![3-[3-Cyclopropyl-5-(trifluoromethyl)-1H-pyrazol-1-yl]-2-methylpropanenitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpVAAAaVQGj9cPXAAACcXpUWHRtb2xTb3VyY2UAAHichZXbTuMwEIZfZZTrrePxMUZtEQIhrQRcLKy0dyuTGojUJCgJPbz9jnuApmUbOVU89v+NDzOZji9X5RwWoWmLupokyHgCocrrWVG9TpLfT7ejLLmcjnMSkbBqJ8lb171fpOlyuWT5Wyj9qq5YXpfJdv5i1RY9zVKyunlNBeeY/rm/e9wwo6JqO1/lgai2uGg3g3d17rvNLv6zRFr6ZlFU6Vaels1i6+2v4PHhbNXOkq+zXNPcFaHwUswDvNRN6TtYCM7o4T/gNVSh8V2YwfOahiVTdPbp+P6mzj/KUHXUjR6K3M8fu+Yjp4Gynof8g5xR5+fNJCmRAN/V5VXT+DXEXhz2CF6Al+AVeA3egLfgM/AOPHL60TySAEmBJEHSIInQ0t3PQ1z8af0e6AQQ2wO161273bS99UDXJ2LQMmMdIBOK3IzogI5zGCFDp0W0LToZbWeiLZlA2sJIMCu3tlFcwUgxrbSJ49IpHe0sMwfc3t+OEwyVsSAZ1+gSWNNGLFNKZZCxTNNGHOMoDFhmDekMk1wgaHJu3N7aze2USDvXmSbToY1ukFtFC2SaCMG0kGL/Iil3VgMik0oqCkP6GYfp+LmuZgddKGaT5BmTTYB+hZdW7GKUQN3MQkM3GB1E6SEg+kCM6HlA9oEY//OA6gMxWz6Bq+8A3Qdibp0HTB+ImXgesH0g5u15IDs5wwDg+kD8LM7fEvI+sfmKBhA8RXAAEafIQIKgPLldHEgRPAr5tgQMMEdR35aMAcZ8s84QY08SHs0AchT9fRXbMfKLSQ++yXRfR6l7UmPTgwKc0t/O9B+HIOs3SxhaUQAARHFJREFUeF7t3QeUFFXaxnEDJlRQMKGL8K2sICisqwRRBBURWFCyCVREETCygkgQCcq6BjIiQZEsOSNIkqSgkpNIljikAclhvJ9vaV26L9NMd03XTHXV/3dOnUXq7WFmtus+fatuOE8BAODAeeZfAAAQDQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEADzsrrt66eOee/qqnTsPmSVaaG1GIEAAwMNCQ0GONm1mmSUaAQIA0MwAKVq0t9qwYb9ZZiFAAACaGSByNGky1SyzECAAAC00FO6++8yfV65MMksJEADAGaGh8NZb0/SfGzSYYJYSIACAM0JDQZ59yDMQ+78XLNgasTYjECAA4GFmKDRvPl3/d506o9Xvv0eudRsBAgAeZobCpk3JYb2QadM2RKx1GwECAB6WWii0ajVD/121asNUSsqf3ZDUat1EgACAh6UWClu2HAjrhYwZsyZirZsIEADwsEih0Lr1LP33FSoMUidOnI5Y6xYCBAA8LFIobN16UBUr1kefGzhwWcRatxAgAOBh5wqFtm2/1ecefLD/OWvdQIAAgIedKxS2b/9NFS9+phdyrlo3ECAAkEEOHTqhJk36xWr4o5VWKLz33uyzwiNSbbwRIACQAWSobb1646zGvXr1YebpiNIKBdkfpESJs3shGYEAAYAM8NlnP+rGXWaQRyuaUOjQYS4BAgB+tGjRDj1vQ3YV/OWXfWZJRNGEQlLSYevrRlMbTwQIALjo4MHjqmLFwbphHzZspVmSsAgQAHDRm29O1eHRuPEU83RCI0AAwCUjRqzS4SGzxQ8cOGaWJDQCBABcsH79PlWy5OdWeMjzjx9/3G6WRLR8eZIaN+5ndepUinnKUwgQAIiz48dPqZo1h+veR48eP5glEa1YkaQnBw4YsMw87SkECADEWeiw2rp1x6rTp6PrSRw+fEI9+uhQ/VrphXgZAQIAcTRz5iYdAGXK9Itp1nmLFmf2+Xj55Ulhuw16EQECAHGya9ch9cADX+oQmDp1vVkS0fjxa/XrHn54gNq794hZ4jkECADEgSxV8sILfy5VIke7drPNkohkg6hSpb6wXnf33b3U/Pm/miWeRIAAQBz06vWTDg9Z6+ro0VNmSapOnkxRTz89Sr+2Y8fvzRLPIkAAIJ2WLNkZtlTJ2rV7zZKIPvnkOx0eEiQSKNGQOpnVLsukZBYCBADSQZYq+fe/zyxVMmTICrMkIrlVJbes5HVyC0tuZUXL3kxKhvzu3585ExQJEABIh6ZNv9Hh8cYbX0c9ckoeksvDcvu1EyasNUsikofz9utkJ8IjR06aJRmCAAEAh0aNWq0b8vLlB0bdE5CQadRokn5ty5YzzJKIZFhw6dL99GtnzdpklmQYAgQAHNiwYX/YUiULF24zSyLq33+pDgCZOCgTCKMhExKfe26Mfu1//zvXLMlQBAgAxOj48ZOqevUzvYDu3ReaJRGtXHlmqRL5X/nvaMmSKPa/WavWCHXixGmzJEMRIAAQo2bNuqi8eeuqQoXaWD2CWJYqeeyxM0uVfPnlErMkoh9+2K5HeknPR3pAmY0AAYAYjB07Vl16aS6VI0dxVbDgc2rr1uh3F2zV6sxSJQ0bTrQmH0YjOfmY9YzFfu3IkavMkkxBgABAlLZu3apy5sypzjvvPJUly5VqxIhJZklEEyeu1QFQtmx/tWdP9EuVyEZU9mubNJlqns40BAgARCElJUWVLl3aCg856tata5ZEZC5VMm/eFrMkoq++WqHDQ7bGlXknXkGAAEAU2rVrp8Mjf/786vDhw2ZJqmTGeO3aZ5YqkZnn0ZIZ7TKzXV4nzz8WL95plmQqAgQA0jBv3jyVJUsWKzwuueSSPxryxWZJRJ06fa/D46mnRkU9curYsVOqRo1h+rWy1pbXECAAcA7JyckqT548uvfRsWNHsySiOXPWqrvv7mkFwH33fa42b042SyJq3362Do969cZF/cA9IxEgAHAONWrU0OFRsWJF9XuUa5UkJe1VRYo8o/Lle0UVLvxRTLsLTpu2QYeH7C+yc+chs8QTCBAAiKB37946PHLlyvVHKEQ36U9Cpnz5f6srrsinrrvuQfXqq5+ZJRHt2HHI2snQDpAZMzaaJZ5BgABAKlavXq2yZs1qhccFF1zwR69gmlkS0UcffaSDp0CB4urgweh6EDIhUfZQt8Pj/ffnmCWeQoAAgOHYsWOqcOHCOgSaNWtmlkT0448/qosvvth63UUXXaS+/z76DaI+/fRHHR41aw5Xx49HtylVZiFAAMDwyiuv6PAoVqyYOnkyuuXSf/vtN5UvXz792g4dOpglEf3005mlSmTo7rp10c9wzyyeDZBe9c+L+gCAeBk3bpw6//zzrQDIli2bWr9+vVkSUZ06dXR4PPjgg9bkw2gcOHBMVagwSPc+hg/3xlIlafFs62uGxLkOAIiHbdu2qWuuuUaHwKBBg8ySiAYOHKhfJ19j+/btZklEr756Zr7Hf/7jnaVK0uLZ1peAAJCRpLfwwAMP6BB49tlnzZKI1q1bp6688krrddJ7mTBhglkSUd++I9XNNz+pChRo9kcvZICnlipJi2dbZwIEQEZ67733dHj84x//UIcORTdySp6PFC1aVL/2tddeM0siWr58+R/Bc7266qoiKnfux9TChevMEk/zbOtMgADIKN99951eqkRGUP30U/TLhjRt2lSHR5EiRdTx49H1II4ePaoKFixove6CCy5S7dt3Mks8z7OtMwECICMcOHBA5c2bV4fAxx9/bJZENHXqVGuOiLzu8ssvV2vWrDFLIqpfv77+N++99151+nR0a2R5iWdbZwIEQEaoVauWbsjLly8fw1IlSeqGG27Qr+3Tp49ZEtHIkSP166666iq1efNmsyQheLZ1JkAAuK1v3766IZcw2LVrl1mSqj+XKimvXyshFK0tW7aoq6++Wr92xIgRZknC8GzrHBog5zoAwAm53SS3naQRl9tQcjsqWp988okOALn9JSv2RkNuU8ntKvu1L774olmSUDzbAptBEekAACdeeOEF3ZDLg/BoyQN2e6kSefA+f/58sySi1q1b63/ztttuU0eORL+trRd5tgUmJAC4SSYJylpVMmM82qVKZGjvrbfeqkOgffv2ZklEs2fPVhdeeKH1uksvvVQtW7bMLEk4nm2dCRAAbjt1KrbFCmVyoR0eZcqUiXqpkn379qncuXPr13br1s0sSUiebZ0JEABeMnjwYB0AOXPmtJY9iVaVKlX0aytXrmyeTliebZ0JEABesWHDBmthRQkAWapEFlyM1qeffqrD46abblJ79+41SxKWZ1tnAiRjhf6+0zqAIJHnI7Kkux0CstR7tFasWKEuu+wy63Uy0mvmzJlmSULzbGtAg5WxzJA41wEEidxyssNDNpmSzaaiIUuVFCpUSL+2ZcuWZknC82xrQIOVsfh9A2ebPHmyDgAZsrtqVfT7dDRo0EC/9p577on5gX0i8GxrQYOWsfh9A+F2796tcuXKpUNAAiFao0eP1q+TpUo2bdpklviCZ1sLGrSMxe8bOEOWKqlYsaIOgRo1apglEf36668qR44c+rXDhg0zS3yD1gIWAgQ4o1OnTjoA8uTJE9NSJaVKldKvrVevnlniK75qLU4cSVZr5vZRB5MSa1MWLyBAgD8tXrxYXXLJJfq5x7x588ySiNq0aaPDo0CBAurw4cNmia/4qrWY+XltqwEc0OR6deTgTvM0zoEAAZTV4OfPn1+HQNu2bc2SiObOnauXKpEAWrJkiVniO75qLeYPfVU3gpM6PSw3Ms0SRBAaIOc6AD+rW7euDo/SpUtHvVSJ3OK6+eab9Wu7dOlilviSr1qEE8cOqqEt/q4bu6VT/meWIAIzKCIdgF8NHTpUB4A8BN+6datZElHobPNKlSpFvSlVovNdi5C0cYHq0/Aiq7Hr0+hitXvTD2YJUkFIIMg2btyosmfPrkNgzJgxZsk5rVy5Ul177bXq9ttvt4b/BoUvW4slX/9XN4ZDW96iTh77zSyBgQBBUMkEvxIlSujwaNSokVmCCHzZWvz+e4qa2PEh3SDKw3WcGwGCoGrevLkOD+lBRLtUCXwaIOLIgR2q/5vX6kZx7ff9zRKEIEAQRDNmzLAWOZTwkEUP5VYUoufr1mLL8omq10vnW43iF69dqQ4k/WKW4C8ECIJmz5496sYbb9S9j549e5olSIPvW4v5w17XDePo9+9WKadOmCVQBAiCR0ZL2eFRrVo18zSi4PvW4vSp42pk+3/qxvH7kU3MkkA5cfSA2r/j7BVFCRAEiczTsMNDtprdv3+/WYIoBKK1SN71s/r81cutxrH3SxeorSunmCWBsHnpONW/cU7r97Bu4eCwcwQIgkJmiNtLlcjM8Tlz5pgliFJgWouf532uG0hZ6uTowV1miW+dPnlMzRv6SlhILJ70XlgNAYIgkKVKZI0qu/cha1fBuUC1FtN7P64byUldHgnEUidyu2pEu8JhATGr37NWqABBI6vj2uEhq+bK6rlwLlABIvf/h7T4P92QLpv6kVniK6vn9FKfv5JV/7z9Xst21q0rIChkXw47PK6++mpr3w6kT6ACROza8J3q0yCL1aBaS51s/tEsSXiyrP03n1UP63WM6VBMHdyzwSwFAkF2BJSdAe0AGTVqlFkCBwIXIGLx5Pd1w/pVq3/4aqmTnevnqcHN8+ifTwYNLBzVTKWk+G8/ZiAaslRJyZIldXjEsjUtzi2QASJLnUz45IEzzwS+eMYsSTi/p5xWiya2070rOQY2zaW2rZ5mlgKB0rJlSx0ehQoVUkePHjVL4FAgA0QcSd6u+v/nGt3Y/rJgoFmSMA7v36rGf1w67JbV110rqmO/BWdVUCA1s2bN0ps8yVIlK1asMEuQDoENELF52Xi91Ik8YD64e71Z4nmblo5VXzbOoYNDnussn97JLAMCZ+/eveqmm27SvY8ePXqYJUinQAeICN3F8Ku2RdXp0yfNEk+SYbhzhzQK63UMeye/2vPrYrMUCKRHH31Uh0eVKlXM04iDwAeItdRJuyLq/SfPUw0ePk990eUts8Rz9m9fqUa0vSMsPL79sq46dfywWQoEUrdu3XR4/O1vf1P79u0zSxAHgQ8QsXvralWvXFZVpuB5Kl+uC9S0ad+YJZ6xanZP9fnLl+ng6Pd6drX+h6FmGRBYy5YtU5deeqkVHvL8Y/bs2WYJ4oQA+cuYYX3U9dn//MRyww03qKSkJLMkUx0/sl9N7Vk1rNcx5r/F1W97NpqlQGAdOXJEFSxYUPc+WrdubZYgjgiQEDVr1tRvvAoVKqjfPbLUyc5f5qjBzXLr4LDmdoxpztwOwPDiiy/qa/jee+9lqRKXESAhkpOTVd68efUbsGPHjmZJhkpJOa0mDmyjujx/oQ6PgW/dqLavmWGWAoE3YsQIfe3KUiVbtmwxSxBnBIhh/vz5KkuWLNabUJZ8XrRokVmSIWSdnierlFKV7jpPvVn5r7kd3SupY4f2mKVA4G3evNkKDTtAJEzgPgIkFe3bt9dvxFtvvVUdOnTILHHV6NGjrYvh0ovPU//Me56qXfoS9f2kLmYZgD/IbSq5XWVfs/Xr1zdL4BICJBUpKSmqTJky+g353HPPmSWukCUWZJ0e+9+Vo8RdBdQvq5eYpQD+8s477+jrRR6gy4N0ZAwCJIJt27apnDlz6jfmkCFDzJK4Wr58ubVOT2h4yN4FsgEOgNR9++23eqkSGborQ3iRcQiQcxg7dqw6//zzrTdntmzZ1IYN7iyHLkssyDo9dnBkz57d2rsAQGQyOVAmCdrXjUweRMYiQNLw8ssv6zdo8eLF1cmT8VvqRC4AWWIhtNdxzz33WHsXADi30GtHli1BxiNA0nDs2DF1xx136Dfq22+/bZY4Il3v0E9P0g2XZadl7wIA5ya9dvvakQUTZeFEZDwCJAqrVq1SWbNmtd6sF1xwgZo+fbpZEjUZMSKzY+37tvYFIMtOA0ibLMlu3/KV64hrJ/MQIFHq1auXbvBz5cqldu+Ofa8NmdgUOtxQjsqVK/PpCYiSjFQMHWwivXZkHgIkBtWrV9dv3H//+98xLXUycuTIsD2ZZcQID/2A2Lz00kv6GpJtarnlm7kIkBjs379f3XzzzfoN3LlzZ7PkLDImXSY2hfY6ZKw6ww2B2IwaNUpfQ/JhjMEmmY8AidHcuXP18wtZ6mTJksiT/CQkQlcGlUMWe2OiExAbWdondKkShrl7AwHiQNu2bfUbOX/+/KlO9pPbU/aeBPYnJrmNBSA2MvCkVKlS+lqSCbbwBgLEAVnq5P7779dv6Oeff16fkwfioVtpyiEPzlkZFHDm3Xff1ddSgQIF6MF7CAHi0NatW1WOHDn0G/urr76yhhPKkFz77+RWl6zTw54EgDNz5swJW6pk6dKlZgkyEQGSDmPGjNFhcdFFF4XN7ZBJgjJZEEiLbCHw9ddfq127dpmnAk0GreTOnVtfU126sCK11xAg6VS7du2w21VyPPbYY9YyJUBa+vTpE/bekQ8hsqnZfffdp2rVqqXeeOMN9eGHH6pBgwZZPdyNGzdaqyMEQdWqVfXvpVKlSuZpeAABkg4yEkQWPgxtAB555BGzDEjVnj17wlZ8juWQ26e33367KleunLXdQJs2bazJrhMmTLA2Qdu5c6f5zyWUnj176p/1xhtvtH5X8B4CxAF5iPfCCy+EXdD2qr2y1MmMGWw5i7TJp2r7/ZMvXz6rxyE9D+mByPvIDI1YD/kadm+mZs2a6vXXX1f/+9//1MCBA63ejKwuLTO7vWblypV6qRKuJ28jQGIkD/Fuu+22sAtVZsd27dpV/zefmJAWuZ9vv1/kPr/c7zfJM5HFixeriRMnqt69e1u9DOltSK9DFvh02nsxD5lfIcuDPPzww9bXl1FP0psZP368+umnn9SOHTvMb801cntOelb299a8eXOzBB5CgMRALnqZPBh64cnsWFvoPVtZ4wpIjXwIsecIyTMPGWnk1PHjx63nItKjkOckH330kWrcuLF6/PHHrbkT0gMJHdzh9JAetnwtGZJeo0YN9dprr6kPPvhADRgwwPq3169fH5feTMOGDfW/WaJECZYq8TgCJArSmwi93SCHXJwyOzaUOWpEeiVAKLn9KXMZ7PeIfNrPCNKbkVUTJk2aZD24l95M3bp1rWd2hQsXVtdcc81ZoeHkkAmzsvpC2bJlrd6MrDz92WefqXHjxqkff/xRbd++3fzWtNBRjfJsUYIR3kaApEHuv8otKfuNLZ/m5KKPNLeDces4l9BnZ/JsItL7KDOcOHHCWl9KehSDBw+2ejP/+c9/1BNPPGFNnJUeSJYsWc4KDSeHfC1ZDFF6M6+++qpq0qRJ2MoNQ4cONb89eBABEoF0neX+a+jDTOldRHO7IXTmrDwvYeYshIzas98XcvvT7MEmiqSkJOuD0eTJk1Xfvn2t3oysxlC+fHmrN3PttdeeFRixHNIzQmIgQFIhn8Lk/mvom1qeb6T2oDM18qlSPl3ar5VPnQg2eU+FLucf+uzMj2TrZ/mZZTLtkCFD1Mcff6zefPNN9eSTT6rSpUtbPRCZfGuGhxxymw2JgQAxSNc5dG6HDCeUMemxkrWvQlcPHT58uFmCgJDerNyusd8LMmoPf5KN2aQ306JFC/37YdJg4iBA/iIr6krXOfSTkAyVlDHpTpn7F2zevNksQQC0atVKvw9kuGw8Riv5jWzOZg8ukNvGP//8s1kCDyJA/iBj7WVZ9tDwaNSoUVyWjGAHtWCTB9KhgyqWL19uluAvMlrLvlYaNGhgnoYHBT5AOnXqFDa3Q5aIkOGE8SKfNkM3lZJPowgGWdo/dHXmHj16mCUIIdeKPZw4a9as1u8P3hbYAJF7rxUrVgzrdcjDPVmmPd7kU2foxDH5VAr/C90XRhbYRNpCb/e1b9/ePA2PCWSATJs2TeXKlUu/UWVsu+wy6OaYfPn0af978qmUT1f+1r17d/3/tyztz+rM0ZFFIO07AnKNytwUeFegAuT06VOqQ9tmYXM78uTJY+1znhHkU6j978qnU/iT2eNkX5jYyAx2+zrp16+feRoeEpgASU7aoNo2KKZK/OM8dfXlf745q1evrpKTk81S18inUPk0al8c8ikV/mI+85IdKRGbZcuW6dWtZWIivCsQAbJu4WDV77VsqlW181SNEuepovmzqj59epllGUI+jTIqx7/q16+vw0MWHnTztqifyVpa9u9x+vTp5ml4hK8D5OTxQ2pWv2dVr/rnWcdnL56nPnq5sNqyYZVZmqHkU6l9ccinVeYF+MPIkSP1/6/M+0kfWSbF/l3KYBd4k28DZM+WReqrd27V4SHHvKGvqFMn0z+3I73kU6l8OrUvEPnUisRmrjwwYsQIswQxkImF9q1AuZ21evVqswQe4L8A+eONt3xaR9Wn0cU6OPo3zqk2Lx1nVmYq+XQaujaSfHpFYjp9OkU99NCZvWBefPFFswQOyCZafMjyNl8FyNHfktTkLuXDeh0TPi6jDidvM0s9QT6l2heIfHqVT7FIPJ06jVM33PCIuvLKAur22+9k9eU4kZUg7JV9ZU06mbsFb/FNgGxd/Y0a2OQGHRx9GmRRiya1/6NDkmKWeop8WrVDhIeuiWfRoh3qX//qrG69tbH6+98fVytX/mKWIB1kQyr7+mjXrp15Gpks4QMk5fRJtWBkU9X7pQt0eAxunkftWj/fLPUk+bQause6XDBIDAcPHlcVKgxSd93VyzoGDVpgliCdZCdFe07NDTfcYG3hC+9I6AA5uHu9Gt2haNgtq2m9aqoTRw+YpZ4m495DJ57Nnj3bLIEHvfnmVB0ejRtPMU8jTmSzKvsD1hdffGGeRiZK2AD5ZcFA9cVrV+rg+PzVy9WauX3MsoTRrVs3fZGw9IX3jRixSoeH9EIOHMj80X1+tWLFCj2xULZYgHckXICcPPabmvlFnbBex8h2RVTyjsQf5le5cmUdIlWqVDFPwyPWr9+nSpb83AqPokV7qx9/3G6WIM7KlSunr41vvvnGPI1MklABsnvzj2poq3xh4TH/q9fU6VP+uC9qLv/96aefmiXIZMePn1I1aw7XvY8ePX4wS+CCKVOm6OtC9l6HNyRGgPz+u1r2zceqT8OLdHD0/881asuyCWZlwps5c6Ze7FGGLkr3Hd7RocNcHR5164615oDAfTKxUHZzlOtCbmetWpW5q0ngT54PkKMHd6lJXR4J63VM6PigOpLs39sGLVu21J+22ALVO2bO3KTDo0yZfmr79t/MEriob9+++rp44YUXzNPIBK4HSGjDn9Zh2rpyihrQ5Hp9XuZ2LJncwfNzO9JLtr2955579MXC9p6Zb9euQ+qBB77UAfLNNxvMErhMJhZed9111jUhoxaTkpLMEmSws1vtODND4lxHqO1rZ4XN7RjSPK9K2vB9WI2fbdq0KWypk9GjR5slyCApKb//8Yl3nA6Pdu0YZp1Z2rRpo68J+TMyV4YGSCzW/TBEv25678cTbm5HPAwbNkxfLLJX+6+//mqWIAP06vWTDo/q1Yepo0dPmSXIINLrsOdMSW9EeiXIPLG16g44DRB5cP7z/C/UpqVjzTOBUq9ePR0ipUqVYqmTDLZkyU5rqK6Exz339FVr17IVcWaT5x/2NSHPRZB5YmzVY+c4QGA5fPiwKlCgAN32TCBLlVSsOFj3PoYOZUScF6xcuVJPLJRBJjJCC5nD9VadAEm/JUuWqEsuucS6YGSpk4zawz3omjb9RofHG298bZ5GJpK5IPaHKpkjgszheqtOgMRHly5d9AVz8803q/3795sliKNRo1br8ChffqBKTuZeu5fIbHT7epBZ6sgcrrfqBEj8VKpUSV801apVM08jTjZs2B+2VMkPP/h3zlEik3Wx5FqQ21lMuM0crrfqoQFyrgNp27Nnj7rxxht1iHz22WdmCdLpxInTqlatEbr30b37QrMEHiEr89rXgqzYi4znesttBkWkA9GZMWNG2FInLOkQXx98cGapkueeG8NSJR4me4PIHiFyLcjQXtk7BBnL9ZabkIi/5s2b609e0o1nLHx8yCq7dniULs1SJYlAdim0rwU2Y8t4rrfqBEj8yVInJUqU0BdOo0aNzBI4IIEhzz7kuQdLlSQG2SddeuJyHcj+6XyYyliut+oEiDs2btyosmfPrkNk7NhgT7iMFwkReYiOxFG/fn19HfTu3ds8DRe53qoTIO4ZOnSovnBy5syptm7dapYAvrd69Wo9sbBgwYJMLMxArrfqBIi76tatq0OkdOnSKiUl2A997WcY9tIjO3ceMku00FoktooVK+rrYPLkyeZpuMT1Vp0AcZcsdZI/f3598chDxSALDQU52rSZZZZoBIh/TJs2TV8DZcuWNU/DJa636gSI+xYvXqyXOsmSJYuaN2+eWRIYZoDIA/FIzzQIEH8pXLiwdQ3I7axly5aZp+EC11t1AiRjdOzYUX8Cy5Mnj0pOTjZLAsEMEDmaNJlqllkIEH/p16+fvgaee+458zRc4HqrToBkDHlwGHofuEaNGmZJIISGwt13n/nzypVn715HgPjLiRMnVK5cuaz3v/TId+7caZYgzmjVfUQ227EvIDmCOKQxNBTeemua/nODBhPMUgLEh9q3b6/f/61atTJPI84IEJ+Rh4n2UidZs2a1hjgGSWgoyLMPezMoORYsCB/mTID4z969e633vbz/r7nmGnX06FGzBHFEgPhQs2bN9KcwebAYpNm5Zig0bz5d/3edOqNlo8uItfCHBg0a6Pc/C466iwDxoZMnT6pixYrpi+iVV14xS3zLDIVNm5LDeiHTpp1ZosSshT/8/PPPuhdes2ZN8zTiiADxqfXr16ts2bLpELn66qtV3rx5XTsKFiytSpRooMqV66oqVx6SIUf//kvNHzvVUGjVaob+u2rVhqmUlD+7IanVwh86dOig/vnPf6pvv/3WPIU4IkB87KOPPtIB4vZxxRW3qJtuqqYKFWoX1jC7eTzyyEDzRw47b9uy5UBYL2TMmDURawFEjwDxsQ8++EA38LLwotlriOeR0T2QmjWHW9vOmiKFQuvWs/TfV6gwyNo4KlItgOgQID5mPweR+8E7duwwT/tSpFDYuvXgH7+PPvrcwIHLItYCiA4B4lNbtmzRK5Ted9995mnfOlcotG37rT734IP9z1kLIG0EiE916tRJ376SPwfFuUJB9vooXvxML+RctfCXI0eOWEN6q1atat1yveKKK6xtcG+++WZVvXp19eWXX1pb5KYm9FlfWmKp9YNg/JQBJL0OeRNLL0R6I0GRVii8997ss8IjUi38YciQIer6668Pa9xTO2QVh5EjR5ovjykUYqn1g2D8lAEjzzvscfDyHCRI0goF2R+kRImzeyHwp/fee0836BdddJFq2LChmj17tjVjXXocMty9R48eqkCBAhEb/lhCIZZaPwjGTxkwckHYb2IZiRUk0YRChw5zCZAAkG2e7etA9kv/6aefzBJNFmJs2rRpqg1/LKEQS60fBOOnDJiHHnpIv4nXrVtnnva1aEIhKemwtVthNLVITLIaQ+7cua1rQG7jyhpx0ZDFGE2xhEIstX4QjJ8yQPbs2WNtKiVv4CJFipingUAYOnSobsjLlStnno5JLKEQS60fBOOnDJC+ffvqN3DQt7dFcD377LP6OpARVukRSyjEUusHwfgpA6RChQr6Dbxq1SrztGtSUlKsrXWHDRtmPbisXbu2KlOmjHUULFjwr9nqBfXfyfn3339fDR8+XC1ZssT8ckC6hD4UT++WBrGEQiy1fhCMnzIgZBvbiy++2Hrz3nbbbebpuFuzZo363//+Z+2EGLpwo5NDllp59NFHrTkrmzdvNv8pICayeKj93jp48KB5OibmezXaIwiC8VMGxIABA/Sb163d2GSb0A8//FDdeeedZ10wkQ55mCk9EPuhZjRHqVKlVM+ePdN98SOY7OeAcpw+fdo8HRPzvRntEQTB+CkD4rHHHtNvXrmdFE/S23jhhResvabNC0WOfPnyqXr16qlu3bqpKVOmqA0bzuy7kRoZf//111+rrl27WverJWDMrynHVVddpVq0aKF2795tfgkgIrd6IGmJpdYPgvFTBsChQ4fUZZddZr1xb7nlFvO0Y7/++qt68skn9bpa9iETFR988EH1+eefq23btpkvc2TTpk1WAJUoUeKsIJGfTXpVsiRFvCxZslO9++4stWhRMBaaDJL8+fPr9w7PQNwTjJ8yAOThtf3GlQlR6SXb4LZt21bvL20fsiSEbNbj9uq+0kN544031OWXXx727+fJk0eNHj3aLHfkqadGWXNAZHn40K1ukfieeeYZ/Z7J7FFYK1asUM2bN1d33323ypEjh9WLlx67zIpP9GWG0v6NICHUqlVLv3EXLFhgno7JsmXLVKFChcIuBll0rlevXhEXnHOLLDnRunXrs4JEbnsdPnzYLI9Js2bT9ETCVau4ReYnofNAHnnkEfN0TFILhUhSqw39O/OQwSOLFi0K+QqJJe3fCDzv6NGj1uqi8oaUB9W/p+PjdOfOncOec8ito3fffdf6NzKT3EqrUaNG2MUnQzWXL19ulkZt6tT1OkC6dl1onkYCM2eiz5w50yxJlQxBN4W+59KSWu0dd9xhzcmSNbjkfSy9e+mVlC1b1qqTASOJKu3fCDxvzJgx+k37+uuvm6ejIhfcc889F3YByIq+8lzCS8aPH69y5sypv8crr7xSTZ8+3SyLypEjJ/WSJlWqDDVPI8GFXhdy6/VcA0vk/d+sWbNUQyK1UIgkltqtW7dadfIhLVGl/VPC82RSnv2mnTNnjnk6TTJKJXT9LBkCKc8/0jv80S1y4dnL1cshc1+++uorsywqjRtP0b2QtWv3mqeR4EJX45X3ycsvv2xdI/v27bNux27cuNHaJyT0lq0pllCIpVaGxEud3B5OVGn/lPA0WUVUhrrKG/GGG26wZoTHQsKjaNGi+k0vn+inTp1qlnnOqVOnVJ06dfT3LaPCnITIxIlrdYD07PmjeRo+MHjwYHXdddeFNe6pHTfeeKMaNWqU+fKwmrREUysfzNauXasqVapk1SXyitmRf0okhMmTJ+s3bIMGDczT5yTPNe6//379+ptuusl6gJ4o5FlPkyZN9Pcvz25ivZ118OBxvT9IzZrDzdPwCRlwIRNTZa6UjOST0YX2joTVqlVT/fv3tz6MpSaaULClVRt6Xq63Ll26mCUJJfWfEglDJu/Zb8hol6wW0lORJUhC38zSnU9Eb775pv45pAcV64P1V1+drHshGzcmm6eBuAkNELlVLHOpvv/+e7MsYRAgCUxu41xzzTXWm1EeLMt/R0sm5dlvZNlsJ72TrTKT9ERCb2fJ6KxYhviOHr1GB0jfvok7pBKJQa5Tmf/RvXt3a17IhRdeGNOHPy8hQBKY3K6xG83nn3/ePB3RhAkT9Ja30o3/4YcfzJKEIxdl6IN1mScSrf37j6miRXtbASKTC4GMIsv5yPtVJhkmIgIkgclMVrvBnDRpknk6VUlJSWHDYHv37m2WJCwZnRX6s8UyY/2llyboXsi2belbOwmIlizNI+/VRB3KS4AkKHmGkStXLuvNJ7NZIz0AND399NOOPqUnCpknYv988rA02rWzhg1bqQOkf/+l5mnAFTLi0X6vJiICJEHJWHa7oZR5INGw36xySPgcOHDALPGF0BnrLVu2NE+navfuI/o21rPPjjFPA47ddddd1jJAMrhDrjl5PifDeGUvHXsIvkxiTEQESIKShQZjuVUjD5plSQX7NbIToF/JchH22lkyXFNu20Xj+efHWQFy99291K5dh8zTgCP2NRfpkJFY0faUvYYASUASBjJ+Xd58sgZWNOtUjRgxQr9hZQ0ev5MFGO2fV/YTicagQcv0bawhQ1aYpwFHZG6VrJD9r3/9y9qn5KKLLrLuAMgw+kGDBsU8+ddLCJAEtHDhQt041qxZ0zx9FrP3MW/ePLPEd2QVX7sXIrcJotlUaMeOQ1bvQwLkxRfHm6cBGAiQBPTWW2/pMIhm+Y7Q4b5B6H3YGjdurH9umYUcjTp1RlsBIs9D9u5NzNsKQEYhQBKQ7DgojaLM4ZCdCNMSOvJKlj4JinXr1umdFGWOSDT69Vuib2ONHLnKPA0gBAGSYJYsWaLDQNb1SYuM+rB3FZTlSry6wq5b7O1xJUiiWZp+y5YDOkAaNpxongYQggBJMO+8844OEFkALi3ykM6uf/vtt83Tvid7rNs/f8eOHc3TqXriiRFWgBQr1uePAD5mngbwFwIkwRQsWNBqDGVvg+TktBf+C90kSh6+B430Ouyf/9FHHzVPp6pXr590L2TcuJ/N0wD+QoAkEFnw0G4My5cvb55Olb2tpwwfDNrtK5vM8rV/B9EMmVy/fp8OkNdf/9o8DeAvBEgCad++vQ6QPn36mKfPsmHDBl1ftWpV83RgyJIt9u8h2v1OqlUbZgWIbHl76FB0y8QAQUOAJJB//vOfViMo+wjs3r3bPH2WcePG6YYzkXc9S6+uXbvq38OwYcPM06nq0eMH3QuZPHmdeRqAIkASxvr163UjKEsfREPW2rFfM3bsWPN0YEyZMkX/HqQXF401a/boAGnSxPtb/AKZgQBJEKFh0KNHD/N0qurWratfI4u3BVXorbxnnnnGPB1R5cpDrAApWfJzdfRo9Jt1AUFBgCSIYsWKWQ2gbAS1Y8cO83SqKlSooBvO48ePm6cDQzabsn8PjzzyiHk6os6dv9e9kGnTNpingcAjQBKArC5rz6i+9957zdMR2Tv0XXLJJeapwJENe+R3UbJkSfNURMuXJ+kAad58unkaCDwCJAF07txZf4KOdjKcKFKkiPUa2Tc96GTfd/ldFC5c2DwV0e+/Sy9ukBUgpUp9oU6cCOYwaCASAiQBlCpVymr8pBeyefNm83RE//jHP6zXydLvQWcvfy+/k1h8+OF83QuZPTv63z0QBASIx+3cudN67iGNX9GiRc3T50QP5AwnPRCxaNEOHSDt2882TwOBRoB43KeffqpvX8U6l4NnIGc4eQYiUlJ+V1WrfmUFSJcuC8zTQKARIB730EMP6QCR5cljwSisP4WOwipXrpx5Ok3JycfU4sU7rTABcAYB4mGyq57MOndy60UwD+RPGzdu1L+HOnXqmKcBOESAeNjnn3+uG762bduap9Mkt7zs148fH9wtWqdOnap/D9HORAeQNgLEwypWrKgbvpUrV5qn0yTLl9iv//DDD83TgdG9e3f9e4hmC2AA0SFAPEp2EpQ9P6TRK1CggHk6Kr/88otuOGvWrGmeDox69erp38PSpUvN0wAcIkA8auDAgbrRa9mypXk6ajfeeKP1NWQo7+8yMy6A8uXLZ/0OsmfPHvOeKPYQXjlkafedOyPvQR9aCwQBAeJRVapU0QGyePFi83TUateurb+O7KceNNu2bdM/v9wSjFVoKMjRps0ss0QjQBA0BIgHHT58WM9b+Pvf/26ejkm/fv10A9quXTvztO/17dtX//yyonGszAApWrS32rBhv1lmIUAQNASIBw0fPlw3ek2aNDFPx2TPnj36WYrcygma0Hk0a9asMU+nyQwQOSLtD0KAIGgIEA96/PHHdaP3/fffm6djFno7bN68eeZp35Jl7y+88ELr577zzjvN01EJDYW77z7z55Urk8xSAgSBQ4B4zLFjx9QVV1xhNXp/+9vf4vLge/To0TpAnnrqKfO0b73//vv653Y6jDk0FN56a5r+c4MGE8xSAgSBQ4B4TOjcjddee8087cjJkydV7ty5ra8pn8hleK/fSRDfcMMN1s8sa4FFuwmXKTQU5NmHPAOx/3vBgq0Ra4EgIEA8RpbasANk9uz4rf7arVs3/XVliRO/69Wrl/55X3jhBfN01MxQkI2l7P+uU2e0tWdIpFrA7wgQDzlx4oTKli2b1ehdf/31KiUlxSxxTD6R58qVy/rasr6Wn4f0HjlyRO//IUvh//zzz2ZJ1MxQ2LQpOawXErrVrVkL+B0B4iFdunTRn5rvv/9+83S69ejRQ3/9e+65Jy7PV7zo3Xff1T/nE088YZ6OSWqh0KrVDP131aoN06v0plYL+BkB4iGNGzfWDZ8cNWrUUMnJyWaZY9Kjueuuu/TX/+yzz8yShLdp0yY9hyZr1qzWfvLpkVoobNlyIKwXMmbMn8ODU6sF/IwA8RBZZqN8+fLW1rV2I58nT564Dr394Ycf9A6Hl19+uVq1apVZkrDk92dvoiWHkxWMTZFCoXXrWfrvZd902S89Ui3gVwSIB02bNk0/r5BDnlnILPJY13GKpGnTpvprFyxY0Jr57gcSGPbPVahQIeu5T3pFCoWtWw+qYsX66HMDBy6LWAv4FQHiUbt37w5bzl2O0qVL/9FwhQ8ddUJ26JOtXe2vK7fK4vnAPjPInh/25luXXnqpWrZsmVniyLlCoW3bb/W5Bx/sf85awI8IEI/r1KmTXopEjhw5clhzRdJLng3kzJlTf92GDRuaJQlDwsIevSZH586dzRLHzhUK27f/pooXP9MLOVct4EcESAKQ1Xjz588f1htp1KhRum/RzJ07Vz9wlqNFixZmiefJdrUyY9/+GZ577jmzJF3SCoX33pt9VnhEqgX8hgBJEPKcInSPcznuuOMORzsVhpKtbu1bP3ZPJFFuZ61evVrddNNN+nsvW7asNes+ntIKBdkfpESJs3shQBAQIAlm6NCh1sZIdqMpPYiePXuaZTEZMGBAWIjIMxGvP1iX0WTXXnut/p6LFi1q7eLo1OHDJ9SaNXvMv44qFDp0mEuAIJAIkAQkt22KFy8e1hupVq2a2r8/9X0qoiE9kdDbWTI6K729G7f07t3belBuf68y6fK3334zy6I2f/6v6uGHB1gN/9ChK8LORRMKSUmHrd0Ko6kF/IQASVAykurtt9/WczrkkOU75syZY5ZGTZ6JhD5Yl3kiMtnQKzPWpYfx7LPPhgWnjFQ7evSoWRqVkydT1CeffBe2THuXLgvMMgARECAJbsaMGXrfczlktd02bdo4njMio7NkmZPQRlr+O7PXzpJNtkLnxkhwtmrVyvHzGplN/vTTo8J6DS1azPgjjE6ZpQAiIEB8QHYdrFSpUlijX6pUKcfLeEjvRiYbhvZu5BmJPMTP6KXgZRa+PBwP/dlkKPOECWfvxxGt8ePX/vH7+UIHh/xZ/g5AbAgQH5H5D7L3hd3QXn311dZmUk7Jg+rQtbPkkB6ObEoVz+VVTNJ7mjx58lnBIcfTTz9tTbJ0Qh6USy8jtNchvRDpjQCIHQHiM3KrqUCBAmGNboMGDRw/J5DGXFbxtTdnCj1uueUWa/mQeNzekltRCxcutJ7rhN6Ss4/bb7/dmm3ulGxB++ijQ3VwyHMPef4hz0EAOEOA+JAMwa1Xr95ZDfCKFeEjjGJx/Phxa1Mqe2dD85CH77Vq1VIfffSRGjdunFqzZk3Eh+8SFnJeZtTLVrMygix0aLL5fY8YMSLi10qLLLX+5ZdLwmaMy4grGXkFIH0IEB8bNmzYWXNGpDeRHrLpldwWq1KlStgSK+c6pEeRN2/eVHsWqR3yfcqtqunTpzsODrFnzxHVsOHEsFtWjRpNUnv3HjFLAThAgPic7I9hjqqSxn/fvn1maczk4X2/fv1U7dq1ow6HSIf0bGQZkkGDBqmDBw+a/1TM5s3bosqWPbPAofRA+vdfGrYFLYD0IUACQEZVtWzZ0noAHtpgx3PPdSEjtOzbUnILrUyZMtYht6GkByJLr9h/J/uU27e7Nmw4sy1seskzjY8/nh82t+Oxx4aqVaucPXgHEBkBEiAzZ84MWztKAqV169aO54x4zebNyeqpp8Lndsj2s0eOxHd9LAB/IkACZu/evapy5cpht4/uvfdetWXLFrM0oYwb97O6777PdXDI3I6JE5nbAbiJAAmorl27hq0nddVVV6mRI0eaZZ536NAJ1bz59LBeR+3azO0AMgIBEmCyEZMsmhjaG6lfv746ciQxRiktX570R29qiA4Oee7RqdP36tQp5nYAGYEACTgJixdffDEsRCRU4rUlrBtkbscXXywJ25Nc5nZ89136t/sFED0CBBaZrCe3sewQkdtbMnHQa3bu3K0ef7zdHyHXWofHK69MUvv2OZtpD8A5AgTa5s2brQfqob2RRx991Hrw7gWygGKuXLeonDlLqLx566p//esjNXDgMuZ2AJmEAEEYGdL7zjvvhM0ZkT3HZ82aZZZmGFlG5bXXXtPfz2WX3aiKF39GLV+e2CPHgERHgCBV3377rRUcdqMtgSKTEWVSYkaSfc+LFCkS1iuqU6eOOnTI21vuAkFAgCAiWe7kscceC2u8S5Ysad3qygh9+vSxdkW0/+0rr7xSDRw40CwDkEkIEKSpe/fuZ80ZkR0C3SJb19asWTMsuIoWLarWr19vlgLIRAQIorJ8+XJVqFChsEZd1rOK95yR+fPnqzx58uh/Q3ZFlN0RT55kORLAawgQRE02pXrppZfCQuS2225TS5cuNUtjJnuEtG/f3to61/7asonVN998Y5YC8AgCBDEbNWqUtV2u3dDLNrqyNIpT27Zts1boDQ2m8uXLq6SkJLMUgIcQIHBEFl+87777whr9SpUqWXuExEKWc5fdDO2vIZtUdezYMV0bSQHIGAQIHJM5I++++27YnBHZWGrGjBlm6VmOHTumXnnllbAAuvXWW9WiRYvMUgAeRYAg3ebMmRO2V7o8+G7RokXEOSOrVq1ShQsXDguPZ599Vh06dMgsBeBhBAjiYv/+/apq1aphoVCiRAlrS91QvXr1UlmzZtU12bJlU0OGDAmrAZAYCBDEVc+ePdVll12mAyJ79uzqq6++UsnJyap69ephAVOsWLG4bmcLIGMRIIi7FStWWPugh4aFjNSy/yy3uJo1axbxFheAxECAwBUyZ6RRo0ZhISJHrly51LRp08xyAAmIAIGrZD2r0NtZu3fvNksAJCgCBK7asWOHDpCnn37aPA0ggREgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcBUBAvgXAQJXESCAfxEgcFVogFStWtU8DSCBESBw1axZs3SAZMuWzTwNIIERIHBVpUqVdICcf/75as6cOWYJgARFgMA133zzjQ4P+7jzzjtVSkqKWQogAREgcMWpU6dUoUKFdHDcdttt+s99+vQxywEkIAIErujWrZsOjIceekj99NNP6oILLrD++7rrrlMHDx40XwIgwRAgiLt9+/apHDlyWGGRJUsWtWLFCuvvn3/+eR0qb775pvEqAImGAEHcvfzyyzooGjVqpP9+165d1kgs+fuLL75YrV27NuRVABINAYK4WrlypdXrkJCQXsjevXvDzn/44Yc6XGSEFoDERYAgrsqWLasDomvXruZpdeLECZUvXz5dM2XKFLMEQIIgQBA3Y8eO1cFQsGBBayRWasaNG6frZHRWpDoA3kaAIC6kZ3HLLbfoYJg6dapZEubhhx/WtZ07dzZPA0gABAji4oMPPtCBULlyZfP0WVatWqWflVx99dVqz549ZgkAjyNAkG47d+5UV155pRUGMrpq3bp1ZkmqXn31VR06DRs2NE8D8DgCBOlWt25dHQRNmzY1T0ck80Vy5sxpve7CCy9Uy5YtM0sAeBgBgnT58ccf9Qzz66+/PuYZ5t27d9fh88ADD5inAXgYAQLHfv/9d1WyZEkdAH379jVL0nT69Gl1++23668xatQoswSARxEgcGzw4MG64b/rrrscr7I7ffp0/XX+7//+Tx0/ftwsAeBBBAgcOXLkiMqdO7fV6Ms+H3PnzjVLYlKlShUdIh06dDBPA/AgAgSOtG7dWjf4TzzxhHk6Zhs2bFCXXHKJ9fWuuOIKtX37drMEgMcQIIjZ5s2b1WWXXWY19lmzZlVbtmwxSxx5++23dSg988wz5mkAHkOAIGa1atXSDX2bNm3M04799ttvKleuXNbXlZFdCxcuNEsAeAgBgpjInubyzEMa+Ztvvtl6FhJP/fr10+FUokQJa6QXAG8iQBA1GWUle5rbDfzQoUPNknSTwChatKj+NwYOHGiWAPAIAgRRk73M7Yb9vvvuM0/Hzfz583Uv56abblKHDx82SwB4AAGCqBw4cMDay9x+PiF7nLvp6aef1mHVsmVL8zQADyBAEBXZw9xu0OvVq2eejrutW7eqyy+/3Pr3Lr30UrVp0yazBEAmI0CQJtm7XFbZlcZc9jSXvc0zQrt27XRo1ahRwzwNIJMRIEiT7F1uN+Syp3lGOXr0qMqTJ4/+t2fNmmWWAMhEBAjOSfYstxtw2ctcdh7MSMOHD9f/fpEiRazFFwF4AwGCiGSvctmz3G7Ax48fb5ZkiPvvv19/D5999pl5GkAmIUAQkexVbjfc5cqVM09nmCVLlug9R6699lqVnJxslgDIBAQIUiV7lMte5dJoy97lsod5ZnrxxRd1mDVu3Ng8DSATECBIlexRbjfYsnd5ZktKSlLZs2e3vp+LLrpIrVmzxiwBkMEIEJxF9iaXPcqlsZY9y2Xvci/45JNPdKhVqFDBPA0ggxEgOIvsTW431D169DBPZ5qTJ0+q/Pnz6+9t0qRJZgmADESAIIzsSW430LJXudeGzU6cOFF/fxImEioAMgcBAk32Ipc9ye0GWvYq96Ly5cvr71FuawHIHAQItPfff183zLJHuVfJA3R5kC7f51VXXaV2795tlgDIAAQILLIHuexFLo2y7E0ue5R72RtvvKHDrn79+uZpABmAAIFF9iC3G2TZm9zrZDKhTCqU71dGjMlkQwAZiwCBtfe4PdNb9iSXvckTQc+ePXXolS5d2jwNwGUESMDJFrKy97jdEMue5IlCRojJAov29y4LLwLIOARIwA0YMEA3wLIXuQRKIpEl3u3vP2/evOrYsWNmCQCXECABJnuNy57j0vjKHuTfffedWZIQqlevrkOkffv25mkALiFAAkz2GrcbXtmDPFFt3LjR2vZWfg7ZBnfbtm1mCQAXECABJXuMhza6sgd5ImvRooUvwhBIJARIQIXe9pG9xxPdoUOHfHE7DkgkBEgAmQ+eZe9xPwgdEFCsWLGEGxAAJBoCJGD8PPRVAqN48eL6Z/vyyy/NEgBxRIAEjOwpbjewste43yxYsMC6hSU/n0yKlFtbANxBgARI6PIfMvPcr8t/1KlTR4dkIizLAiQqAiRAQhcglD3G/SrRFoYEEhUBEhChS6DL3uJ+XwI9dGn6qlWrmqcBxAEBEhCyh7jdoAZhEyZZ0iR0c6wZM2aYJQDSiQAJANk73G5Ig7QNbOj2vHfccYfntucFEh0B4nMSFhIadkMqe4oHSZkyZfTP3qNHD/M0gHQgQHzurbfe0g1ovnz5VJs2bQJ1NGzYUO91Ig/Wk5KSzF8RAIcIEB87ceKEnhPB8efx0EMPmb8mAA4RID6WkpKiR15x/Hk8/vjj5q8JgEMEiM/98ssvqnv37mrmzJnWGlhBPeSB+hdffGH+egCkAwECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgyP8DU423cZTu6usAAAAASUVORK5CYII=)
