| Product Number | 6666-1-X8 |
| Synonyms | 1-(Phenylsulfanyl)propan-2-one; (Phenylsulfanyl)acetone |
| Purity | 98 % |
| CAS | 5042-53-5 |
| MDL Number | MFCD00014992 |
| Molecular Formula | C9H10OS |
| Molecular Weight | 166.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![1-[(4-Methylphenyl)thio]acetone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACEOAAAhDgEeqUSlAAAB+HpUWHRtb2xTb3VyY2UAAHicfZRtb6MwDID/ipXP14QECm1VOlWdJk3adNJ1J923UxrSDgmSKdC3f38OZR2sPXiRTezHThyH+cOpLOCgXZVbkxJOAwLaKJvlZpeS329Powl5WMwVOqGjqVLyXtcfM8aOxyNV77qUJ2uosiW52GenKu/5HENq3Y6JIODsz+vLumFGualqaZRGqspnVTP4YpWsm1n8JwUrpTvkhl3cWekOl2h/ReCfgJ6qjHytZYW2JaKwzQsNW+tKWcNBBBSf4AfstNFO1jqDzRmHQxrh2hfz10er9qU2Nao+Qq5ksa7dXuFAaQut9hgMlefHlJQcAVnbcumcPIPX/LDkIAXIEGQEcgwyBpmAnICcguQBvmjnAutcaJ/o7fyhcbawgp/4rmHVvbFAIiUjTsMwTAAnjhfc/WqFoHGcRJ+ib2uBiyBwxsgxnYY4FFMeN6L5imiM+wUhnYxRCBryJs04QjFqg6BMEi9b83Uy3gvLwq51Wcw31mQdFfIsJRtOmoL90ttKtDUjYF2mHbahD+Bdu4DoA77CV0DcA8IbIBrOEPUBv3vDwLgP+L0eBuI+4DvjCizvAUkf8H00DEz6gO+6YWDaB5oeHV6Et39H+HAS/n232yMwyIibYt1HWKe/2OcZRfXm/LLO4Wb4S1v8A2YpeVg5/VqDAAA+lklEQVR4Xu3dCbxN5f7HcSGiEKIuIWOJdFWqSwkR3brpStLkyi2UobqahZRQaVCGiiiVIkSDJkOiAWWKRJSZMisypN///Jb/3u39rH3OWWevvfaw1uf9ej2ve6/9POtse7vP96z1TPkEAIA45DP/AAAAJwgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAiQGPLlyxcueeWmLQBkEnq5GNyEgJu2ebFx40Z5/vnnpXXr1lKzZk054YQTpGDBglKiRAmpUqWKtGzZUvr37y8rVqwwmyLIli8XGThQpEkTkcqVRY499kjR/964sciAASLffWe2AmLytpfLUG5CwE1bJ7Zu3Srdu3eXwoULR/2snMoFF1wgM2bMMC+FIFm/XuTGG0WOOkr/keZctM7114usW2deBYjiTS+X4dyEgJu2uVm8eLFUrFgx6mfkpSCg5s4VKVvWHhS5lTJljrQFskGvEoObTtdN25wsWbJEjjvuuKjr653FkCFDrGDRO5NDhw7Jzp07ZfXq1TJ58mS5//77pUaNGp68H2SIr78WKVo0OhiaNhUZPVpk1SqRX38V2btXsv7RiLzyikjz5tF1ta1eA4iBXiUGNyHgpm129uzZExUEOt4xdepUs1q2Zs+eLY31+TaCZfdukapV/wqDEiVE3n/frGX3wQcixx//Vzu9hl4LMCSul/MRNyHgpm12evbsGb5mqVKl5IcffjCrAHb33fdXCGTdvWbdqpo1sqd1dXA91D7rbhYwJa6X8xE3IeCmbSx693F81m+DoWtOmDDBrALYZf27ibqLGDnSrJG7F1/8q71eSx93ARES08v5jJsQcNM2lrFjx4avV7t2bfNlILbXX/+r869SReTwYbNG7rSNTu8NXUevCURITC/nM25CwE3bWDp16hS+3kCdvw840bHjXx3/ww+brzrXt+9f18n6twhESkwv5zORIeCmJELdunXD19PBcMCRrH83ov8Gtcycab7q3PTpf11HrwlESEwv5zNmEMRbEqF8+fLh623atMl8GYitXLm/On43/242bvzrOln/FoFIienlfMYMgnhLIhxzzDHh6/3+++/my0BsWf9uRP8NanHz72bfvr+uU6SI+SoCLjG9nM+4CQE3bWMhQBCXRAWItiVAkI3E9HI+4yYE3LSNhUdYiAuPsJAEienlfMZNCLhpGwuD6LAeI40fLzJvnvlK9hhERxIkppfzGTchkF3b5cuXy4ABA6RRo0bWhohHH320lC5dWi655BIZN25cVN1IHTt2DF+PabwBpGsvKlQ40oHnzy8ya5ZZIzam8SIJ8t5DBkB2IeBEdm0j/zxWufbaa+VwjMVeLCQMqPnzRRo0+KvzDpVBg8yasUUuJNS9rGL828qVttFFiKHrsJAQhrz3kAGQXQg4kV3bevXqWTvnLlq0SH799VfZsGGDDBs2TIoVKxauP3jw4Kg2iq1MAmbLFpGbbjpytxHquEPltNOcj2foVia6eWKo7UsvmTVyp9ufhNrrViZ6TSBC3nvIAMguBJzIa9sRI0aE69epU8d82fLAAw+E67CZok8dOHDkpMDixe3BoX+mr2mdvLjnnr+ukfWLinz7rVkje1pXN2AMtdeNGQGDs14uYPIaApHy2nZL1m+cofo6ZTeW