![1-[4-(Chloromethyl)-1,3-thiazol-2-yl]-4-[3-chloro-5-(trifluoromethyl)pyrid-2-yl]piperazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABUiAAAVIgEouCZLAAACwHpUWHRtb2xTb3VyY2UAAHicjZbbbqMwEIZfZeTrjcEnIFGSqmpVaaV2L7Zdae9WLnFbpAAV0BzefmcgJyALGyWMsf/PjD3jIfObXbqGjSvKJM8WTHCfgcvifJVk7wv26+VhErGb5TxGEQqzcsE+qupz5nnb7ZbHHy61uzzjcZ6yZny2K5OWZqt4Xrx70veF9/vp8blmJklWVjaLHVJlMivrzsc8tlXtxT8e4aW22CSZ18i9tNg0s/2RPn19vitX7LyWOxy7RRTekrWDt7xIbQUb6XP8+t/g3WWusJVbweseuxXXuPbl/Ok+j79Sl1XYpBmS2K6fq+Irxo40X7v4CyfDxvf7BUsFArbK09uisHugFnVbAVaCVWA1WAM2ABuCjcBOwQoffzguUCBQIVAiUCNQJFAlUCZQJ1EnaR7USdRJjXFZO3LsZf/pFuwB7uAB6HoHPw6/4/Vk13h5PjRwqyUFWCkVwsFMaDMCBZJH4blX8iAI9dG0iatjuJ/4OZqT0oTTAI3w8U7hWDQFzY32NSpN0HBRGJEXNTg5e0X3DPbkcMTDKc0acmmuWcNDQVbzqSaLgay9QBcVWUzpmve5wiQEnC6qjS/Od8fBgOsQjUH3dITOokTS5hitaAXCqGPnQdJ7WuMFpoV3yovl/DXPVhdNSFYL9ipYnTA/3VspDznDIC9WrsBF0wQkvQRkG6AMGwZUD9DDgO4BZhgwbYBy/QTcXgOCNkAnYxgI2wCdo2EgagN06obXMG0D9RkdJmi8Fbr6TI8w3XDXNWCE6US8qRkjTCfoTY0ZYXR/C8YQc8W1kWQRneA3ZW84mqIT/6ZMjjCdFGjK6ohvnSxoyvDIeeymQUhle9g32UmDpsyPMN00MP/BqN4xkHIE6Z7++s0zsgXmCqNHnhP0isZ1xLsom97x1YvN3mvZu3hne/hPZfkXg1CCjXCOoEUAAEARSURBVHhe7d0JvE31/v9xlKEyNWqk0oTcrpChFCHVL/y6v/xdUdGkUleuLtUtTtNFbqXkdpEp6RBJAw2mQhEhMhTHPGc85uM4Pn+fb3ete87XOey9zjp7r73X6/l4rAfO97vXXmvh+17ftdb3uwoJAAAeFLJ/AABAJAgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQGC0Oj/cKETLgAix/8YhIYdFrktACLH/xiEBiEB+Iv/TQgNAgTwF/+bEBoECOAv/jchNAgQwF/8b0Jo2DfM7QVAdPhfg9CwA8NeAESH/zUIDYIC8Bf/mxAaBAjgL/43ITQIEMBf/G9CaBAggL/434TQIEAAf/G/CaFBgAD+4n8TQoMAAfzF/yYAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAgdI5kHZal0wbIzo1L7CIAUSBAEDqr5n9sHuf9uEctuwhAFAgQhM6yWcNNgHyYUsUuAhAFAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgSh8/P04fKPVoVkwN8IECA/CBCEzqTPh0ujPxSSB+8kQID8IEAQOu+/P1xOKlJIqlYlQID8IEAQOsOHD5dChQpJlSoECJAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhypZMNnmhJVMkUIPbfSW4LUFD414Vc2Y1QbkuiIkAAf/CvC7lK5sYnGQMEiAf+5SFXydwwESCAP/iXh1wlc8NEgAD+4F8ecpXMDRMBAviDf3nIldMw5bVkl3EgXeZNeEV+/CzF12XyqBQZ2i9FXnoxRVJS/FuaNWtmAqRUqVLHlPmxvPXPFPl46LH7k99l/ZKJOY67sv9e7AUoSPwLQ67shshesls09e1jyv1Ynv1TIalfpZAUP7mQafATZbn8vEJyX/1j9ye/y/tdL8xx3JVdx16AgsS/MOQqmgZo366N8u3wh2Tq0La+LmP6tpWef28rD97fVtq29W+pVauWaehLlChxTJkfS9cn28rAnsfuT36XX2cOsw99VH9PgN/4l4dcJXPDxD0QwB/8y0OukrlhIkAAf/AvD7lK5oaJAAH8wb885CqZGyYCBPAH//KQq2RumAgQwB/8y0OukrlhIkAAf/AvD6GTTAECxBMBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAIHQIE8AcBgtAhQAB/ECAInV69epkAOeuss+wiAFEgQBAa+/btk27dusnJJ59sAkSXunXryuzZs+2qACJAgCAURowYIRdddJEbHCVKlJAiRYqY3+uvbdu2lU2bNtkfA3AcBAiS2pw5c+T66693g6NMmTLSu3dvOXTokMybN09uvPFGt6xUqVLSo0cPycjIsFcDIBcECJKS9ibatWuXo5fxwAMPyJYtW+yqMnLkSKlQoYIbJBUrVpSPP/7YrgbAQoAgqWjvoWfPnlK6dGk3EOrVqydz5861q+awf/9+eeGFF+S0005zP9ewYUNZtGiRXRXAfxAgSBrjxo0zvQcnALRXob2LaKxbt05at27trkNvuHfo0EG2b99uVwVCjwBBwtNeQqNGjdxG/9RTTzW9Ce1VePXdd99JjRo13