6/FVx+vII49MfO9FWb2jkvX6PJpf8VmlhoJ1at3anBH7Gb902WVuUw4tL99+exN7J6TJPLcVIUOAZKh0lxUPRh7a8KUieGGh89S1+12vXVWEdW6ID60oC27b+e6RQf5+nTHDDI39fGfG3vCYXMfbbuHMM+OjkBdfdFsQMgRIBkp3WXGNYoIgClN4BBQiqpCr1685DN9SKFWrVrWfQ7fHUEwOPTQeDkOHui05unaNX5NP+ROEAwGSYVSULujsDz/88CJ3dgqj4J13GG5b5WXu3LmJ1We3336725ySk08+2T5fK9lQTB58MB4OjRu7LTlUOXnbbY0pU0Yllt1WhAgBkmEee+wx28kdcMABRZ7g1j6PYKmuJszD7sMPP7S34LRpzScEtCw4rKOw0FA1ZAVIhQpaOui25oiFub2uRw+3BSFCgGQYVZdVJ3f88ce7TYUWbBLUUtiihlGmUEVffU8ajRR2PuTOO++0z1VIoxgddFA8HN59123J8cwz8Wvq1nVbECIESIbRngx1cipmWBTBvgety8+0fR5FoeXLCld9b7fddpvbnC8VidTzVNQRxeiee+LhcOONbksO7WHSbawddzRm1Sq3FSFBgGQY3XZSJ6f9Hr57PVQYMZiE1w7zqNEu+qCE+PTp093mPPXr18/+TFStGMVo4sR4gFSurHMB3NYcxx0Xv65PH7cFIUGAZKCg5PiCBQvcppRoslzPV20r3xVLmU5zOvoe86sA6xo/frx9jopFohhpn82++8bDIb99S48/Hr8mn/InyGwESAbSfgd1dFpBVVgqIxGUSdepfFGlulla4qyRyNSpU93mrdJpjfq57L777m4T0q1Zs3g4NGnituSYPTt+zc47G+NRDBSljwDJQME502+++abbVKDgPr8O7on6jmudaqjvtXF+S0Zz0UICXa/QWb9+vduMdIqN9mw47LWXdnG6rTmOPDJ+3aBBbgtCgADJQI0aNbIdnc7KKAyd6hecJKjzPKJOiwOCcyhS3V0enAtS1NpaKMDmzcZUqRIPh48+cltztGoVv4YqyaFEgGSg+++/33ZyKppYGDrDXM/TSYKb9QucBXQAlb5nbcBMRXBC4Uf5dWpIj1tuiYfDnXe6LTm0CELXqPwJo8LQIUAy0HPPPWc7uWuuucZtyldQO6uwwRNmwTkfqZZpr1Onjr1+wIABbhPSbfToeDjsv398Yj0vQfmTCM/ZRRUBkoGGDBliO7nahagVpPv7wRka6T7DPJOpwGSZMmXsrazFixe7zVsI5k10jjeKmZahV6oUD4f8FoS0aRO/Jp8y8MhMBEgGmjhxou3kVEAwVcEOdp2Nnm1OO+00+73379/fbdpCcLRtixYt3CYUh+uvj4fDffe5LTk0yc4JhaFEgGSgH2O/TOrkdA5IqnTbSs9pkt+yyYh66KGH7Pd+6623uk1bCG556XYfSsDbb8cD5Igj3BZEAAGSgTZt2mR3oqujW5VimYeaNWva6wcPHuw2Rd57771nv3dNkBdk+PDh9lqNWlACVFBRhRNZZRVJBEiG2muvvWxHN2vWLLdpC9rvEexe1+gl22geRN+75kIKKv8yZcoUe61KvQAoGgIkQx133HG2o0vlCNvglpdCJOqbB/MS7O8o6NhbHZOr6zjaFig6AiRDXXjhhbaje/31192mLYwZM8Zee+yxx7pNWSM49nbkyJFuUxIdbauRiq795Zdf3GYAhUCAZChNhquTe1wF5wrQq1cve22DBg3cpqxx6aWX2p9BjxQOKOJo2wyg0d+QIcbUq2fMnnsas8MO8T/PPz9e1oTRYSgQIBmqXbt2tpNr2rSp27QFlTzRtVE4ddDX9ddfb38G2oRZkJNOOsleq537KAUqnKjgiP0d5PlQkFBgMeMRIBmqZ8+eKY8qNErRtb5nhUdBs2bN7M+gffv2