3bt3S/Xq1cP1dDv3D3TLbYd08L2JHmGK9DR5ski1avbg0LsQvRvZvNls4cyuXdF7WZUsKfLhh2Ytu48+OlI31E4fY+m1AIOzXi5g8hoCkfLadtu2beH6FXSwNBvZHSg1dOhQ60ApvY4eKLUr6//oeqDUlClTrDuX3A6UmjdvnlVHA2rMmDHmy/DS0qVHDncKddSRRcc/dBzELZ25pes3Iq99ySVHDo/SQ6R+++3IgVI//ijy6qsiLVpE19VfavIy+wuBErtXCbi8hkCkvLaNHCTXjRNzouMnGjKRPyMvJZarrroqqs75558vX331lVkNibR9u0jXriIFC9qDQ3+JSPRg9RdfSNZtq/1n5Va0jbYFspHP/APo/3dy7nRz4rTtzz//bP3Gr1N5te4ZZ5xh3UXk5pdffpFu3bpJ4cKFo35WTqVhw4YyY8YM81KWXr162eofddRR0q5dO9moi8iQOFl3iDJkiEipUvbOWu8Sevc+cjfghbVrRa67TrK+XPvPNovWadtWZM0a8ypAlJx7OSSc2VlXq1ZN+vfvL/t0sVgeaOc+fPhwadWqlZx66qlWEBXM+o22ePHiUqVKFWnZsqW17iS3AXedOjxo0CApUaKE7b3pI7NHH31U9u/fbzZDXk2bJlKrlr2z1nLNNUc6+GT47jvJ+gcn0qiRyCmnHDnzXEulSkf+LOv7lmXLzFZATARIkpmdtA6ct2jRIuXTc/WO6Oabb5b8+fPb3qMG0sSJE80mcGLVKslKc3toaDnrLJHPPjNbABmDAEmRzZs3y/Tp06V58+bhjrpNmzZy8OBBs2pSLViwQC688EJbiGhp3LixNZgPB3TNxL33ihQqZA+OsmWPrLGIZ3EfkEYIkDSgv/mHOune+hw8Dbz55ptSqVIlW4gUKFBAOnfu7Gi8JpD+/FNk1CiRk06yB4eGyV13MSUWvkGApAGddhvqoLXTThc6LtO3b18pWrSoLUhKliwpzzzzjDV1GP9vzhyRc86xB4eWyy8XWbnSbJEY77wj8sQTR2Z3AUlEgKSBAwcOhDvmQvpbappZv369XH/99bYQ0XLaaafJh04Wp/nYoXXrjsxwMkNDS82aRxbmeeHrr6P3y7r4YrMG4CkCJA3oTr2hDjmnxYSp9vnnn2f9gn2OLUS0XJ71G/ZKr37DTlP7s+7QZmXdoc3KukM7aAaHruTOukOzpu4mmu6X1aGDfb+sihXNmoCnCJA0cMMNN4Q74g7aMaSxP//8U0aNGiUnnXSSLUT07umuu+6yVsP7nY4RXVSpkrTP+nuPyCrLQ514gQIinTvrFgNmE/d0L6zHHou9X5budfXWW2YLwFMESBLoIsHHsv6Pr9uG6PoNHTfYuXOnTJs2zfrNPdQB67qLH3VLiQyguwTfe++9VmiYQVK2bFlrk8hY29NnushZavmzyoVZ5f6s8n5W+a1xY91zxmySGFOmZL9fVvv28e+XBbhAgCSB2cHGKnp07RwdhM0wq1atshYtmn8fLXqa4mc+WeeQ3TqZ8lmlW5UqssqrdTK6qC+7/bLq10/MfllAnAiQJFixYoW12rtZs2bWynOd1aQLCDU0Lr30UutcED0jJJPp3VStWrVsIaLlmmuukTUZui2Grst54oknclypf8CLlfo57Zd18skir71mtgCSjgBBwuijOT00S88sMTvbIkWKWGtc9nq115MH3n333aht9ENF9wr7z3/+I5ucHu6UF6H9skqXtgeH1/tlAXlEgCDhtmf99tw167dn3ZvL7Hx1ltnrid5tNsF0VpyeVW++dy26W/HcuXPNJomh+2XpscVmcGhp04bNDZF2CBB4ZtmyZdK0aVNbJ6ylQYMGMj/Nnt/v2LFDbr/9djn66KNt71cfN3p2Xorul3XllfbQ0FK3rsisWWYLIC0QIPCcHm6lYz9mp6wD0jfddJO1L1gq/fHHH9bOxnrSo/kedazqwQcflN/04KVE0/2y9KjYwoXtwVGmjJ53zH5ZSGsECJJCV9sPHDjQ2m7e7KT1z/Q1rZNsek6KTrM235OW1q1by08//WQ2cU/3yxo9Ovv9snr0YL8sZAQCBEmlZ8DrXYc5HVZL1apVZbKeD54Eut5Gz1Ix34OWM888Uz799FOzSWJ8/rlIvXr24NBy2WU6Zc9sAaQtAgQpoeMfOg5idt5aLr74Ylmq54V7QKdL61nxsU501EdYL7zwgvVIK+HWrxe5/np7aGg57TSRgO8nhsxEgCCldEZWrHPedQZXly5drBldiaBbsLzyyitSrlw528/SQfM777zT2h0g0Q7//rtI374ixx5rDw4v98sCkoAAQcrp2pA+ffpYa0XMzl3XlDz33HOuto3/8ssv5bzzzrNdW4su5Pz+++/NJgkxf9w4mVCpkvxgBoeX+2UBSUSAIG2sXbtW2rZta+vktegq908++cRskqMNGzbIjTfeaC38M6+n58hPnTrVbJIQul/WxQ0bSpOsn9Mrq3yUVfaGwkP3y1q82GwCZCQCBGlH988666yzbJ2+Ft13S/ffysn+/fvlkUcesbYaMdsff/zx8uSTT3pydPAvv/xi7Zelpzbqz6qUVa7PKsOyyveVK4uk+Nx7INEIEKQl3cl35MiR1s6+ZgjoDsC6E7DuCGx666235JRTTrG10U79lltuka1bt5pNXNMw0r3OYu2X1TgrxKb16yeHvdgvC0gxAgRpbffu3dYZI7G2jdczSfRsEh0gX7RokTRq1MhWR8tFF