| Product Number | 8H16-5-X3 |
| CAS | 36094-04-9 |
| MDL Number | MFCD02681968 |
| Molecular Formula | C10H6ClNOS |
| Molecular Weight | 223.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H16-5-X3
CAS: 36094-04-9
Molecule Weight: 223.67
Formula: C10H6ClNOS
PN: 8H70-5-0A
CAS: 868755-69-5
Molecule Weight: 258.12
Formula: C10H5Cl2NOS
![2-[4-(Trifluoromethyl)phenyl]-1,3-thiazole-4-carbonyl chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABmaAAAZmgE8hwDzAAACaHpUWHRtb2xTb3VyY2UAAHichZVpj5swEIb/ysifG4MPrihkFe0qUqXdVmq2Ur9VDjhZJI4VsDn+fceQC5JCDsYZv8/4mLEzezpkKex0WSVFHhJGbQI6j4o4ybch+f2+nPjkaT6LUITCvArJR11/Ti1rv9/T6ENn6lDkNCoy0vZPD1XS0ewFLcqtxW2bWX/eXlcNM0nyqlZ5pJGqkmnVOF+LSNXNLP4zhJWpcpfkViu3snLXRvvLbfOx6aGKyXUtz9i3QBQ2SaphU5SZqmHHbYof+xtsda5LVesY1kd0Cypx7fPZ20sRfWU6r7FpIiSRSld1+RWhIytSHX1hMGx8fwlJxhBQdZEtylIdwbSMWzFQHJQAJUE5oFxQHigfVACK2fjFfoYChgqGEoYahiKGKubj/qfaTOD9+KlDsoRnWIJ53r5/NM+VeabwE3eRm9wJITw4mYlZpyuAU9+7ejl1XU+ezcmJ24Gvs7koHS9w0TC7kThuq/Q9HwQq/QAkdaRtggmfOwSOZg6SMs8EwRHEI4sFFhhrU4ElAT71/MbY7Prr3OlSaWI5OLb0cTSU8LM5OXF1jhRmQswROHUpPYk5sS5Jmc/WRR7fNCGJQ7JmpMnWL72p+ClhBIoy1iWuwQQw0luAdwGT3mFA3AFyGJB3gDMMOF3AFNoFWDwC3C5gynIY8LqAKeJhwO8CpuSHgaALNAdkmDD9vWWPIuxuWsY1tLesl+/2yI4M00t5e8RHmF7W2ythhOklvr1CRhj3wXrGGO/B3NyRfetVQHutjTDBA+ZaaPzKWDdn2Tpfxti8u6itm1vcwv+u+T9OMf3wecxThAAAQm1JREFUeF7t3Qm8TdX//3FjkSkZMpUpDd8GGvgRlW9RqXwjFIrIl6hIhm9RSvkTpcS3wZCvKSk0KVOpK0QDikrIPMs8z9bfZ9/2vuese6577r7n3H3W3q/n47EfuGvtc87e7l3vu/faa61sCgAAF7LpXwAAIBoECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECDwxrF22qDYAiYufUHhCD4q0NgCJi59QeIKAAMzHTzA8QYAA5uMnGJ4gQADz8RMMTxAggPn4CYYnCBDAfPwEwxP601aRNgCJjZ9SeEIPi0gbgMTGTyk8QUgA5uMnGJ4gQADz8RMMTxAggPn4CYYnCBDAfPwEwxMECGA+foLhCQIEMB8/wfAEAQKYj59geIIAAczHTzA8QYAA5uMnGADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQJIT9O9aoE8cP618GkMAIEHjujznDrTEhk/tU0YsAJDACBJ6bPbq1M7DwxLFDejGABEWAwHNhAXL0oF4MIEERIPAcAQKYiQCB5wgQwEwECDxHgABmIkDgOQIEMBMBAs8RIICZCBB4jgABzESAwHMECGAmAgSeI0AAMxEg8BwBApiJAIHnCBDATAQIPEeAAGYiQOA5AgQwEwECzxEggJkIEHiOAAHMRIDAcwQIYCYCBJ4jQAAzESDwHAECmIkAgecIEMBMBAg8R4AAZiJA4DkCBDATAQLPESCAmQgQeI4AAcxEgMBzYwe2Vh1uz2Ztx44QIIApCBB47sX/tFbXV8hmbYcPESCAKQgQeK5169YqW7Zs1nbwIAECmIIAgecIEMBMBAg8R4AAZiJA4DkCBDATAQLPESCAmQgQeI4AAcxEgMBzBAhgJgIEniNAADMRIPAcAQKYiQCB5wgQwEwECDxHgABmIkDgOQIEMBMB4hF7+vL0tiAIYoDo/89pbUAi4zvUI3pDkdYWBARI2huQyPgO9QgNRIogBwhgMr6DPUIDkoIAAczEd7BHaEBSECCAmfgO9ggNSAoCBDAT38EeoQFJQYAAZuI72CN2A3K2LZLjR/arzSuS4r6t+S1JLV2YpObPS1JJSfHd6tWr5wTI9OnTU5XHevt2dpJa9H2SWvHLmWNdnvrYY7nt2fqH/l9o0f+vI21AouO71CN6YxFpi2TKqzenqheP7bn7sql7rsumylyQ3LD7acuTO5v6v0rZ1KN1s6l32qY+9lhuw9vnVDs3/Kz/N6aqF2kDEh3fpR5x20h81Pf6VA1NPDYCJHbb9tUL9P9GpwwwGd/BHnHbgBzZ/5dauWCsWjF/dFy3xUmj1azPR6uJE0ar0aPju9WsWdNp3IcNG5aqPNbbuLGj1Rcfj1bzvxytlkc49lhuW1fN0/8LLW7//4FEwnewR2hAUtCJDpiJ72CP0ICkIEAAM/Ed7BEakBQECGAmvoM9QgOSggABzMR3sEdoQFIQIICZ+A72CA1ICgIEMBPfwR6hAUlBgABm4jsYngtigAB+QIDAcwQIYCYCBJ4jQAAzESDwHAECmIkAgecIEMBMBAg8R4AAZiJA4DkCBDATAQLPESCAmQgQeI4AAcxEgMBzBAhgJgIEniNAADMRIPAcAQKYiQCB5wgQwEwECDxHgABmIkDgOQIEMBMBAs8RIICZCBB4jgABzESAwHMECGAmAgSeI0AAMxEg8BwBApiJAIHnCBDATAQIPEeAAGYiQOA5AgQwEwECzxEggJkIEHiOAAHMRIDAcwQIYCYCBJ4jQAAzESDwHAECmIkAgecIEMBMBAg8R4AAZiJA4DkCBDATAQLPESCAmQgQeI4AAcxEgMBzBAhgJgIEniNAADMRIPAcAQKYiQCB5wgQwEwECDxHgABmIkDgOQIEMBMBAs8RIICZCBB4jgABzESAwHMECGAmAgSeI0AAMxEg8BwBApiJAIHnCBDATAQIPEeAAGYiQOA5AgQwEwECzxEggJkIEHiOAAHMRIDAcwQIYCYCBJ4jQAAzESDwHAECmIkAgecIEMBMBAg8R4AAZiJA4KkVK1aowoULOwEybNgwdfr0ab0agAREgMATe/fuVV26dFG5c+d2wsPeqlWrpubPn6/vAiDBECDIUqdOnVLDhw9XxYoVCwuN888/X+XKlcv5d/bs2dVDDz2kNm3apL8EgARBgCDLzJ49W1WpUiUsOEqVKqXGjh1r3bZauXKluueee8LK8+XLp/r06aOOHDmivxwAjxEgiLu1a9eqJk2ahAXDueeeq5599ll14MABvbqaOXOmuuKKK8LqlytXTk2cOFGvCsBDBAjiRp6o6tWrl8qTJ09YGDRq1EitWbNGrx7mxIkTavDgwWEd7LLdcsst6ueff9arA/AAAYK4GDdunCpTpkxY43/NNdeopKQkvepZ7dy5U3Xo0CGsfyRnzpyqbdu2aseOHXp1AFmIAEFM/fjjj6pGjRphwVG0aFE1dOhQdfLkSb161JYuXar++c9/hr2udLy/9tpr6vjx43p1AFmAAEFMbNmyRbVq1cp6espu4OUR3c6dO6s9e/bo1V376KOPVIUKFcKC5LLLLlPTpk3TqwKIMwIEmXLs2DHVr18/VaBAgbBG/c4771R//PGHXj0mjh49qvr27ZvqPevVq6eWL1+uVwcQJwQIXPv4449TXQ1ceumlaurUqXrVuJCrnocffjjVVc9TTz0V06seAJERIMiwX3/9Vd16661hwVGoUCE1cOBAT/ojfvjhB1W9evWwzyP9LjItSmb6XQCcHQGCqMkTUY899ljEJ6L++usvvXqWkye/SpcuHRYklStXtgYwAog9AgTpkjEZQ4YMSTUm4+abb064MRky9uS5555LNfakcePG1oBGALFDgOCsvvzyy1SjwsuWLas+/PBDvWpCkbCQ0Aj93BIqEi5MGQ/EBgGCiP78809Vv379sAZY5qV66aWXjJqXSm5fyW2s0OOQ21wy/xaAzCFAEGbfvn2qe/fu6pxzzglrdB988EG1ceNGvboRpCNdOtSlYz30mKTjXTrgAbhDgMAi06yPHDlSXXjhhWGNbNWqVdV3332nVzeSPNorj/iGrkEijwDLo8DySDCAjCFAoObOnauuu+66sOAoWbKkGjVqlC9XB5TBhjLoMPR48+fPbw1OlEGKAKJDgATY+vXrVdOmTcMaUplm/ZlnnlH79+/Xq/uOTH8i06CEHr8MjJTpUgCkjwAJoMOHD6sXXnhBnXfeeWGNZ4MGDdSqVav06r4mAx9ff/11a2LG0HMhEzfKBI4A0kaABMz777+vLr744rDG8qqrrlJff/21XjWm5NHZxYsXqwkTJqiePXtaEy/K1U/t2rWtTR4Vtv/+wAMPWOVSTz7vokWLIi48FUsyNXy7du2sgZH2eZG/t2/f3hpACSA1AiQgFi5cqGrVqhUWHEWKFFFvvfVWXKb7kA7ryZMnWw2wzI8V+r5ut4oVK1qj3j/44IO4rQXyyy+/WItWhb6vDKB84403rAGVAFIQID63bds29cgjj6gcOXI4DaJMRdKxY0e1e/duvXqm7N27V73zzjvqxhtvDHu/s23SOMtytfamj3Y/23b99ddb64HIMcaaLJ8rnyf0/eQqSZbbBZCMAPEpmWZ9wIABqmDBgmGNYN26ddXvv/+uV88UWWWwefPmKm/evKkaedlk4N7999+vXnzxRathXrJkSbqDEeVpKKk3adIk1adPH+t2l37rzd4kEGXQo8wOLI8jx4p8RnlvGUAZ+n733HOPWrlypV4dCBwCxIc+++wzdckll4Q1evLvKVOm6FUzZdasWalui8kmgxDvuusua/6sZcuW6btlijTccpUj66pHCiy5SpBJFWN5W27Tpk3qoYceCps2Xo6xW7du1lUXEFQEiI/IlYVcYYQ2qHIFIlcickUSKzJuJFJwyJrngwYNyrKZeWXU/IgRIyJ+FgnMWE9XMn/+fFWtWrWw9ylevLh69913Y3rlA5iCAPEB6cuQPo3QadalD0L6PmLZPyDvI53Yob+JyyaD8hYsWKBXz1IyOFCe3AodZS7bTTfdpH777Te9umsysHL06NHWQMvQ95GBmHPmzNGrA75GgBhMbtPIU1TyNFVoYya/kctTV7EkTz7p05zIbapEm0tqzZo11uO4oXN5Sag8/fTT6tChQ3p11+Sx4h49elgDL0PPiTyCLAM0gSAgQAwl/Q8yfiO08ZJOZhk3EUsy6LB169Zh71O+fHk1ffp0vWpCkSsSGQwY+rnlfMW6T2b16tWqYcOGYe8jfTPPP/98TAMLSEQEiGFkpLiMGA9tsGREuYwsl8Y+lqRxrFKlivM+cotMZuo1qWF87733wq6cZM6rWPeNCBmIefXVV4f9v1x00UVq/PjxelXANwgQQ0jHdKdOnVLdMmnWrFlcbpnIFU7o9B5lypTxvJ/DrV27dlmP3oaet0cffTSmT2oJeb2333471S3FGjVqMH4EvkSAGEB+49fX55BBdPI0VDx88sknYUFVp06dLHuyKl6k8/uVV14Je9Dg3nvvjflVm5CHDSTs9Q59uUoE/IQAMYA8nms3QjKoTdbtiNdjo3J7J7SRlbEOsf5N3Uvz5s1TxYoVc45PntKSaVfiQfpbZN14+72kTwbwEwLEALK+t90Ide7cWS+OGVn/I3QKkpdfflmv4gsrVqwIm6ZE+nniFSLr1q1z3qdLly56MWA0AsQAoQHyn//8Ry+OiRkzZji3XCRE5F6+n23evDnsKTa5EonH7azQAJEHEAA/IUAMEO8AkWnWCxQo4LzH0KFD9Sq+JH0VoU9O/etf/4r57ToCBH5GgBggngEia4GXKlXKeX1ZgyNI5Eok9HaWPJ0VSwQI/IwAMUC8AkQ64uUJK/u1W7Ro4cs10NMjfSKhHeuxHCdCgMDPCBADxCtA+vfv77xu1apVYzrhomnk6Sy7D0iedIvViHUCBH5GgBggHgEic1jZDab0f/z55596lcCRcSL2eZYO9liMuCdA4GcEiAFiHSCyNGto53Esb9mYTG7fhY5YlwkYM4sAgZ8RIAaIdYDIQk/26zVp0kQvDjSZ9sSeO0uu0DI7FTwBAj8jQAwQywCRKUnsdcflXv/GjRv1KoEnEzDa51tGkmfmwQICBH5GgBgglgEij6nar9W3b1+9GH+79dZbnfOUmVt8BAj8jAAxQKwCRNb2tidlrFixojp69KheBX+T9UTscyXL47odYEiAwM8IEAPEKkBkLib7dWRCRpydrGxon69x48bpxVEhQOBnBIgBYhEgMm2HLKYkryFrewR5zEe0ZHlc+1HnK664wtUMyAQI/IwAMUAsAkRm1rVf4/XXX9eLkYZWrVo55+3jjz/Wi9NFgMDPCBADxCJA5Ddo2b9gwYLqwIEDejHSIH0h2bNnt85d/fr19eJ0ESDwMwLEAJkNkEWLFjn7P/zww3ox0lGrVi3r3MlCW9u2bdOLz4oAgZ8RIAbIbICEdp5/+eWXejHSMWLECOf8vfbaa3rxWREg8DMCxACZDRDpNJd9S5Ys6fpx1CDbt2+fOu+886xzeN111+nFZ0WAwM8IEANkJkD++OMPZ9/HHntML0aUGjVqZJ1D6Q+R0fzRIkDgZwSIATITIO+8846z76RJk/RiRCn0PH7wwQd6cZoIEPgZAWKAzATIAw884PzmvH37dr0YUVq5cqXzf9C2bVu9OE0ECPyMADFAZgKkRIkS1n6yvgUy5+KLL7bOpUwDEy0CBH5GgBjAbYDIvXp7v3//+996MTKoWbNmztVctGNpCBD4GQFiALcBIsu02vvJanvInJdeesk5nwsXLtSLIyJA4GcEiAHcBsj//vc/Z79PP/1UL0YGTZw40TmfsmZINAgQ+BkBYgC3AfLMM884+8njvMicpUuXOufzueee04sjIkDgZwSIAdwGSMuWLZ39Dh8+rBcjgw4ePOicT5lkMRoECPyMADGA2wBp2LChtY9MSY7YkPmw5JzKwMJoECDwMwLEAG4DpE6dOtY+F1xwgV4El84//3zrnN5+++16UUQECPyMADGA2wCpXr26tU/ZsmX1IrhkjwWpUaOGXhQRAQI/I0AM4DZArrnmGmufyy+/XC+CS3Iu5ZxWrlxZL4qIAIGfESAGcBsgXIHEHlcgQAoCxABuA6Ru3brWPvSBxA59IEAKAsQAbgOEp7Bij6ewgBQEiAHcBgjjQGIrdBxI69at9eKICBD4GQFiALcB0qNHD2e/ZcuW6cXIoCVLljjnk5HoAAFiBLcBMmrUKGe/Tz75RC9GBn344YfO+Rw/frxeHBEBAj8jQAzgNkC+++47Z78BAwboxcig3r17O+dz0aJFenFEBAj8jAAxgNsA2blzp7PfI488ohcjg+zVHXPkyGH1h0SDAIGfESAGcBsgolSpUtZ+DCbMvNKlS1vn8tJLL9WL0kSAwM8IEANkJkCaN29u7Ser6G3ZskUvRpR+//135/+gffv2enGaCBD4GQFigMwEyIgRI5x9o+34RWqDBw92zuNHH32kF6eJAIGfESAGyEyArFq1ytm3TZs2ejGidPfdd1vnMGfOnGr37t16cZoIEPgZAWKAzASIqFChgrVvkSJF1LFjx/RipOOvv/5S55xzjnUOb7zxRr34rAgQ+BkBYoDMBogMerP3ZzxIxg0aNMg5f++8845efFYECPyMADFAZgNk+fLlzv733XefXox02NPi582bV+3Zs0cvPisCBH5GgBggswEiqlWrZu1/7rnnqu3bt+vFSMP8+fOdcy9PtGUUAQI/I0AMEIsAkVsv9ms888wzejHSUK9ePee8JSUl6cXpIkDgZwSIAWIRIEeOHFElSpSwXqNgwYIZvhUTRD/88INz3mvVqqUXR4UAgZ8RIAaIRYAImQ/Lfp0+ffroxdDcddddzvmaNWuWXhwVAgR+RoAYIFYBsn//fmt1QnmdQoUKqa1bt+pV8Lfp06dn+upDECDwMwLEALEKENG/f3/ntR566CG9GGccOnRIlS9f3jpHMgXM3Llz9SpRI0DgZwSIAWIZIDKQUCZWtBvH2bNn61UCTxp6+3y3bdtWL84QAgR+RoAYIJYBIr7++mvn9a644grrN24kk8d27XXPL7zwwgxNWxIJAQI/I0AMEOsAEc2aNXNeM9r1vf1OpiwpU6aMc14mTJigV8kwAgR+RoAYIB4BIr9ZX3zxxc7rjh07Vq8SKKdOnVK33XZbzEOVAIGfESAGiEeACLldkzt3but18+fPr5YsWaJXCYyuXbs657hKlSrWuJlYIEDgZwSIAeIVIOKVV15xXrtkyZLWewXNyy+/7JyDwoULq9WrV+tVXCNA4GcEiAHiGSCnT592Vi2UrVKlSlZfQFC8/fbbzrHLPGFuBwymhQCBnxEgBohngIjjx4+r22+/3XmP6667LhAhMnToUJUjRw7rmOXJq3hMdU+AwM8IEAPEO0DEwYMHVdWqVZ33ufTSS9WaNWv0ar7Rs2dP51glROL1EAEBAj8jQAwg9+TtRqh69erWlCTxsGPHjrAQkT4Rv3Wsy9WWjMC3j1GuPEaNGqVXi5nRo0c779W0aVO9GDAaAWKA0CsQu2GXhkn6L2LtwIEDYbez5OmseP12ntX+/PNPdcMNNzjHVqBAATVjxgy9WkzIIl6hU8HLdscdd+jVAKMRIIaQx0zz5csX1iDJ1YI8ihtr8lt6aMe6bDIuwuQR6xKCEhihIfzzzz/r1TJNpsnv0qWL83i0bDJlTOXKldWWLVv06oDRCBCD7Nu3z7qPfs4554Q17nJLZuPGjXr1TJGrG3nEN7QhlDm0vv32W71qQpPz0qRJk7DzVadOnZg35jIQcfjw4apYsWJh7yW3HL