| Product Number | 6663-1-12 |
| Synonyms | 1-[4-(Ethylsulfonyl)phenyl]ethan-1-one |
| CAS | 99186-50-2 |
| MDL Number | MFCD02261886 |
| Molecular Formula | C10H12O3S |
| Molecular Weight | 212.26 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6663-1-12
CAS: 99186-50-2
Molecule Weight: 212.26
Formula: C10H12O3S
PN: 6663-1-X7
CAS: 10297-73-1
Molecule Weight: 198.24
Formula: C9H10O3S
PN: 6663-1-04
CAS: 50899-03-1
Molecule Weight: 198.24
Formula: C9H10O3S
![1-[4-(Phenylsulfonyl)phenyl]ethan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABxvAAAcbwFE4HDtAAACTnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvFxvbBEgUUkWpJk1qNWntpL2bHHBSpIArIE/ffmdIUiAMgMjn8//np7Mvi6dzuoejzovEZCHh1CGgs8jESbYLye/375OAPC0XEYpQmBUh+SjLzzljp9OJRh86VWeT0cikpG6fn4ukpTlJavIdE47D2Z/Xl7eKmSRZUaos0kgVybyonC8mUmU1i/8MwVKVH5OM1XKW5se6t7/CsZ9Dz0VMvtayxrYVorBN9hq2Jk9VCUfhUPycb7DTmc5VqWPYXNAtqYtrXy5en010SHVWoml7SCK1fyvzQ4SO1Ox1dMDO0PjxHJKUI6BKk67yXF3AWtatOCgBSoJyQU1BeaB8UAGoGSju4A/bOQo4KjhKOGo4ijiqeID7v9d2Au+XT42rgDX8hHXjfcN6y4ObKEKCi8IHOJVS+iCo5/lup9Z2XoE2N7Hb40mUBj5Wh/jJlbyWBC44iwmnU9c6BZXclre6pMHUli71hC09yr26nMlm/dYeUNfvKzmOxq+GH1QGDlUhXFJn1vbUGowSu4dpudiYLG6YkMQh2XBSxe+X3hbiGkICJo91jrfCdmClTUC0ARvwOyD6APkAuMMjuG3AHqY7sOoDpm3AHr1hwGsD9qAOA34bsMd6GAjagL0Ew8DsYdEjAHce5mRdQxvLu8GuLuVw9LjoYcQII3sYOTK3TtTrJDGyBZ3A10llhOnEvk5CI0wn/HXSGmE6J+CW5AaZWc8e9DKscZfZLT2j+ZC6WSOvM/w3W/4DI5cAqSj09BQAAEdgSURBVHhe7d0HuBTl2cZxQBERUYqAINWK0dgbakRUrEGjBMGGYKyogBIVVLBAjCYqGCEajZGqYtcQK1GsIDawYFCkFxUrRYrl+biHb5bZdw94zpQ9uzv/33XNpZx5Z2bn5TD3zsw7z1QxAABCqOL+AACA8iBAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIkCJWpUqVzFReYZbZkFdffdX69Olje++9t2299dZWvXp123LLLa1169bWrVs3e+yxx+zHH390F0Mxevlls969zfbYw6xhQ1vzl23WoIHZ7rub9epl9tJL7hIocfEcRVApwoRBmGXKMmPGDDv88MOz1re+qWXLlvbEE0+4q0CxmDnT7Igj9Mvzy9Oa3wmvPVIh2lEElSpMGIRZxqWzjnr16mXWc/DBB9vIkSNt1qxZ9v3339vXX39tb731ll155ZVrvqg2jLw9VKJJk9aeZQQD4uGHzRYuNFu1ymzRIrNHHskOGLV/4w13TShB/KsuYmHCIMwyQXPmzLGtttrKW75atWo2bNgwt0kWhUnXrl1Dbw+VSCHRqNHaUKha1WzIELdFtttuW9tO7bfeem24oKTxr7qIhQmDMMsEHXvssZnlBw0a5M5er379+rk/QqE78cR1ZxV9+7pzy6Z2/jInneTORYkJdxRBQQgTBmGW8U2ZMiWzrO5rcHO8hH344bqziSZNzFaudFuUTe3UXstpea0HJaviRxEUjDBhEGYZ31VXXZVZ9vrrr3dno5QMGLDuTOLKK925G6b2/rLXXOPORQmp+FEEBSNMGIRZxveb3/wms+yECRPc2SglhxyyLgSef96du2HPPbdu2UMPdeeihFT8KIKCEQyDMFNFbbPNNpllP/vsM3c2Ssmav2vT74imit4M1813f9lmzdy5KCEVP4qgYLiBUNGpojbddNPMsivLe00cxWnN37Xpd0RTRf+uV6xYt2zNmu5clJCKH0VQMMKEQZhlfARIikQJELX3l91sM3cuSkjFjyIoGGHCIMwyPi5hpQiXsFAOFT+KoGCECYMwy/i4iV7kpk0zmz7d/WnZgjfRx493526Ybrr7y3ITvaRV/CiCghEmDILL/PnPf17z7/tQa968uVcEUeVJFBJ6unz16tXuogzjLVazZ5t16rT2gL7RRmavvOK2yNW//7oQWPP3XiEM402N8h95UHCiBsiGpn333de+/fbbrGXffffdzPxtt92WBwkL3bJla4MgeD9D0733ui1zvf/+ugcJdTlLda/KQ+14kDA1yn/kQcGJGiAqdvj000/bxx9/7BVB/Pzzz+2BBx7I3Ovo0aOHu7gdc8wxmeV1BlNe2hbyaNQos6ZNs4NDZx8XXlj+MDj++HXLlvcsJHj2QSmTklf+Iw8KTtQAWZ/x48d78xupkJ5j9uzZmUq8G605IN15551ukyzffPONnXnmmRvcHmI0ebJZmzbZwaFJ9yKmTnVbb9j8+esq8epsYuhQt0U2zffPWvS7o5vpKGn8qy5i5QkDV3mWWbp0qTd/s/UMwXzppZesbt26mfUccsghNnr0aC9cVqxY4YXG22+/bf379/deMrWh7X3wwQd20UUX2VNPPeXOQkXoYN2t27oDuD+1arW2/HpYr79uVr/+uvWpbPujj64dmaX7ZBqN99hjZu3br2uz1VZry8Cj5JX9rxpFoTxh4CrPMq+88oo3f7/99nNnZeiyl27AB9e3vkn3S5588kl3FZ7dd9890+6oo46yjz76yG2CDdHlqBtuMKtdOzs4Nt/cTNWSK/oMR1lmzDBr1y57/eubDjvM7NNP3TWgRK3/KIKCV54wcG1oma+++so70OuAr3