10kCxcuNC+dEO+9957UqFHD9jP1sVm7du1k88aNZhPANwgQZAQ97TDy7JTIUqZMmZjrSvROZPz48ealEkL3y2revLntZ2rR/bK++uorswngOwQIMspHH30kNWvWtHXakeXYY4+1xkB+1ym0CaZTfVOyXxaQhggQZByd0jt48GApWbKkrRPX9SM9evSQffv2mc1c0cWFzz//fLb7ZfXs2TPjz3QB8ooAQcbatm2b1K9f39aha6lYsaJ1bnkizJw5U+rUqWP7GVquuuqqjDmGGEg0AgQZb8mSJdKkSRNb565Ft0uZFed26BoMGhDmNbVooGiwAEFGgMA3Jk2aJFWqVLF19lr0BEGn9FGUPpLKbr8sfZTlyX5ZQIYhQOAruohQzykvVqxYVMev59DnJrf9su644w5P9ssCMhUBAl/S88p1u5JQAJTWM8ZzoNNus9svq0WLFta0XQDRCBD41q233hoOAQ2TWDZu3Ggt+Iu1X5YuEHz//ffNJgD+HwEC38opQPRRV79+/WLul6Vbkni1XxbgJwQIfCu7AJkwYYJUrlzZFhyh/bJ0U0QAuSNA4FtmgCxevDjb/bIaNmzo2X5ZgF8RIPCtyADRbdxD26xHFt0va9y4cWZTAA4QIPCtyAAxi+6X9fDDD3uyXxYQFAQIfEu3cTeDQ8sNN9wg69evN6sDyCMCBL519tlnRwVHvXr15IsvvjCrAYgTAQLfat++fTg89PApXWkOIHEIEPiWOQsLQGIRIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC3yJAAG8RIPAtAgTwFgEC34oMkBo1apgvA3CJAIFvtWjRIhwghQoVkg8//NCsAsAFAgS+de6554YDJFQuu+wyWbFihVkVQBwIEPiW3nEUKFDAFiJ6N9KjRw/ZtWuX2QRAHhAg8LU9e/bIfffdJ4ULF7YFSZkyZWTEiBFy+PBhsxkABwgQBMKqVavkyiuvtIWIlrp168qsWbPMJgByQYAgUKZNmya1a9e2hYiWNm3ayJo1a8wmALJBgCBwDh06JEOHDpXSpUvbQqRIkSLSu3dv2bt3r9kMgIEAQWBt375dunbtKgULFrQFycknnyyvvfaa2QRABAIEgbds2TJp2rSpLUS01K9fX+bPn282ASAECBA2ZcoUqVatmi1E8ufPL+3bt5fNmzebTYBAI0CACAcOHJDHHntMihcvbguSYsWKyYABA6w6AAgQIKYtW7ZIhw4drLsPM0iqVq0qb7/9ttkECBwCBMjB119/LQ0aNLCFiJaLL75Yli5dajYBAoMAARwYO3asVKhQwRYiOoOrS5cu1owuIGgIEMAhXRvSp08fa62IGSSlSpWS5557zlpjAgQFAQLk0dq1a6Vt27a2ENFy+umnyyeffGI2AXyJAAHiNHv2bDnrrLNsIaKlTZsrZM2aH8wmgK8QIIALupPvyJEjpWzZsuHwyJ8/n5x0Uj4555xCWa/dI/v27TabAb5AgAAJsHv3brn77ruts0ZKlMgn1avnkwsuyCetWuWTu+46UebMeUn+/JNt4+EvBAiQQD/8sFJuuulfctZZ+eTSS/NJ+/b5pGPHI+XRR8+WVavmmE2AjEWAAB6YP/8jufPOmuHwiCwjR14nO3asM5sAGYcAATxy+PAhmT59sNxxR0lbiHTtWlTeffchOXhwn9kMyBgECOCx337bJq+/fqt07lzQFiT33VdR5s17w2wCZAQCBEiSjRu/laeeamILES1PPHGhrF37jdkESGsECJBkCxZMkgceqGILkU6d8ssrr/xX9uz52WwCpCUCBEiBQ4cOyNSp/aV792K2ILn99hLy0UePW3WAdEaAACm0a9cmGT36P1l3H0fZguTBB6vL4sXvmk2AtEGAAGngp5/mysCB/7CFiJZnnrlENm36zmwCpBwBAqSRr756Ve65p7wtRG699Wh5883usnfvDrMJkDIECJBm9u//TaZM6SVduhxjC5I77ywtn346TA4f/sNsBiQdAQKkqW3bfpIXXrjaFiJa+vY9Q5Yvn242yZEOyn/zzQRrzOWhh2pnhVEpa21K9+7F5f77T5FHHqkrQ4ZcLu+800cWL37HGp8BckKAAGluxYpPszr3v9tCRMvw4f+WrVtXm01slix5z1q0aLbPrQA54V8IkAF0J9/PPntRevQoY+vkb7utsDXtNzuzZ4+IOcvLSQFywr8QIIPs27dLxo//nzWoHtnRa0DEuhPZtGlZVsAUCtfTMZTJk3tauwLv2fOL/PHHQWvMZfv2tbJu3QJr2rDu0aWPsu6++2/m5YAoBAiQgbZsWSHPPvvPcDDogHusFexjxtwcrqOPwWLVAeJFgAAZ7LvvPs66I7lTVq78zHzJooPjoQBZvfoL82XAFQIE8DEdHwkFCFujINEIEMDHdIpuKEB27txovgy4QoAAPha5PYo+6gISiQABfGzmzCHhANEybNiVsnLlLGtaMOAWAQL4mI57PP74BVEhokWP2R08uIU1pXfBgomyc+cGsymQKwIE8Ln9+3+Vl19un+tiQj3kauLEe2Tr1h/NSwAxESBAQOiRurqj7733VrCFR2TRRYqTJt0nhw8fMi8BRCFAgADSjRrnzx9nBYWeN6KPtMwgGTGirdkMiEKAALC2h1++fJo89VSTqBD5+uvxZlUgjAABEPbnn3/KqFHtwgHy9NNNzSpAGAECIIoOoocCRM8MAbJDgACIcvDg7+EA0a1QgOwQIACi6ELDUIDoZoxAdggQAGG6X1afPqeHA0TXjwDZIUAAH7vrrhNl8ODm1gLBefPGyurVX8qWLd/L7t1b5NCh/daBUvrfV6yYKRMm3C133HF8ODw6dy4ga9Z8bV4SCCNAAB+LnJKb1/Lxx4PMywFRCBDAx8xQcFJ0pfo337xlXgqwIUAAH9u9e7MsXfqBfPDBAHnxxWtkwIDz5MEHq1tno3fuXFC6dCkiPXqUtf781Vc7yqJFk61HW4ATBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgAIC4ECAAgLgQIACAuBAgQYD/++JXs2LHO/GPAEQIECKjXX7/V2vuqS5dj2HUXcSFAgIDSrd5DGyi++25f82UgVwQIEFB63nkoQKZM6WW+DOSKAAECigCBWwQIEFAECNwiQICAIkDgFgECBBQBArcIECCgCBC4RYAAAUWAwC0CBAgoAgRuESBAQBEgcIsAAQKKAIFbBAgQUAQI3CJAgIAiQOAWAQIEFAECtwgQIKAIELhFgAABRYDALQIECCgCBG4RIEBAESBwiwABAooAgVsECBBQBAjcIkCAgCJA4BYBAgQUAQK3CBAgoAgQuEWAAAFFgMAtAgQIKAIEbhEgQEARIHCLAAECigCBWwQIEFAECNwiQICAIkDgFgECBBQBArcIECCgunUrJR065LPK228TIMg7AgQIqFatSkmzZvms8vLLBAjyjgABAur880tJzZr5rPLsswQI8o4AAQKqYsVSUqxYPqv060eAIO8IECCgSpUqJfny5bNKr14ECPKOAAECigCBWwQIEFAECNwiQICAIkDgFgECBBQBArcIECCgCBC4RYAAAUWAwC0CBAgoAgRuESBAQBEgcIsAAQKKAIFbBAgQUAQI3CJAgIAiQOAWAQIEFAECtwgQIKAIELhFgAABRYDALQIECCgCBG4RIEBAESBwiwABAooAgVsECBBQBAjcIkCAgCJA4BYBAgQUAQK3CBAgoAgQuEWAAAFFgMAtAgQIKAIEbhEgQEARIHCLAAECaO7cuZI/f/5wgJx55pmye/dusxqQIwIECJBNmzbJf/7zHznqqKPC4REqJ554orz00kty+PBhsxkQEwECBMCBAwekf//+UqxYMVtwmOXss8+W2bNnm5cAbAgQwOcmTZokVapUsQWFPsJq3LixVKtWzfaalmuvvVbWrVtnXg4II0AAn1qyZIk0adLEFgxaLrzwQvnmm2+seocOHZJnn302alA9VIoWLSoPPfSQ7Nu3z7g6QIAAvrNt2za59dZbpWDBgrZAqFixorzxxhtmE4u2u+2227JtN3bsWLMJAo4AAXxC7yQGDx4sJUuWtAVAXu4kvv3222zvXC644ILwnQtAgAA+8NFHH0nNmjVtHb6W6667Lq6xjLfffluqVq1qu56OnXTo0EF+/vlnswkChgABMtjKlSvl8ssvt3XyWs455xyZM2eO2SRPcpq9Vbx4cXn88cetOggmAgTIQLro7+6775ZChQrZOnZdzzFq1KiErufQ9SPt27ePuX6kevXq8s4775hNEAAECJBBNBRGjhwpZcuWtXXkGib33HOPpyvK582bJ//4xz9sP1tLs2bN5LvvvjObwMcIECBD6OK+s846y9Zxa7niiivkhx9+MJt45tVXX5WTTz7Z9j50Ble3bt1kx44dZhP4EAECpLm1a9dK27ZtbZ21ltNPP10++eQTs0lS/Pbbb9YmjMccc4ztfZUuXVqGDh0qf/zxh9kMPkKAAGlq79690qdPHylSpIitg9ZFf88995w1dTfV1qxZI23atLG9Ry21a9eW6dOnm03gEwQIkIZef/11qVChgq1D1kdEXbp0ke3bt5tNUm7WrFny97//3faetfz73/+W1atXm02Q4QgQII18/fXX0qBBA1sHrOXiiy+WpUuXmk3Sig7yv/jii1KmTBnb+y9cuLDcf//9smfPHrMZMhQBAqSBLVu2WIvzIs/oCBVdzDd58mSzSVrbtWuX/O9//5Ojjz7a9vf529/+Ji+//LL8+eefZjNkGAIESCFdhPfYY49Zi/LMjlYX7w0YMCCjF+qtWLFC/vnPf9r+blrq1asnX3zxhdkEGYQAAVJkypQpMbdS17uQm266STZv3mw2yVgffPCBnHbaaba/q5YbbrhB1q9fbzZBBiBAgCRbtmyZNG3a1NaRaqlfv77Mnz/fbOILBw8elKefflqOP/5429/72GOPlYcfflh+//13sxnSGAECJInOnOratWvM7dJ1Ud5rr71mNvGlrVu3SqdOnaRAgQK2z+GUU06RcePGmU2QpggQwGO6VmPIkCHW4jqzw9Q1Hr1797bWfATN4sWLpVGjRrbPRMtFF10kCxcuNJsgzRAggIemTZsmtWrVsnWQWq655hprEV7QvfXWW1K5cmXb56N3KLfccov88ssvZhOkCQIE8MCqVavkyiuvtHWKWurWrWstusNf9u/fL/369ZPjjjvO9nnpmMmTTz5pjaEgvRAgQALpIrn77rvPWjRndoS6g+6IESMSus2632zcuFFuvPHGmNvG16hRQ95//32zCVKIAAESQBfFjR49Wk466SRbx6fbrPfo0cNaXAdnvvzySznvvPNsn6WWFi1ayPfff282QQoQIIBLn3/+ubUozuzotFx22WXWYjrknYbyK6+8IuXKlbN9rrrC/Y477pCdO3eazZBEBAgQJ138dv3119