///nu9OuALBIiBVq5cqerXrx/WUMnVyUsvvRSzAXA2ucIJHbEuW4sWLdS2bdv0qglFJo3s27dv2FWbhKHMRiyNfSzJhJQy+DD0HJUuXdo3t/6AtBAgBps5c6Y1GWJow1WuXDk1ceJEvWqmyLQnoXNnySbriciiVIm2sqEEx8iRI1XFihXDPu/VV19trTAYS9I3pV/d5MmTRz333HPWU22A3xEghjtx4oQaPHiwNYI6tCG75ZZbYn6PX2bxtaeCtzdZHlfWWN++fbtePUtJg/36669bv/mHfj45L0OGDLHOU6zIe/Xq1csKi9D3aty4cSBH8iO4CBCf2Llzp+rQoYMzFblsOXPmtNaziOWgQOlgl9tA9sqG9iajuO+77z5rMJ5cBWQFuRX11VdfqVatWoV1kMsm/UTt2rWzHk2OpXHjxqUKKekgT0pK0qsCvkeA+MzSpUvVrbfeGtbAnX/++eq1116zGv9YkbEo0skua2aEvpdsEi5t2rRR48ePj3lntQSC3KKTsJQnqfT3lseO5SmoTZs26btmitz+qlGjRth7FS1aVA0bNkydPHlSrw4EAgHiUx9//LGqUKFCWIN32WWXqalTp+pVM0U67WU+qWrVqqVqzO1NbnvJY8ASOHKF8vvvv6cbZnLLSep9+umn6tVXX1X//ve/1VVXXZXqte1N+oJkUsRdu3bpL5UpEoAPP/yw9Siu/V7SGd+5c+eE6/8BshoB4mNyK6lfv36pbu/ceeed1kC3WFuxYoXVgWyvJx7NJr/FS8e/vcm/9TppbXIrSa42Fi1apH+UTMvqcweYiAAJAC9+i161apUaMWKENSAx0q0mN5vcLnvggQfUO++8o/744w/9LWMmq67eANMRIAGS1n18mZU23vfx5dbSggULrHmnnn76aavju1GjRqp27drWJg20/Xf5upRLPXkkV8aixLozPJKs6j8C/IIACSCeJAqXVU+wAX5DgAQUYxmydgwN4EcESMAFdTR1Vo3iB/yMAIElKPM5yTxi99xzT9hxxmseMcDvCBA4/DyjbFbOZAwEBQGCVNJa06Jly5Zq8+bNevWEJqH47rvvquLFi4cFR7zWUgGChABBmiKtqidThcg06UePHtWrJ5y5c+eq6667Luzzx3M1RyBoCBCka9q0adY4jdCGWEabf/TRR3rVhLB+/Xpr/fHQzyuTPfbo0SNu68kDQUSAICoykE6mS5eBdaEN8z//+U9rAF4ikCV3X3jhBZU3b96wz9iwYUO1evVqvTqATCJAkCEyIlymSZeBdnYDLX9v3769NSDPKzLz70UXXRQWHDL5oqxhAiA+CBC48ssvv1jTjoQ22DIg74033ojp4k3pWbhwoapZs2bY5yhSpIh666234j49CxB0BAgyZdKkSdYAvNAGXKZvnzFjhl41pmRN9kceeUTlyJHDeV+ZiqRjx47WErwA4o8AQabJADxZH10G5IUGyd13321N8R5LMs36gAEDrKV0Q9+rbt26atmyZXp1AHFEgCBmZBXAFi1ahE0bLwP3unbtqvbu3atXz7DPPvtMXXLJJWHBUalSJTVlyhS9KoAsQIAg5mTadn2FQhnIJ+uDyMC+jJKVCevUqRP2enIFIiscZtX66wBSI0AQFzJQTwbslSpVKqzhv/baa9WcOXP06hHJGiJPPPFE2DTr0uchfR/bt2/XqwPIYgQI4urAgQOqZ8+e1kC+0CCRlQXXrVunV7fIU1xvvvmm9TRV6D61atWKy/K1ANwhQJAlZCDffffdFxYIMuDv+eeftwYA2mbNmqWuvPLKsHoXX3yxmjBhQsirAUgEBAiy1DfffKOuvvrqsICQAYCybGyDBg3Cvn7eeeep3r17q8OHD+svAyABECDIcjLA75133kl1iyp0a9asmdqwYYO+K4AEQoDAMzLgr1OnTmGP/Uonu8yiCyDxESDw3F133eUECLPlAuYgQOC51q1bOwHi53XYAb8hQOA5AgQwEwECzxEggJkIEHiOAAHMRIDAcwQIYCYCBJ4jQAAzESDwHAECmIkAgecIEMBMBAg8R4AAZiJA4DkCBDATAQLPESCAmQgQeI4AAcxEgMBzBAhgJgIEniNAADMRIPAcAQKYiQCB5wgQwEwECDxHgABmIkDgOQIEMBMBAs8RIICZCBB4jgABzESAwHMECGAmAgSeI0AAMxEg8BwBApiJAIHnCBDATAQIPEeAAGYiQOA5AgQwEwECzxEggJkIEHiOAAHMRIDAcwQIYCYCBJ4jQAAzESDwHAECmIkAgecIEMBMBAg8R4AAZiJA4DkCBDATAQLPESCAmQgQeI4AAcxEgMBzBAhgJgIEniNAADMRIPAcAQKYiQCB5wgQwEwECDxHgABmIkDgOQIEMBMBAs8RIICZCBB4jgABzESAwHMECGAmAgSeI0AAMxEg8BwBApiJAIHnCBDATAQIPEeAAGYiQOA5AgQwEwECzxEggJkIEHiOAAHMRIDAcwQIYCYCBJ4jQAAzESDwHAECmIkAgecIEMBMBAg8R4AAZiJA4DkCBDATAQLPESCAmQgQeI4AAcxEgMBzBAhgJgIEnrvmmmucANm0aZNeDCBBESDwzL59+1Tz5s2d8JDtoosuUnPnztWrAkhABAg88cMPP6gKFSqEhYe95cyZU/Xu3VudPHlS3w1AAiFAkKVOnTql+vfvr3Lnzu0ERsWKFdW3336r2rRpExYkN910k9qwYYP+EgASBAGCLLNlyxZVp06dsJB48MEH1f79+506H374oSpUqJBTXrhwYfXxxx+HvAqAREGAIEtMnTpVFS9e3AmGAgUKqDFjxujVLGvXrlU1atQIC5r27durw4cP61UBeIgAQVwdO3ZMde7cWWXPnt0Jg+uvv16tXLlSrxrmxIkT6tlnn7X6Q+z9rrrqKvXrr7/qVQF4hABB3Cxfvlxde+21TgBIiHTp0kUdP35cr5qmb775RpUuXdp5jbx586q33npLrwbAAwQI4mLkyJEqf/78TsN/4YUXqhkzZujVorJz505Vv379sFtaDRo0ULt27dKrAshCBAhiSsZ2NG3