btMWgtHKK6+84jahJDRsGA+JihWN6dLFmIUL45sOdVa66r8Fmw91HTIaAZKhgqWpurdfkOCY1/vy26wVcfre9TPQz6IgzZs3t9e2UiE/lKyxY+PhoD1OeZ2UqY+rXdd98IHbigxCgGSoGTNm2E5un332cZu2wAikcCOQoOT9zTff7DahuDVqFA8GlS/JT1DeJMVS/SgdBEiGWrFihe3kdGyryrTnhzmQws2BcLRtKdL+GwVDQfXaNArRddWquS3IIARIBitbtqzt6BbqHnE+WIVVuFVY48aNs9fq0C2UMJ0+qGAo6KhllXbXdbHfAWQuAiSD6UxzdXQFHW3LPpDU94HInDlz7LWVK1d2m1DcChsg5cq5LcggBEgGCw5LGjp0qNuUhJ3oqe9El7Vr19prVQJ+Q0EdGdKLW1iRQoBksKuvvtp2dM8//7zblIRaWKnXwgpUqFDBPmfu3LluE4pT7N+0DYa2bd2WZEyihwIBksGCpakPPPCA27QFqvGmVo03UL16dfscjrYtYWPGxINhl11YxhsBBEgGK8zRtpwHktp5IIFzzjnHPmcgp+CVPC32UDhow6A2DmoDoUaOOlFSo202EoYGAZLBNJpQJ5fK0bacSJjaiYSBYNlvp06d3CYUt99+M+a88+IhkddDS6wpZZLxCJAM9sknn9hO7vDDD3ebtsCZ6KmdiR4Idu/ffffdbhNKghZ7qGiigqJKFRP7S4z/qf/WqDBLF4OETWYECJU5t2r+/Pm2k9tF94tToGNadb1uZ2WL4IjaU0891W3K10svvWSfx9G2gL/SDxAqc+ZJR9vqnbU6utWrV7vNW1B1WV273377mc2bN7vNkRQsdX7hhRfcpnxxtC1QdKUfIFTmzNeesZGYOrpUjrZVyZO9997bXj9II7eImzlzpg3YHWIj1p9//tltztfnn39uf04HH3yw2wQgRaUbIFTmLJB2l6ujG6ufVQqCQoEq0xH1TYU33HCD/V4be+wVWLJkiX3uTjvtFPmfE1BcSjdAqMxZoAsuuMB2dL1793abtuq3336LDdoq2ee89dZbbnNkLIqNUHWuuUYgU6dOdZsLpFt8wdG2mogHUHilGyCUNSiQ9jaok+vQoYPblKe2bdva56iWVlRLdajysL7H87Qc1NP+++9vP4dPAAEo7QApbGG1LKzMGYRBYc76WLduXSybD7LPa926tdscepMnT7YjD5W6nz59utucMo62BYomXAGShZU5X3vtNdvJFbZU+9tvv22fp70hmmyOCtW6Ov744+33dtttt7nNhXLJJZfYz/Pqq6+6TQBSULoBwi2sAhXmaFtX0EGq7pM2GkZBsAGwSpUqZtmyZW5zodx00032c7GZEPBTugFCZc4C6RaNOrl9993XbSrQypUrzYEHHmifH4XTCj/88EN720q3r0aMGOE2F8qoUaPsBk39bE488US3GUAKSjdAqMxZoOXLl9tOLpWjbbdGh1Fpn4Q+h+ZTwkpl1zXqKOx8kEu3wO65557EBk1tuizowC4AW1e6ASJU5ixQUONKS1d9BPMoenTv3t1tzngK0cMOO8y+fpUs8V1ZpsOmgvkTBYiCJNXzQwBsqfQDhMqcBQqOttXqI19aBhyMZMIUIgqP4Ljaf/zjH97zHtpHE9yy2muvvezcEoCiKf0AESpz5iuo9zRs2DC3qVDuvffexEgkDLezli5dao488kj7evfZZ5+Ujqt1rVmzxjRq1CjxfWvfSGHLngDYuswIkKLYtKngZcAhd9VVV9nOr7AFA7cmGInooYn1TF2d9dVXXyX2sujP77//3r2kQJ999pmpVq2a/RyaB3rmmWcoWwKkUbgDZN26+ByJjjKN8C2uYOTw4IMPuk1eNCcSTKxriW+m7RPR6wvmffT6FqrAZiH89ddftiZY8D3q1teUKVPcywAUUbgDRO8mtTck1kmYG25wWyOjc+fOiRFDumg+JVjiq4KC2rG+ceNG97ISpUUCF198cWKE1LBhQ1vbqzB02ys4rjb4mRX2cwBITbgDRCZNis+ZKEQGDHBbI0FHtQbvpPXuOl20TyTYbKiHJuuLOs/iQ8GlkNxtt93s61CRRJ+jZkeOHJkof7/rrruafv36uZcASKPwB4io0KACpEIFY+bNc1tDTff+g1VYQYhoLiSdcxcqexLMN+hx9NFH2/NE0hlWW6Pg6Nq1q90kGXxtLRiYM2eOe2m+dPBWixYtEns7atasafeNAChe0QgQdXS1a8dD5KST4vtIIqBv3772nbQ6Rd1mCpah6qGS7Tq6VudapIMKMLZp0yZRCl4PbbLT10j3Geua3G7atGnS19Jkd6ol63NT2Bx33HH2c2y33Xbm/vvvZ28HUEIyP0C0+ubkk43p0cNtSaaOdI894iGSpsnm0qJ79tdcc02ic61Tp4756aef7AY6Ff6rUaNGok0TxTpQ6csvv3Q/jRd9bU1ABycbBo9DDz3UNGnSxAwePNj8+OOP7tPy9cMPP9jbcKo9Fcy75P68PXv29Npl36tXr0So6vWOUWUDACUm8wPkk0/iobDjjsZ88YXbmuydd4zZdlsTeysa2rInOmo1uGWlcHjqqae2uvRU9/sVLLk741q1atnbUVu7vrDUoavM+RVXXJFYEZX7Ua5cOXtaoia9dTLgjTfeaEcw+lP/rY8fc8wxpmzZsls8t3z58vaaCRMmuF82JdrbESxt1qNu3brml19+cS8DUMwyP0AkKLoYe7da4HLd5s3j16r4YIhOmlOn//TTTyeWnipEFCYFmTFjhu20dYsr6FD1rv7FF1+0t6XSQfMto0ePtreztCtc4eGGQn4PBYbO3lAl3XHjxnmXIhGtHtM55vq8mmx/9tln0xKYAAovHAESe8eZWK573XVuazItRY2987XXXnBBKHax6/bUueeem+hwdUuqsEtPtbv60UcfNXvssUfi8+y+++5274iWtqabbmOpHIjmLTSpr9FH8NB/6+NqL+wejrxoQr9jx46JgFVIflHQiBRAsQpHgIjqQMU6DxsMb7zhtib75pv44VO6tksXtzWjqKx47qWnffr0cS8pFL27V62rI444IhEkeqeu/RBhPbpVCwX+/e9/J76f66+/PjYQLWAkCqDYhSdA5Ikn4qGw226q7+22JuvRwyytuI0ZXGsns2hh5nWcbllxVYn1qfWUH81hnH322YmOV4/atWubd955JzS3fXTuRzCq0j4RTcYDyAzhChAt1411iDZEatYscLnuyI6Xm1tv3ca0anWE2bgxffsmiqqky4pPmzbNvmvXSCQIksMPP9x069bNrNdxwRlIe0TuvPPOxOvVoU/zIrbHBwi7cAWI6H6+KvUqRFq2dFuTrFu3yjz00IE2RPr0ucltLhVuWXFNTpcUzbVoIrty5cqJjln/Xx9TW6aYPXu2XeGl16e9HQ888IDXMl8AxSt8ASLvvpuzXPf9993WJHPnTjS33VbGhsiUKYPc5hKzbt0ac//9jWKjgHjHXZplxTXq0OhDo5AgSDQ60ShFo5XSpEKKWrWl16QS7mPHjnUvAZAhwhkgctdd8VHI3nsbU8AegJEj29sAueuuCmb58vluc7GbP/+z2Lv8auacc1SKJHPKius1aD5E8yJBkOiheRPNn5Sk1atXm8svvzzxGurVq2d+DdEybCAbhTdAtFz32GPNyvLbmEl3nZ9vh/z333+ZTp3OsiHy5JOnmL/+KpnbIfq6o0c/aZo23cF+7fvu+4eZPTszy4prhZZWauWeJ1Epda3oKsq+jVRMmjQpUYtLX/+5555zLwGQgcIbIDGb5s4xPeqXt53z2LGd3eYkq1YtNnffXdle+9ZbD7vNabd69dJYR3iO/Xp69