s6Ny26aO7DDz80m6QFnU78008/WeM0M2fOtM4R0f+djhs0ql9//VV69uwZ87HgCSecIM8//zzbxqcIAQLkkS5269u3r7X4zezQSpYsKc8880xKt1nX42c//vhja7t3PdypefPmMWc55VR0PcYll1xirVt59tlnrTBM9WrxH3/8Ua666irbe9Vy5plnWmGI5CJAgDx48803pVKlSrYOTKecdu7cWbZt22Y28ZwGhi5C1O1PKlasaHtviSzly5eXdu3aWZshrlu3znwrSTFjxgypU6eO7b1pad26tXU3heQgQAAHFixYIA0bNrR1WFoaN25sLYpLJt0O5d5777VOJDTfTzJL9erVpXv37knffkUfWQ0fPtx6hGW+Jz0h8cEHH7ROTIS3CBAgB7qI7eabb4657YY+Fpo4caLZxDM6RqHHxGY3YB+r6KywJk2ayG233SYPPfSQNV6gdw/jx4+3HvmEiv5v/XN9XevpoVV6/ohuvW5eM7uiYTZw4EDZsGGD+dY9o4Pot99+e8xt4/VuacyYMWYTJBABAsSgi9YGDRokJUqUsHVMutjt0UcftRa/JYPebehgfaxB5Miix9xeffXVVgjMmzcvYdOGdW2LHnSla1iuvfZaOfHEE20/O7LobsK6hXsyF0suX77cGusx34uW888/X7766iuzCRKAAAEM7733nrVozeyIdHGbPv/XxW7JsGTJEisQYh0yFSr6WO3xxx+Xb775xmzuqW+//VYGDx4szZo1i3l3Fvn+dEA/WdLluwsKAgT4f+nyW6zecegZ4rFWY2vRQfw+ffpYs5LSgQ7ia4jVrl3b9l5D5dxzz7XOBEmGdLp79DsCBIGXLs/R9+3bZ22DEut9aNG9tdJ9qqreCekGiLr63nz/WjQY165dazbzRDqNX/kVAYLAym0mjy5eS9ZMnqlTp8Zcq6F3Ibr2IdmzvNzSKb66BkU/R/PvpOtn9BjfZG2OmG4z6PyEAEEgpctagh07dkibNm1s7yH0PpYuXWo2yShbtmyRu+66K+YEAJ21pYP9yZKOa3gyHQGCQEmn1cy6dkJXfJvvo2rVqvLRRx+Z1TPaypUrrQF38++qj+v0mNtkSfddBDINAYJASLf9lIYNG2Z7LzpuoO/Rz+eC612AjiuZ30HLli2TujFipu5jlm4IEPhauu3oqkfXxuq49O5HZ18Fga4r0YF28zPQu7FkPtJSupPyOeecY3svWthJOXcECHzru+++s06zMzsGLak4U0KDqn79+rb3ontY6QysoHn99delWLFiUZ9F0aJFrbUcyZTTWS46iUGDBLERIPCtCy+80NYhpOpUOx1M1ruMyPdSpEgReemll8yqgaK/4ZufS8GCBa1tVZItp9MkFy5caFaHECDwsYsuuijcAehq7lSdq60zunTTwcgOSccBFi1aZFYNJB3z0WNsIz8f/c1fFyemgp6TYt4pJvvRWqYgQOBbt956a7gDqFatmvlyUmhndPLJJ0d1RvpekjVNOFPoYySd7hv5OWnRO4JUmDZtWtT70K1bYEeAwLciA+TUU081X/bc1q1bbXce+rhGH2chNt2CxNzCJRV3IgSIMwQIfCuVAaKzrc4777yoTkgfiyRzxlem0q1jdBwk9LlpoCR7TIQAcYYAgW+lKkB0PckVV1wR1QHpqvdEba8eBDr1OvJORAMlmbOzCBBnCBD4VqoCRM8Rj+x8KlSokNRDlvxCH2dFfo46xTdZg9kEiDMECHwrFQEyYcKEqI5Ht8fI9P2sUunuu++O+jx1saHuH+Y1AsQZAgS+lewAWbNmjRUYoZ+pK90//fRTsxryQGdnmVN8dVt7rxEgzhAg8K1kBoiOezRo0CCq09Ety+GerhMxFxt6vQEjAeIMAQLfSmaA9OrVK6rD0Z1n9bdnJIauWI/c9kQ3npw7d65ZLWEIEGcIEPhWsgJEO5fIaacnnniibN682awGl8aOHRvVqdeqVcuznQUIEGcIEPhWsgKkUaNG4Z+jU0+TdfZ3EJm7+Hr1mJAAcYYAgW8lI0D0fIvIjua6664zqyCBdMPDyPNE9GAoL85YJ0CcIUDgW14HiJ6XHrnPlT6j37hxo1kNCTZu3Liozt2LWVkEiDMECHzL6wB58MEHozoZrx6nwM48HjfRjw0JEGcIEPiWlwGi25IUL1486voHDhwwq8EjesZ65Lkduu9YIhEgzhAg8C0vA6R///5RHcykSZPMKvBYjx49or6Djz/+2KwSNwLEGQIEvuVVgOjCNp2qG7r2aaedxpqPFNCp0nqqY+h7aNiwoVklbgSIMwQIfMurABk2bFhU5zJq1CizCpLE3Lhy1qxZZpW4ECDOECDwLS8CRO80qlatGr6uzsLyajEbcrdu3TprVXro+7j00kvNKnEhQJwhQOBbXgTIZ599FtWxPPXUU2YVJNnNN98c/j4KFCiQkK3zCRBnCBD4lhcB0qlTp/A19Tff7du3m1WQZN98801UZz9w4ECzSp4RIM4QIPCtRAeITtMtVapU+JotW7Y0qyBFateuHf5eTj/9dPPlPCNAnCFA4FuJDpDJkydHdSrjx483qyBFHn/88ajvZv78+WaVPCFAnCFA4FuJDpA2bdqEr6eLCHU6L9KDbiGj4x+h76d79+5mlTwhQJwhQOBbiQyQw4cPR5022L59e7MKUqx58+bh76d69ermy3lCgDhDgMC3EhkgCxYsiOpQ3njjDbMKUmzw4MFR35FO8Y0XAeIMAQLfSmSA6BGqoWvpmR+bNm0yqyDFtJOP7PRffvlls4pjBIgzBAh8K5EBojOuEnUteEMXeUZuMXPjjTeaVRwjQJwhQOBbiQoQc/xD14IgPbVt2zb8PenBU/EiQJwhQOBbiQqQ77//Pqoz0bO5kZ5efPHFqO8q3nEQAsQZAgS+lagAeeedd6I6k2XLlplVkCZ0/UfkdxXvFu8EiDMECHwrUQEyaNCg8HV0rcH+/fvNKkgTu3fvtiY5hL6v5557zqziCAHiDAEC30pUgHTs2DF8ncqVK5svI83o2Efo++rSpYv5siMEiDMECHwrUQHSqFGj8HV0sRrSW5MmTcLfV9OmTc2XHSFAnCFA4FuJCpDI32i7detmvow0E/m9V6xY0XzZEQLEGQIEvpWoAClcuHD4OonYKhzeijyvvmjRoubLjhAgzhAg8K1EBIieNhjZkQwdOtSsgjSjA+eR39mhQ4fMKrkiQJwhQOBbiQgQPTAqsiMZM2aMWQVpRrcwifzOduzYYVbJFQHiDAEC30pEgKxZsyaqI5k0aZJZBWlm4sSJUd/Z2rVrzSq5IkCcIUDgW4kIkKVLl0Z1JJ988olZBWlGFw9Gfmf6HeYVAeIMAQLfSkSAzJs3L6ojmTNnjlkFaUa/o8jvLJ7TCQkQZwgQ+FYiAoQ7kMzDHUjyECDwrUQECGMgmYcxkOQhQOBbiQgQcxbWK6+8YlZBmmEWVvIQIPCtRAQI60AyD+tAkocAgW8lIkAUK9EzCyvRk4cAgW8lKkDYCyuzdO7cOfx9sReWtwgQ+FaiAiRyN95LLrnEfBlppnHjxuHvi914vUWAwLcSFSCR54Gccsop5stIM+XKlQt/X127djVfdoQAcYYAgW8lKkCefPLJ8HXy588vv//+u1kFaWLXrl1RJxIOGTLErOIIAeIMAQLfSlSAvPvuu3QmGWLu3LlR35UGQTwIEGcIEPhWogJkxYoVUZ3Jq6++alZBmhg+fHjUd7VhwwaziiMEiDMECHwrUQHy559/ygknnBC+1n//+1+zCtJE69atw99TvDOwFAHiDAEC30pUgKhWrVqFr1WlShXzZaSBw4cPS+nSpcPf00033WRWcYwAcYYAgW8lMkDM1c3x7K8Eby1YsCDqO3rttdfMKo4RIM4QIPCtRAaIdiCRHQp7YqWfJ554Ivz96EysTZs2mVUcI0CcIUDgW4kMEB0HKVu2bPh611xzjVkFKdawYcPw91OrVi3z5TwhQJwhQOBbiQwQ1a5du/D1ihQpIrt37zarIEVWr14dtf7jnnvuMavkCQHiDAEC30p0gJgHFY0aNcqsghTp06dP1HezbNkys0qeECDOECDwrUQHyB9//BG1TUaTJk3MKkgBfbyoW8yEvpd69eqZVfKMAHGGAIFvJTpAVI8ePcLX1G1N1q9fb1ZBks2cOTOqs0/EmS0EiDMECHzLiwBZuHBhVMfywAMPmFWQZFdeeWX4+9CzW/QUSbcIEGcIEPiWFwGizj777PB1jz/+eGsDP6TGokWLogbPr7/+erNKXAgQZwgQ+JZXAfLWW29FdS56Ah5S46qrrgp/D/pI0e3geQgB4gwBAt/yKkB0ywy9Xujauj5k3759ZjV4TDt1DY3Q93D11VebVeJGgDhDgMC3vAoQNXr06KgO5umnnzarwGORGydqkCxZssSsEjcCxBkCBL7lZYAcPHhQKlWqFL5+yZIl5eeffzarwSPmmhzd7DKRCBBnCBD4lpcBol566aWoTqZ9+/ZmFXhAT4SsWrVq+HM/+uijZenSpWY1VwgQZwgQ+JbXAaIL2P7xj3+Ef4bOBpozZ45ZDQnWs2fPqM79vvvuM6u4RoA4Q4DAt7wOEKVbiBcoUCD8c84880w5dOiQWQ0JorOsChUqFP68K1euLHv37jWruUaAOEOAwLeSESCqa9euUZ2N/oaMxNOZbhrQkZ/11KlTzWoJQYA4Q4DAt5IVIDt37pQTTzwx/LN0RpAO8iKx9ITByE69TZs2ZpWEIUCcIUDgW8kKEPXhhx9GrUnQQHFzoBGimRMWdPPEHTt2mNUShgBxhgCBbyUzQJQO5kZ2Orpbry46hDu6XYmevxL6XHW/q/nz55vVEooAcYYAgW8lO0B08LxBgwZRHU+nTp3MasiDn376ScqXLx/1mQ4bNsyslnAEiDMECHwr2QGi1q1bJ6VLl47qfPSwI+Tdli1bpFq1alGfZaI2S8wNAeIMAQLfSkWAqBkzZliPWSI7oGT81uwnOjHBnHFVv359T6bsxkKAOEOAwLdSFSBKd+yNXB+i//2NN94wqyEGPWtewyKyA9cw0VBJFgLEGQIEvpXKAFF61xHZCWmIcCeSsw0bNkidOnWiPjd9jKWPs5KJAHGGAIFvpTpAVO/evaM6Ii2MicSm+1lVqFAh6rM6+eSTrYH0ZCNAnCFA4Fu60CzUAZQoUSJlu+XGCpHOnTvLH3/8YVYNrE8//dQ63THyM6pevbqsWrXKrJoUjz32GAHiAAEC3zrrrLOiOoHixYvL448/LgcOHDCrek4fXUWOiWjRdSJBX2yoG1JqZ6076kZ+Nueff7788ssvZnXPrVy5Uv71r39FvRctOjECdgQIfGvgwIG2jkCL/mb7zjvvmNU9pwPr5uwsXbEe1G1PNm/eLM2aNbN9P1dccUXSZluF6MD93XffHbVRY6gcc8wx1hbysCNA4GsTJ06UM844w9YpaNHO67vvvjObeEp/kzXXiegWKLoBY5AeaX3wwQdR+4eFim5MmczPQXcKGDlyZMz3omHStm3bpA/gZxICBIHw6quvWgOyZiehj066d+/u6b5KJl1saK5Y16JTVf1+nsjGjRutxYDm313HPyZMmGBW99Ts2bNtjzlDRe+CfvjhB7MJDAQIAuO3336TXr16WY8kzA5D7wp0nCJZv/3qtie6d1bkBoxa9FAqPdkwFc//vaRHAOtYR7FixWyfvYbp2rVrzSae0Z+ldxbm+9By+umnyyeffGI2QTYIEASOTgu9+uqrbZ2Hltq1a8v06dPNJp7RXXxjPT7RM9afeuqpjH/2roPkkyZNsqZRm3/HggULWoGerNDWcRWdQh25MWOolCpVSp577jkOA8sjAgSBpVNH//73v9s6Ey3//ve/ZfXq1WYTT+gK6y5duthmaWkpW7as9O/fX3bt2mU2S2t6xzFq1Cg57bTTbH8nLY0aNUrq1NixY8fa1pho0RDTz3779u1mEzhAgCDQdBD1xRdflDJlytg6F50xdf/998uePXvMZp7Q43Ejz1iPLDpG8MADD8j69evNZmlFO+Knn3465niTFv3zZG7p8vXXX8sFF1xgex9aLr74YmvxIuJHgABZ9Df8//3vf7b1CFr+9re/ycsvv2w9jvGa/gw9PKlixYq296FFx0x0/cjo0aOTFmy50cds48aNk5YtW8acBqtFF3I++OCD1jhUMujMqQ4dOtjGmLRUrVpV3n77bbMJ4kCAABFWrFgh//znP22djpZzzz1XvvjiC7OJJ/QRkIZErLGDUNFn+ToY/MorryR1EFrpAkh9LKQD/rEGxkNFx3cGDBiQtEdwukhUB+t10aj5XvR96ntJxUJSvyJAgBh0nUKszltnSd1www3Wpn/JoI/YdAFidtNNI0uVKlXkv//9rzVlWccX9u/fb14uLtrh6qMeffSkB2TF+lzMor/l66y2RL0HJ6ZMmWI7P0SL3oVo0OnCRSQWAQJkQ+8C9Hm+uUeTlmOPPVYefvjhpM6SWrhwofTo0UPKlStnez/ZlcqVK0uLFi2kW7du8tBDD1mPx/RxnK65mDlzZrjo/9Y/19e1nq6NufTSS61QMq+ZXdGZTBows2bNMt+6p5YtWxZzRbsW3RZ+3rx5ZhMkCAEC5GLr1q3SsWPHmLOkTjnlFBk/frzZxFN6V6Lbn7Rr1y7m4H8yi4arPkabPHly0h8N6YC9BqPOpDLflw7Wv/baa2YTJBgBAji0aNEia/qp2Vlpueiii6w7hFTQx1W6hqFVq1bWXYD53hJZNDB0sFzvzFL199V1I0OHDrVtCaNFx4V09+Nk76UVVAQIkEc6JqGPhszOS+9QbrnlFuuOJZW+//57a7PIJ5980to2XkNPZ5KZ7zenovW1nT6SGjRokDW+kOx9w2LRczp0saf5frXo9v1r1qwxm8BDBAgQBx0cfuSRR+S4446zdWT6W7p23jqGko50mxRdja97Pen4h/6n/u9UnZfihJ4LcuWVV9o+ay1169ZN+rgLjiBAABd0NtaNN95ozc4yOzadrfT++++bTZAHutZF9wwzt8HXouM/I0aMsMaEkBoECJAAX375pZx33nm2Tk6LzmbSx0pwThdU6jqYk046yfZ56mJFnY2WrLUlyB4BAiSIdnq6qC/WNFtd4X7nnXda+14hZ59//rnUq1fP9hlqueyyy6zFnkgPBAiQYL/++qu1b1Wsxy4nnHCCvPDCC0nbgTaT6D5fsc4K0aKbMurOxUgvBAjgkR9//NGaWmt2hlr08CgdwMaRvbR0UaYuzjQ/J93W/plnnmGb9TRFgAAe02NssztWt3Xr1tYMqKDSTRgrVapk+1x0SrROQU71lGjkjAABkkAfWQ0fPtx6hGV2lnpCYjJ3qk0HunV9w4YNbZ+FFl1/snjxYrMJ0hABAiSRnr1+++23x9w2vnz58jJmzBizia/oGpSbb7455rYwujgz2eeiwx0CBEiB5cuXS/PmzW2dqJbzzz9f5s6dazbJaLqoUle067kg5t9XF2P269cvqTv3IjEIECCF3nvvPalRo4atU9WFibpZop67kely+ztu3LjRbIIMQYAAKaa/nT/xxBPZ/nb+6KOPZuRv57ndZX311VdmE2QYAgRIE7oXlY4PxDqGVc/lmDhxotkkLeliyTvuuCPmOI8ustRxnmQcDwzvESBAmtEZShdeeKGt89XSuHFjWbJkidkkLehMs+effz7mTDNdVNmzZ09rkSX8gwAB0tSbb76Z4xqJbdu2mU1SRhdF1qlTx/ZetVx11VXWokr4DwECpLF9+/ZJ3759pWjRoraOOR1WaWswaECY702LBgqr7f2NAAEyQLrtE6WPovSRVHb7femjLPb78j8CBMggulPtOeecY+u0tVx++eWycuVKs0lC5bbjsA6es+NwcBAgQIbRTnzUqFHZnpVx1113eXJWhk67ze7MkxYtWljTdhEsBAiQofS0vnvvvdcKDbNDL1u2rIwcOTIhp/XpQj9d8Bfr1EVdIMipi8FFgAAZTs8Lb9mypa1z16LnhX/22WdmE0d08aJuMRLr3Hdd9Khbk6True9IDgIE8Ilp06ZJrVq1bJ29lmuuuUbWrFljNsmWbmqomxua19EpxLfccou1KSJAgAA+olN6hwwZIqVKlbJ1/kWKFJHevXvL3r17zWZhuo26bqduttWi268vXLjQbIIAI0AAH9q+fbt07dpVChYsaAuCChUqyOuvvx5VXw9u6tSpU8xt1nUxox78BJgIEMDHli1bJk2bNrWFgpYGDRrIl19+KU8//bS1KNF8XY+Y1aNm9chZIBYCBAiAyZMnS7Vq1WwhkV3RRYu6eBHICQECBMSBAwdk4MCBUrx4cVtghEq9evWsxYqAEwQIEDBbtmyRm266KSo49Fz20aNHs8068oQAAQIqcn3HPffcY74M5IoAAQIqcqpvr169zJeBXBEgQEARIHCLAAECigCBWwQIEFAECNwiQICAIkDgFgECBBQBArcIECCgCBC4RYAAAUWAwC0CBAgoAgRuESBAQBEgcIsAAQKKAIFbBAgQUAQI3CJAgIAiQOAWAQIEFAECtwgQIKAIELhFgAABRYDALQIECCgCBG4RIEBAESBwiwABAooAgVsECBBQBAjcIkCAgCJA4BYBAgQUAQK3CBAgoAgQuEWAAAFFgMAtAgQIKAIEbhEgQEARIHCLAAECigCBWwQIEFAECNwiQICAIkDgFgECBBQBArcIECCgCBC4RYAAAUWAwC0CBAgoAgRuESBAQBEgcIsAAQKKAIFbBAgQUAQI3CJAgIAiQOAWAQIEFAECtwgQIKAIELhFgAABRYDALQIECCgCBG4RIEBAESBwiwABAooAgVsECBBQBAjcIkCAgCJA4BYBAgQUAQK3CBAgoAgQuEWAAAFFgMAtAgQIKAIEbhEgQEARIHCLAAECigCBWwQIEFAECNwiQICAIkDgFgECBBQBArcIECCgCBC4RYAAAUWAwC0CBAgoAgRuESBAQBEgcIsAAQKqXLly4QDp16+f+TKQKwIECKi+ffta4XHCCSfIihUrzJeBXBEgQIBt3rxZfvvtN/OPAUcIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQIGA2btwozz//vLRu3Vpq1qxpLSQsWLCglChRQqpUqSItW7aU/v3757q4MLSKXUteuWmL9MG3BwTE1q1bpXv37lK4cOGoDjyncsEFF8iMGTPMS1nchICbtkgffHtAACxevFgqVqxoCwinJZbcXs+Jm7ZIH3x7gM8tWbJEjjvuuKhOW+8shgwZYgWL3pkcOnRIdu7cKatXr5bJkyfL/fffLzVq1Mixk3cTAm7aIn3w7QE+tmfPnqgg0PGOqVOnmtWyNXv2bGncuLH5xxY3IeCmLdIH3x7gYz179gx31Hr+xw8//GBWiZubEHDTFumDbw/wKb37OP7448Md9YQJE8wqrrgJATdtkT749gCfGjt2bLiTrl27tvmya25CwE1bpA++PcCnOnXqFO6kBw4caL7smpsQcNMW6YNvD/CpunXrhjtpHQxPNDch4KYt0gffHuBT5cuXD3fSmzZtMl92LTIE3BRkLr49wKeOOeaYcCf9+++/my+7ZgZBvAWZi28P8CkCBF7j2wN8KpmPsPLKTVukD749wKcYRIfX+PYAn+rYsWO4k86UabzLly+XAQMGSKNGjazNH48++mgpXbq0XHLJJTJu3Liouki9vH/zADJCJi4kjPzzWOXaa6+Vw4cPR7VB6uT9mweQETJxK5N69epZuwQvWrRIfv31V9mwYYMMGzZMihUrFq4/ePDgqDZInbx/8wAyxgMPPBDueDN5M8URI0aE69epU8d8GSni7NsDkJF2794t1atXD3e+up37Bx98YFbLlg6+N2nSxPxjS15DIFJe227ZsiVcX6cnIz04+/YAZKzsDpQaOnSodaDUtm3brAOldu3aZR0oNWXKFOvOJZ0OlNL3GKpfoUIF82WkiLNvD0BG0zEF7XgjO+68lFhyez0neW0bOSFAN4lEenD27QHIeL/88ot069ZNChcubAuI7ErDhg1lxowZ5qUseQ2BSE7b/vzzzzJmzBhrKq/WPeOMM6y7EaSHnL89AL6zceNGGT58uLRq1UpOPfVUq3MuWLCgFC9eXKpUqSItW7a01mLkNuDuNARiya1t5OtaqlWrJv3795d9+/aZVZFCsb89AEghM0B04LxFixYJn4oMdwgQAGlr8+bNMn36dGnevHk4TNq0aSMHDx40qyIFCBAAGeHmm28Oh0jv3r3Nl5ECBAiAjKBTjEMBUqlSJfNlpAABAiAjHDhwIBwghQoVMl9GChAgADKC7tQbChAWE6YHAgRARrjhhhvCAdKhQwfzZaQAAQIgLegiwccee0zmzZtnrVXR7VV27twp06ZNk8svvzwcHroty48//mg2RwoQIADSQiggcip6TO+cOXPMpkgRAgRAWlixYoUMGjRImjVrZq08L1q0qLWAUEPj0ksvtc4F0TNCkD4IEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXAgQAEBcCBAAQFwIEABAXP4Psk/jZycHi9cAAAAASUVORK5CYII=)
PN: 6666-1-X7
CAS: 1200-13-1
Molecule Weight: 180.27
Formula: C10H12OS
PN: 6666-5-01
CAS: 25784-83-2
Molecule Weight: 200.68
Formula: C9H9ClOS
PN: 6666-3-X3
CAS: 2968-13-0
Molecule Weight: 184.23
Formula: C9H9FOS
PN: 6666-1-0E
CAS: 63996-66-7
Molecule Weight: 180.27
Formula: C10H12OS
Melting Point: 32-34 ℃
TSCA: Not listed on TSCA inventory