d9rO+gH6SwueSSS2yvvfbyXh6l0VxbbLGF7bzzzt4rbbWODd1sD5aH16Tle/Xq5b1HBL9AZwJr/q6yDuA6A+na1WzBArd1dHplbc+ea19hq7OMjTde+9/ddjO7+GIzhnanTu5RBKnjnjH86le/ytsraHW57PLLL7dNNtkk6zPopVV33HHHBsMntTRCSt/0g8Ghaf/9uXSEvCJAkBMgKlmiMwMN282XTz75xI4//vicz7Lbmm+3L7zwgts8nb780kwj4/TNPxgcGjY7YoTZzz+7SwCJIkCQoctGCg0Nua1Vq5Z3OenFF190myXqueee886A3CA56aSTbObMmW7zdPjhB7O//c2sXr3s4KhRY+3w2jVncUBlIEBQJo2K0oFbDxTm2w9rDph/W3PA9IcL+1ONNQdMhZsue6WG3q2x8865l6s6djSLK1A1mmrOHPenwC8iQFAmDcfVQXt9Q3nzQTf19TDjxhtvnBUkTZo0sREjRtjPpXzJ5pNPzDp0yA0O3bCO86xw7FizFi3Wrls3yIEKIEBQpscee8w7WGtEVmV7//337fDDD88KEU3777+/TZw40W1e1JZ/9529ctll9tEmm2QHh0Y76aHNuAYV6P5WsGCipr32clsBG0SApNSvf/1ru+mmm2zy5Mm2YMEC77KRLg3pHsiAAQOsZs2a3kF6kJ4lKBAKte222y4rRKpWrWpnnHGGtw/F7KeffrJ77rnH9m/UyC5Ys1+PrpmW6qBevbpZ7956pN9dJJwvvjA7++y1ZU2C4aGy6wzDRQURICnlfpsvazr99NO9YCkkq1at8mpw1a5dO+uzbr755l7YFeOLrvQszd57753Zl3ZrphvWTNOPOsosrgcrdZ/j5pvNttwyOzj0xkBVzF2+3F0C+EUESEp9+OGHdt1119nBBx/sFU/UfQYdhPUAYPfu3fM++qqiFi1a5D2oqAceg0HSqlUre+ihh9zmBWnOnDl2yimn5AT3QTvuaFPGjXObh6d1rVlnVnBo6tKFm+eIhABBUdMluAMPPDDnIKwyK1OmTHGbFwRVPr5mzbd+DVAIfuYt15wd3LzmLKGsd7GEorOXo4/ODQ7d6yjPO0GAX0CAoCSomGPTpk2zDsiqFnzeeefZ4sWL3eaV5r777vNe4OV+zrPPPtu+0P2JOOh+ie6b6P5JMDhUIfeee3TDxV0CCIUAQclYvny5VwHYHwDgT3Xq1LHBgwfH980+hLfeesu7XOieKamS8TvvvOM2D0cjtDRSSyO2gsGhEV2XXWb23XfuEkAkBAhKjsrKn3zyyTkH69atW3sv0Mqnzz77zM4666ycezUtWrSwsXoGIy66Z6VnRILBoUnPknz8sdsaiAUBgpKl95bsueeeOUGiOl/Tp093m8dKo8U0TFqViYPbVokYvU9eD2rGQk+j66l0Nzj09LqeYgcSRICgpOn5irvvvtsaNGiQdSBXna9LL700573vcVAJ++233z4nuE477TSbN2+e2zwclXNRHSzVwwoGR926a+tmFdjwa5QmAgSpoKDo06dPTtl4Bctdd93lBU1UGhrdvn37nOBQPbHXXnvNbR6Oyreo8q4q8AaDQxV6L7hgbcVeIE8IEKSKLl0dd9xxOQf5PfbYw7vkFYaqGF988cU5Nbv0Ot977703tppdcydNsrf0zo9gcGjSu0H0jhAgzwgQpJJupuumuhsknTp18m7Cl4dedjVs2DCrX79+1jpUNbhv3762ZMkSd5FQVKblnK5d7cSqVe3va9b/iR8cqlOmtxIClYQAQWppWK+G99atWzcrAPRCLQ0HXrZsmbtIxvjx423XXXfNCaDf/e53NkPvEI+ByrKoPIsqBGjdrddMPddMT9eubT/qPeh6HzpQiQgQpJ4eNNQDh3qgLxgGejBx1KhRWW0VDgoJNzgUJgqVuDz88MNeWZbgNlQ48q9nnmnLFi50mwOVggAB/t/UqVO9EihuOLRp08YmTJjgXZbS5angPF2+0mWsuN7dvqHPoLItQCEhQABHWd/+3Uk3zC+66CLvpVdxqMhZEFAoCBCgDO79h+CkZzziKtSo+zBDhgwJdR8GqGwECLABGgF1wAEH5ISI3tT4aMQRUM8888x6R4LNmjXLbQ4UHAIEKIdnn33We4Wue7Bv27atvfrqq27zDdrQsyi61wIUCwIEKCc9EDhixAhr0qRJzsFf9a1+ST6ehgfyiQABKkjvjr/qqqu8elrBs4f1qYx6XEA+ECBASLr57YfBqaee6s72VGZFYCBpBAgQ0pgxYzKBcO6552bNW987SXbaaae8v5MESAoBAoRUVoDorYgDBgwoyLciAnEjQICQ3ABZ33vZNa+Q3ssOxIUAAUIKBkijRo1yLlepJElcDxwChYgAAUIaOXJkTmhoUhmUhx56yG0OlBwCBAjpsssuywoOlT0ZOHCgVwYFSAMCBAgpOIx3hx12sPnz57tNgJJGgAAhuTfRgbQhQICQCBCkHQEChESAIO0IECAkAgRpR4AAIREgSDsCBAiJAEHaESBASAQI0o4AAUIiQJB2BAgQEgGCtCNAgJAIEKQdAQKERIAg7QgQICQCBGlHgAAhESBIOwIECIkAQdoRIEBIBAjSjgABQiJAkHYECBASAYK0I0CAkAgQpB0BAoREgCDtCBAgJAIEaUeAACERIEg7AgQIiQBB2hEgQEgECNKOAAFCIkCQdgQIEBIBgrQjQICQCBCkHQEChESAIO0IECAkAgRpR4AAIREgSDsCBAiJAEHaESBASAQI0o4AAUIiQJB2BAgQEgGCtCNAgJAIEKQdAQKERIAg7QgQICQCBGlHgAAhESBIOwIECIkAQdoRIEBIBAjSjgABQiJAkHYECBASAYK0I0CAkAgQpB0BAoREgCDtCBAgJAIEaUeAACERIEg7AgQIiQBB2hEgQEgECNKOAAFCIkCQdgQIEBIBgrQjQICQCBCkHQEChESAIO0IECAkAgRpR4AAIREgSDsCBAiJAEHaESBASAQI0o4AAUIiQJB2BAgQEgGCtCNAgJAIEKQdAQKERIAg7QgQICQCBGlHgAAhESBIOwIECKlPnz6ZANlrr73sp59+cpsAJY0AASro008/tZNOOikTHv60xx572IQJE9zmQMkiQIByWrp0qV155ZVWo0aNnPAITp06dbJZs2a5iwMlhwABfsHPP/9sw4cPt8aNG2cFxcYbb2wXXHCB/elPf7K6detmzdt0002tf//+tmzZMnd1QMkgQIANmDhxou