aNKyxv+OOO9S2bdv0qhk2ZMgQlSdPHud1ZcyIPL0FwBsECGLm+++/V+XLl3caeHlU99VXX1WnT5/Wq7q2ZMkS9Y9//MN5D+kjef755xkzAniAAEGmydiOfv36qVy5cjkN+yWXXKJ++uknvWpMHDp0SLVt2zbsKqdmzZpq/fr1elUAcUSAIFM2b96sbr311rDGvEWLFmFjO+Jl0qRJ6vzzz3feV/4+efJkvRqAOCFA4Nrnn3+uihYt6jTgMrZj3LhxerW4WrdunXX1ERpg7dq1s65SAMQXAYIMO3bsqOrUqVNYo121alW1atUqvWqWkP6PXr16hY0ZkX4S6S8BED8ECDJkw4Y/VIMGVVT+/MkNdY4cOVT37t0zNLYjXmbPnq3KlCnjhEj+/MXUu+9O0qsBiBECBFGbN+9d9fDD+VStWtlUuXLyGG0JNXPmTL2ap2RsyL333quyZ8+hCha88kygNFGPP/6+2rv3iF4VQCYRIEjX4cN71bBhTVS7dtK/IIP4sqlOne5UO3Zs16smjGHDxpwJuQbqssu6qeuvH6bq1XtPLVy4Wa8GIBMIEJzV6tXzVY8e5ZzweOyxc9SXX74W07Ed8bJ8+SbVuPF7VoDIVrXqcPX22z+pkydP6VUBuECAIKLTp0+pqVP/n2rfPpcTHr16XarWr1+kV01oR4+eUH37znFCRLbWrT9VW7Yc0KsCyCACBKns2bNJDRxY2wkO2UaNevhMY2xuo/v112vUP/852gmR2rVHqa++Wq1XA5ABBAjC/PLLZ+qpp4o4wdGpU0H1ww/j9WpG2rr1gGrT5rOwq5E+fb5VR46c0KsCiAIBAsvx40fUhAlPhF119OtXTe3YEbvf0levXm0NPhw0aJB67LHHrBl1a9eubW2XXXaZ83f5upRLPakv+8XKqVOn1bBhC63+EDtEGjf+UK1YsVOvCiAdBAjUli2/q5deusYJjkcfzaE++ujpM41t5n4z/+uvv9SIESNU8+bNw8ZnuNlkf3kdeT153cxavHiruuuu8U6I1KjxrvrgAxarAjKCAAm4OXOGqyeeOM8Jj+7dS6ply77Sq0Xt6NGjauzYsdYU7qGTK6a1yToh5cqVczb5t15H3+R15fXlfeT93Nq376jq1m1m2C2tp56aofbsYcwIEA0CJKAOHdqjhg5tFHbLasiQu9T+/e5+u9+9e7fq27dvmgFw+eWXK5mjavjw4WdCa47aunWr/hJhpFzqSX3ZT/bXX1M2eT95X3l/tyZP/l3deONIJ0TuvHOc+vFHxowA6SFAAmjVqnmqR4+yTnDI2I5Zswbp1aIia55LAy4TKYY27DLFifRnSADEYjEpIa8jryevK68f+n7y/vI55PO4sWrVLnX//ZOcEJE+krfe+pExI8BZECABcurUSfXFFy9pYzsuUxs2LNarRmXKlCmqQoUKYQ154cKFz4RTD2ua93iS15f3kfcLfX/5PPK53JAxI/37zw27pdWq1Sdn3iv+U9MDJiJAAmL37o1q4MBbwm5ZjR7d+kyjeVCvmq4DB+Rx2DapgkNWH5SyrCTvJ++rB4l8PrefJSlpbdiYkVtuGaVmzvRmpmEgkREgASCd4k89dYETHE8+WUj9+OMEvVpUfv75Z1WpUiWnoZYp1KWPYseOHXrVLCXvL58jdEp3+Zzyed3Ytu2Aatt2StjViNzSApCCADHI5s2/qQ8/fFL16XOtFQJyK6pr1+LWI7hDhzZW3347NOK4jdBHdF9++f/O1FmjV4nK1KlTVf78+Z0GumzZsmru3Ll6NU/J55HPZX9G+bzyud2QMSPDhy9S1aqNsALkX/8KD93QcJGrlvTYdQG/IEAM8fnnL54JDPltP+UWVFqbbsaM/qpz5/PVp58+53psx7Bhw8Iey73//vvV3r179WoJQT6XfD77s8rnls/v1i+/bFUvvjhbzZsXvuZ6aIA0aDBBHT9+9g53AgR+k7q1QcJZsGCMFQxyxTF+fAf1559z1b59W9WJE8esP6UTXG5JjR37b9WzZ3l990yTJ5+yZ8/uNMiy+p8J5HPan1k+vxxHLNmB0KTJROvP9947+wqIBAj8hgAxQJ8+VawAWbBgrF4Ud++//77TryB//u9//9OrJDT5vKGfX44nVuxA+O67DdafMkHj2RauIkDgNwSIAR577FwrQI4fP6wXxZUM5MudO7fzG7xp4WGTz21fQcnxyHHFQmggdOw4zfr7gAHztFopCBD4DQFigM6dC1sB4na8hhtbtmxRJUuWdG4BDR48WK9iFPn89rHIccnxZVZoIKxZs8fqbJdN/h4JAQK/IUAMMGJEUytAeve+Uq1d+4NeHHOnTp1SN910k9Pgtm/fXq9iJDkO+5jk+OQ4M0MPBLn6kH/L1Ugken3AdASIAXbtWq+efvoi5ykrWWJ25MgH1fTpL6vFiz9Se/bEdtT3G2+84TS01apVy9SEhYlEjkOOxz42Oc7M0ANBJme0ByDOn78xpGYyvT5gOgLEEAcP7lKTJ3dTXbsWS/XYrmx9+96gvv/+PX23DNuwYYMzr1W+fPnOXPGs1asYTY5HjkuOT45TjtetSIEwfvxS62vyZJaMIwkVqT5gMgLEMDKflaxLPnfuCDVpUlc1aFCdsOnYhw1rYtVxq1GjRs5v6AMHDtSLfUGOyz5GOV63IgXCiROnVMOGH1hfnzTp97CySPUBkxEgPiBPZ82e/bYTJDNnvqpXicrixYudp5WqVKmiTp50H0SJTI5Ljk+OU45XjtuNtALh22/XWV+/7bYx6sCBY87X06oPmIoA8ZF580ZaAfLCC//Qi6LSsGFD5zdzt9N/mEKOzz5WOW43zhYIjz021Sp7440FztfOVh8wEQHiI9JPIgEi40YyatmyZc7VR9WqVfViX5LjtK9C5Pgz6myBIOuLyJoi1auPUBs37rO+drb6gIkIEB/Zu3eLFSAy825Gde/e3fmN/JNPPtGLfUmO0z5mOf6MSi8Q+vadY5V37/6l9e/06gOmIUAMMGhQ3agGEU6Y0NEKEFmaNiNOnDihSpQoYTWkskSs/DsI5DjtJXjl+DN63OkFwu7dR6y1RKTOokVb0q0PmIYAMYD9hNWAATVVUtKbauPGJerw4b3W01b7929Xv/46Tf33v3dbdR59NLtasWK2/hJnNWPGDOc38a5du+rFvibHax+7nIeMiCYQxo5dYtV58MGPoqoPmIQAMYA+5iOtTZ7Cmj9/tL57urp06eI0ogsXLtSLfU2O1z52OQ8ZEU0gyBTv9947wambXn3AJASIAXbuXGdN6T5mTBvVr1811aNHWfX443mszvJu3UqogQNrq6lT+6g9ezbpu0blmmuusRrQIkWKZHp6D9PI8cpxy/HLeciIaAPhm2/WEiDwJQIk4GQpWPvpq8aNG+vFgSDHLccv58HrpXkBkxAgAffNN984t3AGDRqkFweCHLd9DuR8AIgOARJwb731lutOZL8IfYhAzgeA6BAgAdexY0en8Vy3bp1eHAhy3PY5kPMBIDoESMDZkyfmypVLnT4dPntsUMhxy/HLecjM5IpA0BAgAVe3bl2r4SxcuLBeFChy/HIe5HxkxLFjJ9WmTclTlQBBQ4D4hPwWLSsX9ulTRW3btlwvTlP16tWthvPiiy/WiwJFjl/Og5yPjGjd+lPr0VxZBwQIGgLEJ2QMiD2gcNy4dnpxmipXrmw1nJdffrleFChy/HIe5HxEa8WKnc7Yjv795+rFgO8RID7Ss2d5K0C6di0e9aJSXIEkc3MFMnToT06AzJu3Xi8GfI8A8RFZodC+ClmxIkkvjog+kGRu+kBk2VoJD5kwUaYsAYKGAPGR1avnOwEyYcITenFE9913H09hhTyFJecjGmvX7nGuPnr1YvAhgokA8RFpCP/zn9JWgMif0QRC6DiQ9euDeRtGjts+B9GOAxk5crETIDLXFRBEBIjP2GuCyLZq1Xd6cSqhI9FnzpypFweCHLd9DqIdid68efL07Dfd9D919GjG1hEB/IIA8RlZC8QOkIkT05+efNasWU7jOXjwYL04EOS47XMg5yM9Mu7Dvvp4+umv9GIgMAgQn5Gnr7p1u9AKkB49yunFqWzbts2Zjbdp06Z6cSDIccvxy3mQ85GeMWN+cQJk5sxVejEQGASID7333qPOVci6dekvEHXllVdaDags7xpNv4mfyPHay9rKeYhGq1afWOFRo8a76tCh43oxEBgEiA8tW/alEyCffNJDL04ltCN96dJgjaiW481IB/r27QfVDTckX3106RLMPiPARoD40KlTJ9RTT11gBUivXpfqxal89tlnTiP6/PPP68W+JsdrH7uch/RMmPCrc/tq6tSVejEQKASIT40e3cq5Ctm06exXFUePHlUXXHCB1YiWL18+MLex5DjleOW45fjlPKSnbdspVnhUrz5C7d9/TC8GAoUA8aklSz53AmTKlBf04lQ6dOjg/CaelJSkF/uSHKd9zHL86dm167CqWnW4FSAdO07Ti4HAIUB86sSJo6pTp4JWgPTufZVenMr333/vNKb33HOPXuxLcpz2Mcvxp2fy5N+d21effPKHXgwEDgHiY+++29y5Ctm2bYVenErNmjWtxlQeZ128eLFe7CtyfPbjy3Lc0ejQ4QsrPKpVG6F27z6iFwOBQ4D42OLFHzkBMm1aP704lenTpzu/kTdo0EAv9hU5PvtY5bjTs3fvESs4JEDat/9cLwYCiQDxsWPHDqmOHfNZAdK37/V6cURVq1bNUMNqotCglOONxmefLXduX02c+LteDAQSAeJzQ4c2sgLk0Uezq5071+rFqXz33XcqR44cVuNasWJFdeSIv27VyPHIccnxyXHK8UbjySenW+Ehneg7dhzSi4FAIkB87scf33duY3355UC9OKI2bdo4v6E/9dRTerHR5HjsY5PjjMaBA8esUecSII88kv5YESAoCBCfO3Jkv3r88TxWgPTvX0Mvjmjnzp2qePHiTod6NAPsTCDHYXecy/HJcUZj2rQ/ndtXrH0OpCBAAuDNN+v/fRsrh7V2ejRkinP7Vpas1rdqldmTBsrnt1cdlOPKyNT13brNtMJDpjDZsuWAXgwEFgESAPPnj1YPPZRNNWwo03X8Vy9O07PPPuvc7pF+g2hmqk1E8rntfg/Z5LiidfjwCVWz5kgrQFq0+FgvBgKNAAmAAwd2q5tvzq2uuSabat68tl6cppMnT6p69eo5De+1116r9u7dq1dLaPJ55XPbxyDHI8cVrZkzf1OVKw+0AmT06J/1YiDQCJCAeOCB21X+/NlUzpw51fbt2/XiNB06dEhVr149LERMuRKRzxkaHnIccjwZ0b59P3XRRU3PXMF0UOvXR9dnAgQFARIQw4YNcxpS+XtGSGezvWaIfTsr0ftE5POF3raSzx9tp7lNHvktWrTcmeCtpG66qZleDAQeARIQctUhVx/SmN5+++16cbqk8Q29EpEO6UR9Oks+l91hbl95ZDQ8ROg09y+++JJeDAQeARIgtWvXthrD3Llzq127dunF6ZLbP6F9IrLJuIpopkHPCvI5Qsd5yCafN6O3rWwtW7Z0Xue3337Ti4HAI0AC5L///a/TII4ePVovjop0QMtTTPYjvrLJrSKvpz2R9w+9ZSWfTz5nRjrMQx0/fty5irn88sv1YgCKAAmUTZs2OQ1//fr19eIMkXEU9mBDe7v33nvVzz9n7ZNK8n7yvqGfQz5XRsZ5RDJjxgzn9TLy2C8QJARIwNx4441Wo5gnTx61f/9+vThDpF9BpgOxR3fbm6yzEe9FqeT1Q9fzkE0+h3weN/0durZt2zqv6/ep7QG3CJCAGThwoNMwvv/++3qxKzIhYegsvvZWrlw5a83xpUtjM/2HvI68nryu/l7y/tFOjJgeue1VrFgx63UrVKigFwP4GwESMGvXrnWuGBo1aqQXZ4r0Q9iLUumb3FZq1qyZGjx4sFVvw4YN+u5hpFzqSX3ZT79dZm/yfrHuf/nmm2+c1+/WrZteDOBvBEgAXX/99VbjmC9fPtdPKJ2NLA8ra4yHPkqb1nbBBRdYVxT2Jv/W6+ibvK68fjTL0Lrx+OOPO++1YMECvRjA3wiQAOrXr5/TQE6ePFkvjhl5rHbKlCnqiSeeUP/4xz9SBUFGNtlfXkdeL56PDZ8+fVqVKlXKes8yZcpY/wYQGQESQCtWrHAa5ubNm+vFcbNjxw715ZdfqjfffFN16tRJ3X///dbYFNnkUVn77/J1KZd6Ul/2yyrz5s1zzo18BgBpI0AC6uqrr7YayYIFC8b1N3rThA5E/Pbbb/ViACEIkIDq3bu301B+/vnnenFglS1b1jonF154oTp16pReDCAEARJQ8kisHSCtWrXSiwPpp59+cs5J+/bt9WIAGgIkwC699FKrsZQnn2TqjqB75plnnAD56quv9GIAGgIkwHr06OE0mJmd+sMPKlWqZJ2LIkWKqBMnTujFADQESIAtXLjQCZB27drpxYGyZMkS51y0bt1aLwYQAQEScPa0INJp7HbmWj+QKVLsAPniiy/0YgARECAB17VrV6fhnD17tl4cGPaKi4UKFeKxZiBKBEjAyQSEdoDUqVPHWickaNvLL7/snIMHH3xQP0UA0kCABJxM1VGgQAGnAQ36Nnz4cP0UAUgDAQJnjRC2bOrmm29mACEQJQIE6tixY+qFF15QQ4YMSXV7Jwjbu+++q0qWLOmESN++ffVTBCACAgQ4Y9WqVda8YBIguXLlUvPnz9erANAQIMDf3nvvPecqpHz58mrv3r16FQAhCBAgRMuWLZ0QeeCBB/RiACEIECDEgQMHnClNZBs5cqReBcDfCBBAI1O8nHPOOVaAyLK/y5cv16sAUAQIENHAgQOdq5AqVaowOh2IgAABIpABlnfccYcTIk8++aReBQg8AgRIw7Zt26xJJiVAsmfPziSLgIYAAc5ixowZKkeOHFaIFCtWTG3ZskWvAgQWAQKko1u3bs6trNtuu42pToC/ESBAOmSqlxtuuMEJEZm9FwABAkRl5cqVzqzFuXPnVt9//71eBQgcAgSI0pgxY5yrkAoVKqh9+/bpVYBAIUCADHjooYecEGnWrJleDAQKAQJkwP79+1XFihWdEBk1apReBQgMAgTIoB9//NGZ6iR//vxqxYoVehUgEAgQwIUBAwY4VyHXXXed9aQWEDQECOCCTHVSt25dJ0SeeuopvQrgewQI4NLWrVtV8eLFrQCRqU6mTZumVwF8jQABMkFCQ8JDQkTCREIFCAoCBMikLl26OLey5LaW3N4CgoAAATJJOtClI90OEelgB4KAAAFiQB7llUd6JUDkEV951BfwOwIEiBEZVGhfhchgQxl0CPgZAQLEUPPmzZ0QefDBB/ViwFcIECCGZIJFmWjRDhGZgBHwKwIEiDGZ6l2mfJcAkSngZSp4wI8IECAOZNEp+ypEFqNiqhP4EQECxIEse1unTh0nRLp27apXAYxHgABxsmXLFlWsWDErQHLkyKFmzJihVwGMRoAAcfTFF184U51ceOGFatu2bXoVwFgECBBnnTt3dm5l3XHHHUx1At8gQIA4O3r0qLr22mudEHn11Vf1KoCRCBAgCyxfvlzly5fPChCZ6uSnn37SqyCDsg3LZm3wDmcfyCIjR450rkIqVarEVCd/23tsrxr862BVf0Z9VXZ8WZVvZD6V59086uLxF6tGXzZSo1eMVkdPHtV3I0ASAGcfyEJNmzZ1QqRFixZ6ceAM+XWIKjSqkBMGaW0lx5VUk9dMDtuXAPEeZx/IQnv37lXly5d3QmTcuHF6lcBoN6edFQA5hudQTb5qoj5a85HaeHCjdbWx++hutXDHQtXzx56q+NjiEcMi0teQtTj7QBZbsGCBM9VJwYIF1apVq/Qqvjdo6SCr8S86pqj6dsu3enEYCZOWSS1ThQUB4j3OPuCBvn37OlchVatWVcePH9er+Nauo7tUgf8VsK48Zm+ZrRenqccPPcL+TYB4j7MPeECmOrn11ludEOnevbtexbdeW/Ka1fBLB3lmECDe4+wDHtm8ebMqWrSoFSAy1cnMmTP1Kr5057Q7rYZf+jwygwDxHmcf8NDnn3/uTHVSokQJtX37dr2K75R5r4zV8G84sEEvyhACxHucfcBjnTp1cm5l1atXz/dTneQdmddq+I+cPKIXZQgB4j3OPuAxmeqkcuXKToiYvBTu+gPr1YLtC6zbU//97b/q/T/f16sQID7C2QcSwM8//+zcypI/Fy1apFfxlIwWX7Znmfp689fWyPA+i/qoDnM7qHtn3quqflzVuS0VaZu2YVrYa3ELyz84+0ACGDp0qHMFItull16qDhw4oFeLi3V/rVPzN863RnrLyHB5XPbhpIdV7c9rq0ofVLKmFtFDIdpNpiT5ZecvYe9HJ7p/cPYBj0mfx+WXX+48jWWHyMMPP6xXzZA9e/aoZcuWqVmzZqnRo0erl156SbVv317961//spbZLV26tMpW9Mx71TuzPZ+68Y9myz4suyr3fjlV87OaqvFXjVWn7zqp/j/3V2NXjlVJm5PU9sOpHwrgMV7/4OwDHpNFp+zQeOihh1S5cuWcf48fP16vbvn111+tFQ4nTZqkBg8erJ555hnVsmVLVbt2bXXJJZeo8847L+yKJs2t4JnttjNbj+TGOHQrPLqwunLilaru1LqqVVIr9cLCF9TQZUPVlHVTrGlGthzaon+sqLgdSCjTmoQiQLzH2Qc8Zg8olL6PpUuXqu+++07lypXL+tq5556rmjVrpurXr29dNZQqVSp1CGRwk6scCalatWqpJg82UU8OeVIN+GaAGrdynHXVsHrfanX4xGH9Y8aUfRUiU5nM2TpHLw6z59ge65aaHhYEiPc4+4CHpPPcbthvv/125+t9+vRJ1fBHs11wwQXqqquusl6rVatWqnfv3mrYsGHWeBPpmN+6dWvIu3vrkdmPWAEgVyL3f3W/+mTtJ2rTwU3WZIoSGot2LFK9fuqlSowrETEsIn0NWYuzD3hIbjvZjf/06dOdr8tUJ7KGul2WM2dO66qhevXqzkSMhQoVUmPGjFFJSUlqzZo16siRzD0W6wWZVLHgqIKpbp/pW6lxpVJ1uhMg3uPsAx6RqUxkdUIJgyuvvDLVAMJjx45Zt7O2bdvmfG3gwIFOqAwYMCCktrlktl0Jkrun360uGn+ROm/kec6CUvd9eZ8as2KMOnbqmL4bAZIAOPuAR3r27OmEwYgRI/TiVE6cOKHKli1r1c+fP7/1lBXgJQIE8MChQ4dUkSJFrDAoXrx4VLefPvjgAydwOnbsqBcDWY4AATzw9ttvO2Hwwgsv6MUR/d///Z/THxLERaiQeAgQIItJX4eMNJcwyJMnT1Qz8M6bN88JnIYNG+rFgCcIECCLTZkyxQmDNm3a6MURNWrUyNlnzpyzj5sAsgoBAmQxGS0uQSADB3/77Te9OJXVq1dbt61kH1n+FkgUBAiQhRYvXuxcSdxxxx16cURPPvmks8/776eeHh3wCgECZCGZ68oOg2iWsJVHdQsUKGDVv+iii6xHeYFEQYAAWWTTpk3OKHKZbiQar7zyihM48ncgkRAgQBaRGXPtMBg5cqRenIpcbchVh9SXqxAGDiLRECBAFjh48KA10aGEgcxxJcvYpkf6O+zAkX4QINEQIEAWePPNN50wePHFF/XiiOSJK6kvT2DJk1hAoiFAgDiTmXVlkScJg7x586q//vpLr5KKjPWwA0fGgACJiAAB4uzTTz91wqBt27Z6cUQy2tzeR0ahA4mIAAHi7Oabb7aCQAYOyhrl6ZF5ruyBgzL/FZCoCBAgjhYuXOhcSdSrV08vjkhm2rX3kRl4gURFgABx1LV5c5Xj7zD46quv9OJU5FFdWetD6svaHwwcRCIjQIA4Obhxo+qVO7dqciYMmlxzjV4ckawyaF99yOqDQCIjQIA4Ofaf/6jFZ4LgwzPbklGj9OJUjh8/rsqUKWOFR8GCBdXevXv1KkBCIUCAeDhwQKnChc/8hGVTJ0uUUKejGDg4fvx45+qjc+fOejGQcAgQIB6GDLHCw9r69NFLI7r++uut8JAnsNauXasXAwmHAAFi7dQppSpWTA6P885TascOvUYqv8+eraqcqX/ema1x48Z6MZCQCBAg1j7+OOXq49FH9dKI5t57r+pzpn7LM9uv8+frxUBCIkCAWLvppuTwyJFDqT/+0EtT+/NPdeJM3WVn9plTo4ZeCiQsAgSIpR9/TLn6uPtuvTSyxx9P2WfiRL0USFgECBBLTZumhMHXX+ulqe3erVS+fMn1y5VT6uRJvQaQsAgQIFY2bFAqV67kMKhcWS+N7OWXUwLn9df1UiChESBArHTrlhIGY8bopakdP65U6dLJ9QsVUmrfPr0GkNAIECAW9u9X6vzzk8OgZEmljh3Ta6Q2blxK4HTpopcCCY8AAWLhjTdSwqBvX700smuvTa4vt73WrdNLgYRHgACZJR3fFSokh4EMHNy5U6+RWlJSSuDcf79eChiBAAEya/LklDDo0EEvjax+/ZR9vv9eLwWMQIAAmVWzZnIQyMDBFSv00tSkjtSVfW68US8FjEGAAJkhVw/2lYRcVURDrlLsfeTqBTAUAQJkxgMPpISB9GukZ9eu5H4SqV++PAMHYTQCBHBLnpyyBw7KE1XRkCe07MCRJ7cAgxEggFtdu6aEwdixemlqMjakVKnk+jJmRMaOAAYjQAA3ZIVBGT0uYSCjyWVUeXpkdLodODJqHTAcAQK4ceiQUgULJofBwIF6aWRVqiTXl9te69frpYBxCBDALXkc99NPk1cgTI/MzGtffciMvYAPECBAVpC1QewAkTVDAB8gQIB4W748ZeBgrVp6KWAsAgSIt169Uq4+ZL10wCcIECDepk9X6pxzktdKj6a/BDAEAQJkhWge8wUMQ4AAAFwhQAAArhAgQDTWrFHq2WeVqlZNqeLFlcqdW6lixZL/3bOnUqtX63sAvkeAAGcjnd49eiQHhv0kVaRNyp95hk5yBAoBAqTl9GmlGjVKDojs2ZVq1kypadOU2r49uVP8r7+Sn7Bq3jy5XOpJfdkPCAACBEiLPfW6TJr41Vd6abhZs1LmxpL9gAAgQIBIduxIWfjp88/10sikntSX/WR/wOcIECCSV15JDoN69fSSs7vzzuT9ZH/A5wgQIJI77kgOgg8+0EvObsKE5P0kSACfI0CASMqUSQ4CWbY2I9auTd5P9gd8jgABIsmTJzkIDh/WS85O6st+efPqJYDvECBAJAQIkC4CBIhE1jnnFhZwVgQIEMntt7vrRJf6sp90wgM+R4AAkQwYkBwEd92ll5ydPPbLY7wICAIEiESmKZF+DJmiRKYvicbUqSn9H7I/4HMECJCWF19MDoTzz1fqm2/00nBJScn1pH6fPnop4EsECJAWmVm3QYPkUMiRQ6kHH1RqxozkqwuZTFGmK5k5U6kWLZLLpZ7UZ0ZeBAQBApzNyZNKde+e/nTuuXIl15P6QEAQIEA0Vq1KXhekalWlihZNDgz584YbktcBkXIgYAgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgCgECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAgAwBUCBADgyv8Huw2R7n76+hEAAAAASUVORK5CYII=)
PN: 8H16-7-X0
CAS: 857284-28-7
Molecule Weight: 291.67
Formula: C11H5ClF3NOS
PN: 8H70-1-W0
CAS: 20949-81-9
Molecule Weight: 189.23
Formula: C10H7NOS
PN: 7H70-5-39
CAS: 4771-31-7
Molecule Weight: 209.69
Formula: C10H8ClNS
PN: 8H15-5-01
CAS: 859850-99-0
Molecule Weight: 223.67
Formula: C10H6ClNOS
PN: 8H15-3-02
CAS: 875858-80-3
Molecule Weight: 207.22
Formula: C10H6FNOS
PN: 7H70-5-41
CAS: 17969-22-1
Molecule Weight: 244.13
Formula: C10H7Cl2NS
Melting Point: 99-102 ℃
DOT/IATA/IMDG: UN 1759 - HC 8 - PG III
TSCA: Not listed on TSCA inventory