HWeccYZ0rdvX8nMzLSrAqFFgCBhaa9AewfZH8u9++67Ze3atXZVT44cOSJDhgyRc889111/5cqVZeLEiXZVIJQIECQc7QVob0B7BU7Drr2FGTNm2FV9sXv3bunatasUL17c/b5mzZrJ8uXL7apAqBAgSCh69q9TkDgNufYOBg8ebHoLBS0tLU2aN2/ufnexYsWkS5cukp6eblcFQoEAQULIrfHWXoH2DmJt0qRJOUKsXLlyMmjQIMnKyrKrAkmNAEGgOZePNDCcBluDRAMlnvQy2ttvv53jMlr16tUL7DIaEEQECAJJL0nppansN7D1rD9oN7D1Rv7jjz+e40Z+q1atfLuRDwQZAYLA0bP4RHuEdvHixcc8SpySkpKvR4mBoCNAEBh61q6P4TqNcCIO4vvkk0/ksssuc/ehfPnykpqaalcDkgIBgrhzphHRs3an4dWz+USdRkSnU9F3jmSfTuWGG2444XQqQKIhQBBXuU1kqFOSJIPNmzdHPKEjkIgIEMSFno3rJIdOcOjZuk6C6PdU6rt27TJTuuv7QF599VVzX+KZZ54x7//QX/XP+nMt13pa328//vjjMVPK63f6va9ArBEgiCk9+9az8Oxn5XqW7tfLnJYuXSr9+vWTu+66K8cTXNEs+jn9vK5H1+cX+6VWl19+uXz66ad2NSBhECCICX2Bk77ISc++nQZUz8r1rD+/VqxYId27d5dLLrnkmDDQpXDhwnLllVdK/fr15dZbbzW9D2fRP+vPtVzr2Z/VRder69fvyS99ra6u65RTTnHX37hxY1myZIldFQg8AgQF7rPPPjNn206DqWfhejaeX+PHj5ebbrrpmAb/iiuukPbt28uoUaPMjXgNr0hoPa2vn9PP63rsdev36ffm15o1a+TPf/6zu96iRYvKX/7yF9mxY4ddFQgsAgQFRs+qb7nlFreR1LPubt26mbPw/NC3BVarVi1Hw16pUiXzOlptmP2k69P16vqzf59+vx9vLZw2bZpce+217nrPPPNM+de//iWHDx+2qwKBQ4DAd3oWrWfTelbtNIwtW7aU1atX21Wj8ssvv8jNN9/srlPvn7Ro0UJmz55tVy0Q+j36fc79G110e3S78kPn0Hr33XflnHPOcddbtWpVmTx5sl0VCBQCBL7Rs2Y9e9az6Oxn6nqWnR86Av25555z58PSexVt2rTx9QZ3NPR79fudeya6Xbp9+R0pr7P6PvXUUznm/brzzjt9ufcCFAQCBL6YMmWKOWt2Gj49m9az6vzOUKuXkOrUqeOu95prrjFvCwwC3Q7dHmfbdDv9uIS2bNkyueOOO9z16ntI9JHjPXv22FWBuCJAkC/z5s0zL1dyGjs9e9azaD/GU0yYMMGd7VYvh+nYifye5ftNt0e3y7lcp9ur2+2Hr776Kse9l/POO09ef/31mLz7BIgEAQLP9I182R991bNmPXv2g75fw5nhVkeqz5o1y64SKLp9zoh63W7dfj9oQL355pty+umnu8dZ77sAQUCAwLMffvjBbdT8eLTVoU89OcGkjWWiPNqq2+nc5Nft1/3wy7Zt2+SPf/yjWXetWrXsYiAuCBB49tNPP7kB4telJW10nXXqE08HDx60qwSabq9ut7MPfoaIXhrUder7RoAgIEDgmd8Boi+QcnoeDz30UL5vwMeLbrduv9MT0f3yAwGCoCFA4JmfAaKXwJx7HnoGn6jh4dDtd3oiul9+XOIjQBA0BAg88ytA9NFX52krvYeQaJet8qL74dwT0f3L7yO+BAiChgCBZ34EiM4/5Yzz0KeYEuWGeaR0f5yns3Q/I52XKzcECIKGAIFnfgSIjuDWz+s4ipkzZ9rFSUH3yxknovvrFQGCoCFA4Fl+A0TnkHKm7dBXwCYz3T/dT91fr3NnESAIGgIEnuU3QBo2bGg+q9OBePl8ItH9c6Y90f32ggBB0BAg8Cw/ATJ27FjzOZ3ZNihzWxU03U9nJl/d/2gRIAgaAgSe5SdAnHdg6Ky2YaL7q/ut+x8tAgRBQ4DAM68BopMNOr2PeE3JHi+6v04vJNpJFwkQBA0BAs+8BojzGlodaBdGzgBDPQ7RIEAQNAQIPPMSIGlpae50JbF6k2DQ6H7r/utx0OMRKQIEQUOAwDMvAdK9e3dTv3LlynZRqOj+63HQ4xEpAgRBQ4DAMy8BUrFiRVPfz1lqE5Ez67Aej0gRIAgaAgSeRRsgegPZqb969Wq7OFR0/51jEemDBAQIgoYAgWfRBki/fv1M3SuuuMIuCiU9Dno89LhEggBB0BAg8CzaAPm///s/U/eRRx6xi0JJj4MeDz0ukSBAEDQECDyLNkDOO+88U3fkyJF2USjpcdDjocclEgQIgoYAgWfRBMiuXbvcuosXL7aLQ0mPg3NM9PicSPfu78jZZ9eX9u1fsouAuCBA4Fk0AfLDDz+Yevp2voyMDLs4lPQ4OG9h1ONzIr17fy1Vqrwgf/vbR3YREBcECDyLJkCGDx9u6l1++eV2Uajp8dDjosfnRPr0mSnVq/eXZ5+dbBcBcUGAwLNoAuS1114z9erXr28XhZoeDz0uenxOhABB0BAg8CyaAElJSTH1mjZtaheFmh4PPS56fE6EAEHQECDwLJoA6dy5s6l3991320WhpsdDj4senxMhQBA0BAg8iyZAHnvsMVPvgQcesItCTY+HHhc9PidCgCBoCBB4Fk2A0APJHT0QJDICBJ5FEyDcA8kd90CQyAgQeBZNgPAUVu54CguJjACBZ9EECONAcsc4ECQyAgSeRRMgjEQ/VrQj0QkQBA0BAs+iCRDmwjpWtHNhESAIGgIEnkUTIIrZeHOKdjZeAgRBQ4DAs2gDhPeB5BTt+0AIEAQNAQLPog0Q3kiYU7RvJCRAEDQECDyLNkB4J/p/eXknOgGCoCFA4Fm0AaIqVqxo6vfo0cMuChXdfz0OejwiRYAgaAgQeOYlQLp3727qV65c2S4KFd1/PQ56PCJFgCBoCBB45iVA0tLSpHDhwuYzs2fPtotDQfdb91+Pgx6PSH377Wq54YZBMnZsZJe8gIJGgMAzLwGibrrpJvOZFi1a2EWhoPut+6/HAUhkBAg88xogEyZMMJ8pUqRIxDeQk4Xur+637r8eByCRESDwzGuAqGuvvdZ8rk2bNnZRUtP91f3W/QcSHQECz/ITIGPHjnV7Id99951dnJR0P53eh+4/kOgIEHiWnwBRDRs2NJ+95pprPH0+kej+6X7q/up+A8mAAIFn+Q2QX375RYoVK2Y+36tXL7s4qej+6X7q/up+R0If2dWldu2BsnZtul3scuoBsUaAwLP8Boh67rnnzOeLFi0qM2fOtIuTgu6X7p/up+5vpJxg0KVTpy/tYhcBgnghQOCZHwFy6NAhqVOnjllHhQoVZMeOHXaVhKb7o/ul+6f7qfsbKScY6tUbbH6dNWudXcUgQBAvBAg88yNA1Jo1a+SMM84w67n55pvl4MGDdpWEpPuh+6P7pfun+xkNJxiGDJlvfm3R4kM5fDjLrkaAIG4IEHjmV4Co8ePHu2/n04F2WVnHNpSJRLffGTCo+6X7Fy0nGDIyDkuzZqnm9yNH/mxXI0AQNwQIPPMzQNTgwYPdaU4eeuihhA0R3W7dft0P3R/dLy+yB8OUKavM7xs0GCrp6Tl7aAQI4oUAgWd+B4hyZql1eiKJdjlLt9fpeeiSn1mH7WB49NHPzZ979ZqRrdax9YBYIUDgyebNm+V//ud/3Iby2WeflT179tjVPNFG1+mJ6D2ERLmxrtvp3PPQ7c9PeCg7GNLStkvNmgPMor/Pqx4QKwQIopKRkSE9e/aU0qVLu+HhLBdccIG899579kc8GTRokHtPRJ9imjVrll0lUHT7nKetdLt1+/Mrt2Do2XO6+Zn2Rhy51QNigQBBxMaNGyeXXXaZGxjly5eX999/X9544w0pW7as+/PatWv70uDrZIPO01k6juLVV1/17VKZX3R7dLuccR66vX5NkphbMOzadcDcB9GfT526Ks96QCwQIDihxYsXS6NGjdyAOPXUUyUlJUX279/v1tm6dau0b99eTjrpJPcSzr333isbNmzItqbo6aOvzjgRXXQ6kKDMnaXb4UxPootuZ7SP6h5PXsGQmvqz+Xnz5qly6FBWnvWAgkaAIE/bt2+Xxx9/3L2UpMvdd98ta9eutau69MZ6/fr13folS5aUl19+OV83w/UsX0dwO9OeaDjprLbxmgpev1e/37lPo9ul2+d37yivYNCxIDomRMuGDv19jEhu9YCCRoDgGNoQvv322+7lI12qV68uM2bkfPrneEaPHi2XXHKJ+3n9/ZgxY+xqUdE5pJyb1LrozLb6xFOs3myo36Pf58yoq4tuT6RzW+XlyBF9euvY8DleMMycuc6UOaPU86oHFCQCBDlMmjRJqlSp4jaQ5cqVM+MYvIzJ0F7HSy+9ZHohzvoaNGggCxYssKtG5eOPP5Zq1aq569SlUqVK5qknPy8hKV2frlfXn/379Pt1O/JDBwgOGjTPhEDLlqPt4hMGg86P5dQ5Xj2goBAgMPTd3M2bN3cbSL0s06VLF0lPz3sW2EitX79e7rnnHveSj94neeSRR2Tbtm121ajo6G7n9bjZlyuuuMLcjxk1apQsWrQo4vmntJ7W18/p53U99rr1+7yMKrdNnrzSHV2uS+vWH9lVThgMOkOvztR7onpAQSFAQm737t3StWtX9/6CLs2aNZPly5fbVfNNZ6WtVauW+z2nn3669OnTJ9/3DlasWCHdu3fPccks+6LBdeWVV5p7M7feequ0bdvWXfTP+nMtdwLOXnS9un79nvxavnz70XD6zG30b7hhkLz77lzTGwESDQESUkeOHJHBnw+Wc889120oK1euLBMnTrSr+kq/d9iwYXL++ee733vVVVfJl1/mPV15NPQGd79+/eSuu+7KsW/RLPo5/byux68b9fr47T/+Md0MAtTgqFGjvzz//BTZsmWvXRVIGARICH23+TupMbqGFGp9tMG85PexC3379s13TyAaOmpdR68XL17cbbh1ZPuvv/5qV82XXbt2yZw5c2TEiBFmvIY+fvzMM8+Y3of+qn/Wn2u51tP6ftInpj744Gd37IYu9977sSxcuMWuCiQcAiRE1u1dJ60nt5ZC/QuZ5eRuJ0uHtzrI9h3/nRYj1lauXCl/+tOf3BDRS2mdO3f2vSGPB31S6q67RrnB0aTJcPnss1/NU1dAMiBAQmB/5n55Ye4LcuqgU93waPh5Q1m0Y5FdNW6mTJkif/jDH9wgOfvss2XgwIGenv6KtzVrdsmTT37hBkedOu9Kv36zZd++yG7mA4mCAElyI9NGSoURFdzgqJhaUT5elb/HTwvK4cOH5Z133pGzzjrLDRJ9XPbbb7+1qwbSnj0Z0qfPzBxPRv3tb1/L+vX5f5INCCICJEnN2zpP6n1Szw2OUoNLSY/5PSQjK8OuGjg6q23Hjh3d+aV0admypaxevdquGghZWUdk3Lil0rjxe25w6LiOOXPyN40LEHQESJLZsn+LPPjtg1JkQBETHPpr26ltZdO+TXbVwNMnoJo0aeKGyCmnnCLdunWTffv22VXjZt68TWYMhxMcN988TEaPXmxCBUh2BEiSOJR1SHov6C1lhpRxex11x9WVOb/NsasmnM8//zzHoL4LL7zQzAIcT2vXbpAOHfrKH//4pgmOWrUGSu/e3x3ztkAgmREgSeDzNUcb2JFXuMFx4ftHG9jl8W1g/aajxP/5z39KmTJl3CCpW7euefQ2lrT3o72g004rLWeddf3RYPvr0SAZLytX7rSrAkmPAElgS3culSbjm7jBccqgU6TbnG6yLzM4l3j8tmXLFnnwwQfdCQ31Vx3TsWlTwV+i07EiF110kRtgVavWk4kTYxtgQJAQIAnCCQlHWnqaFH+3uPvzlpNayuo9wbzJXBDmzdNJCOu5jXmpUqXMpIf6xkS/aS/n+uuvd79Le0G9e/eOeI4tIFkRIHGwIn2FdPq+k/xh9B+k7JCyJgj0UVu9Z6E9iNzGZ9gBojfFzxh6htQZV0e+3ZgYj7kWhJEjR7qvktWlYsWK+Z4l16G9mnbt2uXo7TzwwAOmFwSAAIm51xa8JicPPNkNhLwWW14/h5g3I77wwgvmTYlOkDRs2NDMrOtFbu99197O3Llz7apAqNEixdAbC98wIVC4f2G5b+p9puewM2OnHDx80Fx++n7z9/Li3BelyodV7I8SIBFYt26dtG7d2m309U2KHTp0MG9WjFRu731PTU21qwEQAiRm1uxZI0UHFjUh4OUJKQIkcvqu8ho1arghEMlkkdpbOdF73wHkRIsUI0//8LQJAJ3M0AsCJDpmuvrBJ56uXnsn2kuJ5r3vAH5HixQjNcfWNAEwecNkuygiBIg3eb0wS99jbr/3XXst0bz3HQg7WqQY0SemNAC2H4z8enx2BEj+2K/szb5oL0V7K9prARA5WqQYcZ68yszK+zr88RAg/pg0aZKZKt4JD+2daC8FQPRokWKEHkhwDB061ITHpZdeahcBiAItUoxwDyQ4hg8fbgKkSpVjH5cGEDlapBhxnsJqM6WNXRQRAsQ/BAjgD1qkGHHGgeggwtS06AemESD+IUAAf9AixdA/F/zThICGSLtv2sm0TdMkPSPdvCVQA0ZHor809yW5evTV9kcJEB8RIIA/aJFirOf8nnLSgJPcQMhrseX1c0SPAAH8QYsUB8vTl8uT3z8pVUdXldJDSpvZeMuPKC/Xf3K9dP+xuyzesdj+CAHiIwIE8ActEkKHAAH8QYAgdAgQwB8ECEKHAAH8QYAgdAgQwB8ECEKHAAH8QYAgdAgQwB8ECEKHAAH8QYAgdAgQwB8ECEKHAAH8QYAgdAgQwB8ECEKHAAH8QYAgdAgQwB8ECEJn5MhPpXTpSlKrVlO7CEAUCBCEzrhxs+WyyzrIbbe9bBcBiAIBgtAZP36ZVK/eX1q0+NAuAhAFAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShQ4AA/iBAEDoECOAPAgShM3PmOhMg7dt/ZhcBiAIBglCaP3+T7NhxwP4xgCgQIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAEHS00d2dalde6CsXZtuF7ucegAiQ4Ag6TnBoEunTl/axS4CBIgOAYKk5wRDvXqDza+zZq2zqxgECBAdAgRJzwmGIUPmm191CpPDh7PsagQIECUCBEnPCYaMjMPSrFmq+f3IkT/b1QgQIEoECJJe9mCYMmWV+X2DBkMlPf1gnvUAnBgBgqRnB8Ojj35u/tyr14xstY6tB+D4CBAkPTsY0tK2S82aA8yiv8+rHoDjI0CQ9HILhp49p5ufaW/EkVs9AHkjQJD0cguGXbsOmPsg+vOpU1flWQ9A3ggQJL28giE19Wfz8+bNU+XQoaw86wHIHQGCpJdXMOhYEB0TomVDh/4+RiS3egByR4AgKeglqR49pssNNwySUaMW5Sg7XjA4r7d1Rqlnr7dv3yFp0mS4tGo1Rr7/PvfR60CYESBIaNqL0EtRzv0MXd55Z06OOnYw2HR+LKdO9nrbt+/PESxPPvmFrFmzK9sngXAjQJCwtPdw112j3AZeewufffarHDmSs54dDDadoVdn6s2t3vr16fK3v33tlmm9Pn1myp49GTnqAWFEgCDhaC9AewNOo16nzrvy9ts/mEtOBWXOnA3SsuVo9zsbN35PPv54qWRlWWkFhAgBgoSxd2+GOfvP3lt46qmvTC8hFjQsxoxZLDffPMz9/rvv/kjmzdtkVwVCgQBB4GnDPW7cUnPW7zTc2huYPXuDXTUmdA6t3r2/k1q1/htkzzwzSTZu3GNXBZIaAYJA07P71q0/chtqPfsfPXpxIC4drVy5Uzp0GO9uW926g+Tf/54jBw5k2lWBpESAIJA2bdpjzuqdxlnP9vWs355BNwimTVsjd9450t3W228fIV98sdyuBiQdAgSBomfv/fv/aM7mnQZZz/L1bD/IMjOz5L33FshNNw1xt/v++z+RxYt/s6sCSYMAQWDoWbuevTsNsJ7Vf/vtartaoOnYkRdf/NbM9Kv7oL++8MI3sm3bPrsqkPAIEMTdggXLpU2b/56561n8sGE/mfmpEtUvv2yVBx/8xN2nG28cYqZLOXSI+yNIHgQI4mbz5s3Srl07Of30a+SSS+4/erbe35y961l8svjqqzS5447fe1WVKj0ntWrdJ59+Ot6uBiQkAgQxl5GRIb169ZLSpUtLoUKFpGjR0tK0aUdZvDg+j+UWtIMH9b7OD3LVVfdLqVJXmn1u2LChLFqUc84uINEQIIipTz75RC677DLTiOpSvnx5SU1NtaslpfXrt0ibNve5+37yySdLhw4djva4/vtWRCCRECCIicWLF0ujRo3cxvPUU0+VlJQU2b8/eS5XRWrGjBlSo0YN91icccYZ0rdvX8nM5P4IEgsBggKlZ9ePP/64Odt2GsxWrVrJ2rVr7aqhcuTIERk8eLCce+657nGpUqWKTJw40a4KBBYBggKhZ9Nvv/22Obt2Gsjq1aubs2/81+7du6Vr165SrFgx9zg1b95c0tLS7KpA4BAg8N2kSZPM2bTTIJYrV04GDRokWVmJ+1huQdPA0OBwjpkGigaLBgwQVAQIfJNbI9ilSxdJT4/NbLnJQC9hZQ9fvcSll7r0khcQNAQI8i23yzDNmjWT5cuZD8oLvfynN9WzX/7Tm+5c/kPQECDIl86dO8uZZ57pNnSVK1fmRrBP9AEEfcw3+wMItWrVkiVLlthVgbggQODZnDlz3IaNR1ELjg44zP4IdNWqVe0qQFwQIPBs3rx5bqO2ZcsWuxg++9///V9zrDVMgCAgQODZTz/95AYIPY+C99RTT5ljreNogCAgQOAZARJbBAiChgCBZwRIbBEgCBoCBJ4RILFFgCBoCBB4RoDEFgGCoCFA4BkBElsECIKGAIFnBEhsESAIGgIEnhEgsUWAIGgIEHhGgMQWAYKgIUDgGQESWwQIgoYAgWcESGwRIAgaAgSeESCxRYAgaAgQeEaAxBYBgqAhQOAZARJbBAiChgCBZwRIbBEgCBoCBJ4RILFFgCBoCBB4RoDEFgGCoCFA4BkBElsECIKGAIFnBEhsESAIGgIEnhEgsUWAIGgIEHhGgMQWAYKgIUDgGQESWwQIgoYAgWcESGwRIAgaAgSeESCxRYAgaAgQeEaAxBYBgqAhQOAZARJbBAiChgCBZwRIbBEgCBoCBJ4RILFFgCBoCBB4RoDEFgGCoCFA4BkBElsECIKGAIFnBEhsESAIGgIEnhEgsUWAIGgIEHhGgMQWAYKgIUDgGQESWwQIgoYAgWcESGwRIAgaAgSeESCxRYAgaAgQeEaAxBYBgqAhQOAZARJbBAiChgCBZwRIbBEgCBoCBJ4RILFFgCBoCBB4RoDEFgGCoCFA4BkBElsECIKGAIFnBEhsESAIGgIEnhEgsUWAIGgIEHhGgMQWAYKgIUDgGQESWwQIgoYAgWcESGwRIAgaAgSeESCxRYAgaAgQeEaAxBYBgqAhQOAZARJbBAiChgCBZ9kD5NChQ3YxfPbQQw+ZY92sWTO7CIgLAgSeffvtt26AXHfddfL999/bVeCDPXv2yLPPPisnnXSSOdaVKlWyqwBxQYDAs6ysLBMcRYoUMQ1b4cKFpU2bNrJ+/Xq7Kjw4cuSIDB06VM4//3w3qMuWLSsffvihXRWICwIE+bZw4UK5+eab3UbutNNOkxdffFEOHDhgV0WEZs6cacLZOaann3669OnTh3tNCBQCBL4ZO3asXHrppW6jd/HFF3O2HCXtvd1zzz2mN6fHUC9bPfLII7Jt2za7KhB3BAh8dfDgQfnHP/4hpUqVcoPkpptukvnz59tVkY321l566SXTe3OOW4MGDUzvDggqAgQFYuPGjXLfffflOJPWp4i2bt1qVw290aNHm96aExzai/voo4/sakDgECAoUD/88IPUqVMnx03g1157jcd+5ffHoOvXr+8em5IlS8orr7xienFAIiBAEBPDhw+XCy64wG0sr7zyShk/frxdLRS0F/bwww+7j+VqL+3ee+81vTYgkRAgiJm9e/fKc889JyVKlHCD5LbbbpNffvnFrpqUtNf1+uuvm16Ys/+1a9c2vTQgEREgiLlVq1ZJixYt3Ea0aNGi0rXri5KevteumjS++OJL0+ty9ll7Y++9955dDUgoBAji5ptvvpFrrrlGihQpLmedVU9q1eomH320RLKyjthVE9aqVTvk3ntflZIlLzfBob0v7YVpbwxIdAQI4urw4cMyePBIqVbt0aPLW1K9en9p1WqM/PjjBrtqQtm9O0Nef33m0VAcKJUqPSvlyjWSli3vMb0vIFkQIAiE3bsPyGuvfW8aXA0RXbp0mSgbNuy2qwaa9p7Gjl0qjRoNc/ejVavRMnNmOO7zIFwIEATK6tU75YknJriNb50678q//jVH9u8P/hQec+duNL0nZ9sbNhyWdJfkgOwIEATSd9+tlT/9aZTbGN922/syfvwyu1ogaC+pa9eJ7rZqL0p7U3oZC0hmBAgCKzMzS0aMWCj16w9xG+e2bT+WRYu22FXjQntF2jvSXpKzfdp70l4UEAYECAJv584D8sor06RmzQGmka5Ro7907z5Vtm7dZ1eNGe0Naa/ICQ7tLc2YscauBiQ1AgQJ49dft8lDD33qNtr16g2WQYPmSUbGYbtqgdHeT7t249xt0N7R++8vML0lIGwIECScSZNWSNOmH7iNeLNmqTJ58kq7mq+0t6O9Hu396Hdqb+jll781vSMgrAgQJCTtdbz77ly54YZBbpC0b/+ZLF++3a6aL4cOZcngwfNNb8f5Hu0FaW8ICDsCBAlty5a98vzzU3L0DMaNW5qjjtPw1649UNauTc9Rlp1Tz7F3b4bceedI9+fa65k4cUW2TwDhRoAgKSxcuEXuvfdj09C/9VbOyQmdANClU6cvc5RlZwfI9u37zSO52ssZOHBuTO+1AImAAEHSOHJE557aaS47ZecEg3MZatasdTnKHXaAqI0b9zCeA8gDAYKk5wTDkCHzza8tWnwohw8f+9RUbgECIG8ECJKeEwx6CUqf2NLfjxz5s12NAAGiRIAg6WUPhilTVpnfN2gwVNLTc746lgABokOAIOnZwfDoo5