233345ZxmHH364ffDBB5l2ixcvtvPOO8822mijrHZNmza1UaNGBdYIlA4CBCjD/Pnz7YwzzrCqVatmBcJ2221njz/+uNs8Y+rUqXbooYfmBE6bNm1s8uTJbnOgqBEgQMCKFSts4MCBVqtWrawA2GKLLezGG2+0VatWuYuU6eGHH7ZWrVplrUNh1K1bN1u4cKHbHChKBAjw/x588EFr2bJl1kG/WrVq1r17d1u0aJHb/BetXLnSBg0aZJtvvnnWOmvXrm033HBDucMIKFQECFJvypQp1rZt25zLTgceeKC9+eabbvMKW7BggXXt2jXncti2225rjz76qNscKBoECFJLN771BLl747tZs2Y2evRot3lkkyZNsv333z8nqA477DB7//333eZAwSNAkDqrV6+2W2+91erUqZN1IK9Zs6YNGDDAli9f7i4SGw0JHjFihDVp0iRr2xoS3KNHD/vyyy/dRYCCRYAgVZ566inbaaedcs4COnfubLNnz3abJ0YPJV511VU5DyXqeZK//e1v9sMPP7iLAAWHAEEq/O9//7NjjjkmJzj23HNPe/nll93meTNz5kzr2LFjzufaeeed7bnnnnObAwWFAEFJ++abb+ySSy6x6tWrZx2gGzZsaHfffXfBFEB88cUXbbfddssJkg4dOtjHH3/sNgcKAgGCkvTjjz/aP/7xD2vQoEHWAXmTTTbxquh+++237iKVTp/5zjvvtK222irnM1922WX23XffuYsAlYoAQclRRdzdd98959v8cccdVxTf5nXW1Lt375yzpkaNGtk999xTMGdNAAGCkqEKuKqE6wZH69at7ZlnnnGbF7yPPvrIjj766Jz90btHXnnlFbc5kHcECIqeKt5effXVXgXc4IFWI5qGDBlS9COaxo0bZzvuuGNOkHTp0sXmzJnjNgfyhgBBUVOl22222SbrwKoHA88///ySeqZCz67cfPPNtuWWW2bt62abbWbXXHNNos+uAOtDgKAovfHGG16FW/dbebt27ey9995zm5eML774ws4+++ycp+ebN29u9913n9scSBQBgqKiSrZnnnlmmXWlHnnkEbd5yXr33XftkEMOyQnQgw8+2N566y23OZAIAgRFQZVt9eY/VbINHjBV6VY/1/w0Gjt2rLVo0SKrT1RB+KyzzrLPPvvMbQ7EigBBwVPFWp1hBA+SOgNRhVtVuk07vcPk+uuvL/MdJjfddBNl45EYAgQFS/cyVKnWvUxzwAEHeJVtkW3evHl22mmn5fTX9ttvb0888YTbHIiMAEHB0eipCy64wKtQGzwQarTVyJEj3eaJ0hmOalINHTrUevbs6dXT0itrVZBRL59SSRR9Nv1Xf9bPNV/t1F7Lafl8nim99tprtu++++YESfv27e3DDz90mwOhESAoGHpe47bbbvOe3wge+PR8h57z0PMeSZs2bZoNGzbMK3BYr169nINwlEnr03q1fm0nSSobf++999rWW2+d9RkUyhdffLF9/fXX7iJAhREgKAjPPvusV4HWPej+/ve/954wT5Iuh+ldHI0bN87ZfpKTtqftJnk5bsmSJda3b9+csvH169f3gkz1t4CwCBBUKtWm+u1vf5tzcFUtK1WoTYruFwwcOLDMJ7yDU9OmTb1yIrocdfvtt3tBp7cHKtTmz5+ftU79WT/XfLVTey2n5bUed93BSZ9Dn0efKwkzZsyw3/3udznb3XXXXW38+PFuc6BcCBBUClWW/eMf/+hVmg0e0FSJVlV0k/pmPH36dOvevXtOoUJ/0utsNbpr+PDhsZcJ0fq0Xq1f23G3rUmfS59PnzMJCguFhrtdhYtCBqgIAgR5pUqy//znPzM3n4MHTlWgVSXaJOisQG8ddJ/g1qQqt7169bK3337bXSxR2p62q+27n0mfU583iXelK5x1+UqXsYLb1GUuXe7SZS+gPAgQ5I3e/KdKsu7BUpd49MbAJCiQLrzwwjKD4/jjj/cKFVZ2sUVtX59Dn8f9jPrc+vxJBKtupOuGujvaTTfedQNeN+KBDSFAkDhdulHlWPfgqCGv//nPf9zmsRkxYkTOt3v/m/3UqVPd5gVBn6usMyXth/YnCRraqyG+7t+PhgJrSDCwPgQIEqMKsaoUW7NmzawDU506deyWW27xKswmQTezVVTRPSCefPLJid1biJs+pz6vuw/aL/fmfVz0sKEeOnS3qYcTk7q5j+JGgCARY8aMyblRrG/V55xzjldRNilPP/10zmtsNcLp+eefd5sWBX1ud6SY9k/7mQSVPVH5E5VBCW5TZVJULkVlUwAfAYJYvfnmm3bQQQflfItt27atV0E2KbqPoBvAKiTob1M3hTU0tthrQenzaz+Cz3JoP7W/Sd2/USFGFWQM9qcmFW5UAUdACBDEQpdcdHnFPeCovMeDDz7oNo/V0qVLc67hb7fddnkfVZU07Y/2K7if2m/tf1JUGl4l4oPb1LTLLrvYv//9b7c5UoYAQSzc+xz5uuShy2H77LNP1rb1XnQ9Z1KKtF/ue9+1/0leFhS9rEovrXKDJMmzShQ+AgSRabhn8KBy+umnJ3ajN0hPfQfvD+jsZ/DgwW6zkqT9DJ7tqR+SLvniD4oIjhAbPXq02wwpQoAgsmCA6EwkH3SwDL4LXfcH0nZtXvsbvC+i/kg6RCQ4wi3JcjMofAQIIgsGiN4QmDRdrgmeeegthWmt56T9Dr6lUf2S9OWsY489lgCBhwBBZPkMEN0wDt7z0MFz8uTJbrNU0f4HQ0T9k+SNdQIEPgIEkeUrQDRkNTjaSpdv0nrm4VI/BC9nqZ+SGuJLgMBHgCCyfAVIv379MtvRDeS03fP4JeqP4I119VcSCBD4CBBElo8A0ZPXwYPjkCFD3CZYQ/0SDNkknlgnQOAjQBBZ0gGiIcHB8iSqEYX1C9bQUr/FPaSaAIGPAEFkSQdIcNioiv2V6kOCcVH/BIsiqv/iRIDAR4AgsiQDZOTIkZl16yZxqZUnSYr6KXhTXf0YFwIEPgIEkSUVIHqJUvB9HoMGDXKbYAPUX37fqR/jeikVAQIfAYLIkgoQvYnPX68ekCv2qrr5pv4KPnCp/owDAQIfAYLIkgiQ9957L6vmUrG+z6Oyqd/8PlR/ql+jIkDgI0AQWRIBEnwFLqOuogmOylK/RkWAwEeAILK4A0TvFvHPPvTfYnkNbaGKuz8JEPgIEEQWd4B07949s77OnTu7sxGC+tHvU/VvFAQIfAQIIoszQObOnWvVq1f31lW1alWbOnWq2wQhqB/Vn+pX9a/6OSwCBD4CBJHFGSDBoacdOnRwZyMC9afft1GGRBMg8BEgiCzOAAkOOx03bpw7GxGoP/2+VT+HRYDAR4AgsrgCZNKkSZn1NGzYMLFy5Gml/lS/+n2s/g6DAIGPAEFkcQVIjx49Muvp3bu3OxsxUL/6faz+DoMAgY8AQWRxBUjjxo0z66HmVTLUr34fq7/DIEDgI0AQWRwBMm3atMw6mjVr5s5GjNS/fl+r3yuKAIGPAEFkcQTI0KFDM+vo2rWrOxsxUv/6fa1+rygCBD4CBJHFESAdO3bMrGP48OHubMRI/ev3tfq9oggQ+AgQRBY1QLR8/fr1M+uYM2eO2wQxUv/6fa1+V/9XBAECHwGCyKIGyLx58zLLN2/e3J2NBKif/T5X/1cEAQIfAYLIogbI+PHjM8sfeeSR7mwkQP3s97n6vyIIEPgIEEQWNUCGDRuWWf7iiy92ZyMB6me/z9X/FUGAwEeAILKoAdKzZ8/M8mFGBaHigqPe1P8VQYDAR4AgsqgBEjwg8ebB/Ai+qVD9XxEECHwECCKLGiBt2rTJLE/59vxQP/t9rv6vCAIEPgIEkUUNkF133TWz/MyZM93ZSID62e9z9X9FECDwESCILGqAtGjRIrP84sWL3dlIgPrZ73P1f0UQIPARIIgsaoDUq1cvs/zKlSvd2UiA+tnvc/V/RRAg8BEgiCxqgNSsWdNbtlq1au4sJEj9rX5X/1cEAQIfAYLIogYIZyD5xxkI4kCAILKoAcI9kPzjHgjiQIAgsqgBwiis/GMUFuJAgCCyqAHCcyD5x3MgiAMBgsiiBghPoucfT6IjDgQIIosaINTCyj9qYSEOBAgiixogVOPNP6rxIg4ECCKLGiC8DyT/eB8I4kCAILKoAcIbCfOPNxIiDgQIIosaIFqed6LnD+9ER1wIEEQWNUCkY8eOmXUMHz7cnY0YqX/9vla/VxQBAh8BgsjiCJDgqKCuXbu6sxEj9a/f12FGvREg8BEgiCyOAJk2bVpmHc2aNXNnI0bqX7+v1e8VRYDAR4AgsjgCRBo3bpxZz9tvv+3ORgzUr34fq7/DIEDgI0AQWVwB0qNHj8x6evfu7c5GDNSvfh+rv8MgQOAjQBBZXAEyadKkzHoaNmxoP/zwg9sEEag/1a9+H6u/wyBA4CNAEFlcASI77rhjZl3jxo1zZyMC9afft+rnsAgQ+AgQRBZngAwaNCizrg4dOrizEYH60+9b9XNYBAh8BAgiizNA5s6da9WrV/fWVbVqVcq7x0T9qP5Uv6p/1c9hESDwESCILM4Ake7du2fW17lzZ3c2QlA/+n2q/o2CAIGPAEFkcQfI9OnTbaONNvLWp//qzwgv7v4kQOAjQBBZ3AEiXbp0yazz5JNPdmejAtR/fl+qX6MiQOAjQBBZEgHy3nvvZb41a+JNheEE3zyo/lS/RkWAwEeAILIkAkQuvPDCzHo17HTVqlVuE2yA+is4LFr9GQcCBD4CBJElFSDffPONNWrUKLPuKENP0yg4JFr9qP6MAwECHwGCyJIKEBk5cmRm3TVq1KBGVjmpn9Rfft+pH+NCgMBHgCCyJANE2rVrl1n/9ttvb999953bBAHqH/WT32fqvzgRIPARIIgs6QCZP3++NWjQILMNRmVtWHDUlfpN/RcnAgQ+AgSRJR0g8vTTT1u1atUy2xkyZIjbBGuoX/w+Un+p3+JGgMBHgCCyfASI9OvXL+vgOHbsWLdJqqk/giGr/koCAQIfAYLI8hUgKkfevn37zLZ0k3j8+PFus1RSPwRvmqufkiqHT4DAR4AgsnwFiCxdutT22WefzPZq165tkydPdpulivZf/eD3ifpH/ZQUAgQ+AgSR5TNA5Isvvsh6QE4Hz7SeiWi/g+GhflH/JIkAgY8AQWT5DhCZNWuWbbPNNpnt6vJN2u6JaH+Dl63UH+qXpBEg8BEgiCwYILqJO2HCBLdJInSwDJ6JaNuDBw92m5Uk7Wfwhrn6IR/h8emnn2ZVB+CtkelGgCAW/suK/On3v/99Xg5oulwTvCeiqVOnTiX7sKH2S/sX3F/tf9KXrZYsWeKN6gqe8Wh64IEH3KZIEQIEsejVq1fmTYL+tOmmm9rVV19ty5Ytc5vHSjeMg6OzNG233XYlV/ZE+6P9Cu6n9jvJG+Y6u7z33nutcePGWdvVF4YDDzzQbY6UIUAQmy+//NLOP//8rDLsmnRtPs5aTGXRkNW+fftmXdbRt+WBAwcWfRVffX7tR/Dbv/ZT+5vUUF15/fXXbd999836u9R0xBFH2Icffug2RwoRIIid3jkRrF/lTwcccIC98cYbbvNY6cnrYNkTTbo/UKzvE9HnDt7n0aT9S+IJc9+8efPs9NNPz/n7U32tJ554wm2OFCNAkJhHHnnEtt1226yDkC59nHnmmbZw4UK3eWxU+6msAFONqKivc80Xfc5gTSt/0n7FXdvKt2LFCrv++uutVq1aWdvcYost7Kabbir6MznEjwBBolauXGl/+tOfvOG9wYOS/qyfa35SRowYkTViSJMur3Xu3NmmTp3qNi8I+lz6fO5lQO2H9icpGhLcsmXLrG3qMtlZZ51ln332mdsc8BAgyAudcejMwx2tpTMUnakkRS9R0pv43AOypuOPP94bhprkfYTy0Pb1OfR53M+oz63PH9fLoFzvvvuuHXLIITnbPeigg+ytt95ymwNZCBDkle6B6F6Ie8DSpZk43te9Pu+//36Z3+w16du9RpHle9SWtqftumdJfnDo8+pzJ0HDfs8555yc/mjWrJmNGTPGbQ6UiQBBpdCorOCT5P5BU6O4NJorKbq30L1795whx8EDaNeuXW348OE2Z84cd/FItD6tV+vXdtxta9Ln0udL6l7N6tWr7ZZbbrE6depkbbdmzZp2zTXX2PLly91FgPUiQFBp9HyInhPR8yLBg1ndunXttttuS/TSkkYaaWisO8LJnZo2bWpHH3209ezZ026//XZ79tlnvbMCPSTp3szWn/VzzVc7tddyWl7rcdcdnPQ59Hn0uZLyn//8p8z97dKlS+xhiXQgQFDpdNDVk+vugW3nnXf2DsRJmzRpkvXo0SPnYbmkJ21P29X2k/S///3PCzF3+3vttZe98sorbnOg3AgQFAwV5tt9991zDnS//e1v7eOPP3abJ2LatGk2bNgw69ixo9WrVy/ns0SZtD6tV+vXdpKmG++9e/fOuVzXsGFD++c//2k//fSTuwhQIQQICsqPP/5o//jHP2yrrbbKOuhtsskm9sc//tG+/fZbd5FELViwwJ577jkbOnSodznqmGOOsUMPPdR22mknb9irDsb+QVl/1s81X+3UXstpea0nX9SHd955Z5l9eNlll5VsnTDkHwGCgqRvz5dccgnfniuoEM7ikB4ECAqart/r27x7QNT1+5dfftltnlozZ86s1PtISCcCBEXhqaee8i4PuQdIPSuR5hFEGsl21VVXVcpINoAAQdHY0DMMAwYMSN0zDGU9S7PxxhvbBRdckOizNICPAEHRWbx4caqfotaw37Ke5j/ssMMSfZofcBEgKFqq49S2bducA6nqOL355ptu86KnkVx6ir2semKPPvqo2xxIHAGCovfggw+WWUlWJUEWLVrkNi86qlg8aNCgnIrGtWvXthtuuIEy66g0BAhKgt5loVIgZb3L4sYbbyzag+zDDz9srVq1ytqnfLxTBSgPAgQlRfWo9DY99zKP3qb3+OOPu80Llt4LUtZLsdq0aZP4Wx2B8iJAUJL0Pu/99tsv5wCs93l/8MEHbvOCsaH3yo8aNcptDlQqAgQl6+eff/bKp7tFEjXU9aKLLrKvvvrKXaTS6HmNIUOGeM9vBD+rnu/o37+/97wHUGgIEJS8pUuXWr9+/axGjRpZB2cVN1Stqsp+2O6ZZ56x1q1b55wtderUyatUDBQqAgSp8emnn9qJJ56Yc6DeZZdd7Pnnn3ebJ04vjTruuONyPs8ee+xhEyZMcJsDBYcAQer897//tV//+tc5B+4TTjjBZsyY4TaPnSoK9+nTx6uOG9x+gwYN7K677qJQJIoGAYJUUsnzv//971a/fv2sg7gO6ldccYUtWbLEXSQyBcPdd9/tBUVwm6o4fOmll3oViIFiQoAg1b7++mvvvR1u2fitt97a/vWvf3k34uPw0ksv2Z577plz1qNKw6o4DBQjAgSwtW8iPPLII3MO8Pvss4+9+uqrbvNymz17tlcx2F2vKgurwjBQzAgQIODJJ5+0HXbYIeeAf+qpp9rcuXPd5uulysCqEKxKwcH1qJLwrbfe6lUWBoodAQI4VPbkL3/5i2255ZZZB//NNtvMrrvuOvv+++/dRbKMHj3amjZtmrWsHgw899xzvUrCQKkgQID1+Pzzz+0Pf/iDV5gxGAYtWrSwBx54wG3uVQA+8MADc85e9I70KVOmuM2BokeAAL/g7bfftt/85jc5waCfvfPOO17F327duuUEjSoEP/TQQ+7qgJJBgADldP/991vz5s2zQkJFG926VaoIrMrAqhAMlDICBKgA3f+49tprvfsh7hmJwuSMM87wKgIDaUCAACFoRNbuu++eCQ+93GnixIluM6CkESBASHr/uh8gGmEFpA0BAoREgCDtCBAgJAIEaUeAACERIEg7AgQIiQBB2hEgQEgECNKOAAFCIkCQdgQIEBIBgrQjQICQCBCkHQEChESAIO0IECAkAgRpR4AAIREgSDsCBAiJAEHaESBASAQI0o4AAUIiQJB2BAgQEgGCtCNAgJAIEKQdAQKERIAg7QgQICQCBGlHgAAhESBIOwIECIkAQdoRIEBIBAjSjgABQiJAkHYECBASAYK0I0CAkAgQpB0BAoT00ENjrG7dKt7UuzcBgvQhQICQnn56jO21VxVvGjSIAEH6ECBASC+/PMZOOqmKN91xBwGC9CFAgJDeeGOMnXuu7n9UsVGjCBCkDwEChESAIO0IECAkAgRpR4AAIREgSDsCBAiJAEHaESBASAQI0o4AAUIiQJB2BAgQEgGCtCNAgJAIEKQdAQKERIAg7QgQICQCBGlHgAAhESBIOwIECIkAQdoRIEBIBAjSjgABQiJAkHYECBASAYK0I0CAkAgQpB0BAoREgCDtCBAgJAIEaUeAACERIEg7AgQIiQBB2hEgQEgECNKOAAFCIkCQdgQIENL//vdCJkD+/e9r3dlAySNAgAheffWeNeFxna1cucydBZQ8AgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIyvbyy2a9e5vtsYdZw4Zm1aubNWhgtvvuZr16mb30krtEKqxevcJee+1eGzq0g11xRTO78MKa3tSvXwu74YZ9bfjwbvb668Ptyy9nu4umA783qUKAINvMmWZHHLHmN6PKL0+HH762fUrMmzfFrr56h8zT5780pQq/N6mUst9ybNCkSWu/LQb/oT/8sNnChWarVpktWmT2yCPZBwq1f+MNd03r9O9vtvPOZi1bxjYt3LOlPfn7ljbgipZrvvnHO91xx4m2bNmX7l7YN9/Mt0suqZcJh8GDj7D33htnX301x374YaV9++1Ce+edR+yuu06288/faL0B8vPPP9vYsb3XdMuOOduOYxpzekub3ia3z0JPrVqZnXqq2dKl7q6sk8TvDYpCFfcHSCn9Y2/UaO0/7qpVzYYMcVtku+22te3Ufuut1x4kXLNn5377jGGaW7+K3X9QFbvwD7nf+uOYxo8f7O6JjR59Xma+/n9Dvvhihg0d+lv3x545c97O2V6c053tq9gHzXL7LPI0YoS7K2sl8XuDolHF/QFS6sQT1x0s+vZ155ZN7fxlTjrJnbv226euhbsHo4hTkgFy8cWbr8m9t9w98e53+G2i3N9YsWKJXX319jnbjWtKJEDq1jX7+GN3V9ZK4vcGRaOK+wOk0IcfrvtW2KSJ2cqVbouyqZ3aazktr/W4fvrJbNasWKcf5syyZQtn2ZeL10xfxjutXFn2pZoLLqieOUivr015/fjj6pztxjUt+WyWrZ43K6fPIk3Ll1uZkvy9QVEgQGA2YMC6b4RXXunO3TC195e95hp3bsno06dhJkA0CgvG7w0IEKxxyCHr/jE//7w7d8Oee27dsoce6s4tGXff3SUTID161LCxY3vZjBmveTfQU4vfm9QjQGC2zTbr/jFX9KambqL6yzZr5s4tGYsWfWQ9e9bOuefQo8cmNnDgnt6N9bfeetBWr/7eXbR08XuTegQIzDbddN0/5vJex/atWLFu2Zo13bklRSOorr9+t5wQCU69e9exZ5/9q/3880/u4qWH35vUI0AQ7UCg9v6ym23mzi05eo7jww+ftVGjzrH+/Xey886rmhMimu66q7PXtqTxe5N6BAi4FBHBihXfee9Gf+SRy61PnwZZITJx4nqenSgV/N6kHgGC7Juh48e7czdMN0/9ZVN+M/T777/16mH5AfLXv/7GbVJa+L1JPQIEa8uN