| Product Number | 3H37-3-1V |
| CAS | 1006319-21-6 |
| MDL Number | MFCD08558989 |
| Molecular Formula | C11H12F3N3 |
| Molecular Weight | 243.233 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-3-1V
CAS: 1006319-21-6
Molecule Weight: 243.233
Formula: C11H12F3N3
![3-[3-Cyclopropyl-5-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB8+AAAfPgETPGNuAAACZHpUWHRtb2xTb3VyY2UAAHichZVfb6MwDMC/ipXna4hDCGQqnaZNk07a7uG2Sfd2ymi2IRWYgPXPtz8H2q60PSoodhz/nMRO0un1uljA0tVNXpUpQy4YuDKr5nn5nrKX5/tJwq5n04ycyLFsUvbRtp9XQbBarXj24Qq7rkqeVQXr+6/WTT7wWYW8qt8DKQQGfx4fnjpmkpdNa8vMEdXkV01nfKgy23az+M8QQWHrZV4GvXtQ1Ms+2l8p/Cv4upmz77XcUt8NofCWLxy8VXVhW1hKwekVP+Ddla62rZvD64bMIVe09tn08a7KvgpXtqT6CHlmF09t/ZWRoagWLvuiYKT8vEtZgQTYtipu6tpuwGvebBGsBBuCVWAjsBpsDDYBa8CioB/1IzkgeSC5IPmgprwvnB/4efPpUnYPt3AP/uufX/TstE5S4mTKBNcYSZjQmowQMEEehZEBwU1Egppo+u4YTejbRvt2yCXSJCaSx2Hf1kooLwUq4aVBQ3bFE6nUN7eL13MMNjQFpLGjJAJDrNQkDMYJJBxFrCDmsdYxaB4KiRDx0Giza237thyFURQcELnWkQKUFIgSFPIkIkbySIZyKyjpwT7rs+lrVc4PVMjnKXtF1pXjt3tr5LYiDKp67mqasg/gXQ8BOQR8/caB8ARQ44A6AaJxIBoCfiftgZtzgB4Cft+NA/EQ8Lt0HEiGgN/T44A5WcMFAMWQ6M7MeJ7wuNjdGbvAHNW7P5MXmKOS92d4z4RnGXWSYrywT/Co7v0VcYE5Kv3uShll4jPjnGWCgyMW7C5BUk8uyODg9gzoP2P2D9gm2LRzJ+xqAABMBUlEQVR4Xu3dCbxM9f/HcVmzlbJkKRTtqRSiSNGqRSmK9kLyo6IoFaXdEmlHtuxbtogUsoTIVrbs+xbXvl/ff5/pP19zPnc7M3fm3pk5r+fjcR7pzufMcsw9b2f5fr5ZDAAAIciifwAAgBsECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJDEbINdf392xjB69XJckK3AdAEDo4iZAatUaaI4dO6nLkiBAACA84iZAZOnff7EuS4IAAYDwiKsAqVGjnzl48JgudSBAACA84iJA7rtvkP3z11/P06UOBAgAhEdcBMj48X/bP1er1tvs3n1Yl1sECACER1wESGLiKVOv3nD7/x07ztLlFgECAOERFwEipk1bZ/+/cuWeZsuW/WqN/+j1AAChiZsAEU8/Pcr+rF27qaeLAyS3HgAgeHEVIPPmbbE/q1ixh1mzZk/AGv9Jbj0AQPDiKkBE06bj7c9btJjoeEyktB4AIDhxFyDLlu0yFSqcfmzJkh2Ox1NaDwAQnLgLENG69WT7WKNGYx2PpbYeAMC9uAyQdesSfNdA/I/PmrXRPpbaegAA9+IyQET79tPs4w0ajDSnTv3387TWAwC4E7cBsn37AVOlyre2ZtKk1b6fp7UeAMCduA0Q8cknv9maBx8cYk6eTHS1HgAgbXEdIAkJR3y9sfx1I0cuc7UeACBtcR0gonv3+bburrv6u14vJWvXJviaN+7bd1Q/BACeEvcBcujQcVOzZj9HvZv1krNz5yFTtWov37r1649wNQMiAMSruA8QMWDA4iTh4WY9bfnyXY71O3SYqUsAwDM8ESBypHD33QPSHSDipZd+tOvLiHfpAgwAXuSJABGjRi0PS4Ds2XPEcS1FptHdseOgLgOAuBezAZKZ5s7d7Bjp3rjxON+kVgDgJQRIiD7/fK7jaObbb//QJQAQ1wiQEJ04kWieeur0BFaVKvU0ixdv12UAELcIkH/t33/Md7tvsDZv3meqV+9jQ+S++wb5ngsAvMDzASKdeqVn1k039fLNaBisiRNXOU5lvfbaZF0CAHHJ8wES2LX3jjv6m927D+uSNL3zzlRHiMgdXwAQ7zwfILNnb3LMYNi8+QTb+t0tOf0lzRr9zyFHM9LyBADimecDRHTsOMtxBDFw4BJdkiYZpR7YPp5WJwDiHQFi/hupLjt8/85fgkACIVgSPIFBJMEEAPGKAPl/Mg2uv1GiLHJKKtg7s+TUl5wC8z+HnBr79df1ugwA4gIBEkC3O5GL48GSi/B33nm61Yl0ApYuvgAQbwgQRW7DDQwRuU03WHPmbHK0Onn+eVqdAIg/cRkgMvOgnIL66qt5+qE0yUBAGRDo3/nffHMf34DBYHXrNscRRL16LdAlABDT4i5A5F/6gXdDSZgES1qSSGsS/3NIyxJpXRIMqX/ySVqdAIhfcRcgIvCOKhmTsWbNHl2SJmmOGHgEIc0Tg7Vp0z7fEYz/OeTI5sABWp0AiA9xGSArV/7jOAp55JHhQY/JkCMZadPufw65piFt3IM1YYKz1UmbNj/rEgCISXEZIGLQoD8dO+5Qpp+ViaJkwij/c8jdVTKhVLDatXO2OhkzZoUuAYCYE7cBImMyXn759PSzsoQy/ayM4whsdSJT2qa31YmMN1m/nlYnAGJb3AaICNf0s3L0EhhEcnQTrGXLdpnKlU9fmK9bt7c5duyELgOAmBHXASL09LONGo0NekyGXD959NHh9jnk+opcZwlW//6L/13/G3PFFe3MhRc2NG3bhjYvOwBEg7gPEPHFF87pZ3v2DH76WbmTS+7o8j9HnTpDzeHDwR1ByKmvhg17mpIlHzNFitxqzjrrMjN+/ERdBgAxwRMBcvJkonn66fSPyZAxJYFBJHOJBGvnzgRz2WW1TJ48F5gzzshuChcubLZu3arLACDqeSJAxJYt+x3Tz95778CQpp9t1eonR4hMmrRal6Tpp5+mmKxZs5osWbL4lpo1a5rExOAGKgJAZvNMgIhwTD8roXPPPQPtc0goSTgF69VXX7UBIstHH32kSwAgqnkqQETgFLayfP998NPPLlq0zdHqRE6PyWmyYBw7dsxUqFDBBkiOHDnMnDlzdBkARC3PBYhc+JYL4P6df6jTz/bo4Wx18uWXv+uSNK1atcrkz5/fhshFF11k9u0LvnEjAGQGzwWICMf0s3IrsNwS7H+O/1qdrNdlafruu+8cp7Lq16+vSwAgKnkyQEQ4pp+VQYm33trXXHfd1+aKK9qaypVfNbt3B38E8fjjjztCpE+fProEAKKOZwNExmS8+OLpViehTj87Zcpqc+mlr5qSJRuYwoVvMfXqNdEladq/f78pW7asDZB8+fKZlStX6jIAiCqeDRARruln27T5xpx77g12bMdnn32mS9L0+++/m5w5c9oQue6663wX2gEgWnk6QEQ4pp89cuSoKV++qt35n3nmmWbRokW6LE0dO3Z0nMpq0aKFLgGAqOH5ABHhmH72r7/+Mrlz57Y7/8svv9wcOhTc0cypU6fMHXfcYZ/jjDPOMBMmTNBlABAVCBATvulnv/76a8cRRMOGDXVJmrZt22aKFClin0P+LD8DgGhDgPy/cE0/++CDDzpCZNiwYbokTXLUIUcf/ue4/fbbfUcnABBNCJAA4Zh+ds+ePeaCCy6wO/8CBQqY9euDv7urZcuWjiDq0KGDLgGATEWAKP7pZ/1jO4YNm6FL0jR9+nSTLVs2u/O/8cYbzYkTwbV+lzuw5E4s/3PIHVpypxYARAsCRJHpZ++7r7cd21Gq1F3m77/X6rI0vf32244jiLfeekuXpEnGgsiYEP9zlClTxjdmBACiAQGSjD//3GBKl37Yju0oX/46c/ToUV2WqpMnT5qqVU/f2itHJFOnTtVlaerbt68jiB577DFdAgCZggBJweef9zU5cxa0O+6XXnpJl6Rp48aN5pxzzrHPcf7555t//gl+KtwGDRo4QqRfv366BAAyHAGSArnr6a677rI7bbkr6ocfftBlaRo5cqRj51+7dm1dkibp0Cudev3PIR18//77b10GABmKAEnF9u3bTdGiRe2OO9TpZ59//nlHiHzxxRe6JE1z5871zRnifw6ZS4RWJwAyEwGShkmTJqV7+tnDhw+bK6+80j6HtDpZsmSJLkvTxx9/7AiiV155RZcAQIYhQFwIx/SzEhgSHP7nuOKKK3zBEgwJrttuu80+hwTbxIkTdRkAZAgCxIVwTT/75ZdfOoKocePGuiRNcgpNTqX5n0NOsR08eFCXAUDEESAuhWv6WbmIHhgiI0aM0CVpGj9+vKPVSSinwwAgvQiQIIRj+tndu3f7buf1P4fc5rthwwZdlqZOnTqZc8891zz55JP0yQKQKQiQIIVj+tlp06Y5Wp3IgEMZeAgAsYQACVK4pp9t27atI4jatWunSwAgqhEgIQjH9LNyxHHTTTfZ55Ajkl9//VWXAUDUIkBCFI7pZ6XNu7R79z+HtIGXayQAEAsIkBCFa/rZ4cOHO4LogQce0CUAEJUIkHSQqWbPO+88u/MPdfrZRo0aOUJE/h8Aoh0Bkk4//vhjuqefPXTokClRooR9Dhlh/ueff+oyAIgqBEgYhGP6Wen0GxhE0jsr2FYnAJCRCJAwkDuwrr/+ervzl1Yn0j03WNJjKzCImjRpoksAIGoQIGEi83Po6WdDaXVy//33O0Lk+++/1yUAEBUIkDAKx/SzMmNh4PUQaVciMxsCQLQhQMIsHNPPTpkyxdHqpFq1arQ6ARB1CJAwk9NWcvrKv/MPdfrZN9980xFE77zzji4BgExFgESAnn5WLrAH2+rkxIkTpkqVKvY55IhkxowZugwAMg0BEiF6+tmBAwfqkjStW7fO0eqkZMmSZs+ePboMADIFARIhMv2sDCr07/xlwGEohg4d6giiOnXq6BIAyBQESAQdOHDAdOnSxYwcOVI/FJTnnnvOESLffPONLgGADEeAxACZ8/yyyy6zAZI7d26zdOlSXQYAGYoAiRELFy40uXLlsiFSrlw5c+TIEV0GABmGAIkh3bp1c5zKatq0qS4BgAxDgMSYe++91xEio0eP1iUAkCEIkBiza9cuU7x4cRsgBQsWNJs2bdJlABBxBEgM+uWXX3xzhvhDpHr16r7bhgEgIxEgMapNmzaOU1nvvvuuLgGAiCJAYpS0OqlcubINkOzZs5uZM2fqMgCIGAIkhq1du9acffbZNkRKlSplEhISdBkARAQBEuMGDx7sOJX18MMP6xIAiAgCJA4888wzjhDp0aOHLgGAsCNA4oC0Orn00kttgOTJk8csW7ZMlwFAWBEgcWLBggWOVidXX301rU4ARBQBEke6du3qOJXVrFkzXQIAYUOAxJFTp06ZWrVq2QA544wzzJgxY3QZAIQFARJndu7caYoVK2ZDpFChQmbz5s26DADSjQCJQ5MnT3a0Orn11ltpdQIg7AiQOPXaa685roe8//77ugQA0oUAiVPHjx83lSpVsgEirU5+++03XQYAISNA4tiaNWvMWWedZUOkdOnSZu/evboMAEJCgMS5gQMHOk5l1atXT5cAQEgIEA946qmnHCHy7bff6hIACBoB4gEHDhwwF198sQ2QvHnzmuXLl+syAAgKAeIR8+fPNzlz5rQhcu2115qjR4/qMgBwjQDxkE8++cRxKuvFF1/UJQDgGgHiIdLq5K677rIBIq1Oxo0bp8sAwBUCxGN27NhhihYtakOkcOHCZsuWLboMANJEgHjQpEmTHK1OatasSasTAEEjQDyqVatWjushH374oS4BgFQRIB4lrU4qVqxoAyRHjhxm9uzZugwAUkSAeNiqVatM/vz5bYhceOGFtDoB4BoB4nH9+/d3nMp69NFHdQkAJIsAgXniiSccIdK7d29dAgBJECAw+/fvN2XLlrUBki9fPrNixQpdBgAOBAh85s2b52h1Ur58eVqdAEgVAQKrU6dOjlNZL7/8si4BAIsAgSWtTu644w4bINLqZPz48boMAHwIEDhs377dnHfeeTZEihQpYrZu3arLAIAAQVI//vij7+jDHyK33XYbrU4AJEGAIFmvvPKK43rIxx9/rEsAeBwBgmQdO3bMXH/99TZApNXJ3LlzdRkADyNAkKK///7b0eqkTJkyZt++fboMgEcRIEhVv379HKeyGjRooEsAeBQBgjQ99thjjhDp27evLgHgQQQI0iSnreT0lT9ApNWJnN4C4G0ECFyRC+hyId0fInKBXS60A/AuAgSudejQwXEqq2XLlroEgIcQIHBNWp3cfvvtNkBksKEMOgTgTQQIgrJt2zZfexN/iEjbE/kZAO8hQBC0CRMmOFqdSANGOToB4kH3xlmCXrzKu58c6dKiRQvH9ZCOHTvqEiAm6XBws3iVdz850kXuwLruuutsgGTNmtWMHDlSlwExR4eDm8WrvPvJkW4rV640uXLlsiFSuHBhXQLEHILBPbYQQibXPYoWLWoDpGTJkroEiDkEiHtsIYRs7NixjusgP/zwgy4BYg4B4h5bCCG75ZZbbHiUL19ePwzEJALEPbYQQrJgwQLH0cd3332nS4CYRIC4xxZCSB5//HEbHiVKlDDHjx/XJUBMIkDcYwshaFu2bHE0Vvzwww91CRCzCBD32EII2uuvv27DI2/evGb37t26BIhZgQHiZvEyb396BO3gwYPm3HPPtQHStGlTXQLENB0QaS1e5u1Pj6B98cUXNjxk9DkTSyHe6IBIa/Eyb396BCUxMdFcfPHFNkDuv/9+XQLEPMLBPbYQXBs9erTj1t1p06bpEiDmESDusYXgWvXq1W14yJS2QDwiQNxjC8GV+fPnO44+BgwYoEuAuECAuMcWgiuPPfaYDY/zzz+fgYMu6IutbhZkPv4+3GMLIU2bNm1yDBz8+OOPdQmSocPBzYLMx9+He2whpOm1116z4ZEvXz6zZ88eXYJk6HBwsyDz8ffhHlsIqTpw4IA555xzbIA0a9ZMlyAF7IhiE39v7rGFkKrPPvvMhocMHFy9erUuQQrYEcUm/t7cYwshRTJwsEyZMjZAHnjgAV2CVLAjik38vbnHFkKKvv/+e8etu9OnT9clSAU7IsQ7vtlIUbVq1Wx4VKhQQT+MNBAg0e340QPm2KEE/WMEgW82kvX77787jj4GDRqkS5AGAiR6bVk51fRqntd8+78zzaalk/TDcIlvNpJVv359Gx4XXHCBOXHihC5BGgiQ6HRk/07Tv1Ux+3czrd+zugQu8c1GEhs3bnQMHOzYsaMugQuBAeJmQQY4dcr8+Fmt09v9+TPMpr8m6iq4xLcWSbRq1cqGR/78+U1CAueJQ6EDIq0Fkbfk566ObT5zMOOa0oNvLRxk4GCBAgVsgLz44ou6BC7pgEhrQWTt2rjAfNs0l93ew9+92pw8fkSXIQh8a+HQrVs3Gx7ZsmUza9as0SVwiXCIHieOHjRD215q/z56NctjErYu02UIEt9sWCdPnjQXXXSRDZA6deroEgSBAIke0/o+4/j7WD69hy5BCPhmwxo5cqTj1t2ZM2fqEgSBAIkOq38f7Pi7mPzNw7oEIeKbDeumm26y4VGpUiX9MIJEgGS+/bvWmj4vnW3/Hga2KcXgwTDimw2fOXPmOI4+hgwZoksQJAIkcyUmnjCjPq5s/w56Nslutq3mqDqc+GbD55FHHrHhUbJkSQYOhgEBkrnmjmrj+Dv444d3dQnSiW82zPr160327NltgHTu3FmXIAQESObZsvwX0+P5rHb7j+1c3Zw6lajLkE58s2FeeeUVGx4ycHDv3r26BCEIR4DsXD/P9H+1qBn4ekmz4c/x+mEk48iBXaZ/6+J22/drUdAc3LNJlyEMQv9mIy7s37/fnH322TZAXn75ZV2CEIUjQH7t99zp53n+DPPb0JdN4oljugwBfvziXse2X7dotC5BmIT+zUZc6Nq1qw0PGTi4du1aXYIQhSNA1v4xwhccgc818r3yJmH7Cl2Kf/35SzfHtpoxqKkuQRiF/s1GzJOBgxdeeKENkIcf5v74aCTN/r579TzHjrF383xmxazeutTT/tm40NmqpH05WpVEGAHiYcOHD3fcujtr1ixdgihxeN92M77bnY4QkeXnno+aY0f26XLP8bUqaXeZ3S69/pfb7Nm6VJchzAgQD6tSpYoNj8qVK+uHEW1OnTKLf+pser6QwxEig9640OxYO0dXe4rjWtG/y7Jfv9EliAACxKNmz57tOPoYNmyYLkGUkjuzBr9V1rHDlFBZOOFDT96qumbeUMe2+OlrerhlFALEo+rWrWvDo3Tp0r7rIYgdx4/sN1N6P+HYccoyrksNcyhhiy6PW/v/WWf6vFzAfn653fnooT26DBFCgHjQunXrHAMHu3TpoksQI/6e09/0fjG/I0T6tSxkNiwep0vjjrQqGf1xFfu5ezTJZratmqHLEEEEiAe1aNHChsdZZ51l9u3jImws27dztfn+w4pJjkZmDXnRnDxxVJfHjd9Hv+n4vPPHvaNLEGEEiMdIWEho+AOkZcuWugQxKPHkcTNnRCtH+w5ZRrx3rUnYtlyXx7wtK6b4jjj8n3NMp2rmVCKnYTMaAeIxn3zyiQ0POY0lp7MQPzYt+8nX+iQwRHo1z2uWz/xWl8asIwf/MQNal7Cfr2+Lc82BPRt1GTIAAeIhcqG8VKlSNkDq1aunSxAHDu/fYSZ0u8sRIrJM7l7XHDsc+33OJn55v+NzrVvwvS5BBiFAPGTo0KGOW3flVl7EKRkzMvkT07NpTsfOdlCb0mb7mt90dcyYMvpz83bdLOabRv99nhkDmugSZCACxENksKA/PG688Ub9MOLQrg1/mCFtL3GEiEystGD8+zE3ZmTlssWmVsUzzRM3ZzGt789ivnvjSnPi+GFdhgxEgHiEtCkJPPqQNibwhuNHD5ipfZ5KckprXOdbzMGEzbo8Kh06dMiUv/pyc9F5WcxNl2Yx9avnNlvX/anLkMEIEI946KGHbHhIA0UGDnrPqrkDTZ8Xz3KEiMyVsX7RGF0adRo1amS/v8UKZDHDBnylS5AJCBAPkBbt0qrd/wsoLdzhTft2rTGjPqyU5Gjk537NzPFj0dm5Vjf9fOCBB3QJMgkB4gEvvfSS/eWTyaNkEil4l4zgnjvyNTtm5PNns5iW92YxLze42qz5O7o62Mp0ywUKFLDf3wsuuMDs3r1blyGTECBxTqanlWlq/b+Ar776qi6BR21eNtn0b1XMvFkni2lQNYupckkWc2GxPKZHjx66NFPIadabbrrJfnflKPrXX3/VZchEBEic69Spk/0FlIGDGzZs0CXwsEP7dppP29QyNa76NzyKnD5NJJOLJSQk6PIM1bZtW8epq3bt2ukSZDICJI6dOHHClCxZ0v4CPvLII7oE8OnXs6s5O19Oxw5bBp3OnDlTl2aIadOmOa7bVa1alRs/ohABEscGDx7s2CHMnTtXlwDWggULzKWXXur4zshR67vvvpuhO2+5xnH++efb93DOOedw5BylCJA4VqlSJce/4IC0HDx40DzzzDOOEJGlevXqZtOmTbo8ImrXru147REjRugSRAkCJE7NmDHD8Us4cuRIXQKkSI5e5Y69wO/Queeea0aPHq1Lw+rLL790vGbjxo11CaIIARKn6tSpY38JL7roIpOYGFttK5D5pFNzYPsb/9K0aVNz5Ej4x4wsWbLEnHnmmfZ1rrjiCnP4MK1KohkBEofWrFnjuADZrVs3XQK4IjditGnTxmTNmtURIuXKlTN//fWXLg+ZBMWVV15pn1+CRAIF0Y0AiUMvvvii/UWUQVgHDhzQJUBQfvnlF1O8eHFHiOTOndt8/fXXujQkzz//vOO5v/jiC12CKESAxBm5dz9fvnz2F7FVq1a6BAjJrl27zL333uvY0csip0v37Nmjy12T63OBzycX0REbCJA406FDB/uLmCNHDrNxIzO1IbzklGiuXLkcO31pMTJ9+nRdmib5fsptuv7nkdt3//nnH12GKEWAxBE5Xy2/yP5fxvr16+sSICwWLlxoLrvsMkeIyHW3d955x/WYEamT28sD1586daouQxQjQOLIwIEDHb/Q8+bN0yVA2MgcHQ0bNnR852SpVq2aqyPft99+27HeW2+9pUsQ5QiQOFKhQgXHLzGQEWSqZD1mRE5Lff99ynOVy+muwDsFZYZMOYJGbCFA4oR0KQ38BR41apQuASJGxoxUqVLF8R2UpUmTJknGcsgF98BTrXKnoLRtR+whQOKETLLj/4UsW7YsAweR4eQI4s0333QcWchy1VVXOcZ0PPjgg47Hhw0bFvAsiCUESBxYtWqVY6DX559/rkuADCMXwkuUKOEICRkzIm1KZNxI4M/lGgpiFwESB6RfkP8XUs49S0M8IDPJrbj333+/IyxkCfyHzuWXX+67EI/YRYDEuC1btpgzzjjD/lK2bt1alwCZRo6GA/tb+ZecOXOaRYsW6XLEGAIkxg0aNMjxi9myZUtdAmSqxYsXO+Y19x+JyAyDbseMIDoRIDFOLpYXLlzY/mLKBUxp5Q5EC7kjUB+B+BeZ85zJomIXARIH5BbKwH/hyS2S6elNBISLTEIl84j4v5vyZz1mRL67TBoVmwiQOCGDuQJ/KaXBHZCZ5Oj45ptvtt9JOW01ZcoU3xGHHHnooxG5GYSL6rGFAIkjzz33nOMX8ptvvtElQIZp37694/v4xhtv2Mfk2odcA9FjRmQSKblmgthAgMQR+ddbYIM7ufc+nJP+AG7JdbjAcJBR6sm1Kpk2bZqvA29giMhdW4xlig0ESJyRWyMDb5uUUcCRmH4USIlcfytZsqT9Dso1D7lOl5Ldu3f75gAJDBFZZBwJrd2jGwESh2S+hsBfRJnDGsgoDz30kOP7N2TIEF2SLBmpLkfNgevK0Qkt3qMXARKn9MxxNFdERujevbvje/fss8/qklRJz6zAudFlkVNh0mMruVNgyFwESJyS6UcD57CW2yfllkogUpYuXWry5Mljv3OXXnppSG11pHuvdPENDBFZpOU7XXujCwESx3755RdH76Hq1avTpRcRIdfZrr76avtdkylvZdbC9JD5RAKnu5VFxozQvTd6ECBxrk2bNo5fwHfffVeXAOn2v//9z/E9+/TTT3VJSGRmQ5kcLfC5ZZEuvowZyXwESJyT88aVK1e2v3jZs2c3M2fO1GVAyMaMGeNo6HnPPfeYU6dO6bKQyZgRmf5WjxmRbr40ZMxcBIgHrF271tE+olSpUiYhIUGXAUHbvHmzKViwoP1uFStWzOzcuVOXhYVMgxs4k6EscqpM7jpE5iBAPGLw4MGOX7yHH35YlwBBketpt9xyi/1OyfW2n3/+WZeFlYwx0TMayiJ3HcqNI8hYBIiHPPPMM45fuh49eugSwLX33nvP8X16/fXXdUnEyMyGesyI3HUoN44g4xAgHiK3VMqtlf5fOLnlctmyZboMSNOsWbN819P836UbbrjBHD9+XJdFlLTpKVeunCNE5ChIbhxhzEjGIEA8ZsGCBb7zxv5fOLn1klYnCIZcPytdurT9Dp111llmzZo1uixDyHdXOi0EhogscuPIxg3rdDnCjADxoK5duzp+2Zo1a6ZLgBTVrVvX8f2RWTEzm3RaCJx35Kw8WcxN5c42M35y10YFoSFAPEhusaxVq5b9ZZNbMOVWTCAtPXv2dITH008/rUsyjXRakMGyObJlMZcUy2LuvCaLaXJ7FjOh+zPmxNHgR8QjbQSIR8mtlnLLpX9HILdiyi2ZQEqWL19u8ubNa78zl1xyiTlw4IAuy1QyZqRrx/bm1quym6eqZzHv1M1iujfOYoa2vdTs2rhAlyOdCBAPmzx5sqPVSc2ad9HqBMk6evSoueaaa+x3Ra6j/fHHH7osaqxYPNN83LCU+abRfwEiy7dNc5k/fw7PCHn8hwDxuNdee+3/dwiFTYEC15hPPx2sSwDTvHlzx6mrLl266JKoc/RQgvnpm4dsgPiXHz+rZY7sj8xgR68hQDxObr2sXr22KViwsilRoo659NIXzaJFnMrCaWPHjnW0Krn77rvD2qok0pZN7256NcvjCJH+rYqZzcsm61IEiQCBWb9+q7nyykb/hkdrc+21Xc199w0yBw4c02XwoC1btphChQrZ8ChatKjZsWOHLot6e7YuNcPfvdoRIj2ez2rmfv+6SUxkzEioCBD4/PDDEnP99d3t8vrr/OvM6+R6WI0aNWx4yPWyn376SZfFjJPHj5iZg5slOaU16sNKZt+uzBnHEusIEFhvvz3VESKjRy/XJfCQDz74wHHdo3Xr1rokJq1fNMb0a1HQESJ9XjzLrPo988ezxBoCBNahQ8fNgw8OsQFStWovs24dXXu9aPbs2SZHjhw2PCpWrJjhrUoi6WDCZjOu8y1Jjkam9n3aHD8aXbcmRzMCBA7Ll+8yVap8a0Okfv0R5tixk7oMcWzv3r3mwgsvtOEhrUpWr16ty2LeqVOJ5o/x75meTbI7QmRI20vMrg3Re4tyNCFAkMSAAYsdp7I6dZqlSxDHHnnkEcepqwEDBuiSuLJ9zW9mUJvSjhDp2TSnWTK5i6SMLkcAAgRJyO9M8+YTbIBUqNDdTJ++QZchDvXq1csRHk8++aQuiUvHDu81k7vXTXJKa8Jnd5vD+2PvrrOMQoAgWbt3HzZ33NHfhkjNmv3Mzp3MQR3PVqxY4WhVcvHFF0ddq5JIWz6jp+nVPK8jRPq/WtRsWha7d59FEgGCFM2evclUrNjDhkiTJuNMYiKH9PFIWpWUL1/ehkfOnDnN/PnzdZknJGxbbka8d60jRGTMyJwRrUziyfi5kSAcCBCkqlu3OY7rIb17L9QliAMvvfSS49RV586ddYmnnDxx1Mwa8mKSU1rff1jR7NsZfzcUhIoAQapOnEg0TzzxvQ2QG27oaZYs4ZxwPPnhhx8crUruvPPOmGpVEkkbFo8z/VoWcoRI7xfzm7/n9NelDjp43CyxKDbfNTLUpk37zM0397EhQquT+LF161ZTuHBhGx7nnXee2b59uy7ztEMJW8y4LjWS7PCn9n7SnDh+WJf76Fo3SyyKzXeNDDd+/N+OU1lt2vysSxBjpFVJzZo1bXhIq5KJEyfqMpj/xowsnPBhkjEjvw19WZf66HBws8Si2HzXyBRt205xhMiYMSt0CWLIRx995Lju8eqrr+oSKDvWzHaMGZnW9xld4hPrweBWfH86hFVyrU7Wr6fVSSyaM2eOo1VJhQoVzLFjnJZ049iRfb4uvjMGNDGH9m3TD/sQIEAyli7daSpX7mlDpEGDkbQ6iTH79u0zF110kQ2P/Pnzm1WrVukypAMBAqTgu++crU4++eQ3XYIoVr9+fcepq++++06XIJ0IECAFcodns2bjbYBIq5OZM2l1Egv69OnjCI/HH39clyAMCBAgFdLq5Pbbv7Mhcttt/cyuXbQ6iWYrV640+fLls+FRtmxZs3//fl2GMCBAgDT89puz1ckLL/xAq5MoJRfIr7vuOhse0qrk999/12UIEwIEcKFr19mO6yF9+9LqJBq1aNHCceqqY8eOugRhFBggbpZYFbvvHFHh+PGkrU7++otWJ9FkwoQJjlYld9xxB61KIkwHRFpLrIrdd46osWHDXlOtWm8bIrVrD+bW3iixbds2U6RIERse8mf5GSJLB0RaS6yK3XeOqPLDDysdp7JouJj55Cjj9ttvt+EhRyFyNILIi4dwcCO+Px0yVIcOM33hIae0OALJfB06dHBc92jZsqUuQYQQIEAI5PZeTq9nPrnDSu608oeH3IFFq5KMQ4AAiEkytqNMmTI2PGTsh4wBQcYhQIAwCLwuIsvo0ct1SbIC10FwHnvsMcepq759++oSRBgBAoSBDpBatQa6uj5CgISmX79+jvBo0KCBLkEGIECAMNABIkv//ot1WRIESPD+/vtvX2ddf3hIx13pvIuMR4AAYaDDQ5YaNfqZgwdTv6BLgARHLpDLnB7+8JC5PubOnavLkEEIECAMAoNA5lL3//nrr+fpUgcCJDivvPKK49TVxx9/rEuQgQgQIAwCgyBwXnUZuS63/KaEAHFP5jGX+cz94XHbbbf55jtH5iFAgDAIDALp1Fuv3nD7/x07ztLlFgHizvbt2815551nw6Nw4cJm69atugyICAIEEaWDYNq0dfb/ZWrcLVuSn49Cr4ekpFXJnXfeacNDWpX88MMPugyIGAIEEZVcEDz99Cj7s3btpp4uDpDcenDq1KmT47rHyy+/rEuAiCJAEFHJBcG8eVvsz2RCqjVr9gSs8Z/k1sNp8+bNc7QqKV++vDl69KguAyKKAEFEpRQETZuenlO9RYuJjsdESuvhv1YlF198sQ2PvHnzmhUrVugyIOIIEERUSkGwbNkuU6HC6cd0+/eU1hNyMb5Nm58d0+lm1HLttd1MmTIvmCJFbjVnnlnMcQops5ZevXrpTQRkCAIEERW489Vat55sH2vUaKzjsdTWW716d5Ide0Yt0RYgN910k948QIYhQBBRgTtfbd26BMdRxKxZG+1jqa135MgJ8+CDQ5Ls3DNiibYAadKkid48QIYhQBBRgTvf5LRvP80+3qDBSDuXSFrrSYgsXLjNzJ+/JUOXefM2mTlzVv4bdgvNr7/OMlOnTs3w5dFHH7UBUqpUKb1pgAxDgCCi0gqC7dsPmCpVvrU1kyat9v08rfW8THpcBR6FyB1ZQGYgQBBRboLgk09+szVyaurkyURX63mVDCAsWbKkDZDXX39dlwAZggBBRLkJgoSEI77eWP66kSOXuVrPy2TQoD9A5JZeIDMQIIgot0HQvft8W3fXXf1dr+dVM2bMcJzGWrw47TlWgHAjQBBRboPg0KHjpmbNfo56N+t5lXTbLVbs9F1g7dq10yVAxBEgiKhggmDAgMVJwsPNel7VtGlTGyBXXnmlfhiIOAIEERVMEMhc6XffPYAAcemXX35xnMZavny5LgEiigBBRAUbBKNGLSdAXDp58qQpVKiQDZAPPvhAlwARRYAAMey5556zAXLdddfph4GIIkCAZMhMf+vWrfP9N5pNmDDBBohMKLV27VpdAkQMAQJP2rBhgxk+fLjvtE+DBg1MhQoVTPHixR3XFPQij0ud1Mt6sr48T2Y6duyYKVCggH2PMskUkFEIEHiCzKExZMgQ07hxY1O2bNkk4ZCeRZ5PnleeX14noz3xxBP2vVSuXFk/DEQMAYK4JReZJ06c6DtiyJ07d5IdfyQWeR15PXldef2MMHr0aPv6chpr06ZNugSICAIEcefgwYOmc+fOaZ6Skpn8rr/+elO/fn3z/vvvm0GDBtmOt3JLrFwDkf/6fyaPS53Uy3qyvn7OwEVeX96HvJ9IOnLkiMmXL5993W7duukSICIIEMSNhIQE895775mCBQsm2ZnLkj17dnPLLbeY9u3b+1qBHD9+XD9FUGR9eR55PnleeX79mrLI+5H3Je8vUurVq2dfr3r16vphICIIEETU0aMnTNeus80HH0w3u3cf1g+HTd++fU3hwoWT7LxlKV++vOnSpUvE76iS55fXkdfT70EWeX/yPiNh6NCh9nWyZcsW8c8KCAIEEdW790I7IPD993/VD6fbn3/+aapVq5ZkZ501a1bz8MMPmwULFuhVMoS8rry+vA/93uT9yvsOpwMHDjiu83zzzTe6BAg7AgQRVb/+CBsgHTrM1A+ni/xrP0eOHEmCQ+5KWrZsmS7PFPI+5P3oIJH3Le8/nB544AH7/Lfffrt+GAg7AgQRs3HjPkdLktmzw3N30J49e8z999+f5F/2MhJ7zpw5ujwqyPuS96ffs3wO+Tzh0L9/f0dA7d69W5cAYUWAIGL69j19+urWW/uaEycSdUnQlixZ4psHPHAnLHcgff755xl222yo5P3J+wy8Y0oW+TzyudJr7969JmfOnPZ5e/furUuAsCJAEDFPPPG9DZB33pmqHw7a9OnTHaOuZSlXrlzMdaGV9yvvO/BzyOeSz5detWrVss9577336oeBsCJAEBFbtx4wFSqcPn01fXr6Wn7IYDk9GFAaCR4+HLk7uyJJ3ndgI0RZ5PPJ50yPb7/91j5frly5zL59+3QJEDYECCJi4MAlNjxuvrmPb66PUI0ZM8YxxkJGW8dLzyf5HPJ5/J9NPqd83lDt2rXLsa0GDhyoS4CwIUAQEc8+O8YGyJtv/qIfdk1O6wQeecjOsV+/frospsnnCdzpy+dNz+msmjVr2ueqU6eOfhgIGwIEYbdr1yFTsWIPGyC//BJai3G5sHzOOeeE7V/n0UwfZcnnDvXC+ldffWWfJ0+ePBFvpQLvIkAQdsOGLbXhUbVqL3PkyAldkia5tTXwbis5zRNvRx6afL7A01ny+UO5xXfbtm2OcSfSdh6IBAIEYdekyTgbIK1a/aQfdkWP84iXax5pkc8Z+LllO4QicHT+o48+qh8GwoIAQVglJBwxlSr1tAEyceIqXZImGaEduBNt2LChLolr8nkDP38oI9a7du1q18+fP785evSoLgHSjQBBWI0atdyGR5Uq35pDh4LreCvn/QMHw1111VUxe6tuqOTzyuf2bwPZHsFeD5GZEgNPh40dO1aXAOlGgCCsmjefYAOkRYuJ+uFUnTp1ynHqRUZsx9ogwXCRzx04Yl22i2yfYFSqVMmu/9RTT+mHgXQjQBA2+/cfM5Urnz59NXbsSl2SKml17t/hySJtP7xMPn/g9gi2FXyHDh3sunJXV3rnPwE0AgRhM3783zY8brihp9m3z/15d+njVKRIEbvDk8aD0d7bKtLk8wc2YJTtI9vJrdWrVzsCSKbZBcKJAEHYtGw5yQbI//43Xj+cKpmxz7+jk1tQo7WrbkaT7RB4S65sp2Bce+21dt1GjRrph4F0IUAQFnKxXC6a+wNk5Ej383HIQLfAaWhl/gycJtvDv21kOwUzMPDdd991HMF4/agO4UWAICwmTVptw0NGoQczfW3nzp0dRx9evXCeEtkegUchsr3cWrp0qV1PlqlTp+oSIGQECMLitdcm2wBp3HicfjhF8i/iEiVK2B1c3bp1dQn+JdvFv41kewVzJHH55ZfbdZs1a6YfBkJGgCDdjh49YapV620DZOjQv3RJin788UfHv5D/+OMPXYJ/yXYJ3E6y3dx666237HrFixcP+nZgICUECNJt6tR1jtNXO3a4P0ffoEEDu3MrX768fhgBZPv4t5VsN7cWLlzoCJ9Zs2bpEiAkBAjSrW3bKTZAnnnG/YRI+/fv93WL9e/YQmnZ4SWBLV5ku8n2c6tMmTJ23ZYtW+qHgZAQIEiX48cTTfXqfWyA9O+/WJekaMiQIXanJq3Mt2/frksQQLZPYMt32X5utW7d2q5XunRp/TAQEgIE6TJz5gYbHjKF7ZYt7v9V3LhxY7tTq169un4YyZDt5N9msv3cmjt3rl1Plnnz5ukSIGgECNKlfftpNkAef3ykfjhVZcuWtTu09u3b64eRDNlO/m0m288tuXB+wQUX2HXbtGmjS4CgESAI2cmTiaZGjX42QHr3XqhLUiTdYgP/RTxjxgxdgmTIdgrcbrId3XrppZfsepdccol+GAgaAYKQzZ272YaHLBs2uO/TNGzYMLszy5s3L43+XJLtJNvLv+1kO7ol86wHhk+wLeIBjQBByD76aIYNj3r1gps2NbD3VYUKFfTDSIVsL/+2C6Y3VmJioilatKhd9+2339YlQFAIEIQkMfGUueOO/jZAunefr0tS9fjjj9sd2WOPPaYfRipke/m3nWzHYLzwwgt2XZm0CkgPAgQhWbBgm+P01apVu3VJqipWrGh3ZNLwD+4FNkiU7RiMn3/+2a4ry4oVK3QJ4BoBgpB07jzLhseDD7ofj+BXuHBhuxMbPHiwfhipkO3l33ayHYNx4sQJU6hQIbv+Bx98oEsA1wgQBE1aKdWqNdAGyBdfzNUlacqVK5fdiU2aNEk/jFTI9vJvO9mOwXr22Wft+tdff71+GHCNAEHQ/vxzh+P01bJlu3RJqo4dO+Y4jUJvpuDI9grcfrI9gzF+/Hi77hlnnGHWrl2rSwBXCBAErVu3OTY87rtvkH44Tf/8849jB8jtpMGR7RW4/WR7BkMCp0CBAnb9YOYXAQIRIAha7dqDbYB06TJbP5ymTZs2OXaAMnc33NNzncv2DFbgXXBVqlTRDwOuECAIyrZtBxynrxYvDr4BIkcg6ZPeIxAxatQou76cxtq8ebMuAdJEgCAox46dNPfe+98F9MceG+m7oB4sroGkT3qvgYjDhw+bfPny2ef47LPPdAmQJgIEQdu376iZPXuTOXQo9PYj3IUVuvTeheVXr149+zx0Q0YoCBBkCsaBhC4940ACBc7Hki1bNrNjxw5dAqSKAEGmYCR66NIzEj3QgQMHTO7cue1zde/eXZcAqSJAkCnohRW69PTC0mrXrm2f64477tAPA6kiQJAp6MYbulC78Sbnu+++s8+VI0cOs3t3cD3N4G0ECDIF84GEJj3zgSQnISHB5MyZ0z5fnz59dAmQIgLE4wLHdMgyevRyXZKswHVCwYyEoUnPjIQpufvuu+3z3XvvvfphIEUEiMfpAJEmiTLWIy3pDRDBnOjBC3VO9NT07NnTPqfcFrxv3z5dAiSLAPE4HSCy9O+/WJclEY4Aady4sd1xMQ7BHdlO/m0m2y8cdu3aZbJnz26fd9Cg4PubwZsIEI/T4SFLjRr9zMGDqY9uDkeABI5DkB3Y9u3Bt0XxEtk+gTt62X7hUqNGDfu8Dz30kH4YSBYB4nGBQSCddf1//vrrebrUIRwBsn//fpMnTx674+rSpYsuQQDZPv5tJdtNtl+4fPnll47nPnTokC4BkiBAPC4wCMaP/9v+uVq13mb37sO63ApHgIgGDRrYHVf58uX1wwgg28e/rWS7hdPWrVtN1qxZ7fOPGDFClwBJECAeFxgEiYmnTL16w+3/d+yYcpPDcAXIjz/+aHdasvzxxx+6BP+S7RK4nWS7hVvVqlXt89evX18/DCRBgHicDoJp09bZ/69cuafZsiX50yR6vVCdPHnSlChRwu646tatq0vwL9ku/m0k20u2W7h17drVvsZZZ51ljh49qksABwLE45ILgqefHmV/1q7d1NPFAZJbL1QyI55/xyWnUZYvdzcWxStkewSeXorUDIIypkTmBvG/zrhx43QJ4ECAeFxyQTBv3hb7s4oVe5g1a/YErPGf5NYL1cGDB03BggXtjuuJJ57QJZ4m28O/bWQ7yfaKlMAml08//bR+GHAgQDwupSBo2nS8/XmLFhMdj4mU1gtVYG8s+df2nDlzdIknyXYIPPpIb++rtHz88cf2tWTCKVrMIDUEiMelFATLlu0yFSqcfmzJEudcESmtF6q9e/eaIkWK2J3XddddF5Hz/LFEPr9sB/82ke0j2ymSPvroI/t6ssjtvUBKCBCPSy0IWreebB9r1Gis47HU1gtV3759HTuvzz//XJd4inz+wO0h2ydSJJgeeeQRx+vJwhwhSA0B4nGpBcG6dQm+ayD+x2fN2mgfS229UJ06dcpUq1bN7rzkFIpXL6jL5w6cs1y2i2yfSJg9e7YpXbq0IzhkhsL0zjWC+EeAeFxaQdC+/TT7eIMGI41/H5bWeqFasmSJo734VVddZQ4fTnlAYzySzyuf278NZHvIdgm3xMRE88EHHzjao8hy8cUXm/nz5+tyIAkCxOPSCoLt2w+YKlW+tTWTJq32/Tyt9dIjsGWHLA0bNtQlcU0+b+Dnj0SLly1btjj6X/mXJ5980jfVLeAGAeJxboLgk09+szUPPjjEnDyZ6Gq99Lj//vsdO7ZOnTrpkrgknzPwc8t2CLexY8eaQoUKOV5HBg4OGDBAlwKpIkA8zk0QJCQc8fXG8teNHLnM1XrpsWfPHlOqVCm7g5MBbv369dNlcUU+X+BAPvn8sh3CRUaWN2/e3BEcssjYj9Wr/zuyBIJBgHic2yDo3n2+rbvrrv6u10sPOe9/zjnn2B2dnKsfM2aMLosL8rkCr0XI5w7ndY9ly5aZa665xhEcMr6kdevWjPVAyAgQj3MbBIcOHTc1a/Zz1LtZL72mT59ucufO7QiReDsSkc8TGB7yeeVzh0uPHj0cbfNlKVasmPnpp590KRAUAsTjggmCAQMWJwmPlNaTi+/S3Tcc9L/O5TRPvFwTkc8ReNoqnEdZMrYjsAmjf5E50HfscA4MBUJBgHhcWkEQSOZKv/vuAWkGSJs2P/t+Lq3h//57t344JKNHj3Ycicjy3HPPxewtvvK+5f0Hfh75fPI5w2HWrFmOa0iyyO3AkbijC95FgHhcakGQnFGjlqcaIHLUETj4UG4BHjr0L0dNqOS0ToECBRw7xXLlysXcYEN5v/K+Az+HfK5wnLaSsR3SL0uP7bjkkkuYawVhR4Ag7D74YHqSkJGGjHv3HtGlQZMLy/pf1jJiW9p+RHvvLHl/8j4DR5jLIp8nHBfMN2/ebG655RbHc8siXXUZ24FIIEAQEcOGLTU33tjLESJy+mv+/C26NGhya6seJyKLNB6M1i6+8r4CGyP6F/kc4bhVV059BbbEl0XGdgwaNEiXAmFDgCBiVq/e7ZgiVxY5vfXll7/7BiOml5zPz5Ejh2OnKbemyvwZcttqNJD3Ie8nsCW7LPK+w3E94siRI+Z///tfkmC64YYbzNq1a3U5EFYECCLq6NET5sMPZyQ5pfXMM6NTnC43GH/++aejAWNgkDz88MNmwYIFepUMIa8rr6+DQxZ5v/K+02vp0qXm6quvTvK5X3/9dXPixAldDoQdAYIMMWXKOnPrrX0dIVK9eh/z009rdGlIpNV54cKFk+ysZSlfvrzvX/vbt2/Xq4WVPL+8jryefg+yyPsLV0v2b775JsnYjuLFi5uff/5ZlwIRQ4Agw8jYkIYNxyQ5GnnvvV/N4cPp/xdzQkKC7w4kfS3Av8idSXKRuX379mbGjBnpHoEt68vzyPPJ8+o7n/yLvB95X/L+0kueo06dOkle45577jE7d+7U5UBEESDIUHKbr7RFCbzVV5aHHhpqVq78R5eHROYM79y5s+9f5HpHG7jkzZv339e+3tSvX9+8//77vgvOU6dO9S1yq+26det8//X/TB6XOqmX9WR9/ZyBi7y+vI9wzWEuYVWyZEnHa+TKlct8+umnuhTIEAQIMsWCBdv+/VfzQEeIyJiRwYPTf23AT26bnThxomnQoEGSQYiRWuR15PXkdcN1W7E8zzvvvJPkCOeyyy4zCxcu1OVAhiFAkGn27TtqWrX6KckprZdf/tHXATic9u/fb4YMGWIaN25sypYtm2THn55Fnk+eV55fXiecNm7caG6++eYkr/nss8+G7cgGCBUBgkw3YkTSMSPS8ff339M/ZiQlGzZsMMOHD/fNyCdHDBUqVEjzlJc8LnVSL+vJ+vI8kTJq1Chz7rnnOt7D2WefbYYOHapLgUxBgCAqrFmzxzzySNIxI198MTcsY0aCJXdUyTWQSN+5lRzpk/XCCy8kCbDKlSv73hMQLQgQRA1p1vjxx0nHjDz99KiwjBmJBTI+JHA+dFmyZctm3njjDcZ2IOoQIIg606YlP2bEPx97vPr666+TXOwvUaKEmTJlii4FogIBgqi0Y8dB06jR2CRHI+3bTwvLmJFoIr2wHnzwwSSnrO677z6za9cuXQ5EDQIEUUvGjPTs+YepVKmnI0Tq1Blqli+PjwmRpIX7BRdc4AiOM88803z22We6FIg6BAii3qJF28y9954eM3LddV+aK69s/W+4jNWlMUPGdrz99tu+6xuB4XH55Zf/+3kX6XIgKhEgiAn79x8zrVtP9gXI5Ze/ZUqWbGAKFqxsatduEHMtPOTW36pVqyY5ZdWwYUNz6NAhXQ5ELQIEMWX48IXmiiuamiJFbjV58pTy7XiLFStmJk+erEuj0siRI80555zjCA6ZjXDYsGG6FIh6BAhizsqVG0yVKrVN1qw57U5Y2pi/9tprUXurq4zteP7555Mcddx4441m/fr1uhyICQQIYtLRo0dN8+bNk+yQK1WqZNasCU+L+HCR6WqvvPJKx/uUax9vvfVW1AYe4AYBgpg2ZsyYJO3bZSrXgQMH6tJM8cUXX/juqgp8f+eff76vuy8Q6wgQxLzNmzf75uPQRyNPPfWUOXDggC7PELt37za1a9dO8p7kZ/IYEA8IEMSFxMRE31wduuX5JZdcYv744w9dHlHTpk3zHWUEvg85CpGjESCeECCIK7/99pspXbq0Y+edM2dO88knn5hTp07p8rCSsR1t27ZNMrZDrn/IdRAg3hAgiDt79+419erVS3L66K677jI7dkRmBLvcSSV3VOnXlDuv5A4sIB4RIIhb3377bZJpZ4sWLWomTZqkS9NF5gWRsRyBryNjPUaMGKFLgbhCgCCuyZzm1157rWPnLmNGWrVqZY4fP67LgyKjxhs1apTkqENGmUdyoikgWhAgiHsyZuTFF19MsqOvWLGiWb06tBbx0q9K+lYFPp9c+2jXrl3Y5kIHoh0BAs8YN26cKVSokGOnnz9/ftO/f39dmirplKvHdkhH3V9//VWXAnGNAIGnbNmyxdSoUSPJ0cgTTzxh9u9PfdbDf/75xzdHh15X5vKQOT0AryFA4DkyZuTDDz80OXLkcARB2bJlzbx583S5j8wKKLMDBtbL7IFfffWVLgU8gwCBZ82ZM8dceOGFjlCQUOnUqZMdMyK9qt58880kYztk3nKZvxzwMgIEnrZv3z7z6KOPJjktdeedd/qORqpUqZLksRdeeIGxHYAhQACf3r17m3z58iUJi8BFxnZ8//33elXAswgQ4P+tWLHClC9fPklwyHLzzTebjRs36lUATyNAgADHjh0zjzzyiCM8Xn31VcZ2AMkgQADlr7/+cgRIrM25DmQUAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQCBDAHQIEUAgQwB0CBFAIEMAdAgRQJk+e7AiQtWvX6hIAhgABknj44YcdAdKqVStdAsAQIIDDwoULTbZs2RwBkjt3brNu3TpdCngeAQIEuPnmm21wnHHGGfbPdevW1aWA5xEgwP8bNmyY48ijVq1ajv+fNm2aXgXwNAIE+Nfhw4dN6dKlbVhcddVVZv/+/eaCCy6wP7v22mtNYmKiXhXwLAIE+Ne7777rONr4+eeffT8fNGiQ4+fdu3dXawLeRYDA8zZt2mTy5s1rQ+KBBx6wj506dcrcdNNN9rHChQubvXv3BqwNeBcBAs977LHHbEDkypXLrFmzxvH4vHnzTNasWW1NixYtHI8DXkWAwNN+++03x91Wr7/+ui7xeeaZZ2xNzpw5zYoVK3QJ4DkECDxLTk9VrFjRBkOxYsV8F86Ts23bNpM/f35bK3doAV5HgMCz+vTpYwNBFvn/1HTo0MFRP2HCBF0CeAoBAk+SIw054vCHgRyJyBFJao4dO2bKlClj17nsssvM8ePHdRngGQQIPEmudfiDQK6BzJo1S5cka/To0Y6jkC5duugSwDMIEHiO3GUld1v5Q0DuwgrGbbfdZtctUKAA7d7hWQQIPEfGefgDQMZ/yDiQYMh8IdmzZ7fP8fzzz+sSwBMIEHiKjDAPPAUlI9BD0axZM/sc0r130aJFugSIewQIPOPkyZOmXLlydsdfqlQpXw+sUOzevduce+659rluueUWXQLEPQIEnvHll186jj6k+256fP75547nGz58uC4B4hoBAk/Ys2ePKViwoN3Zy7wf6XXixAlf117/c0o33yNHjugyIG4RIPCE5s2b2x299LWSmQfDQc+f/v777+sSIG4RIIh7S5cuddw11ahRI12SLrVr17bPnS9fPrN582ZdAsQlAgRx74477rA7+LPPPjvs4zZWr17tGFfy+OOP6xIgLhEgiGtjx451nGL65JNPdElYtG7d2r6GjGyfPXu2LgHiDgGCuCW9qy6++GK7Y7/00ksj1rtKemsVLVrUvtYNN9yQZm8tINYRIIhbHTt2dBx9/PDDD7okrHr37u14vX79+ukSIK4QIIhL27dvN2eddZbdmd911126JOwSExNNhQoV7GsWL17cHDhwQJcBcYMAQVx67rnn7I48R44cZvny5bokImbOnOmY4bBNmza6BIgbBAjizvz58x1zmL/88su6JKLq169vX/vMM880a9eu1SVAXCBAEHeqVq1qd+CFCxc2CQkJuiSiNm7c6Ovy638PderU0SVAXCBAEFcGDx5sd9yyfP3117okQ7Rv397xPqZMmaJLgJhHgCBuHDp0yJQsWdLutK+55hpfB97MIF1+pduv/71cffXVmfZegEghQBA33nnnHce/+qdOnapLMtSQIUMc7+err77SJUBMI0AQFzZs2GDy5Mljd9YPPfSQLskU1apVs++pUKFCvq7AQLwgQBAXHn30UbujjqY7nxYsWOC4I+yll17SJUDMIkAQ82bMmOEYe/HGG2/okkzVsGFD+95kTMqyZct0CRCTCBDENBn9ff3119sddIkSJaJu9PeOHTt8XYD97/HOO+/UJUBMIkAQ03r16mV3zLJ89913uiQqdOrUyfE+x40bp0uAmEOAIGbt27fPnHfeeXanHM0dcKUz8CWXXGLfq/xZfgbEMgIEMatVq1Z2hywXqufMmaNLooocdQQehXTu3FmXADGFAEFMWrVqlcmZM6fdGT/55JO6JCrJ9Q//e5brInJ9BIhVBAhi0n333Wd3xDIP+ZYtW3RJVJI7sOROLP97lzu0gFhFgCDm/PTTT45TQR988IEuiWoyFiTw1JuMFQFiEQGCmHLixAlzxRVX2B3whRdeaI4cOaLLopqMRpdR6f7PIKPVgVhEgCCmfPbZZ46jj5EjR+qSmCB9sQI/h/TNAmINAYKY8c8//5hzzz3X7nRvvfVWXRIzpDNvuXLl7GeRzr3SwReIJQQIYkbTpk3tDjdbtmxm8eLFuiSmyBwhgUchMocIEEsIEMSEP//802TPnt3ubJs0aaJLYpLMVuj/TDKLocxmCMQKAgQxoWbNmnZHe84555hdu3bpkpgkXYOle7D/s8l86kCsIEAQ9UaNGuU41fPpp5/qkpjWpk0b+9mkq/CsWbN0CRCVCBBEtaNHj5oyZcrYHezll19ujh8/rstimnQPLl68uP2MFSpU8HUZBqIdAYKo9tFHHzmOPn788UddEhf69evn+Jy9e/fWJUDUIUAQtbZu3Wry589vd6r33HOPLokb0kW4UqVK9rMWLVrU7N+/X5cBUYUAQdR6+umn7Q5VGieuXLlSl8SV2bNnO2ZWbN26tS4BogoBgqj0+++/O+YSf+WVV3RJXHr88cftZ86VK5dZvXq1LgGiBgGCqCOnc2688Ua7Iy1SpIjZu3evLotLmzdv9nUX9n/22rVr6xIgahAgiDoDBgywO1BZevTooUvi2vvvv+/4/JMnT9YlQFQgQBBVDh48aM4//3y78yxfvrznbmmV7sKlS5e22+Cqq67ydSEGog0BgqjStm1bu+OUC8q//vqrLvGE4cOHO45CPv/8c10CZDoCBFFj/fr1Jnfu3HanWa9ePV3iKbfccovdFgULFjS7d+/WJUCmIkAQNerWrWt3mBIkEihetmjRIl/XYf82adasmS4BMhUBgqggp6oCT9nIqSwY8/zzz9ttIt2I//rrL10CZBoCBJlOLpJfe+21dkcpF9EPHTqkyzxp586dpkCBAnbb3HbbbboEyDQECDKd3KYbePQxcOBAXeJpXbp0cWyf0aNH6xIgUxAgyFQyQFAGCvp3jjKAUAYS4jTpPnzZZZfZbVS2bFlz7NgxXQZkOAIEmaply5Z2xyitS+bNm6dL8K8JEyY4jkI6dOigS4AMR4Ag06xYscLXJNG/U5TmiUhZrVq17LaSLsXbtm3TJUCGIkCQacqVK2d3iHK7qpy+krEPLMkv0u49sFuv/AzITAQIMoWeppYltGXJkiV60wIZhgBBppgxY0aSnSFLcIscjaxdu1ZvWiDDECDINJ9++qmpUaOGadGihXnnnXdYXC7Nmzc3t956q28aXCAzESAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJAQIACAkBAgAICQECAAgJD8H95a94eXPYj6AAAAAElFTkSuQmCC)
PN: 3H37-3-1T
CAS: 1006319-95-4
Molecule Weight: 229.206
Formula: C10H10F3N3
![3-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]-2-methylpropanenitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABYkAAAWJAGbFcYUAAACbHpUWHRtb2xTb3VyY2UAAHichZVtT9swEID/yimf14vPb0lQW4RASJNgHzYm7dtkUgORmgQloS//fue0hYayRk5l5+4eX+7F7vRyUy5h5Zu2qKtZRCgi8FVeL4rqeRb9fridpNHlfJqzERtW7Sx66brXizher9eYv/jSbeoK87qMdvqLTVsMbNYK6+Y5lkJQ/Of+7lfPTIqq7VyVe6ba4qLthXd17rr+K/7jIi5dsyqqeGcel81qt9tfKcIjcNMuoo9Yrll3xSg8FUsPT3VTug5WUiA/4hs8+8o3rvMLeNyyWKHm2OfT+5s6fyt91fEy7FDkbvmra95yFpT10udvvBkvvt/MopIYcF1dXjWN20JYBbEjcBKcAqfBGXAWXAIuBZeBI8E/1hMbEFsQmxDbEBtRwrlf+uD8YfvqOQII4weP68G47QdrOH0yFE1aLUFgprUAiSJNNSg0RgngoGSagUFjebIotE5ZmGT8tp/2ur2lRZ1oggRVkinWSZlKfku4gDARaKSwMCHMUqMi2LJ3i2SNZNwaxhVayd41ktDqsPW7h16okLKMgBjgSaCSRh8miynxB6YorEgObg1mIrMBTzkihYlIQuLj98zPp491tThaQrGYRY8U9SX56Z9aua9KBHWz8A3nLGwQTI8BOQRCDc8DagiEip8H9BAI/fEOXH0FmCEQuuk8YIdA6L3zQDIEQqeeB9KTGEaAbAiEg3A+SySGRH9uRpDPxe7P2QgjT92MIeokvTTSVPSp5ruTP8KYL5iR1iL7BWNGmOSk48mOIJ/Kf7i49oz6YOKjQxkfrk5enlyr8dGdG/M/zfwfHvTpCM7+WykAADchSURBVHhe7d0JvNdT/sfxMil7kq2Iicg2gxSRihGyjbEMpqzzN8QIkRkZa1PNMNWETBElEdIyVNJiSVK0iRaVStpUtC/anH/vY87X75577+/e3+n+9tfz8fg+4p7v7977+93f9/v+fb/nnM8pZwAACFDO/wIAAKVBgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECABno2VvKlbilW/p/AwBAIX5YFLWlW/p/AwBAIZkSEvFk9m8HAHmKAAEABCFAAABBCBAAQBACBAAQxB9x5W+ZIDN+CwBAAX5g+FsmyIzfAgBQQCYFRXEy+7cDgDxFgAAAghAgAPKef+++qA2FZcNrk9m/HYCs54dFURsKy4bXJrN/OwBZLxtOhJkoG163zP7tAGS9bDgRZqJseN0y+7cDkPWy4USIMPxVASQVAVKytSvmmWFPXWi+/OgFvymj8VcFkFQESHzbt20xAzvUs6/RwPZ1/eaMxl8VQFK5ACluy3fj+9/302txa3nz9dS3/OaMxl8PQFL5geFv+Wzh9OHmuVt3sa/DR6/e4TdnvPz+6wFIOoKiaBvXfGv6tD7YvjZvtP212bZlk79LxuOvCiCpCJAi/PijefvJpvZ1eeGOPcyqJTP8PbICf1UASUWAFDZ1RMfodZn54XN+c9bgrwogqQiQglZ8PdH0uL2ifU1Gdr/Sb84q/FUBJFVIgGxYvcRs37rZ/3LW2/LDOvPag0fZ1+OVNoebzRtW+btklcT+qgCQoEQDZOGMEXZIq060+rSeS97vdYN9LXq0qGCWfvWR35x1Sv9XBYAAiQbI0jlj7AnWnmhvr2imjuxkO52z3ZzxL0evxaQhbf3mrFT6vyoApIg+nesWjzvhasSShr1mqzXLvzK97tzHPpe3OjbekYfb/V2yEgECICOpf0CdzC5ENGdCE++yjUqVDOpwqn0OvVtVNetXLvR3yVoECICMpmGumiuhE7BmbY/r39qelLPFJwP+GoXg/M/+6zdnNQIEQMbTRLv+bU+MTsQqOrhm2Rx/t4yzaMbIqFTJmL63+81ZjwABkBW2bf3BjH21ZRQiPe/c28we38ffLWNsXLvM9Lmvmv1d33jsV1lZqqQkBAiArPL1Z2/avgQXJO/1vM5s2bTW3y2tfvzxRzPkyQvt7/fCn3c3K5dM93fJCQQIgKyzftUiM7jT2VGIvPpgLbP86wn+bmnTv3dn86cm5cw/m5czM0Z395tzBgECICtpKOzkoe1+njNy265m6vB/pX3OyOTJk021qpVMvVrlTOcHLvebcwoBAiCrfTv3Y9O3zS+jq5GhXc4zG9Ys9XdLifXr15vatWubcuXKmSNqHmbWrF7p75JTCBAAWW/zxtVm5HNXRSHyUuuDzDfThvm7Jd1NN91kw+MXv/iFGTNmjN+ccwgQADlj5kfPmxda7vlTkNxa3gztdY/ZujU1c0b69u1rw0Pbo48+6jfnJAIEQE5ZtXSm6f/3k0yHZuXMNWeUM1decIqZPXu2v1uZmjdvnqlcubINj4YNG5pt27b5u+QkAgRAztGckVefucucWqucqbRrObPXXnuZF1980d+tTGzdutXUr1/fhsd+++1nvvnmG3+XnEWAAMhZw4cNNvvvv390a6l58+ZmzZo1/m47pU2bNtH3HzhwoN+c0wgQADlt8eLF5je/+U10kj/iiCPMJ5984u8WZNSoUWaXXXax37dFixZ+c84jQADkvO3bt5sOHTqYXXfd1Z7s9e/jjz9uZ4yHWr58ualevbr9fscff7zZuHGjv0vOI0AA5I3x48ebmjVrRlcj5557rlmyZIm/W4kUPBdffLH9Hrvvvrv54osv/F3yAgECIK+oD+Saa66JQuTAAw80Q4cO9XeLq0uXLtHj//Of//jNeYMAAZCXevbsaUdnKQTKly9v7r77brN582Z/t0KmTJliKlWqZB/3u9/9zm/OKwQIgLz15ZdfmpNPPjm6mqhTp479WnFUquSYY46x+9aoUcN8//33/i55hQABkNd01aGrD12FKBh0VaKrk6L83//9n91HpUpGjx7tN+cdAgQAdlA/iPpD3NWI+kli54y89tprUdvDDz8c88j8RYAAwP9oRFaTJk2ioNCILY3cmj9/vtl3333t184888y8KVVSEgIEAGJozojmiMTOGTn44IPtf1epUsUsWLDAf0jeIkAAoAiara5Z6+5qRNtzzz3n75bXCBAAKMaQIUMKBMgBBxxgBg8e7O+WtwgQACjCihUrzCGHHGKDQ53rbs6Itrvuusv88MMP/kPyDgECAEW45JJLbFjstttu5vPPP7dripxyyilRiJx00klm5syZ/sPyCgECAJ6nnnoqCoquXbtGX9+yZYu55557ojkje+65p3n++edjHplfCBAAiDF16lR71aGAuPTSS/1ma9iwYeaggw6KQuaqq64yq1ev9nfLeQQIAPzPhg0bzLHHHmtD4dBDDzXfffedv0tk6dKl5rzzzotC5Je//KX5+OOP/d1yGgECAP/zpz/9yYaBSpW8//77fnMhKuv+xBNPRHNGKlSoYNq1a2fnkuQDAgQAdujXr190NfHggw/6zXFNmDDB1KpVK3r82WefbRYtWuTvlnMIEAB57+uvv45KlZxxxhlm69at/i4lWrt2rbn22mujENFa7G+99Za/W04hQADkNdW1atCggT3pK0QUJjvjpZdeMnvvvXcUJC1btszZOSMECIC89tBDD0Une93GKgtz5swxdevWjb7viSeeaGbMmOHvlvUIEAB564MPPrAd5jrJ33zzzX7zTtGckdatW0dzRvbYY4+cq6VFgADIS1pNUEN1dXLX0F0N4U2G4cOHR9V8td3Q/Eqzbu0qf7esRIAAyEuaJKgTuiYNfvbZZ35zmfr2229N06ZNTYVdypk6NcuZ1lcfbpbMGevvlnUIEAB555lnnomuCFS2JBU0Z+SFbh3NNQ0rmrZXlzM9WlQwk4a0NT9uz97FqQgQlJpGkugerorM6dJfn9z22WcfU6dOHdsRuXz5cv8h0UFaktLuB+wsFUZ0pUr0Xk61