+bP/fqNSNbrWPrATg+AgRJzw6GtLTt5nFfXfT3edUDcHwECJJebsHQs+d08zPtjThyqwcgbwQIkl5uwbBr1wFzH0R/PnXqqjzrAcgbAYKkl1cwpKb+bH7evHmqGTuSVz0AuSNAkPTyCgYdC6JjQrRs6NDfx4jkVg9A7ggQJL3jBcPMmetMWfbJEgFEhgBB0jtRMOj8WE6d49UDkBMBgqR3omDQGXp1pt4T1QOQEwECAPCEAAEAeEKAAAA8IUAAAJ4QIAgleyZeANEjQBA6S5ZsNa+qffbZyXYRgCgQIAid8eOXmcd1dRQ6AO8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6BAggD8IEIQOAQL4gwBB6IwdO0MqVGgjjRt3tYsARIEAQeh88MEYOeWU8+XaaxvYRQCiQIAgdIYPHy6FChWSKlWq2EUAokCAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHQIEMAfBAhChwAB/EGAIHScAKlcubJdBCAKBAhC5dChQ1KvXj0TIEWKFJGffvrJrgIgQgQIQiMtLU1q1qxpwsNZihcvLm+++aZdFUAECBCEgl62KlWqlAmNYsWKSdeuXaVatWpukNxxxx2ydetW+2MAjoMAQVLbvXu33HPPPW5QXHHFFTJ37lxTlpGRIU8++aQULlzYlJ1//vkyefJkaw0A8kKAIGnNmTNHLrvsMjc87rvvPtmzZ49dTcaPHy/nnHOOe1/kmWeekczMTLsaAAsBgqRz5MgR6d27txQtWtSEQunSpWXEiBF2tRw2btwojRo1csOmdu3asmrVKrsagGwIECSVzZs3S5MmTdwguO6662TFihV2tVxlZWVJr1693OApU6aMjBw50q4G4D8IECSNL774QsqVK+deitIb5V4uRf3www9y6aWXuiF0//33y969e+1qQOgRIEh4Orbjr3/9q3sz/LzzzpOJEyfa1aKSnp4ud999txsiV155pcybN8+uBoQaAYKEtmzZMqlevbrb0N9+++3y22+/2dU8Gzp0qJQsWdKsW8eM9OnTx64ChBYBgoSljXv2sR1vvPGGXcUXBR1SQKIiQJBwdGxH69atY3p5qSAukwGJjgBBQlmyZLbUrVvRDY927drF9Aa3faP++ed7SGbmYbsaEAoECBKCju348ste0rJlUalevZBcfHEZSU1NtavFxKZNm+SWW26RokVLyznnNJC77npT1q9Pt6sBSY8AQeClp2+SN95oLA8/XMgsf/1rLVm3bqVdLaY00N56a5hcccUjRwPt33LjjUOOBtxyuxqQ1AgQBNrPP0+Qzp3PMcHRvn0R+fjjZyQrK/qxHQVl0aJN8r//m3o0RPqbJSVlquzbd8iuBiQlAgSBlJmZIaNGPXk0NAqb8OjS5XxZujSYEx1qYDz//BQ3RO68c+TRbWVmXyQ/AgSBs3nzr/Lyy9e6l6zefvsO2bPHe4OsU5lMmDDBjOFISUmRp59+Wtq2bWt+1T/rz7U80ilP8jJ+/DKpV2+wCZHatQfKiBEL5cgRuxaQPAgQBMp33w2WJ54oaYLjsceKy+TJ0b/saf369dK3b9+jPYE7pWzZsu4TW5EsWl8/p5/X9URr7dp0ueeesW5v5IknJsj27fvtakBSIEAQCAcOpMvAgX92ex3dul11tDGeb1fLk855pU9lNWzY0Dxem1sw6NsIb731VtP7cBb9s/48t6DR9ej6dL3RzKmVmZl1tFczU2rU+D1EbrlluMyatc6uBiQ8AgRxt3LlLHn22Uvc8Bg27AE5eDCysR3asA8YMEAqVvzv2BBdLrnkkqM9mMdkzJgxZobeSGg9ra+f089nX5+uX78nmiCZOXOdCQ8NkZo1B8ibb84y4QIkCwIEcXPkSJZ88UUPefTRoiY4OnYsI3PmjLKr5Wn69OlStWpVt5HXuap05txp06bZVT3R9ej6dL3Od+j36fdGSi9f6WUs55KWXt5at44xI0gOBAjiYufODfL66w3dXkfPnnVk27ZVdrVcHTx4UDp06OBOK6LzYOmraTds2GBX9YWuV9ev36Pfp9+r36/bEQm9kT58+AJzY11DRG+06w13INERIIi5hQs/l86dzzbB8cgjJ8m4cX+PeGxHWlqaVKtWze0RNG7c2Ex2GAv6Pfp9znfrduj2RGrJkq3mEV+nN9KtG2NGkNgIEMTUlCl9s43tuEB+/XWqXSVPs2fPlrPPPts03iVKlJB33nnHrhIT+r36/boduj26XZHSwNDgcEKkQ4fxdhUgYRAgyJdDh/bLV1/1lp49a5t7GHo/4+mny0vv3jfK+PEvy8aNS3LUT0194j9jO5rK3r3bcpQdz+TJk933cpQvX17mz4/8Ca2CoN+v26Hbo9ul2xeNCROWmxvsL7zwTY6fO8Gil7v0keC8OPWAeCJA4Nnu3VskJaWKex8jryW7zMyDR0NlcY6fnYie4TvhUaVKFU/jMwqCbodujxMi0fRE8uIEgy6dOn1pF7sIEAQBAQLPhgy5z70U9d13Q2THjnUmIHbuXC/Ll0+XceOek+7dK9kfi4reY3AuW1199dWyfft2u0pc6fbodjmXs6K5J5IbJxicEe15jR8hQBAEBAg869TpDBMgK1bMtIt8oU85OTfMK1SoEJieh023S7fPubEe6dNZuXGCYciQ+ebXFi0+lMOHjx07QoAgCAgQeKZTjWiARHMvIxr6qKxzwzze9zxORLfPubGu2+2VEwwZGYelWbPfZ/kdOfJnuxoBgkAgQOCZ3jjXAOnXr7ls2eLvuzB0sJ4zziNeT1tFS7dTt1e3O5rBhtllD4YpU1aZ3zdoMFTS03P2aggQBAEBAs+WLZt29Gy7hHuz/NlnLz3aiP5JPv20myxdOkmysry96lWnC3FGmOu4i0TijBPR7Y9m2hOHHQyPPvq5+XOvXjOy1Tq2HhAPBAjyZdOmpTJ48D3yl7+UOubpq65dL5S5c8fYHzkhnXNKG2GdQiRWgwT9otvrTH2i+xEtOxjS0rabebR00d/nVQ+IBwIEvtDexrp1P8kPP4yQUaM6ynPPXW5CRAcN/vTTOLt6nvSs3ZkYsVOnTnZxQtDt1u3X/Yi2F5JbMPTsOd38THsjjtzqAbFGgKBA6ESJY8c+bUJEXw4VqQ8++MDtfRTU3FYFTbfb6YXo/kQjt2DYteuAuQ+iP586dVWe9YBYI0BQYPbt22kCRJ/WilSjRo1Mw/vAAw/YRQlFt1/3Q/cnGnkFQ2rqz+bnzZunyqFDWXnWA2KJAEGBWb16jgmQTp3OtItytW7dOvdlUH5NyR4vuv26H7o/ul+RyisYdCyIjgnRsqFDfx8jkls9IJYIEHim9zn0fsfPP483N9P3799l5sbaunWlTJ3aT7p0Od8EyKBBbeyP5uqtt94yja6+zOlIgr9MXLffeSmV7lekjhcM+oIqLXNGqedVD4gVAgSe2U9d5bboVCbp6Zvsj+ZK30WuDW5+BuIFiTMQUvcrUicKBp0fy6lzvHpALBAg8GzLlmUyadIbR8+wb5fnn79SnniipJmN96mnzjUvi9Kp2w8dOmB/LFdZWVly+umnmwZXXyubDHQ/dH90v3T/InGiYNAZep0XUx2vHhALBAgCYeXKlaax1WXTpsh6LEGn++Hsk+4fkGwIEATCF198YRrasmXL2kUJTfdH90v3D0g2BAgCwbmBft1119lFCU33J9ob6UCiIEAQCCkpKaahbdq0qV2U0HR/dL90/4BkQ4CgwEyfPlAGDGgpe/ZstYuO0blzZ9PQ3n333XZRQtP90f3S/YvEm2/OMq+6XbFih10EBA4BggKj70XXR3m//LKnXXSMxx57zDS0iT4C3eaMSNf9O5EDBzLlhhsGmaerdMwHEHQECArMuHF/NwHyj3/UtIuOQQ9EZPLkle5AwYMHo5uEEYgHAgQFZu3aee6MvNu3r7GLc+AeiMjf/z7ZBMjTT0+0i4BAIkBQoPQlUxoiEye+bhflEPansPQVtjfeOMQEyNdfr7CLgUAiQFCgxox5ygTIq6/eYBflEPZxINOmrTHhUbfuINm375BdDAQSAYICtWLFzP9cxioiu3ZttItdYR+JnpIy1QRI585f2UVAYBEgKFA6K62+2lZDRGfozUuY58LSqdqdF0aNH59Yr/BFuBEgKHAjR/7FBMjrr99sF+UQ1tl4Z836fZp2nSRx9+4MuxgILAIEBW7Zsm9NgDzyyMnHHVQY1veBvPLKNBMgTzwxwS4CAo0AQYHT96M/9VQ5EyI6Oj0vYXwjYVbWEWnc+D0TIOPGLbWLgUAjQBAT77/f3gTIm2/eahflELZ3os+du9GEx3XXDZSdOyN7dwoQFAQIYmLJkq9NgDz2WDHZt2+nXez64IMPTMNbvHhx2bBhg12cEHS7dft1P3R/jufVV78zAfLoo5/bRUDgESCIiaysTOnU6UwTIjNnvmcXuzIzM6VixYqm8e3UqZNdnBB0u3X7dT90f/Kit3luu+19EyCjRy+2i4HAI0AQM0OHtjMB0q9fc7sohwEDBri9kGXLEuuxVt1ep/eh+3E8CxZsNuFRs+YA2bp1n10MBB4BgphZuPBzEyAdOpSQgwf32MUuPWuvWrWqaYQbN25sFweabq9ut27/8Xofqk+fmSZAHnjgE7sISAgECGImM/OgdOxYxoTInDkj7eIcpk+fLoULFzaN8TvvvGMXB5Jup26vbrdu/4k0bfqBCZARIxbaRUBCIEAQU4MGtTYB0r9/C7voGM5AvBIlSsj8+fPt4kDR7dPt1O2NZCDk0qVbTXjUqNFfNm3KuzcGBBkBgpiaN2/sf+bGKikZGfvt4hwOHjwo1apVM41yhQoVZP369XaVQNDt0u3T7dTt1e0+kX79ZpsAuffej+0iIGEQIIgpDY077jhNatUqJJMmnbjxTEtLk7PPPts0zldffbVs377drhJXuj26Xbp9up26vZG4887fn74aNuwnuwhIGAQIYu7hh++SUqUKSZs2beyiXM2ePVtKlixpGukqVaoEpiei26Hbo9ul26fbGYmlS1fKhRe2kIoVH5W1a4MViEA0CBDEXGpqqml0y5Qpc7RHEtnkgZMnT3ZDpHz58nG/J6Lfr9vhhIduX6RSUl6QEiXKSd26f7KLgIRCgCDmdu/e7d5wHj9+vF2cJz3Ddy5n6efj9XSWfq+z/bo9kfY8HM4jyi+++KJdBCQUAgRx0axZM9OI3n///XbRcek9BufGui467iJWgw31e5xxHs4N80jveTh0Hc7nFy9m9DkSGwGCuBg2bJhpRM8888wTDriz6VNO+qisM06kWLFi8uSTTxbY3Fm6Xl2/fo9+n36vfn8kT1vZevToYdZRqVIluwhIOAQI4mLHjh1ugzxp0iS7OCI6WM+5HKSLTiGiPRq/poLX9ej6nKlJdNHvi2SQYF5q1Khh1vPcc8/ZRUDCIUAQN02aNDGN6aOPPmoXRUx7LzrnlDMBo7Poy5wee+wx81rZzZs32x/LldbT+vo552VQzqLr1++JtreU3apVq9xeU7wfAgD8QIAgbpxJE88999zjvjM8Etqw69NdDRs2dF9KlX0pW7as1KxZU2699VZp27atu+if9edabn9G16Pr0/XmJzgcr732mhtGQDIgQBA3v/32m5x00kmmUfXrspPS8Rl9+/Y17yLPLRiOt2h9/Zx+3u/xJnXr1jXf0aVLF7sISEgECOKqQYMGplHt2LGjXeSbFStWyIQJE6RPnz6SkpIiTz/9tOl96K/6Z/25lmu9gqI34p2e0axZs+xiICERIIirt99+2zSqF110kRzRNywlqbDsJ8KFAEFcheXMPBY9LSDWCBDEXbLfGyioez1AvBEgiLtkfzrJz6fNgCAhQBB3yT4+wo/xLkAQESAIhGQdoe3HiHsgqAgQBEKyzhGVnzm/gKAjQBAI2Wep1ZHh9evXT4rFeYfJn//8Z3uXgYRHgCAwnMY2GZc//vGP9u4CCY8AQWDoW/10IsMhQ4bI0KFDk2Jp1aqVGyIDBw60dxlIaAQIUMDat29vAuS0006TpUuX2sVAwiJAgAK2f/9+qVy5sgmRa665xtOLqIAgIkCAGFi4cKH7HvUnnnjCLgYSEgECxIgzoaIOmvz000/tYiDhECBADDVv3tyEyFlnnVVg73AHYoUAAWJo27ZtcuGFF5oQufnmm5kbCwmNAAFi7JtvvnFn533llVfsYiBhECBAHDz//PMmQIoWLSozZ860i4GEQIAAcXD48GG5/vrrTYhccsklsmvXLrsKEHgECBAnq1evlrJly5oQadmypV0MBB4BAsTRhx9+6E51MmjQILsYCDQCBIizhx56yJ3q5JdffrGLgcAiQIA427dvn3kPioZItWrVmOoECYMAAQJgwYIF7lQnHTt2tIuBQCJAgIB466233KlOPv/8c7sYCBwCBAiQpk2bmhA5++yzZePGjXYxECgECBAgW7dulQsuuMCESMOGDZnqBIFGgAABM2XKFClSpIgJkR49etjFQGAQIEAA/f3vf3enOpk1a5ZdDAQCAQIEUGZmptSpU8eEyKWXXirp6el2FSDuCBAgoFatWuVOddKqVSu7GIg7AgQIsJEjR7pTnQwZMsQuBuKKAAEC7oEHHjABUrJkSfn111/tYiBuCBAg4Pbu3StXXXWVCZFrr71WMjIy7CpAXBAgQAKYP3++FC9e3IRIp06d7GIgLggQIEH06dPHnepkwoQJdjEQcwQIkCCOHDkid9xxhwmRc845RzZt2mRXAWKKAAESyG+//Sbnn3++CZHGjRubUMF/FepfyCyIDY40kGAmTZrkTnXSq1cvuzhprEhfIZ2+7yR/GP0HKTukrBR/t7hUGFFB6o6rK93mdJNFOxbZHyFAYowjDSSgZ555xgRIsWLFZPbs2XZxwnttwWty8sCT3UDIa7Hl9XMUDI40kIB0qpPatWubEKlYsaLs3r3brpKw3lj4hgmBwv0Ly31T75NvN34rOzN2ysHDB2X1ntXy/ebv5cW5L0qVD6vYHyVAYowjDSSolStXSpkyZUyItG7d2i5OSGv2rJGiA4uaEHh/+ft28QkRILHFkQYS2AcffOBOdTJs2DC7OOE8/cPTJgBaT/YWiARIbHGkgQTXrl07EyClSpWSZcuW2cUJpebYmiYAJm+YbBdFhACJLY40kOB0qpMrr7zShEiNGjUSeqqTM4aeYQJg+8HtdlFECJDY4kgDSWDevHnuVCedO3e2iwNp96Fjb/w7T15lZmXaRREhQGKLIw0kiddff90EiI4R+fLLL+3imDlw+IAZwzF1w1RzI/zVn16VJ79/Uv7fxP8nN3xyg1z8wcVSZEAR09D3nN8zx2fpgSQWjjSQJHRU+u23325CpFy5crJ582a7Sr5t2rpJ5q6dK5+t+Uz6L+kv3X/sLm2ntpVbxt8iV4++2g2ASJeX572cY/3cA0ksHGkgiWzZskXOO+88EyJNmjSJeKqT/fv3S1pamkydOlWGDx9uRrh37NhRWrRoIddff71cfPHFv49+v/xoA/3QsUGQ21Li3RJyaeqlUv+z+tJmShvpMquLGeMxasUomb5pumzYt8HeDPcpLK3vBQESWxxpIMl8/fXX7lQnvXv3lo0bN8qPP/4on376qfz73/+W7t2P9hratjVzaVWpUkVOP/1091HgEy7ljy73FpLzhp8n1350rdzxxR3y8LSHJeXHFBn661D5et3X8vP2nz1fgnLGgeggwtS0VLv4hAiQ2OJIA0moS5cuxzb+ESynnHKKGdlev359ueeee8x6dBr5Dz/8UGbMmCGr1q6KuFfj1T8X/NOEgIZIu2/aybRN0yQ9I10ysjJMwOhI9JfmvmQumdkIkNjiSANJ6NChQ3LGGWfkCAe9tFW9enVp2rSptG/fXl544QUZOnSoTJw4URYtWiQ7duywVxM3enP9pAEnHXNZzF5sef0cBYMjDSSpbdu2yZgxY2TVqlV2UUJYnr7cPL1VdXRVKT2ktJmNt/yI8nL9J9ebm/eLdyy2P0KAxBhHGgDgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAAT/4/NtCnvkBFvx4AAAAASUVORK5CYII=)
| Product Number | 7H70-7-04 |
| CAS | 303150-21-2 |
| MDL Number | MFCD00172020 |
| Molecular Formula | C14H13Cl2F3N4S |
| Molecular Weight | 397.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 97-99 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090