+P+Yr7rKnbthDMfM8umnr2cCpFevLd3ZpYXfm9QjQGD2/vvrHgjTZQk9QV4eascDYVlWrVqeCRA9fFjS+L1JPQIEax1/fMW/TQa/RZZVkkJPoZ9wwro2MU1JljK58spW9vnn6ynbUQ6LF3+aWZfKn7j03Mgtt7TL2W5cUyKlTFq3NluwwN2VtZL4vUHRqOL+ACk1f/66iqr6Vjh0qNsim+b73z5VTE83RV0zZ+YejGKYkgwQTc8/f4u7JzZ4cHubO/cd98dZNOrqX//qmlnPiBFnuU28Olvu9uKcEgkQTcOHu7uyVhK/NygaVdwfIMVef92sfv11Bw2V33700bUjbFavNvvsM7PHHjNr335dm622WlvOuywaxnraaWY1auQekCJMSQbI9dfvbmUVS/Tn33TTQfbii0Nt3ryp3k3zn3760b777jObMuUJu/XWwzLtVJRx8eKZ7mq8OljDhp2QVVsrzimRADngAFtzWubuyjpx/96gaFRxf4CUmzHDrF273INIWdNhh+musbuGkuQeqDc06b0cM2em7ODI700qVXF/AHj06tGePde+ilTfFjfeeO1/d9vN1ny9NpswwV2ipH399Vx7880H7IEHenrDc/VCqN6963ovj1KJEz1U+I9/dLKJE0emuz4WvzepQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAASJKxdsHgTIQIEBIS5Z87hVfVNmS6dN5QA7pQ4AAIb355thM+ZL77uvhzgZKHgEChPTGG2MyATJq1LnubKDkESBASAQI0o4AAUIiQJB2BAgQEgGCtCNAgJAIEKQdAQKERIAg7QgQICQCBGlHgAAhESBIOwIECIkAQdoRIEBIBAjSjgABQiJAkHYECBASAYK0I0CAkAgQpB0BAoREgCDtCBAgJAIEaUeAACERIEg7AgQIiQBB2hEgQEgECNKOAAFCIkCQdgQIEBIBgrQjQICQCBCkHQEChESAIO0IECAkAgRpR4AAIREgSDsCBAiJAEHaESBASBMnjrFu3ap40/DhBAjShwABQnr++THWtm0Vb7r5ZgIE6UOAACE9/vgYa968ijf17UuAIH0IECCkMWPGWJUqVbzp3HMJEKQPAQKERIAg7QgQICQCBGlHgAAhESBIOwIECIkAQdoRIEBIBAjSjgABQiJAkHYECBASAYK0I0CAkAgQpB0BAoREgCDtCBAgJAIEaUeAACERIEg7AgQIiQBB2hEgQEgECNKOAAFCIkCQdgQIEBIBgrQjQICQCBCkHQEChESAIO0IECAkAgRpR4AAIREgSDsCBAiJAEHaESBASAQI0o4AAUJYunSptW/fPhMgW2+9tc2ePdttBpQ0AgSogJ9//tlGjhxpTZo0yYSHP9WsWdMGDBhgy5cvdxcDShIBApTTpEmT7IADDsgJDndq1qyZd3kLKHUECPALFixYYF27drWqVatmBcW2225rjz76qE2ZMsXatm2bEyQHHXSQvfnmm+7qgJJBgADrsXLlShs0aJBtvvnmWcFQu3Ztu+GGG2zVqlVZ7R988EFr2bJlVttq1apZ9+7dbdGiRVltgVJAgABlePjhh61Vq1ZZYaAzkDPPPNMWLlzoNs9YsWKFDRw40GrVqpW17BZbbGE33nhjTugAxYwAAQKmTp1q7dq1y7kc1aZNG3vjjTfc5us1f/58O/3003Mue2233Xb2+OOPu82BokSAAGssXrzYzj//fNtoo42yDvhNmza1UaNGuc3L7fXXX7f99tsvJ5COOOII++CDD9zmQFEhQJBqP/zwgw0ZMsTq1q2bdYDfdNNNrX///rZs2TJ3kQrT0N/hw4db48aNs7ax8cYb24UXXmhfffWVuwhQFAgQpNYzzzxjrVu3zjk76NSpk82aNcttHpkePuzXr5/VqFEja3v16tWz22+/3QszoJgQIEid6dOn23HHHZcTHHvssYdNmDDBbR67Tz/91E488cSc7e+yyy72/PPPu82BgkWAIDW+/fZb69Onj22yySZZB+4GDRrYXXfdZT/99JO7SKL++9//2q9//eucIDnhhBNsxowZbnOg4BAgKHkKhrvvvtsLiuCBunr16nbppZd6wVJZfvzxR/v73/9u9evXz/psCrkrrrjClixZ4i4CFAwCBCXtpZdesj333DPnW/6xxx7rXcoqFF9//bX17NnTC7Xg51SRxn/961/ejXig0BAgKEmqjHvyySfnBMdOO+1kTz31lNu8YEybNs2OPPLInM+9zz772Kuvvuo2ByoVAYKSokq4qoiryrjBA3CdOnXs1ltvtdWrV7uLFKR///vftsMOO+QEyamnnmpz5851mwOVggBByRg9erT34F/wgKsHA/WyJz0oWGwUdn/9619tyy23zNqnzTbbzK677jr7/vvv3UWAvCJAUPQmT55sBx54YM639UMPPdSrlFvsPv/8c/vDH/7gFWYM7l+LFi3sgQcecJsDeUOAoGipwm23bt1yDqyqiPvQQw+5zYve22+/bb/5zW9yglI/0zwg3wgQFB1VtP3zn//slVUPHkhVdl2VcFWGvZTdf//91rx586x9V4jqLEVnK0C+ECAoKo899phX0TZ48FTF2zPOOMOrgJsWuv9x7bXXevdDgn2h+yW6b1IsgwVQ3AgQFAVVrj388MNzLt/sv//+NnHiRLd5amhElkZmuf2iEVwayQUkiQBBQVOlWlWsVeXa4AGySZMmNmLECB6w+396RkTPirhBomdK9GwJkAQCBAVJlWlVoVaVaoMHRFWyvfLKK73Ktsimki16ar1Ro0ZZfaan2/WUu552B+JEgKDgqCLtr371q5xv0yeddJLNnDnTbZ6oBQsW2HPPPWdDhw71DsLHHHOMNzxYT7RrtFfDhg29z6b/6s/6uearndprOS2v9eTLd999Z5dffnlO0UjV21LdLdXfAuJAgKBgfPLJJ3b88cfnBIcq1r7wwgtu80Tocs+wYcOsY8eOOWc/USetT+vV+vNxWakQ+hOljQBBpVvfN+atttrK7rjjjsS/MU+aNMl69OiR88bApCdtT9vV9pO0oTM6vZsECIsAQaXRNft77rmnzGv2vXr1SvSa/bx587xnRnbcccecA2twUmmUo48+2rscpXsyzz77rL3//vveGwvdYcP6s36u+Wqn9lpOy7slVtxJn0OfR58rCdxTQhIIEFQKjRrae++9cw6kRx11lH300Udu89iohHv37t1zyqb7U7Nmzaxr167eO