Op1bawjLtzejtKgPSPaO6I9JEGQaBWU9pik+5ab9nY8/vjjpkyZMvbr6JaaDpICEA6hDhD55JOetoO+/fadzIIF+deDmjZtuL22SZPtzJw5493mtJk5c6S599497de6885dzeTJ4Ssrrl3s2s2uDXtBkGi3u3a9a/d7US1evNicddZZic+tz5vOCsMAil/oA0ReffVK21k/9thhZuPG/DeYDRjQzF7bsuV+Zu3aZW5zkfz55yYzeHCLWEBta79Gx441za+/FrBfJcPp1qDqa6nOVu55EtXhUj0uH/p8wUqwChUqmIE69x5A6EQiQNavX20efvhg22n37n2D25zkjz82mLZtj7bX9uhxldvs7eef55j27Y9LjHDefPN+s3lz8e3tKA2q+KsyK0E5ET1UGVgVglOZJ9E1d9xxR+K5qo+lSr0AwikSASLz5k1KLNf9/PP8TyZcunSWad58F9Ou3TFukxfdRtPni0+U721mzYp2WXGVFlFhxdzneVSpUsW0atUqz6q4s2bNMv/85z/ttdrb8dBDD7G3Awi5yASIjBrV4f/nHXYzy5blv2v5t99+jY1GirYLe8OGNXYUE0yUd+1aN/Z5t96BRpHmLFQ4Uack5p4nufnmm83MmTMT12mEElTw1emDqsgLIPwiFSBaNvvss7VtZ/7EEycV6y2kH36YnLhtdvvtO5qxY7O3rLhWU7311lvmjDPOSJon0X6S3B+78MILY8Ge3nknAKUnUgEiq1YtMffcs4ft2IcNS//JhAqpUaM6Jm6XaeK+oNVf2UQl1q+++uqkeRLt7dDZ5wCiJXIBItOnv2NXQmkye/bs9N0uUTh17vzvxC2r11+/vsBVX9lq0aJF5qKLLrJHzY4fX3xLpgGUnkgGiAwc2Nx28n363Ow2WSpp0q/frbbEiG5BaZNhhw7Hm6FDW5rFi7fc5/Djj1MSIxvNsXz2GWXFAWS3yAaI9mRMnNjLrFixwG0yCxdOtXWxgpHE1h6uDz7oYj/eseOJBU7QA0A22LKnzALBbah27f5pl9z+/vsKeytq0aJptiTK1pb3akJeRRFLqo4WAGS6rAyQZs3K2gD55Zf0ngAIANkkKwOkZct9bYAsWjTdbQIApCgrA6R//6Y2QLR7vHfvG82kSb3txPlff212LwUA5CErA0TzHd26XbzFxLlWV6mWVmkcOgUAYZOVARJYsuRre+DTyy9fah566KBEkLRoUXGrS3kBADmyOkBcP//8beIQKNW1AgDkjQBxrFnz0//Pj5R3mwAAuRAgjqVLv7EBcscd5dwmAEAuWRkgrVtXN2+//Zj57rv/mZUrF9pd6yrvPnXqW6ZVqyNsgKiqLwAgb1kZIO7qK/ehSfSFC79ynwYAyCXyATJ37kRbNDH32eS6TaXDpzp1qmUeeKCqadp0BzvnoaNuhwy5245KAAD5i2yAaFPgu++2S5zbMX788+4lXhREffrcZObP/9xtAoCsEskAWblykR1dBLekVNK9qMfXBlThV59TIxcVYQSAbBW5AJk2bbi5++7dbSevku1Tpgx2LykSBVHr1jXs53/55UvcZgDIGpEJkD/+2GAGDLg9Mep48slTiq0kiXapN2u2s/06EyZ0c5sBICtEIkBUkkQT4OrQb7ttezN8+CPFfm7Hhx++aL+eSsMvWTLTbQaAyAt9gHz00cuJ8z1attzPfPvth+4lhaY5lClTBhVYnfellxrYr9umzZFpm2MBgLAIbYCs3LjS3Dvk0sQtqxdfrG9+/325e5mX115rZD/n8OGPuk1J9PUeeGB/e+0bb9zmNgNApIUyQP730/9M1f5VzU7dtjF1HtvZjB//gntJkUyb9nbidlhBI5pvv51gr9P1X301zG0GgMgKVYBs/nuzafNFG7P9q9ubbV7ZxtQYUsPMWlY8pwoGh05phFHQyEZlUXStVn+xCRFAtghNgCxcu9Cc8fYZNjj0uOWjW8y6P9e5l6WNVnW1aXOUDQbNdeRHcyVPPXWavfaZZ84ocO4EAKIgFAEybP4wU6l3JRscFV+vaN784U33kmKh1V3BBL1WXeVn+fIfbQ0tXTtiRBu3GQAiJ6MDZP2f681tH9+WGHWc9vZpZsHaBe5lxUqrvOLLdXcu8JTCL74YYprcso0ZeMb2ZtOnH7vNABApGRsgM1bMMEcOOdIGh+Y8HpvymJ0DKQ3aca4Q0Q70gpbrzml9i/lr29iP9YADtB7YbQaAyMjIAOk2q5sp27OsDY/939jfTFg6wb2kRK1bt9LWvlKIqLJvvtatM6Z69dhPNvajvfRStxUAIiPjAmTs4rGJW1YNxjQwKzZmRsFCHT4VLNf98ssC5mCmTzdm553jIdK9u9sKAJGQcQHy8/qfbXC88s0rblOpe+ed1jZAWrSoZFasKGAu5vnn4wFStqwxs2a5rQAQemkPkL9j/9MqqYtGX2T27re32bHHjmavvnuZ44ceb+759B4zbfm0pOuD0UYYaHnu00+fbkNkVPPTjdlcwJxM/frxEDn6aGM2bHBbASDU0tpz//bHb6buqLqJUMjrkdvWPpbJVi1fYMaeWcms3zH2mlu1cpuTLVtmzH77xUPk9tvdVgAItbT23Bp1KAy0Z6PT9E7m+zXfm01/bTLLNiwzXy37ynSZ2cUc8+YxSc8JW4BYQ4fGQ2H77bXO121NNn68MdttF79++HC3FQBCK20993sL37NBUOH1Cmb2qtluc55CGSDSpEk8FKpWNWZFARP9jzwSv7ZyZR0m4rYCQCilree+6oOrbBB0nNrRbcpXaANk/XpjatSIB8PFF7utyf7805hTTolf+0J6Cz8CQGlJW899YP8DbRAUZvQhoQ0QmTEjZ7lutwJOJvzpJ2O6dInPiwBABKSt5975tZ1tEGzYXLjVRqEOEHnppXiAaLnuTE4mBJA90tZzZ22ASIMG8RA58sj4rS0AyAJp67mz8hZWQJPo++8fD5HbOJkQQHZIW88dTKI/MfUJtylfkQgQmTAhvqxXIfL9924rAERO2nruYBmvzuv4dvW3bnOeIhMgovmQK680Zs0atwUAIietPXewkXD33rubzjM6m3lr5tmNhMs3LDdTl081XWd2Nce+eWzScyIVIAX5+29jhgwxpl49Y/bc05gddoj/ef75xgwaFG8HgJBIa8+dDaVMvK1dGw8O3eLK66Eg0XUAEAJp77lVTPG/8/5r6o+ub4sp7tBjB7Nn3z1tMcV7P73XTF8xPen6rAmQhg3jIVGxYnw/yMKFOnjdmEWLjOna1ZhKleLtug4AQiALeu4MMHZsPBzKl897r4g+rnZd98EHbisAZBwCpCQ0ahQPhjZt3JZkatd1jRu7LQCQcQiQknDQQfFg+PprtyWZRiG6rlo1twUAMg4BUhKCelkFHSqlXey6TmVRACDDESAlobABUq6c2wIAGYcAKQncwgIQQQRISbj66ngwtG3rtiRjEh1AiBAgJWHMmHgw7LILy3gBRAYBUlKCku/aMKiNg9pAqI2EOuL2+efZSAggdAiQkvLbb8acd148JPJ61K1LKRMAoUGAlCQVS1TRRAVFlSrGlCkT/1P/PXAgxRQBhAoBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC//B1IPrqHpqodlAAAAAElFTkSuQmCC)
PN: 8H62-5-X7
CAS: 1378261-28-9
Molecule Weight: 327.78
Formula: C14H14ClNO4S
PN: 4662-5-02
CAS: 121-60-8
Molecule Weight: 233.67
Formula: C8H8ClNO3S
TSCA: Not listed on TSCA inventory