RV9NNK89eJR59pZydnurY2OzfuVCf7eswBGLUtGynocddlh0oi9qU2G5Xr16FXhcaYOhtPsBO2Pjxo3muOOOs+81lWpXyfZ02PLDOvN+z+ujEOndqqqZ/9l//d0yHkcsSqTwqFSpkj3oVM5a49w1Vl5XJCogN3HiRPPoo4/axXb8EChtMJR2P2Bn3HrrrfZ9tssuu5j33nvPb065OeNfNr3u3CcKkjF9bzfbtmzyd8tYHLGIa/PmzbZInA46HXyadFWcdevWmRtuuKHA10obDKXdDwg1YMCA6H32wAMP+M1ps2bFXDOow6lRiLzx2K/MysXT/N0yEkcs4urZs6c94LR4TrzwKE5pg6G0+wEhFixYYKpUqWLfY6effnpQqZJk2r5tixk/4C/muVt3sSHywh17mBmju/u7ZRyOWMT1u9/9zh50ft9GaZU2GEq7H5AoffA588wz7furcuXKZv78+f4uGWPhjBGmz33VoquREd0uNz9sWOnvljE4YhFXjRo17IE3d+5cv6lUShsMpd0PSNQjjzwSvb9ee+01vznjbFq73Ax76sIoRF65/zCzdM4Yf7eMwBGLuNxwx02bwjr23IFb2g0oSx9++GFUquSPf/yj35zRPh/Z2fS4vaINEc0ZmTj40YybM8IRi7gIEGSrlStXRlfQtWvXNuvXr/d3yXgrFkwyrz10dHQ18ua/Gpp1K7/xd0sbjljExS0sZKvLLrvMvqc0BH3KlCl+c9bY+sN688GLN0Uh8uLdVcz8yQP93aL2eFtZK/vviJySrk70SZMmmdtuu80Wudt9991NtWrVzDnnnGP69+8f8yigaN26dYveU126dPGbs9KcT/sWmDMyd8LrBdr9sChqK2tl/x2RU9I1jLdevXqma9eutsidbj2ocqqqmmpdhYcffjjmkUBB06ZNsx869H666KKLbA2qXLF2xTwz6B+n2TDQJMRYyQqJeFL705B1NJHw8MMPtwdjixYt4oaIJhLeeOONBb7mB0NxSrvfV199ZVeNA4qivroTTjjBvpd01VpUfbastyMQN6xa7H+VAEFmii1lolXW+vTpYydmKVzWrFljbzc99thjKSllop9btWpV/8uApdueeh+pVMmoUaP85pxGgCBjjRs3LupQL27ba6+9zIsvvljgcaUNhpL2U82t0aNHm/r165sHH3zQbwbMoEGDovfR/fff7zfnPAIEGU3FE5999ll7X1mVTHVVsvfee9ty7uqXKOp2QUnB4BS3nx9STZo0iXsbDflp4cKFZr/99rPvkdNOO80uJ5tvCBCgGMuWLTN9+/Y11atXt7fLAGf79u2mUaNGNjy0Pk3okPNs54+48rdkSM53BZJEJbh1Kw1w9IHCXaHqQ0a+8gPD35IhOd8VSJK1a9faW2eAjBkzJipV4o8AzDfJDIripPanATvpnXfesXNBAJUqcatkHn300XYYeT4jQID/OeOMM0y/fv3s/Wx13i9atMhOalTn/dtvv+3vjjx0xRVX2PDQFamGkuc7AgT4n48//thcffXVtr+jQoUKdlKYThiak5LPTjnlWbudfvrzZsmS4j9xu/1ylUYDun6Pzp07+815iQBBxtIQXVU0vfLKK/0mpJALBm0PPVT8mt65HCDTp083e+yxhw2PCy64IKdKlewMAgQZq3fv3vaAVY0hpE/sFUi9es+Z2bO/93excjVAVKrkV7/6lX0vHnzwwXZ4N35CgCBj/fnPf7YHrfomkD4uGDp1+tj+27Jl0f1BuRog7n2oUiUjRozwm/MaAYKMpeq4OnDvvvtuvwkp5IJh9epNplGjXva/J01a4u+WkwHy3//+N+r3+Mtf/uI3Iw0IEJRIo6AqVqyY9xO1MkFsMLzwwmT73zfcMMjbK/cCRKPwVERT70F9mMnHUiWZiABBiVRI0X3yy9cyEZkiNhg2bdpqzj+/j/3/d9+dV+x+2U6lSs466yz7/lOpEpX0R2YgQFCiJ5980h68+++/v9+EFPODYcCAGfb/L7/8dbNt2/Zi93NWrNhghg2bYwYPnpWUbcCAcTuuUt+yVZnLajv33HOjDzAvv1xwESWkFwGCEjVv3twevBdeeKHfhBTzg0Ghcdllr9mvKUyK28+56qo3orZkbEce2cLsu++J0Qm/LLfLL7/cfzpIMwIEJTrqqKPsAfzoo4/6TUgxd6KONWrUXPu1pk372Ntaxe0n7dqNLnTSL8stmQGiK2FkFgIEcWkt8vLly9sDmBIi6edO1D51pOvr6liX4vbLRpdccol9/51//vl+E9KMAEFcKl6og1ch8t133/nNSLHigmHixMX2640b97JDfIvbLxupH0TvwV133dUWUETmIEAQl1troVatWn4T0iBeMGhSodo6dx4Xd79so9BQeOh9qDBB5iBAEJeWr9WB26xZM78JaRAvGFTWROVNVOYk3n7ZSLev9D7U7SxkDgIEcR1wwAH2wO3SpYvfhDQoKRhUYNHtE2+/bOOq7+622252UTFkBgIExZo3b140Akbl1ZF+JQXD4sVrTf36PUrcL9uoaKJbefDVV1/1m5EmBAiKpQNVB6zKmKgKKpBObjY6SwpkDgIExWrVqpU9YOvWres3IU+sXr3aTJgwwdZA04AKFTHU2uNu0//r6/qwMXHiRLNmzRr/W5SZp59+2r4f99xzT7Nhwwa/GWlAgKBYDRo0sAfs7bff7jchR23dutUO3daHh5NPPjmaA1TaTWXWVexQwfLee++V6WJPKqio76+fM2DAAL8ZaUCAoEg6kWjxKB2sDJ3MfVOnTrUfFNygCX/TCoC//vWv7W0kjYjS1Yf+1f/r6+694m9akvivf/2r+frrr/0fGUTr0ej7MiowMxAgKNLkyZOjk8CMGT/XWEJuef/9903Tpk0Lnfi16p/Wfhk0aJBZuHCh/7AiLViwwLzxxht20Sctfxz7/TSP44YbbjBffvml/7CEdOzY0X4/VeXVMgNILwIERerevbs9UCtXrlymtyGw8wYNmmmefXai2b49/O8yZ86cqESI2375y1/aemezZ8/2dw8yZcoUc++999oqzrFBct9995l169b5u5fK/Pnzo9tqQ4YM8ZuRYgQIinTTTTfZg7RJkyZ+E9Jo6dJ1drKghuh++eUKv7lE27ZtM+3atYsWCNN24okn2k5w3bZMhvXr15vOnTubatWqRT9Tt7bURxLilFNOsd9D71GkFwGCIh1//PH2IH3ggQf8JqTRK698bsOjYcOeZvPmbX5zXLrF1LBhw+gkftBBB5mePXum7ApTVx26+nBlSTSv45FHHrGhlogOHTrYx++3335JCz2UDgGCQjTT14120TrUyBw33/ymDZA2bUb5TXGNHTu2QAe5Pr0nc8htPJ9//rk57rjjot9F63wkMs9o1qxZ0WNHjBjhNyOFCBAUolsL7gBdsmSJ34w0+e67DdHtq5EjS7+0sDq23SgpdT7369fP3yXldFvr+uuvj95njRs3TijQ1Mmvx916661+E1KIAEEh//jHP+zBedhhh/lNSKM33phuw+OMM14wGzeW7taNwsOVAFG/wxdffOHvklYPP/xwgRAp7ZWIOvv1GN2G05rpSA8CBIVcdtll9uCkZERmue22ITZAWrce7jcVaejQoVFnufq0MvVqUoU6XYjovVeaQFAQusd88MEHfjNShABBIYcccog9MJ944gm/CWmyatUmc+qpPxVJfPvtOX5zIdOnTzd77bWX/TtqLZdMDQ8n9kpEHeulcfTRR9v9W7Zs6TchRQgQFKByEXyyyzz//e9MGx5a62Pdus1+cwHqS3AT+Q488MAymwWebK5PRLfcSjPEt02bNnb/Qw89NGUjyVAQAYICBg4cGB3EoZO9UPbuvHOYDRD9W5LrrrvO/g0rVKhgZ5pnCxVIdKOzFAolvf9UvNF92Bk3bpzfjBQgQFCA6hbpgNQoF2QGXXG4NT7efDN+KZDhw4dHJ1UNhsg2GuLr5olozkhJNHte+7Zu3dpvQgoQICjg7LPPtgfkzTff7DchTYYOnW3DQ30gq1cXP0pJtaFq1qxp/3516tRJeIJeplBw6DkoSEqqnaVSKdpXzxupR4AgotEve++9tz0gn3vuOb8ZaXLvvcNtgGgUVjxuvQxNAp00aZLfnDV066p69er2uagAYzxaKdNdcWXzc85WBAgi06ZNiw7Gzz77zG9GGmzYsMXO+1CA9O8/3W+ObNy4MTrp/uEPf/Cbs45qZ7mrkHiDANR57kYNUnYn9QgQRFQXSQeiVnzL1tsfuWbEiLk2PDQDXTPRi/P888/bv50GP5R02ycbaKZ61apV7XNSv1w8d9xxh91PI8+QWgQIIioLoQOxUaNGfhPS5P77R9oAUQ2seNxCS7/97W/9pqzl+jc0gz7e5EKNNHNXzrqKRuoQIIhoCVMdhIxoyQyqtququwqQvn2LL0Eyc+bM6ASaS8UvtZ6Ie17x5oXoalnzXbSf1mdH6hAgsHQP3Q2fzIRiezDmgw/m2/CoW/dZ8+23xc+JUMUA/d20cFOulTc/5phj7HPTGuvx3HLLLXY/La+L1CFAYH300UfRp714nZZInYcees8GyA03DPKbCjj33HPt3+2aa67xm7KelsfVc6tXr57fVEDs/JeyWlERJSNAYOcP6OSjg0+L9CD9tmzZbs46q5cNkN69ix8Rt3nzZrPbbrvZv50GQeSa/v372+dWUmWELVu22Peu9s3GCZTZigDJUyoboYOzefPmUdE9bZpD8Omnn/q7I8XGjv3Ghoe2RYuKXycjtirtjBkz/Oasp6th9/wmTJjgNxdw44032v3q1q3rNyFJCJA8ok9wL7/8si3Tvscee0QHptvKly9v/1WgDBtWcs0lJE/btqNteDRrNsBvKkD9Vfqbqf9Kn8JzjUZfucWwXnnlFb+5gLfeeit6H3MbNjUIkBy3cuVK8+KLL5qLL744utURu5155pmmU6dO9oDTqJeDDz44OiG99NJL/rdDCmzf/qM555zeNkCefz7+7Or27dvbv9exxx7rN+UMt/pg27Zt/aYCdCtWKy5qX01ERPIRIDlo2bJlthSJOlfdyCq36V6y6l117drVLF682H+omTdvXrTOgj7JPf744/4uSLJPP10c3b6aN2+V31yAhlzrb5XLc3fOOuss+xzvuecev6kQzcLXvg0aNPCbkAQESI7QOh6qhaSDzS1h6jaFyHnnnWd69Ohhli9f7j+0EO1z6qmnRo+/++67WW8hhf75zzE2PH7/+5KHU7vJnxdddJHflDN09aznqKG6JXGd7urLK+oDEsoWAZLF5s+fbzp27Gg/bcUGhjbdrrrkkkvs7atVq+J/ii2KSkk0bdo0+n4apaURP0gu3b46//w+NkC6dYvfaSzXXnut/ftcddVVflPO0HPTc9RzLYkGh7j+PV1lI7kIkCyjMe7t2rXbcYI5pVBo6MD5/e9/b/r27Rt3yGNpaVKaW5xI2znnnGPWrl3r74YyNG3asuj21axZ3/nNhXAFUtgVV1xh99etWiQXAVICnURHjRpl37xHHXVUWkolaKim1ok+4YQTCoWGyq/rk9mAAQPsbPKypltXmgXsfp7KnSxdutTfDWVk+fIN9gqkZcu3/aYi0QdSmEZraX/dyi3NLVuEI0CKoNEcQ4cONTfddFM0OcltDRs29HdPCo15V3lqhZYfGvqd9Lvpd9TvmgpdunSx95X184844ghm+2YIRmEVpjXhK1WqZB/DujbJRYD8jz6961O8Ps27RZViN33611WAOquTReVEVIHULdMZux100EH2KkhXQ+mqd/Tqq6+aihUr2t9HxeuYcJh+bh6I/i7pel8kk66AXZ+G5jCVlrvtpX48JE9eB4j6CdRfoH6DoibWqZ9B/Q3J+rStSVIqRa16P25RnNjt0EMPNXfeeaf54IMP4pazTqV33303ClhNOHznnXf8XZBCWkPcvV9yYR0Q3zfffBM9v0Q+sPTq1SsKVs2FQnLkXYBoRJJGJmmEUlET6zSiSSObNMIpGTRbeMSIEXbNcVeCOnbT2s5aE1pLdWaqyZMnF5hw2KdPH38XpIhuYbrbNbk48VPl6fXc1J+hW1Ol9f3330dzoHr37u03o4zkRYCoI01zIDQXoqiJdeqk0xyKZN2e0kGuMgta37lKlSqFQkMrqT344INZtabz3Llzo/4ZTThUSXHE50ZXnX7682bJkuJHybn9Sst1Ml9//fV+U9bTHCQ9Nw3eSJSOdz02lxbZyjQ5GyBLlnxrx4FrKF9RE+s0S1sdbJq1nQwaj/7GG2+YZs2aFShW6DatW6ARXdOnF7/OdaZTMKvMtntOrVq1YsJhHC4YtKlUe3ESDRDXkV6tWrWce/1PPPHE6L2VqGeffdY+VncaGH6eHDkVIPpU9/LLU81VV/3L7LvvSQVO2HoTqWNNt6+SdU9Ub1J19GkcelF9Kprd3aFDB/PVV1/5D81amnB4/vnnR89RpSSYcFi02CsQrXE+e/b3/i5WogESu3KfBlnkilmzZkXPK6S4pz4cug+PGgCCspf1AfLNN2vMCy9MNtddNzA68I45po058MCzzT77HGArz+qkXhYT64qie63qsNNELncv2m26taNihSrstmDBAv+hOcOfcNikSRM+8RXBvT87dfrY/lvcXI9EA0R0RavXvjSztbPFo48+ap/TAQccEDzCrHHjxvZ7aKAMyl5WBsjcuSt3XJ5ONFdf/UaB2wLatIZ0mzZDzNCh48yGDWU/sU40ka5Fixamfv36Rfap6LbZM888k1e1eHTrRJ3/7nWoU6eO+fbbb/3d8pp7j65evck0avTTYlGTJi3xdwsKkH//+9/2dVfp81x43RUYbjj77bff7jeX2lNPPWW/x5577pmUibb5LmsCZMaMFTtOyp+ayy57rVBonH32izs+rbxvPvxwgdm8eZv/0DKxcOFC+2bUJxq3bobbNFRQt3Gef/75vJ/5qhOZm3B45JFHmjlz5vi75K3YYNBVs/67qOVqQwJEV8KulLnmEmU7Da/Xc9Gx9tlnxa/IWBINjHHH68CBA/1m7KSMDpCpU781XbqMM5dc0rdQaJx77kumXbvR5pNPFu34tJKcORIayvuvf/3LnHHGGQUCQ5tOkip7riGCIcUKc5k/4bCkleTyRWwwbNq0NSqa+O6784rdLxGqXOA+bWdzuRldzZ500k99mGUxEfD000+330urb6JsZVSAqBKpLumfeGKsueCClwuFhr72+OMf2X20bzKo406TB3ULxg8NHZiqDKoTpDqPUTx15sZOOBw+fLi/S97xg2HAgBn2/y+//HWzbdvPH4L8/Urru+++i15zjf7LVlrb3R1zmmi7szSvS99LA2k2bdrkN2MnZESAKBB0NaGrCj80dPWhqxBdjSSLZvOqTMnxxx9fKDR0W0Adk7r85R5qYvwJh4mUoshFfjAoNNwtWYVJcfslwvWFaBs5cqTfnPE0WdC9Z8pi/oZuKbt5Mtry/T1Y1tIeIAoPPzR0UKm/Q/0eyaKyCG3atDG1atUqFBpVq1aNihUyJHXn+BMOdUswXxUVDKNGzbVfa9q0j72tVdx+pbVt2zY76U6vd40aNexVSTbRcaffXSMad3a4uwJUc2Pcca1bzpqfhbKT9gDRMNzzzutjR1RpZNVXXxU9Nr4sjBkzxpaEPvzwwwuFhj71aG2FdBYrzFUaj1+3bt3otdbfINcmvPlcGMQqLhjUka6vq2NdituvtDQvxJXpueCCC7LmtX799dej98jf//53v7nUVC5ISxC4wRyak9WtWzd/N5SBtAdIMqmf5OOPZ5p7721nqlevXig09AntrrvuMqNHj86agyxbaR6OKy2hTffodaDnkoUL15iePadEc5KefvqTAu3FBcPEiT+tgd64cS87xLe4/RKhE6Z7rbVmSKbTmjeVK1e2v6+WTAgtHqor3tjlmFUKftq0af5uKCM5FyAakTVu3MIdn2BGmyZNepvatVub/fdvuOPTyE+T/LSWhT6djBs3zn8okkyB4ZZg1aZyMsma4JkqmpP03HOTzDXXFJ6TpH69WPGCQZMK1da587i4+yVCtbHca53JtcqWLFliDjvsMPt77r///sGTbrWQlBvKrE3zR+g0T66cCBDN/Rg9+mvzyCPvm7PO+mmCltt+9asOplGjP5vHHnvCduoivXSl51bR06aS+dk28W3mzBXmP/+ZYEdP+aGhOUl6H+r9GDuySuIFg8qaqLyJypzE2y8RCmxXZiZTC14qPNzgFU2CDKlCrQ8hsWGpPkxV8UXylXmAuDd/WVcc9eke88iRc80DD7xrZ5/7B/If/tDffjKcNy85da90Ivzwww9ttVB1zl199dX+LohD5V1iJxzubIdpsmkU4JNPji92TpKueMePXxh3TlJJ73kVWIz9vmVBw83dPAhtCu9MuV379ddfR4NYKlSoYIuPJmrixIkFVu3URF9N+kVqJC1AtJVlxVHZsGGLGTp0trnvvhHmjDNeKHQgqzOyV68p9l50MmiEixZUUhmT2NEd2nTpjcRotrGbcKgVF3UyyBSlnZOk/ovSzkkq6T2/ePFaU79+jyL3U5tuyeo9roEnifALXqpjPd2jszS/w62Ho/dA//79/V3iUgh26tQpev8ogLTkrY5RpE7SAqSsKo6uWfODefPNL82ddw4rcHmvrW7dZ83NN79pXnnlc7N0afFXOztDw3hVCfSPf/yjDYnY0NCmT8/3339/Tq4Glwoaahk74VCLbaWLbjmpskH79h8WOyfp3/8eZz77LPWzvHXbTMeTfg9dceuDVCJ0Oyu24KUGkKRjnohGOKoitU747m+u4fKJ0C1PzVB3z0WjKrUcNFIvaQGyMxVHv/9e65PPMLfdNsSceurPn8i06f9btBi843J3ulmxIjljutXxNmjQIHvAuZEhsdtxxx1nHn744Z2q0YOfaSEtXYHotdWEQ3WGpooW+xo2bJRp1epJ06BB50Kh4eYkTZ+e/hpn6lc555ze0e+mK3xdlSdCo7NiV+LUaLhUlT3R3zm2woMWUkt0PRxVNHATDbWp2jalhNInaQESUnFUB4MCx33Scpsu6/V1XYmsWpWcURW6zH/ttddsX4ZKlvihoclZGpvOlUZyqA/E3Q9Xh6/KTySLKgoMGDDAjgjT1c8uu+y64+ryTHP00ffa99tVVyV/TlKoZcvWm1tvHRwdG5de+mrC4aZ5Im6yoTa931WAMVmDGXTMaJ0Y1+elTR/OElmiVldQ6r+JnduhBeGQXkkLEEm04qgOBPd19XHcc89we6m+bt3mAvuVldWrV9t1pC+99FI7AsQPDXU+auTKvHkFi90hOTThUKOy3Ouvk1pZdfhqpI76XLQuRFGLfTVq9Hvz9NODzYIFq/2HZhz1uejYclfnp53Ww/Tu/ZlJ5KVSX4HKnrjbh9p0DChUNZl2Z1933arSSCiVI4ldEbRmzZrmnXfe8XePSxWdYyeiapXCGTN+Lv2C9ElqgIRUHB0yZJYZMWLujk+JhWfyloXvvlu54+B7wd5DdR1wbtOnm0aNGpknn3ySkRxp4k84VAXV0AmHurWhFSgvueSSArdt3NagQQN7paOqy9no88+XFRgV9uc/D93x/k7stu6KFStsFd/Y+RPaNPFWQ2NVbVon65Im9imQdDtKhRB1teH3F2rQydNPP21vGSaiT58+BUKuZcuWCX8PJE9SA0TKuuJoCPWVqM/kuuueMQcd1NCUL//zpbQ688455xzTvXv3pF3CIzEKDAWH+xslMuFQxfN69OhhQ6ioxb5UWE8nMq0TkQt0dd6mzajoeFLn/9ix3/i7lUjrieiKxK1B7m96LU844QT7+unvceONN9p/9f+ax+E6xf1NV/FaJyfRCX1a0TK2019zO958801/N6RZ0gMkGRVHS0OjsjQ6S6O0NFpLP+v449vu+CR00Y5PW9XNhRdeaD8t6cBB5tEtFN3CcicQ3drSLa6iaOXHrl272pUgY2+XuBOfTnS6X17c43OB+gfPPPOnoe16v2tGe7w5KfGoj0RLGuj19JdpLmnTlZ6WNH788ceD+wu1fkxskVP9HrkS+Lkm6QEiZV1xtDia//Hii1Oi4nSxm/pU7r33bTNw4Ngdn9pYyyNbaKy/6zjVScVNONQkNLVpzfmiTmIXX3yxvX21cmVyJpJmovnzV9kJtO49f+21A3a6T0e3i7TcgSb5KVR0u0tXH27T/7dv397O41A9q9DbjaIPDarW7K4cdVWjn1nS7TOkT0oCRMq64qgzb94q06PHpAIHjts0Xl4z1TVjvajqqMgOGtbrTiqaN6Bh1H5oqGNcQzq13kNpb3flIpX16dhxbHTVrWNg8OBZ/m4ZR0OJY/u+tB56SFkTpFbKAqQsK45++eUK063bBHPFFYVrEakWlqtFlKz10ZF6mmDod4QrTNRXok+/rPNQ0JgxC+zMdXdc/O1v75r165MzmnFnaaKumwekTat+aoQkMl/KAkR2puKoRpyoFtFvf/tqodDQgdK27WhbhTf0vi8ynzpR9913X9sxO3jwYEbjlGD58g12Mq47TnTsTJuWOf1Aut2ltWE070fBofko6nBH9khpgCRacVQrEupy/MILXykUGupP+ec/x5gJE0pfiwjINzo2VB9Oc0V03Ohf9ROm+5iZPXu2iZ3zc9JJJ5mZM2f6uyHDpTRApLQVRzXj1r3p3Xbxxa/Yq5cpU1JTegHIFV98ETtnpLu57rou5ttvk7dkdDwa3KDbjy48tKgbV5PZKeUBEq/iaCxNJFTHuPo5unb9JOFyDQAKUh+I5oxokbWDDmpiDjmkdsKFDHeGSpfEzu/RZEPdikT2KvMAAZDZXn/9PXPggT8t4qT+B61po6rTyfTJJ5/Y1UBdeGjyrubvILsRIEAemjVrVoHKuCquGDrxLx7N7dCkQjcMW/+qnDtzO3IDAQLkKV11tGrVqsAoKNWJKytarlZVAFxIqZDi+PHj/d2QxQgQIM+9/fbb0eqA2q655pqESq0XRX0rZf09kXkIEAB2JnhZXC3oqkZ9Ku6qRqOtVHMOuYkAAWD5/RWqRZVIf4X6UFLRr4LMQYAAKODTTz81Rx55ZBQEv/nNb0ocMaWrDDe3I1Uju5B+BAiAQrQeR2nmbKhfQ/0bbj/1e6RybgnSiwABUCytSBi7IuCdd94ZzRpXH4n6Slyb1gHRyCvkDwIEQFxF1a3S8N/YuR3qOyltXwlyBwECoER+5Vy3aXa5ZpkjPxEgAEpNa3e4EKlduzZzO/IcAQIgIW7xp+7du/tNyDMECICEVK9enQCBRYAASAgBAocAAZAQAgQOAQIgIQQIHAIEQEIIEDgECICEECBwCBAACSFA4BAgABJCgMAhQAAkhACBQ4AASAgBAocAAZAQAgQOAQIgIQQIHAIEQEIIEDgECICEECBwCBAACSFA4BAgABJCgMAhQAAkhACBQ4AASAgBAocAAZAQAgQOAQIgIQQIHAIEQEIIEDgECICEECBwCBAACSFA4BAgABJCgMAhQAAkhACBQ4AASAgBAocAAZAQAgQOAQIgIQQIHAIEQEIIEDgECICEECBwCBAACSFA4BAgABJCgMAhQAAkhACBQ4AASAgBAocAAZAQAgQOAQIgIQQIHAIEQEIIEDgECICEECBwCBAACSFA4BAgABJCgMAhQAAkhACBQ4AASAgBAocAAZAQAgQOAQIgIQQIHAIEQEIIEDgECICEECBwCBAACSFA4BAgABJCgMAhQAAkhACBQ4AASAgBAocAAZAQAgQOAQIgIQQIHAIEQEL22WcfGyAdO3b0m5BnCBAApbZ06VIbHtpOPvlkvxl5hgABUGo33XRTFCC77rqrmTVrlr8L8ggBAqBUJkyYYHbZZRcbHnvvvbf996KLLvJ3Qx4hQACU6McffzQNGjSwoVGrVi3To0eP6Epk2LBh/u7IEwQIgBL17ds3Cow333zTBkq9evXs/x977LFmy5Yt/kOQBwgQAHFt2LDB1KhRw4bFueeeG3197Nixpnz58vbrXbp0iXkE8gUBAiCuhx9+2IZEhQoVzLRp0wq0NW/e3LZVqVLFrFixokAbch8BAqBYCxYsMLvvvrsNiTvuuMNvNgsXLjR77rmnbW/RooXfjBxHgAAo1tVXX23DoWrVqub777/3m622bdvafX7xi1+YqVOn+s3IYQQIgCJ9+OGHUR9H165d/ebIxo0bzeGHH273O/vss/1m5DACBEAh27dvtzPNFQonnHCC2bp1q79LAf369YtGaQ0YMMBvRo4iQAAUEjvPY+TIkX5zkRo1amT3r1mzptm0aZPfjBxEgAAoYM2aNebAAw+0YXDppZf6zcWaMmVKNFO9ffv2fjNyEAECoIDWrVvbEKhUqZL56quv/Oa4/vSnP9nH7rXXXmbx4sV+M3IMAQIgMnv2bFOxYkUbAn/961/95hItX77cVK5c2T7++uuv95uRYwgQAJGLL77YnvwPPvhgs3btWr+5VDp16mS/h25njR8/3m9GDiFAAFjvvPNO1HHes2dPv7nUVBerdu3a9vucdtpptm4WchMBAsAO01VRRJ3069atu9Mn/SFDhkRh9NJLL/nNyBEECABbDFEne00cVJHEstC0aVP7PQ855BCzbt06vxk5gAAB8pyKIKoYok72zZo185uDzZw5065aqO/7t7/9zW9GDiBAgDx322232ZO8iiKqOGJZuvvuu+333m233cy8efP8ZmQ5AgTIY59//rktgqiT/GOPPeY377RVq1aZAw44wH7/K664wm9GliNAgDym4oc6uasYoooiJkO3bt2iDvX333/fb0YWI0CAPKWih+7E/vrrr/vNZWbbtm3mxBNPtD9H/+r/kRsIECAP/fDDD+aII46wJ3UVQUw2XXm4sNIVCXIDAQLkoQ4dOtiTuWaLT5482W9OCvWB6GeqT0R9I8h+BAiQZ5YsWWKLHepkfvPNN/vNSaNRWBqNpZ+r0VnIfgQIkGdU5FAncRU9XLZsmd+cVA888ID92ZofonkiyG4ECJBHPvnkk2jNjo4dO/rNSacZ6ZqZrp+vmerIbgQIkCdU36p+/fr25H300UebzZs3+7ukhGpjuQ511cxC9iJAgDzRp0+fjDhxK8hUpVe/h6r2qnovshMBAuSB9evXZ9StI60T4m6laf0QZCcCBMgDKmboOq9nzJjhN6dFbGe+VjJE9iFAgBw3f/78aPjsXXfd5TenjdZMd8OJtZY6sg8BAuS4K6+80p6k999/f7Ny5Uq/Oa3at29vfzfdzpoyZYrfjAxHgAA5LNNLiGzatMnUrFnT/n6pKKmCskWAADlq+/btURHDX//61xlbxDC2qGO/fv38ZmQwAgTIUd27d49OzO+9957fnFFSUVYeZY8AAXJQ7EJOl19+ud+ccaZOnRotbNW2bVu/GRmKAAFyUKtWrezJOJuWkm3RooX9nZOxtC6SgwABcoyKFGq+h07GKl6YLVasWGGqVKlif+/mzZv7zchABAiQYy644AJ7Eq5evbotXphNunTpYn/38uXLm7Fjx/rNyDAECJBDhg4dGnWc9+7d22/OeKqLdeyxx9rfv169erZuFjIXAQLkCJ18VZxQJ18VK8zWk++wYcOiEOzVq5ffjAxCgAA5onPnztHtn3HjxvnNWeWiiy6yz6VatWpm7dq1fjMyBAEC5AAVI9x3333tSfe6667zm7POrFmzTMWKFe3zuf/++/1mZAgCBMgBt9xyiz3ZqjjhokWL/OasdO+999rnVKlSJTN37ly/GRmAAAGynPoMdNtKJ9s6deqYG2+8MSe2Zs2aRVWE9byQeQgQIMu51f1yfVu6dKn/1JFmBAiQ5QYNGmRq1KhhP6WfddZZObU1btzY1sdSrSxkHgIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEH+H835ylUNHcRhAAAAAElFTkSuQmCC)
PN: 3H37-3-1E
CAS: 1006356-58-6
Molecule Weight: 243.233
Formula: C11H12F3N3
![3-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABYkAAAWJAGbFcYUAAACZXpUWHRtb2xTb3VyY2UAAHichZVtb6MwDID/ipXPR8gLIclUOk2bJp207cNtJ923U0bTDqnABKwv//6csnWl7VEBdWL7SeLYSSfXm3IJK9+0RV1lhFNGwFd5PSuqRUZ+v9xHhlxPJzk6oWPVZuSt696v4ni9XtP8zZduU1c0r0vS2682bTHwWUtaN4tYMMbjP48PzzsmKqq2c1XukWqLq3anfKhz1+1W8Z8p4tI1q6KKe/e4bFb9aH8FCy+jm3ZGvmO5RdsNojAvlh7mdVO6DlaCUXzZD1j4yjeu8zN43aJa0gRjn04e7+r8o/RVh80wQpG75XPXfOSoKOulzz9wMGz8vMtIyRFwXV3eNI3bQmgFtePgBDgJLgGnwKXgNDgDzoLjDD+0c3Tg6MHRhaMPT3Hflz5M/LJ99xm5h1u4h/D7/Tzt5RNunMgIoylXAiKMyTIGEadKKguMWoUCu9z2Zs2tDH2bhv637O2CahmkpILj4qKEplppiBQ1gqFeU2ESA5GhOrHJlz+BLS6B49zKKLCUcZGisFwbMJQznYCmOk01pFQywUFRaVMLkhqFQlAlpPgSexcj0tBDlx1nmEGlZYn9HAx3PN5v+XTyWlezgyYUs4y8crLLxS8/b8VnOgjUzcw3uN4wQHA9BMQQCMkbB+QJkIwDyQmgxgE1BEIZ7YGbc0A6BELRjQN6CIQSHV+SGQKhoMcBOwR25T9OBPvRHBcRfhJHUI1Fzo/y3R/IC9Mcpbw/wBeYo6z3B/4Cc5T4/oLYM/Isk56J50K5cH1SYOeR+OCIxV83IDZPbsf44OqM8Q9j+g821dhfUpNdTQAAM/tJREFUeF7t3Qm8ldP+x/EiZSYVihCuzGMZouISha5ruLiZ779LhhC55JrqVvdyqxtyQ5pERZJU0mCopFJJadA8l4rmebD+fZf7PPZZZ9yrvc/ez96f9+v1vOisdc7Z+5yzn+9+nrXWb5UwAAB4KOF+AACAoiBAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAGANPTGvSUKPVIt9Y8AAJCLGxZ5HamW+kcAAMglXUKiIOn96AAgSxEgAAAvBAgAwAsBAgDwQoAAALy4M67cIx2kx6MAAOTgBoZ7pIP0eBQAgBzSKSjyk96PDgCyFAECAPBCgADIeu69+7wO5BaFn016PzoAkeeGRV4HcovCzya9Hx2AyIvCiTAdReHnlt6PDkDkReFEmI6i8HNL70cHIPKicCKEH36rAJKKACnc+lXzzOBXrjY/fNXZbUpr/FYBJBUBUrBdO7ebD1tXtz+jD1tVc5vTGr9VAEkVBEh+R7Yb+8ETv/4s7itpFkz+2G1Oa/z2ACSVGxjukc0WTxti3rxvL/tz+KrXQ25z2svu3x6ApCMo8rZ53Y+mR9Mj7c+mT4szzc7tW9wuaY/fKoCkIkDy8Msv5pOX69qfS+eH9jdrlk13e0QCv1UASUWA5DZ5aJvw5zJj5Jtuc2TwWwWQVARITqsWTDCdHihtfybDXr/JbY4UfqsAksonQDatXWZ27djmfjjytm/dYHo/8zv783i32bFm26Y1bpdIie+3CgBxijdAFk8faqe06kSrd+uZ5Iuud9mfRadGpczyOV+5zZFT9N8qAHiIN0CWzx5lT7D2RPtAaTN5WFs76Bx1s8e+E/4sJg5s4TZHUtF/qwBQTPTuXLd4ghOuZixp2mtUrVs5x3R9+GD7XD5uU3t3Hu5yu0QSAQIgLWl8QIPMQYhozYQW3kWNSpX0a32+fQ7dm5QzG1cvdrtEFgECIK1pmqvWSugErFXbYz5oak/KUTGu75NhCM7/7iO3OdIIEABpTwvtPmhxVngiVtHBdStmu93SzpLpw8JSJaN6PuA2Rx4BAiASdu7Yakb3ahyGSJeHDzKzxvZwu6WNzetXmB5PVLSPtU/zMyJZqqQwBAiASFnwXX87lhAEyedd7jDbt6x3u6XWL7/Y/T30+Do/uJ9ZvWya2yMjECAAImfjmiVmQNvLwhDp9cyJZuWC8W63lJkyrF342KaPeN1tzhgECIBI0lTYbwe1/G3NyP37mMlD/p3yNSPzZ35rnv1TGfuYhna8wW3OKAQIgEj7ce7Xpmez48J3/IPaX2k2rVvudisWGzduNFddUtXUO7uEeebOY8zWjavdLhmFAAEQeds2rzXD3rw5DJG3mx5hFk0d7HZLunvuuceUKFHCHF1ubzN5wii3OeMQIAAyxoyv3jKdGx/wa5DcV9IM6vqY2bGjeNaM9OzZ04aHjhdeeMFtzkgECICMsmb5DPPBP842rRuUMLfWKGFuqneemTVrltstoebNm2cOOeQQGx41a9Y0O3fudLtkJAIEQMbRmpFerz1izj+xhCmzTwlz4IEHmm7durndEmLHjh3mwgsvtOFx2GGHmUWLFrldMhYBAiBjDRk8wJQvXz68tXTbbbeZdevWud32SLNmzcKv/+GHH7rNGY0AAZDRli5dan7/+9+HJ/njjz/ejBs3zu3mZfjw4WavvfayX7dRo0Zuc8YjQABkvF27dpnWrVubffbZx57s9d8XX3zR/LIHa0ZWrlxpKlWqZL/eaaedZjZv3ux2yXgECICsMXbsWFOlSpXwaqROnTpm2bJlbrdCKXiuvfZa+zX2228/8/3337tdsgIBAiCraAzk1ltvDUPk8MMPN4MGDXK7Fah9+/bh5//3v/91m7MGAQIgK3Xp0sXOzlIIlCxZ0jz66KNm27ZtbrdcJk2aZMqUKWM/749//KPbnFUIEABZ64cffjDnnHNOeDVx7rnn2o/lR6VKTj75ZNu3cuXK5ueff3a7ZBUCBEBW01WHrj50FaJg0FWJrk7y8n//93+2z957721GjBjhNmcdAgQAdtM4iMZDgqsRjZPErhnp3bt32Pbcc8/FfGb2IkAA4H80I+uKK64Ig0IztjRza/78+ebQQw+1H7vkkkuyplRJYQgQAIihNSNaIxK7ZuTII4+0/1+2bFmzcOFC91OyFgECAHnQanWtWg+uRnS8+eabbresRoAAQD4GDhyYI0AqVKhgBgwY4HbLWgQIAORh1apV5qijjrLBocH1YM2IjkceecRs3brV/ZSsQ4AAQB7q169vw2Lfffc1U6ZMsXuKnHfeeWGInH322WbGjBnup2UVAgQAHK+88koYFB06dAg/vn37dvPYY4+Fa0YOOOAA89Zbb8V8ZnYhQAAgxuTJk+1VhwLiuuuuc5utwYMHmyOOOCIMmZtvvtmsXbvW7ZbxCBAA+J9NmzaZU045xYbC0UcfbX766Se3S2j58uXmyiuvDEPkuOOOM19//bXbLaMRIADwP3/9619tGKhUyRdffOE256Ky7i+99FK4ZqRUqVKmZcuWdi1JNiBAAGC3999/P7yaeOaZZ9zmAo0fP96ceOKJ4edfdtllZsmSJW63jEOAAMh6CxYsCEuV1KhRw+zYscPtUqj169eb22+/PQwR7cX+8ccfu90yCgECIKuprtXFF19sT/oKEYXJnnj77bfNQQcdFAZJ48aNM3bNCAECIKs9++yz4clet7ESYfbs2aZatWrh1z3rrLPM9OnT3W6RR4AAyFpffvmlHTDXSb5hw4Zu8x7RmpGmTZuGa0b233//jKulRYAAyEraTVBTdXVy19RdTeFNhiFDhoTVfHXcddtNZsP6NW63SCJAAGQlLRLUCV2LBr/77ju3OaF+/PFHU7duXVNqrxLm3ColTNNbjjXLZo92u0UOAQIg67z22mvhFYHKlhQHrRnp3LGNubVmadPilhKmU6NSZuLAFuaXXdHdnIoAAZBVVBgxKFWigonFbcmcCab3M78zb9xbwh4ft6ltNq5e7HaLBAIEQNbYvHmzOfXUU214qFS7SranwvatG8wXXe4MQ6R7k3Jm/ncfud3SHgECIGvcd999Njz22msv8/nnn7vNxW722HdM14cPDoNkVM8HzM7tW9xuaYsAAZAV+vbtG457PP30025zyqxbNdf0a31+GCJ9mp9hVi+d6nZLSwQIgIy3cOFCU7ZsWRseF110kVepkmTatXO7Gdv3b+bN+/ayIdL5of3N9BGvu93SDgECIKOpVMkll1xiw+OQQw4x8+fPd7ukjcXTh5oeT1QMr0aGdrzBbN202u2WNggQABnt+eefD29d9e7d221OO1vWrzSDX7k6DJF3nzrGLJ89yu2WFggQABlr5MiRYamSv/zlL25zWpsyrJ3p9EBpGyJaMzJhwAtpt2aEAAGQkVavXm0qV65sw6Nq1apm48aNbpe0t2rhRNP72ZPCq5H+/65pNqxe5HZLGQIEQEa6/vrrbXiUKVPGTJo0yW2OjB1bN5ovu90Thki3R8ua+d9+6HYL2ws6Ei3xXxEAUqxjx47huEf79u3d5kia/U3PHGtG5o5/L0e7GxZ5HYmW+K8IACk0depUs99++9nwuOaaa2wNqkyxftU80++fF9gw0CLEWMkKiYIU73cDgCTasmWLOf300214VKxY0axcudLtEn27A3HTmqXuRwkQANgT999/f1iqZPjw4W5zRiNAAMBTv379wnGPp556ym3OeAQIAHhYvHixOeyww2x4XHDBBXY72WxDgABAnHbt2mVq1aplw+Pggw82c+fOdbtkBXfGlXskQ3K+KgAUk+bNm4e3rnr27Ok2Zw03MNwjGZLzVQGgGIwaNSosVXL33Xe7zVklmUGRn+L9bgCQICpVcswxx9jwOOmkk8yGDRvcLlmFAAGAIrrxxhvDUiUTJ050m7MOAQKgQOed94Y9LrroLbNsWf7vuIN+meqNN94Ixz3atWvnNmclAgRAgYJg0PHss/nv6Z3JATJt2jSz//772/CoV69eRpUq2RMECIACxV6BVK/+ppk162e3i5WpAaJSJWeccYYNjyOPPNKsWLHC7ZK1CBAABQqCoW3br+1/Gzf+xO1iZWqAPPjgg2GpkqFDh7rNWY0AAVCgIBjWrt1iatXqav9/4sRlbreMDJCPPvooHPf429/+5jYjBQgQIEJig6Fz52/t/991Vz+nV+YFyJIlS0y5cuVseFSvXj0rS5WkIwIEiJDYYNiyZYe56qoe9t+ffTYv335Rp1Ill156aViqZM6cOW4XpAgBAkSIGwx9+063/77hhvfMzp278u0XWLVqkxk8eLYZMGBmQo9+/cabXr0+Md26dd99dEvoUadOnfDW1Tvv5NxECalFgAAR4gaDQuP663vbjylM8usXuPnmPmFbIo+qVZua8uUvNiVL7hWe7BN93HDDDe7TQYoRIECEBCfsWMOHz7Ufq1u3h72tlV8/adlyRK6TfyKO4giQl19+2X06SDECBIiQ4ITt0kC6Pq6BdcmvXxTVr1/fBshVV13lNiHFCBAgQvILhgkTltqP167d1U7xza9fFGkcRAGyzz772AKKSB8ECBAhBQWDFhWqrV27MQX2ixqFhsJDIaIwQfogQIAIKSgYVNZE5U1U5qSgflGk21cKEN3OQvogQIAIKSwYVGAx6FNQv6gJqu/uu+++Zv369W4zUoQAASKksGBYunS9ufDCToX2ixoVTQx2HuzVq5fbjBQhQABEQrAa/aabbnKbkCIECIB8rV271owfP9707NnTNG/e3BYx1N7jwaF/6+O6KpgwYYJZt26d+yUS5tVXX7UBcsABB5hNmza5zUgBAgRAaMeOHebTTz81TZo0Meecc44pWbJkrgV9BR0qs65ihwqWzz//PKGbPamgor6+vk/fvn3dZqQAAQLATJ482TzwwAOmQoUKuUJBh3YAPPPMM+1tJM2I0tWH/qt/6+P77bdfrs/RUblyZfPkk0+aBQsWuN/SS40aNezXbdCggduEFCBAgCz2xRdfmLp16+Y68WvXv0cffdT069fPLF682P20PC1cuND06dPHbvpUtWrVHF9P6zjuuusu88MPP7ifFpc2bdrYr6eqvFu3bnWbUcwIECBi+vWbYd54Y4LZtcv/9tDs2bPDEiHBcdxxx5kXXnjBzJo1y+3uZdKkSebxxx835cuXzxEkTzzxhNmwYYPbvUjmz58f3lYbOHCg24xiRoAAEbJ8+Qa7WFBTdH/4YZXbXKidO3eali1bmtKlS4cn9bPOOssOgmv8Ixk2btxo2rVrZypWrBh+T93a0hiJj/POO89+jXvuucdtQjEjQIAIeffdKTY8atbsYrZt2+k2F0i3mGrWrBmexI844gjTpUuXhA50F0RXHbr6CMqSaF3H888/b0MtHq1bt7aff9hhhyUt9FA0BAgQIQ0b9rcB0qzZcLepQKNHj84xQK5378mccluQKVOmmFNPPTV8LNrnY8uWLW63fM2cOTP83KFDh7rNKEYECBARP/20Kbx9NWzYXLc5XxrYDmZJafD5/fffd7sUO93WuvPOO8MgqF27dlyBpkF+fd59993nNqEYESBARPTpM82GR40anc3mzUW7daPwCEqAaNzh+++/d7uk1HPPPZcjRIp6JaLB/uA2nPZMR2oQIEBE3H//QBsgTZsOcZvyNGjQoHCw/LTTTjPLli1zu6SF9u3bhyFy/fXXFykQFITB53z55ZduM4oJAQJEwJo1W8z55/9aJPGTT2a7zblMmzbNHHjggfYEe+KJJ6ZteARir0Q0sF4UJ510ku3fuHFjtwnFhAABIuCjj2bY8NBeHxs2bHObc9BYQrCQ7/DDD0/YKvBkC8ZEdMutKFN8mzVrZvsfffTRxTaTDDkRIEAEPPzwYBsg+m9h7rjjDntiLVWqlF1pHhUqkBjMzlIoFLbYUMUbg6uWMWPGuM0oBgQIkOZ0xRHs8dG/f8GlQIYMGRKeVP/5z3+6zWlPU3yDdSJaM1IYrZ5X36ZNm7pNKAYECJDmBg2aZcNDYyBr1+Y/S0m1oapUqWJPqOeee27cC/TShYJDz0FBUljtLJVKUV89bxQ/AgRIc48/PsQGiGZhFSTYL0MlzydOnOg2R4ZuXVWqVMk+FxVgLMjXX38dXnFF+TlHFQECpLFNm7bbdR8KkA8+mOY2hzZv3hyedP/85z+7zZGj2lnBVUhBkwA0eH7UUUfZvk8//bTbjCQjQIA0NnToXBseWoGulej5eeutt+xJVDOYCrvtEwVaqV6uXDn7nLSfSEEeeugh208zz1C8CBAgjT311DAbIKqBVZBgo6U//OEPblNkBeMbWkFf0OJCzTQLbmNNnTrVbUYSESBAmlK1XVXdVYD07Jl/CZIZM2aEJ9CPPvrIbY4s7ScSPK+C1oVosoDWu6if9mdH8SFAgDT15ZfzbXhUq/aG+fHH/NdEvPTSS/bkqY2bMq28+cknn2yfm/ZYL8i9995r+2l7XRQfAgRIU88++7kNkLvu6uc25VCnTh178rz11lvdpsjT9rh6btWrV3ebcohd/5KoHRVROAIEdv1A586dzaWXXmpGjhzpNiMFtm/ftfv30dUGSPfu37nNoW3btpl9993Xnji1OVSm+eCDD+xz0+SAglamb9++3W4wpb5RXEAZVQRIllLZCL04b7vttrDong6djL755hu3O4rZ6NGLbHjoWLIk/30yYqvSTp8+3W2OPE3hDZ7f+PHj3eYc7r77btuvWrVqbhOShADJInoH984775ibbrrJ7L///uELMziCfSMUKIMHF15zCcnTosUIGx4NGvR1m3LQ5lD6nWm9hN6FZxrNvgo2w3r33Xfd5hw+/vhj269kyZIFrh1B4hAgGW716tWmW7du5tprrw1vdcQel1xyiWnbtq19wWnWy5FHHhmekN5++233y6EY7Nr1i7n88u42QN56q+DV1a1atbK/r1NOOcVtyhjB7oMtWrRwm3LQrVjtuKi+WoiI5CNAMtCKFSvMm2++aQdXg8J0sVcZl112menQoYNZunSp+6lm3rx54T4Leif34osvul2QZN98szS8fTVv3hq3OQcVEdTvqlatWm5TxtDYnJ7jY4895jblolX46nvxxRe7TUgCAiRDLFmyxNZC0ostuBUVHAqRK6+80nTq1MmsXLnS/dRc1Of8888PP//RRx9lv4Vi9K9/jbLh8ac/Fb53ufYE1+/ommuucZsyhq6e9Rw1VbcwwaC76oHl9QYJiUWARNj8+fNNmzZt7Lut2MDQodtV9evXt7ev1qwp+F1sXlRKom7duuHX0xRRzfhBcun21VVX9bAB0rFjwYPGcvvtt9vfz8033+w2ZQw9Nz1HPdfCaHJIML6nq2wkFwESMZrj3rJly90nmPNyhYZeOH/6059Mz549C5zyWFRalBZsTqTj8ssvN+vXr3e7IYGmTl0R3r6aOfMntzkXrkByu/HGG21/3apFchEghdBJdPjw4faP93e/+11KSiVoqqb2iT799NNzhcZBBx1k35n17dvXVmRNNN260irg4Pudc845Zvny5W43JMjKlZvsFUjjxp+4TXliDCQ3zdZSf93KLcotW/gjQPKg2RyDBg0y99xzT7g4KThq1qzpdk8KzXlXeWqFlhsaekx6bHqMeqzFoX379va+sr7/8ccfz2rfNMEsrNy0J3yZMmXs52gyCZKHAPkfvXvXu3i9m9e7evekrXf/ugrQYHWyfPXVV7YCabBNZ+xxxBFH2KsgXQ2lqt5Rr169TOnSpe3jUfE6FhymXrAORL+XVP1dJJOugIMxDa1hKqrgtpfG8ZA8WR0gGifQeIHGDfJaWKdxBo03JOvdthZJqRS16v0Em+LEHkcffbR5+OGHzZdffllgOevi9Nlnn4UBqwWHn376qdsFxUh7iAd/L5mwD4hr0aJF4fOL5w1L165dw2DVWigkR9YFiGYkaWaSZijltbBOM5o0s0kznJJBq4WHDh1qGjZsGJagjj20t7P2hNZWnenq22+/zbHgsEePHm4XFBPdwgxu12Tiwk+Vp9dz03iGbk0V1c8//xyugerevbvbjATJigDRQJrWQGgtRF4L6zRIpzUUybo9pRe5yixof+eyZcvmCg3tpPbMM89Eak/nuXPnhuMzWnCokuIoWDC76qKL3jLLluU/Sy7oV1TBIPOdd97pNkWe1iDpuWnyRrz0etfnZtImW+kmYwNk2bIf7TxwTeXLa2GdVmlrgE2rtpNB89H79OljGjRokKNYYXBo3wLN6Jo2Lf99rtOdgllltoPn1KRJExYcFiAIBh0q1Z6feAMkGEivWLFixv38zzrrrPBvK15vvPGG/VzdaWD6eXJkVIDoXd0770w2N9/8b3PooWfnOGHrj0gDa7p9lax7ovoj1UCf5qHnNaai1d2tW7c2c+bMcT81srTg8Kqrrgqfo0pJsOAwb7FXINrjfNasn90uVrwBErtznyZZZIqZM2eGz8unuKfeHAZvHjUBBIkX+QBZtGid6dz5W3PHHR+GL7yTT25mDj/8MnPwwRVs5Vmd1BOxsC4vuteqATst5AruRQeHbu2oWKEKuy1cuND91IzhLji84ooreMeXh+Dvs23br+1/81vrEW+AiK5o9bMvymrtqHjhhRfsc6pQoYL3DLPatWvbr6GJMki8SAbI3Lmrd1+eTjC33NInx20BHdpDulmzgWbQoDFm06bEL6wTLaRr1KiRufDCC/McU9Fts9deey2ravHo1okG/4Ofw7nnnmt+/PFHt1tWC/5G167dYmrV+nWzqIkTl7ndvALkP//5j/25q/R5JvzcFRjBdPYHHnjAbS6yV155xX6NAw44ICkLbbNdZAJk+vRVu0/K35jrr++dKzQuu6zb7ncrX5iRIxeabdt2up+aEIsXL7Z/jHpHoyuL2NDQVEHdxnnrrbeyfuWrTmTBgsMTTjjBzJ492+2StWKDQVfN+v+8tqv1CRBdCQelzLWWKOo0vV7PRa+1777Lf0fGwmhiTPB6/fDDD91m7KG0DpDJk3807duPMfXr98wVGnXqvG1athxhxo1bsvvdSnLWSGgq77///W9To0aNHIGhQydJlT3XFEGfYoWZzF1wWNhOctkiNhi2bNkRFk387LN5+faLhyoXBO+2o1xuRlezZ5/96xhmIhYCXnTRRfZrafdNJFZaBYgqkeqS/qWXRpt69d7JFRr62IsvfmX7qG8yaOBOiwd1C8YNDb0wVRlUJ0gNHiN/GsyNXXA4ZMgQt0vWcYOhb9/p9t833PCe2bnztzdBbr+i+umnn8KfuWb/RZX2dg9ec1pou6e0rktfSxNptmzZ4jZjD6RFgCgQdDWhqwo3NHT1oasQXY0ki1bzqkzJaaedlis0dFtAA5O6/OUeanzcBYfxlKLIRG4wKDSCW7IKk/z6xSMYC9ExbNgwtzntabFg8DeTiPUbuqUcrJPRke1/g4mW8gBReLihoReVxjs07pEsKovQrFkzc+KJJ+YKjXLlyoXFCpmSumfcBYe6JZit8gqG4cPn2o/VrdvD3tbKr19R7dy50y6608+7cuXK9qokSvS602PXjMY9ne6uANXamOB1rVvOWp+FxEl5gGga7pVX9rAzqjSzas6cvOfGJ8KoUaNsSehjjz02V2joXY/2VkhlscJMpfn41apVC3/W+h1k2oI3VxAGsfILBg2k6+MaWJf8+hWV1oUEZXrq1asXmZ/1e++9F/6N/OMf/3Cbi0zlgrQFQTCZQ2uyOnbs6HZDAqQ8QJJJ4yRffz3DPP54S1OpUqVcoaF3aI888ogZMWJEZF5kUaV1OEFpCR26R68XeiZZvHid6dJlUrgm6dVXx+Vozy8YJkz4dQ/02rW72im++fWLh06Ywc9ae4akO+15c8ghh9jHqy0TfIuH6oo3djtmlYKfOnWq2w0JknEBohlZY8Ys3v0OZoS54orupmrVpqZ8+Zq73438ushPe1no3cmYMWPcT0WSKTCCLVh1qJxMshZ4FhetSXrzzYnm1ltzr0nSuF6sgoJBiwrV1q7dmAL7xUO1sYKfdTrXKlu2bJk55phj7OMsX76896JbbSQVTGXWofUjDJonV0YEiNZ+jBixwDz//Bfm0kt/XaAVHGec0drUqvWgad78JTuoi9TSlV6wi54OlcyP2sK3GTNWmf/+d7ydPeWGhtYk6e9Qf4+xM6ukoGBQWROVN1GZk4L6xUOBHZSZSdeClwqPYPKKFkH6VKHWm5DYsNQYpqr4IvkSHiDBH3+iK466dI952LC55umnP7Orz90X8p///IF9ZzhvXnLqXulEOHLkSFstVINzt9xyi9sFBVB5l9gFh3s6YJpsmgX48stj812TpCvesWMXF7gmqbC/eRVYjP26rhUrNsY9fV3TzYN1EDoU3ulyu3bBggXhJJZSpUrZ4qPxmjBhQo5dO7XQV4t+UTySFiA6EllxVDZt2m4GDZplnnhiqKlRo3OuF7IGI7t2nWTvRSeDZrhoQyWVMYmd3aFDl96Ij1YbBwsOteOiTgbpoqhrkjR+UdSTemF/80uXrjcXXtgpz376u9fHNL6iiSfxcAteamA91bOztL4j2A9HfwMffPCB26VACsG2bduGfz8KIG15q9coik/SAiRRFUfXrdtq+vf/wTz88OAcl/c6qlV7wzRs2N+8++4Us3x5/lc7e0LTeFUJ9C9/+YsNidjQ0KF3z0899VRG7gZXHDTVMnbBoTbbShXdclJlg1atRua7Juk//xljvvuu+Fd5a7V68Dh0xa1AiYduZ8UWvNQEklSsE9EMR1Wk1gk/+J1runw8dMtTK9SD56JZldoOGsUvaQGyJxVHf/5Z+5NPN/ffP9Ccf/5v78h06N+NGg3Yfbk7zaxalZw53Rp469evn33BBTNDYo9TTz3VPPfcc3tUowe/0UZaugLRz1YLDjUYWly2bdtuRoyYaZo3/9KOX7ihEaxJmjYt9TXONK5y+eXdw8emK3xdlcdDs7Nid+LUbLjiKnui33NshQdtpBbvfjiqaBAsNNShatuUEkqdpAWIT8VRvRgUOLpyiX0R67JeH9eVyJo1yZlVocv83r1727EMlSxxQ0OLszQ3nSuN5NAYSHA/XAO+Kj+RLKoo0LdvXzsj7Jhjau/+vg/m+Hu7+ebkr0nypXGQ++4bED7W667rFXe4aZ1IsNhQh/7eVYAxWZMZ9JrRPjHBmJcOvTmLZ4taXUFp/CZ2bYc2hENqJS1AJN6Ko3ohBB/XGMdjjw2xl+obNmzL0S9R1q5da/eRvu666+wMEDc0NPiomSvz5uUsdofk0IJDzcoKfv46qSVqwFczdTTmon0hYjf7OvDAE3aHSIPdJ7he9u914cK17qemHY256LEGV+cXXNDJdO/+nYnnR6WxApU9CW4f6tBrQKGqxbR7+nPXrSrNhFI5ktgdQatUqWI+/fRTt3uBVNE5diGqdimcPv230i9InaQGiE/F0YEDZ5qhQ+fufpeYeyVvIvz00+rdL77O9h5qMAAXHHp3U6tWLfPyyy8zkyNF3AWHqqDqu+BQtza0A2X9+vVz3LYJjosvvnj3SbSDWbQoOe+8k23KlBU5ZoU9+OCg3X/f8d3WXbVqla3iG7t+QocW3mpqrKpN62Rd2MI+BZJuR6kQoq423PFCTTp59dVXzdatW91PLVCPHj1yhFzjxo3j/hpInqQGiCS64qgPjZVozOSOO14zRxxR05Qs+dultAbzLr/8cvP6668n7RIe8VFgKDiC31E8Cw5VPK9Tp042hPLa7EuF9XQi0z4RmUBX582aDQ9fTxr8Hz16kdutUNpPRFckwR7k7qGf5emnn25/fvp93H333fa/+rfWcQSD4u6hq3jtkxPvgj7taBk76K+1Hf3793e7IcWSHiDJqDhaFJqVpdlZmqWl2Vr6Xqed1mL3O6Frdr/bqmSuvvpq+25JLxykH91C0S2s4ASiW1u6xZUX7fzYoUMHuxNk7O2S4MSnE53ul+f3+ZlA44OXXPLr1Hb9vWtFe0FrUgqiMRJtaaCfp7tNc2GHrvS0pfGLL77oPV6o/WNii5zqcWRK4GeapAeIJLriaH60/qNbt0lhcbrYQ2Mqjz/+ifnww9G737Wxl0dUaK5/MHCqk0qw4FCL0NSmPefzOolde+219vbV6tXJWUiajubPX2MX0AZ/87ff3nePx3R0u0jbHWiRn0JFt7t09REc+nerVq3sOg7Vs/K93Sh606BqzcGVo65q9D0Lu32G1CmWAJFEVxwNzJu3xnTqNDHHCyc4NF9eK9W1Yj2v6qiIBk3rDU4qWjegadRuaGhgXFM6td9DUW93ZSKV9WnTZnR41a3XwIABM91uaUdTiWPHvrQfuk9ZExSvYguQRFYc/eGHVaZjx/Hmxhtz1yJSLaygFlGy9kdH8dMCQ3cgXGGisRK9+2Wfh5xGjVpoi4kGr4u///0zs3FjcmYz7ikt1A3WAenQrp+aIYn0V2wBIntScVQzTlSL6A9/6JUrNPRCadFihK3C63vfF+lPg6iHHnqoHZgdMGAAs3EKsXLlJrsYN3id6LUzdWr6jAPpdpf2htG6HwWH1qNowB3RUawBEm/FUe1IqMvxq69+N1doaDzlX/8aZcaPL3otIiDb6LWh+nBaK6LXzZlnvmA6dOiT8nGFWbNU2+u3NT9nn322mTFjhtsNaa5YA0QKqzga0Irb4I8+OK699l179TJpUvGUXgAyxfffrzD16r1hjjnmz+bgg0+xM6VUSj0VNLlBtx+D8NCmblxNRlOxB0hBFUdjaSGhBsY1ztGhw7i4yzUAyGnDhi2mYcNnws3VKlSoEHchwz2h0iWx63u02FC3IhFdCQ8QAOmta9eu4RWAxh+0p42qTifTuHHj7G6gQXho8a7W7yDaCBAgC82cOTNHZVwVV/Rd+FcQre3QosJgGrb+q3LuqR6DQWIQIECW0lVHkyZNcsyCUp24RNEYi6oABCGlQopjx451uyHCCBAgy33yySfh7oA6br311rhKredFYyuJ/ppIPwQIALsSPBFXC7qq0ZhKcFWjsRbVnENmIkAAWO54hWpRxTNeoTGU4hhXQfogQADk8M0335gTTjghDILf//73hc6Y0lVGcc/sQuoRIABy0X4cRVmzoXENjW8E/TTuUZxrS5BaBAiAfGlHwtgdAR9++OFw1bjGSDRWErSlcnU7UoMAAVCgvOpWafpv7NoOjZ0UdawEmYMAAVAot3JucGh1uVaZIzsRIACKTHt3BCFStWpV1nZkOQIEQFyCBYKvv/6624QsQ4AAiEulSpUIEFgECIC4ECAIECAA4kKAIECAAIgLAYIAAQIgLgQIAgQIgLgQIAgQIADiQoAgQIAAiAsBggABAiAuBAgCBAiAuBAgCBAgAOJCgCBAgACICwGCAAECIC4ECAIECIC4ECAIECAA4kKAIECAAIgLAYIAAQIgLgQIAgQIgLgQIAgQIADiQoAgQIAAiAsBggABAiAuBAgCBAiAuBAgCBAgAOJCgCBAgACICwGCAAECIC4ECAIECIC4ECAIECAA4kKAIECAAIgLAYIAAQIgLgQIAgQIgLgQIAgQIADiQoAgQIAAiAsBggABAiAuBAgCBAiAuBAgCBAgAOJCgCBAgACICwGCAAECIC4ECAIECIC4ECAIECAA4kKAIECAAIgLAYIAAQIgLgQIAgQIgLgQIAgQIADiQoAgQIAAiAsBggABAiAuBAgCBAiAuBAgCBAgAOJCgCBAgACICwGCAAECIC4ECAIECIC4ECAIECAA4kKAIECAAIgLAYIAAQIgLgcffLANkDZt2rhNyDIECIAiW758uQ0PHeecc47bjCxDgAAosnvuuScMkH322cfMnDnT7YIsQoAAKJLx48ebvfbay4bHQQcdZP97zTXXuN2QRQgQAIX65ZdfzMUXX2xD48QTTzSdOnUKr0QGDx7sdkeWIEAAFKpnz55hYPTv398GSvXq1e2/TznlFLN9+3b3U5AFCBAABdq0aZOpXLmyDYs6deqEHx89erQpWbKk/Xj79u1jPgPZggABUKDnnnvOhkSpUqXM1KlTc7Tddttttq1s2bJm1apVOdqQ+QgQAPlauHCh2W+//WxIPPTQQ26zWbx4sTnggANse6NGjdxmZDgCBEC+brnlFhsO5cqVMz///LPbbLVo0cL22Xvvvc3kyZPdZmQwAgRAnkaOHBmOcXTo0MFtDm3evNkce+yxtt9ll13mNiODESAActm1a5ddaa5QOP30082OHTvcLjm8//774Sytvn37us3IUAQIgFxi13kMGzbMbc5TrVq1bP8qVaqYLVu2uM3IQAQIgBzWrVtnDj/8cBsG1113nducr0mTJoUr1Vu1auU2IwMRIAByaNq0qQ2BMmXKmDlz5rjNBfrrX/9qP/fAAw80S5cudZuRYQgQAKFZs2aZ0qVL2xB48skn3eZCrVy50hxyyCH28++88063GRmGAAEQuvbaa+3J/8gjjzTr1693m4ukbdu29mvodtbYsWPdZmQQAgSA9emnn4YD5126dHGbi0x1sapWrWq/zgUXXGDrZiEzESAA7DRdFUXUSb9atWp7fNIfOHBgGEZvv/2224wMQYAAsMUQdbLXwkEVSUyEunXr2q951FFHmQ0bNrjNyAAECJDlVARRxRB1sm/QoIHb7G3GjBl210J93b///e9uMzIAAQJkufvvv9+e5FUUUcURE+nRRx+1X3vfffc18+bNc5sRcQQIkMWmTJliiyDqJN+8eXO3eY+tWbPGVKhQwX79G2+80W1GxBEgQBZT8UOd3FUMUUURk6Fjx47hgPoXX3zhNiPCCBAgS6noYXBif++999zmhNm5c6c566yz7PfRf/VvZAYCBMhCW7duNccff7w9qasIYrLpyiMIK12RIDMQIEAWat26tT2Za7X4t99+6zYnhcZA9D01JqKxEUQfAQJkmWXLltlihzqZN2zY0G1OGs3C0mwsfV/NzkL0ESBAllGRQ53EVfRwxYoVbnNSPf300/Z7a32I1okg2ggQIIuMGzcu3LOjTZs2bnPSaUW6Vqbr+2ulOqKNAAGyhOpbXXjhhfbkfdJJJ5lt27a5XYqFamMFA+qqmYXoIkCALNGjR4+0OHEryFSlV49DVXtVvRfRRIAAWWDjxo1pdetI+4QEt9K0fwiiiQABsoCKGQaD19OnT3ebUyJ2MF87GSJ6CBAgw82fPz+cPvvII4+4zSmjPdOD6cTaSx3RQ4AAGe6mm26yJ+ny5cub1atXu80p1apVK/vYdDtr0qRJbjPSHAECZLB0LyGyZcsWU6VKFfv4iqOkChKLAAEy1K5du8IihmeeeWbaFjGMLer4/vvvu81IYwQIkKFef/318MT8+eefu81ppTjKyiPxCBAgA8Vu5HTDDTe4zWln8uTJ4cZWLVq0cJuRpggQIAM1adLEnoyjtJVso0aN7GNOxta6SA4CBMgwKlKo9R46Gat4YVSsWrXKlC1b1j7u2267zW1GGiJAgAxTr149exKuVKmSLV4YJe3bt7ePvWTJkmb06NFuM9IMAQJkkEGDBoUD5927d3eb057qYp1yyin28VevXt3WzUL6IkCADKGTr4oT6uSrYoVRPfkOHjw4DMGuXbu6zUgjBAiQIdq1axfe/hkzZozbHCnXXHONfS4VK1Y069evd5uRJggQIAOoGOGhhx5qT7p33HGH2xw5M2fONKVLl7bP56mnnnKbkSYIECAD3HvvvfZkq+KES5YscZsj6fHHH7fPqUyZMmbu3LluM9IAAQJEnMYMdNtKJ9tzzz3X3H333RlxNGjQIKwirOeF9EOAABEX7O6X6cfy5cvdp44UI0CAiOvXr5+pXLmyfZd+6aWXZtRRu3ZtWx9LtbKQfggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHj5f0p84smvzjtKAAAAAElFTkSuQmCC)
PN: 3H37-3-1P
CAS: 1006334-01-5
Molecule Weight: 229.206
Formula: C10H10F3N3
![2-Methyl-3-[3-methyl-5-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,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)
PN: 3H37-3-1G
CAS: 1006352-92-6
Molecule Weight: 217.195
Formula: C9H10F3N3
![3-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]butanenitrile](data:image/png;base64,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)
PN: 3H37-3-1Q
CAS: 1006333-95-4
Molecule Weight: 243.233
Formula: C11H12F3N3
![(1Z)-3-[3-Cyclopropyl-5-(trifluoromethyl)-1H-pyrazol-1-yl]-N'-hydroxypropanimidamide](data:image/png;base64,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)
PN: 4H47-3-0N
CAS: 1006322-86-6
Molecule Weight: 262.236
Formula: C10H13F3N4O
![2-Methyl-3-[5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,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)
PN: 3H37-3-1M
CAS: 1006336-81-7
Molecule Weight: 217.195
Formula: C9H10F3N3
TSCA: Not listed on TSCA inventory