8znzJnjLh6J1qf1av3ajrttTfpc+nxJlZpf36g2nQ3pszGqDRVBgCCv9NzCKaecknPgTPq5BZ0VdO7c2Suu6G5bZ0A648l3ORBtT9t1z8A06XPq8+pzJ2F9z9Xst99+qX6uBhVDgCAvKuvJ6W+++cb7xl1WcOgG87hx47zLO5VJ29fnKOuGtz63Pr/2IwmPP/44T/YjNAIEiVtf7aazzz470dpNetDQ/Xbvf7OfOnWq27wg6HOVdaak/dD+JGF9tcVq1arl3ZdZsWKFuwjgIUCQGF2iOfjgg7MOSppUPfadd95xm8dG35zbtWuXs129oTCpewtx0+cs642K2q+kzgxU3Vj3X9JS3RjRESCIXWW+v+Lpp5+2Bg0aZG1XI5w0lLUY6XO7I8W0f9rPpLz55ptlvl+lbdu2JfF+FcSHAEFsdCnkL3/5S6W8QU/3Efr27ZsVWhqiqksw+lzFTJ9f+6H98fdN+6n9TfL+Tam94RHxI0AQC5XscINDkyrFJvVsg0/PMLRv3z5ru7oxnO9RVUnT/rg3vLXfST7Dsb53zCvMzjzzTLc5UoYAQSzcy1WqDPvaa6+5zWL3xRdf5FSh7dSpk/d0eynSfmn/3L5WPyRp9uzZ3s394HY1afQY0osAQWR6+Mw/oGgIqCrC5uOBND31Hbw/oBAbPHiw26wkaT+Doa1+UH8k7aWXXrItttgis1294AvpRYAgsmCAaOhnPuhguc0222S2q0sqY8eOdZuVNO1v8L6I+iMfIaJKw/42X3zxRXc2UoQAQWTBANF7yZOmyzXBMw89vzB+/Hi3WSpov4PPb6hfkr6cdeyxxxIg8BAgiCyfAaIbxsF7Hjp4Tp482W2WKtr/YIiof5K8sU6AwEeAILJ8BYiGrAZHW+nyTVrPPFzqh+DlLPVTUkN8CRD4CBBElq8A6devX2Y7uoGctnsev0T9Ebyxrv5KAgECHwGCyPIRIHryOnhwHDJkiNsEa6hfgiGbxBPrBAh8BAgiSzpAVPspWJ5ENaKwfsEaWuq3uGtnESDwESCILOkACRZG3H777Uv2IcG4qH/UT36fqf/iRIDAR4AgsiQDZOTIkZl16yZxqZUnSYr6KXhTXf0YFwIEPgIEkSUVIHqJUvB9HoMGDXKbYAPUX37fqR/jeikVAQIfAYLIkgoQvYnPX68ekCv2qrr5pv4KPnCp/owDAQIfAYLIkgiQ9957L+utfMX6Po/Kpn7z+1D9qX6NigCBjwBBZEkESJcuXTLrZNRVNMFRWerXqAgQ+AgQRBZ3gOh1rv7Zh/5bLK+hLVRx9ycBAh8BgsjiDhC9l9tfn95BgeiC7/JQ/0ZBgMBHgCCyOANk7ty5Vr16dW9derfI1KlT3SYIQf2o/lS/qn/Vz2ERIPARIIgszgAJDj3t0KGDOxsRqD/9vo0yJJoAgY8AQWRxBkhw2CmvS42X+tPvW/VzWAQIfAQIIosrQCZNmpRZT8OGDRMrR55W6k/1q9/H6u8wCBD4CBBEFleA9OjRI7Oe3r17u7MRA/Wr38fq7zAIEPgIEEQWV4A0btw4sx5qXiVD/er3sfo7DAIEPgIEkcURINOmTcuso1mzZu5sxEj96/e1+r2iCBD4CBBEFkeADB06NLOOrl27urMRI/Wv39fq94oiQOAjQBBZHAHSsWPHzDqGDx/uzkaM1L9+X6vfK4oAgY8AQWRRA0TL169fP7OOOXPmuE0QI/Wv39fqd/V/RRAg8BEgiCxqgMybNy+zfPPmzd3ZSID62e9z9X9FECDwESCILGqAjB8/PrP8kUce6c5GAtTPfp+r/yuCAIGPAEFkUQNk2LBhmeUvvvhidzYSoH72+1z9XxEECHwECCKLGiA9e/bMLB9mVBAqLjjqTf1fEQQIfAQIIosaIMEDEm8ezI/gmwrV/xVBgMBHgCCyqAHSpk2bzPKUb88P9bPf5+r/iiBA4CNAEFnUANl1110zy8+cOdOdjQSon/0+V/9XBAECHwGCyKIGSIsWLTLLL1682J2NBKif/T5X/1cEAQIfAYLIogZIvXr1MsuvXLnSnY0EqJ/9Plf/VwQBAh8BgsiiBkjNmjW9ZatVq+bOQoLU3+p39X9FECDwESCILGqAcAaSf5yBIA4ECCKLGiDcA8k/7oEgDgQIIosaIIzCyj9GYSEOBAgiixogPAeSfzwHgjgQIIgsaoDwJHr+8SQ64kCAILKoAUItrPyjFhbiQIAgsqgBQjXe/KMaL+JAgCCyqAHC+0Dyj/eBIA4ECCKLGiC8kTD/eCMh4kCAILKoAaLleSd6/vBOdMSFAEFkUQNEOnbsmFnH8OHD3dmIkfrX72v1e0URIPARIIgsjgAJjgrq2rWrOxsxUv/6fR1m1BsBAh8BgsjiCJBp06Zl1tGsWTN3NmKk/vX7Wv1eUQQIfAQIIosjQKRx48aZ9bz99tvubMRA/er3sfo7DAIEPgIEkcUVID169Misp3fv3u5sxED96vex+jsMAgQ+AgSRxRUgkyZNyqynYcOG9sMPP7hNEIH6U/3q97H6OwwCBD4CBJHFFSCy4447ZtY1btw4dzYiUH/6fat+DosAgY8AQWRxBsigQYMy6+rQoYM7GxGoP/2+VT+HRYDAR4AgsjgDZO7cuVa9enVvXVWrVqW8e0zUj+pP9av6V/0cFgECHwGCyOIMEOnevXtmfZ07d3ZnIwT1o9+n6t8oCBD4CBBEFneATJ8+3TbaaCNvffqv/ozw4u5PAgQ+AgSRxR0g0qVLl8w6Tz75ZHc2KkD95/el+jUqAgQ+AgSRJREg7733XuZbsybeVBhO8M2D6k/1a1QECHwECCJLIkDkwgsvzKxXw05XrVrlNsEGqL+Cw6LVn3EgQOAjQBBZUgHyzTffWKNGjTLrjjL0NI2CQ6LVj+rPOBAg8BEgiCypAJGRI0dm1l2jRg1qZJWT+kn95fed+jEuBAh8BAgiSzJApF27dpn1b7/99vbdd9+5TRCg/lE/+X2m/osTAQIfAYLIkg6Q+fPnW4MGDTLbYFTWhgVHXanf1H9xIkDgI0AQWdIBIk8//bRVq1Yts50hQ4a4TbCG+sXvI/WX+i1uBAh8BAgiy0eASL9+/bIOjmPHjnWbpJr6Ixiy6q8kECDwESCILF8BonLk7du3z2xLN4nHjx/vNksl9UPwprn6Kaly+AQIfAQIIstXgMjSpUttn332yWyvdu3aNnnyZLdZqmj/1Q9+n6h/1E9JIUDgI0AQWT4DRL744ousB+R08EzrmYj2Oxge6hf1T5IIEPgIEEQWDJBatWq5sxMxa9Ys22abbTLb1eWbtN0T0f4GL1upP9QvSTvqqKMIEHgIEEQWDBBN/fv3t+XLl7vNYqeDZfBMRDeQBw8e7DYrSdrP4A1z9UPS4aG/5xEjRtimm26a2W7aQhvZCBDEYuONN84KkaZNm9ro0aPdZrHT5ZrgPRFNnTp1KtmHDbVf2r/g/mr/k75sNXHiRNt///2ztqvp5ZdfdpsiRQgQxOKZZ56x7bbbLucAc+CBByZ+k1s3jIOjszTps5Ra2RPtj9vH2u8kb5jrIcQzzjgj8zZDf9pqq63sxhtvdJsjZQgQxOqhhx6yVq1aZR1sdKmlW7dutmjRIrd5bDRktW/fvlmXdXR/YODAgUVfxVefX/sRvN+h/dT+JjVUd+XKld42NSgi+HepG/Z//vOfi75PEQ8CBLHTwUeVYCvj4KMnr4NlTzTp/kCxvk9Enzt4n0eT9i+JJ8x9lfUlAMWHAEFiFixYUOblD12Geeyxx9zmsdFll2ABRn9Sjaior3PNF33OYE0rf9J+xV3byjdlyhQ79NBDc7aZj8uQKE4ECBK3vhuwhx9+uL3//vtu89hoxFDwfSKa9Fa+zp0729SpU93mBUGfS58v+DZGTdoP7U8SFi9ebOeee27ONvM1EALFiwBBXvhDQJs0aZJ1kNLorR49ethXX33lLhILvURJb+JzD46ajj/+eBs3blxi9xHKS9vX59DncT+jPrc+f1wvgwpavXq1Nxy4Tp06WdusWbOmDRgwIC9DsVHcCBDklUYMXXXVVVk3hDXVq1fP/va3vyV2MNeZTlnf7DXp232vXr3yPmpL29N23bMkPzj0eZM6Q9M9lJ122ilnu7psNnv2bLc5UCYCBJVi5syZdtJJJ+UcwH71q1/Zc8895zaPje4tdO/e3apXr56zbU3NmjWzrl272vDhw23OnDnu4pFofVqv1q/tuNvWpM+lz5fUvRqtN1iKxJ/23HNPe+mll9zmwAYRIKhUL7zwgu222245BzRdzvnkk0/c5rGZN2+eN0zVHeHkTroPcPTRR1vPnj3t9ttvt2effdY7K9BT3+7NbP1ZP9d8tVN7LafltR533cFJn0OfR58rCd9++61deumlOcGpEV133323/fTTT+4iwC8iQFDpfvzxR7vjjju8h9OCB7dNNtnELr/88sSfKp80aZJ3H6Zx48Y5B/YkJ21P29X2k6JguOuuu3KGNqtv+/Tp4wULEBYBgoLx9ddfe/cE3G/Jukdwzz335OVb8rRp02zYsGHWsWNH776Me9CPMml9Wq/Wr+0kbcKECbbHHnvkfI7jjjsusUtkSBcCBAXno48+yqr46k977723vfLKK27zROlZFt2TGTp0qHc56phjjvGeldAN6JYtW1rDhg29z6b/6s/6uearndprOS2v9eSLLqO59bI0tW7d2is5A8SFAEHB0tDWsu5RnHLKKTZ37ly3eeotW7bMq4QcrJarqW7dut5wXQ3bBeJEgKCg6aB3880325Zbbpl1UNxss83s2muvte+//95dJJVGjRqVc6NeQ4HPO+8870FBIAkECIqCypWfffbZOc9xNG/e3O6//363eWqoxEibNm1yztJ0Ga1Qn7ZH6SBAUFTeeecdO+SQQ3IOmAcffHDeHwSsTAsXLvSKG7p1xlQE8eGHH3abA4kgQFCUHnjgAWvRokXWwVMVY8866yz7/PPP3eYlQ5WMb7jhhqz3oGtS5WNVQFYlZCBfCBAULd3/uO6667z7IcGD6RZbbGF/+ctfEi0bXxkeffRR23bbbbP2VWcgerI9n6O8AB8BgqKnp7dPO+20rAOrph122MGefPJJt3nR0ZPthx12WM7+qcJxkg8hAr+EAEHJeO2113Lej65Jr33Nx4N7cfvyyy/tggsuyHnfvCoaq7KxKhwDlYkAQUnRQfXee++1rbfeOuugq4PwxRdf7D3tXuhUkViVifX8RnAfVMFYlYyTfAc6UBEECErSkiVL7IorrsgpG1+/fn2vlIjqbxUiPbW+884755xFqQSKKhgDhYQAQUmbMWOGnXDCCTkH5F133dX++9//us0rzccff2wdOnTI+ZyqVPziiy+6zYGCQIAgFcaPH2+77LJLzgH6xBNPtE8//dRtnjeqNHzZZZd51XGDn0uVie+8886CPVMChABBaujegoobulV2dZmrX79+3mWvfFFlYVUYdt9GqErEvXv3TuQVtkDcCBCkjt6/ftFFF+WMbtL7OfTGwKRHN6mi8F577ZVzNqQXT6kSMVAsCBCk1ocffmhHHHFEzoF83333tddff91tHpleadulS5ec7anisCoPA8WGAEHqPfHEE7b99tvnHNhPP/30WF4xu3z5crvmmmtynphXhWFVGqbMOooVAQLY2hpTN910k1cGJXiQr1Wrll1//fW2YsUKd5Fyue+++7yKwcF1qqKwKgurwjBQzAgQIOCzzz6z7t27e4UZgwd9vW3wwQcfdJuv11tvveVVCHbPalRJ+N1333WbA0WJAAHKoAA46KCDcgKgbdu2GwwABZAqArsBpMrBY8eOdZsDRY0AATZgzJgx1qxZs6ww0CWoc845J+sSVFKXwIBCRoAAv8C/CV6zZs2scKhTp47dcsstXpn1sm7Cq0JwHDfhgUJFgADltL5huO6kYcCqDAyUOgIEqKCXX365zAcBVQFYlYCTfhARKBQECBCCSpHceuut3v0Qhccpp5yS11IoQCEgQIAIdPOc5zmQVgQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACCU/wM4wmivaraIdgAAAABJRU5ErkJggg==)
PN: 6663-1-14
CAS: 65085-83-8
Molecule Weight: 260.31
Formula: C14H12O3S
PN: 6663-1-Y7
CAS: 197240-27-0
Molecule Weight: 214.24
Formula: C9H10O4S
PN: 6663-1-Y6
CAS: 50413-24-6
Molecule Weight: 277.13
Formula: C9H9BrO3S
PN: 8763-1-X3
CAS: 207853-59-6
Molecule Weight: 223.29
Formula: C11H13NO2S
PN: 6666-1-X2
CAS: 5398-77-6
Molecule Weight: 184.21
Formula: C8H8O3S
TSCA: Not listed on TSCA inventory