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XeZVG47LPPPna7qVOnusUAkFY5C5D333/fXug0GaCPrl272v3LyxxQOk+dr847njZt2tjtHnjgAbcIANIqZwGi6cd33XVX2zis9pBkNWrUyF4oX3vtNbeoIOk8db4673hGjRplt6tdu7ZbBABplbMAkWuuucZe7MLOPFvcXnvtZfdduHChW1SQdJ46X513PJoGZffdd7fbzpo1yy0GgLTJaYAMHz7cXujq1q3rFsWl2Xl151KlShW3qKDpfHXeiWYnDtZDKdSxMQCiIacBot5XO+20k9l8883NvHnz3OIyaZ4sn+DJdzpfnXeiecLeeecdu93xxx/vFgFA2uQ0QKRZs2b2Yvfkk0+6RWUaOHCg3adp06ZuUUHT+eq8df7xrF+/Pjb48IcffnCLASAtch4ggwcPthdFTV8eliZe1D6FPoDQFQwo1PkncuWVV9ptn3jiCbcIANIi5wGyZs0as91229lV+BYtWuQWl6pbt2724ti2bVu3qKDpfHXeOv9EhgwZYrc99dRT3SIASIucB4hccskl9mLXo0cPt6hUHTt2tNt36NDBLSpoOl+dt84/ES0LvP3229tgnj9/vlsMACmLRIAMGDDAXhjPOusst6hU3IEkvgMRzTGm7Z9++mm3CABSFokAWblypdlmm21MhQoVzNKlS93iEmgD6e0WlSrobFC/fn23CABSFokAkcaNG9uLXZ8+fdyiEuiFFb8XVmDVqlWmcuXKdrGuJUuWuMUAkJLIBIhWItTF8dxzz3WLSmAcSPxxIMVdeOGFdp+ePXu6RQCQksgEyPLly83WW29tKlasmHCkNSPR438+xfXr188GSMOGDd0iAEhJZAJEdJHTxU4XvUSYCyschY1CWeGskAaAdIlUgOgxiy6SeuySCLPxhqfHgtpXjwkBIF0iFSBq6FWDrxp+1QAcD+uBhKeOCdpXHRUAIF0iFSCiLqdhehqxImF46hqtYNYrmfYTAIgncgGiQW+6UGoQXDysiR6eVn/UjMc6htZNB4B0iFyAaNoNTb+haTg0HUc89957r70oFvqAwmAAoc43WRMnTjQ77LCD3b9ly5ZuMQB4i1yAiCYA1AVPEwLGM3PmTNutVVOXr1ixwi0uCDqvYGp2nW8ytFTwnnvuaT/L5s2bu8UAkJJIBoimINdFT1OSJ9KgQQO7baGuvqfz0vnpPJOxePFiU6NGDbvv+eefb9egB4B0imSAaBGk4M5CiyPFM3r0aHuR3GOPPczq1avd4rym89F56fx0nmGpB1udOnXsfieffHLBfS4AoiGSASJajlUXQC3Pmki9evXstu3atXOL8prOR+el8wtLgXvOOefY/Q4//PBQk1MCgI/IBkjw6KZFixZuUQlqKFYXVY24njFjhlucl3QeOh+dl84vrH/84x/2c9t3331ZzhZARkU2QGbNmmUvhLvvvrvZsGGDW1zCDTfcYLfX0rhhto8y1V/nofPReYV1xx132H306O/rr792iwEgrSIbIFK7dm17QRw1apRbVMIvv/xiqlevbre/77773OK8ovrrPHQ+Oq8wgpH5Wlfl448/dosBIO0iHSAPPPCAvSi2adPGLSrVmDFjzFZbbWXHkbz33ntucV5QvVV/nYfOJ4z+/fvbgYLab9CgQW4xAGREpANk6tSpNkD22Wef0COwu3TpYvfR4LkJEya4xZGm+gaD/nQeYYwcOdLOtKt9wq4pDwDpEOkAkcMOO8xeHJOZgkMN79pHXWDzpVFd9Qy67IbpOCAKHI3Y1z7t27d3iwEgoyIfIPfcc4+9QN56661uUZnUCH3BBRfEQiTqdyKqXxAeqneYTgCzZ8+OjTIPGzgAkE6RDxB1YdVFcr/99nOL4tI8Wk2aNLH76lt6VNtEVK/gLkL1TTT/lxQfZa71QRhlDiAXIh8gcuCBB9qL5fjx492iuHRhDR5nqYFZvZvCfLvPBtVD9VG9gruIMEGwcuXK2CjzU045xaxZs8bdBACyIi8C5Pbbb7cXzDvvvNMtCkUN0hUqVLDH0PiKXLeL6P2DcR6qV9gG8+KjzGvWrMkocwA5lRcB8sUXX9iL5iGHHOIWhaYusdWqVbPHUa8lTY2e7W/vej+9b9BrSvUJ21VXvdCaNWtm99Mo8x9//NHdBACyKi8CRBfPqlWr2otnKiOsNShPI7s1PYiOpYbrzp07Z3wqeB1f7xM0lOv9VY+wgwQluAvTKPMpU6a4xQCQdXkRIHLjjTfaC2g6RpmrYT6YgDG4KGvRpnSvbKjj6bg6fvBeet9k5raSYHp7jTL/5JNP3GIAyIm8CRBNz6GL6BFHHOEWedMU6Q0bNoxd3PVSg32rVq3Mq6++ans7JUPbaz/tHzT8By+9TzJTsgdeeeWV2CjzwYMHu8UAkDN5EyDqtRSMe/j222/d4pRo4ka1Tey///6bXPT1qlKlijnhhBNs+4NW9dOAveCl/9fPVa7t3H11PB1Xx/dRfJT5s88+6xYDQE7lTYCIvtnrYvrwww+7RWkzefJkOzGhVvEL2izCvrS99tP+Ok4qio8yT8djOwBIt7wKEH0j1wX12GOPdYsy5tdffzXjxo0z/fr1M3369DFPPfWUvfvQn/p//Vzl2i5dNMo8CK9//etfbjEAREJeBYgG2u2yyy52uds5c+a4xQVh0aJF5qCDDrLh0bhx48gMfAQAV14FiFx99dX24qo5owotRDTK/LjjjrPnxyhzAFGXdwFy1VVXbdLusNtuu9l2hwcffNCMGDHCLF++3N0lL6xbt86cffbZ9pw0ynzZsmXuJgAQKXkVIGpnCNoG1A4SjCx3X4ceeqhp2rSp6datm22fWLt2rXuoSNFASdVXddeAyblz57qbAEDk5FWA3HbbbfYie9ZZZ8V+pjYDjY+466677M933HHHEoGirrCagFCjv1966SUzffr0YkfNveC8NOBQi2gBQD7ImwDRBIQKAk0+mOgiO23aNPP888+b1q1b2zsVLQ/rhspOO+1kJybUeiNvvvmmWbJkiXuYrHj88cdtfSpVquQ10LDc0qPKe+81RgNLK1fe+KpVSwvIGMPjPyAr8iZA1M6hC63uIpKlNTY0IaPGZ1x++eXm4IMPLhEoemnNkYsvvthe1HUxX716tXuotFIX4GCUuUIMIekLRNWqRb+9m5X+UlmCLxkAUpcXAfLuu+/aC7y68KZrCnM1Ug8fPtx06NDBnHfeefbYbqBo0sPatWubli1bmp49e5pJkya5h/GmhaSCO6PnnnvOLUZZVq0y5qCDNgbFkUeaor9EzVapLmzGjBhhzFFHbSzTNtoWQMZEPkC0Bsbhhx9uL7RPP/20W5xWGsA3YMAAc9NNN5mTTjrJPlZyQ2W77bazEyKq3eL111838+bNcw+T0JdffhkbZa4AQxKeeGJjQBx66MbgcOlnmvZf2xTdcQLInMgHyJNPPmkvtJpEMcyKfemk99OUIgoudR9WHTSI0Q2Vvfbayw7669ixox0tH29UuubFCnqS6c4GSTr11I3h8Morbsmf+vXbuM1f/uKWAEijSAfIzz//HJsK/f3333eLc0LhoLp06tTJhsbee+9dIlD0qlWrlg0dTXmiOw7dSanHWDBLrwZCMsrcQ9Hvgw2HhQvdkj/Nn79xmypV3BIAaRTpANFaGsHFNsp++ukn88Ybb9hFn/R4K3g8Vfylx2HBsrqnFn2LZpS5py233BgORYFcpnXrNm6jbQFkTGQDRCsPqhG7YsWKtm0i32g23l69etkZhNUQr55WCg+dE6PMUxDmDmTBAu5AgCyIbIDUr1/fXnDvvPNOtygvad4unY9GmiMFtIEAkRHJABk0aJC92KpxOl3rlesuZtiwYaVOya6fZ/ouR9OVqNuuXvpveAp6YR122Mauuy79TGXahl5YQEZFLkA0b9UBBxxgA6Rv375ucWhatfCRRx6x05tUrlw51hYR76XttL32S/eqhxLM3bUw3uMXxKeAOPDAjQFx9NEbx37oZxrz8e67G3+mMsaBABkXuQB58sl+Zptt9jHHH3980t/UNaOt2h20xGzxYFD7gyZY1IDB0pal1c9VHrRTBC8dR8fTcdOhbt269rjqGowUaJT5vvtuDIrSXipjJDqQcZEKkCVLVpk6dR4q+qZ+hRk7NvySsOoO26NHD9u+EFz8Nc27enENHTo07riM4rSdttd+2j84lo6r46fa7fbCCy+0xxsyZIhbhGSpI0K7dhvnv6pUaeOrZk3mwgKyKFIBct99o8wxx3QvugaEH/Mxfvz42CJMeunORV1qNe4iFdpfx9HxgmPrffR+vjSPl47TvXt3twgA8k5kAmTKlEVFF+ge5pRTepmFC0tpHC3FY489FhtbUaNGDTu3VSbouDq+3kfvp/f1ocGHOkY7fXMGgDwXiQBRU8eVVw6ydx89e37pFpeg2XU1a64uxmq3uPvuuzO+aJSOr/cJ2kn0/qpHMrQWifbVsrwAkO8iESDDh8+w4XHuuS8XXajjz3eldgqN9g7aOTT3VDbp/YL2EdUjbPuKfPDBB3Y/rUMCAPku5wGyZs1606DBSzZARo6MPxZD3/iD8Nh///3tIlO5oPfV+wchEvZORF2DtY8mZQSAfJfzAHnmmbE2PJo3f8stKiF4bKWLt+afyiW9fxAiqlcYq1atsttXYYoNAAUgpwEyf/4KU7duT9t4Pn16/CVl1XAdPLaaOXOmW5wTqkfwOCtsw7qW0tWU8EymmIKzzlKjmfvTP73xxsaBhGlcAAxASTkNkDvueNfefTz44Edu0SbUdVZTgKgBO9ttHomoPqqX6hemi2/NmjVt4EQlBPOOlhku+vzMrru6JX/SssfapmdPtwRAGuUsQL78cr459tju5rTTeptly8r+Nq7Be8E4j3s0SCyCVC/VT/VMNNhQU6Vo2w8//NAtQhgECBAZOQmQDRv+MJddNtDefbz0UvzHDBp0pwuuxmFkuquuL9UrGCeSaJDglVdeabfrpxljkTwCBIiMnATIG29Ms+HRpEl/s3592d/YNQdVMAFhpgYJpovqp3qqvvHmztJYEm336KOPukUIgwABIiPrAbJy5Vrz178+bwNk9Ogf3OJNaCJDXWw1nUg+CKY9Ub3LovXVtc1NN93kFiEMAgSIjKwHyOOPf2bDo02bxHcUway6mpMqH6ieqq/qXZbhwz8yu+xysrn22vvdIoRBgACRkdUA+f775UUX12fta86c+DOmTp8+3XZ3VTfZVCdGzBbVU/VVvVX/0kyZ8pOpVesh889/9neLEAYBAkRGVgOkS5dP7d3HY4995haVoEWd9G2+devWblGkqb6qt+pfGk1ZH0zbAg8ECBAZWQ2QSZMWmk6dRptVq8puZA4E3V3zbe0M1Vf1Vv1Lox5oxx//rDnxxOfsJJJIEgECREZWAyQsjaXYdtttzZZbbpnUZIVRoPqq3qp/WWNCGjbcOPfX0qVlj39BGQgQIDIiGSDfffed/RZ/8MEHu0V5QfVW/XUepQmmrk80fQtKQYAAkZGWANHFUK+uXce4RVZQHtbbb79tL8Baqzwfqd6qv86jNLfdtnEKl08++d4tQiIECBAZaQ0QPdsvrXdVsgHSu3dvewG+7rrr3KK8oHqr/jqP0nTuPNp+Hq+/Ps0tQiIECBAZaQ0Qva6/fqhbnHSAdOvWzV6A27Zt6xblBdVb9dd5lKZv34n28+jefZxbhEQIECAy0hogrVsPs3+OGvVdqeVhdezY0V6AO3To4BblBdVb9dd5lGbYsI0rMN5/PxMqJo0AASIjrQHy3XfLTJ06z5ZYmjbZACn0O5Bx4+bFAhdJIkCAyEhrgMijj258vv/ss3+ujZFsgBR6G4hG5OvzuPTS19wiJPB7UYC8UfTZDosTIJOKAkTbzCFAgIxKe4D88ovWLe9rVxrUioNueRiF3gtr9er19vM444y+bhES+K0oQI4u+mzPiBMgnYsCRNsMIkCAjEp7gMiAAVPs/6u7amnliRT6OBDRQlpaUKv4oz4ktrooQPTZ7honQG4oChBt05MAATIqIwGi6TouvvhV+7PPP59bojyRQh+JLhddNMB+JnPn/uIWIQ4CBIiOjASIBMERXCjd8kQKdS6swHXXDbWfiZb2RXgECBAdGQsQufnmEbGy0srjKdTZeAPqwqvP5MMP57hFiIMAAaIjowHyww+/2LU/yiqPp1DXAwmoJ9Yzz4wNNTMx/kSAANGR0QARzY8VrzyeQlyREKkhQIDoSEuAZEohromO1BAgQHTkJEDWr99gfv+97B5KgXXr1plq1arZi8Hw4YnXUM8l1U/1VH1Vb2QGAQJER04CRD2zmjTpb5d3TaR79+72YlCjRg2zdu1atzgSVC/VT/VUfZE5BAgQHTkJkJtuetu2iVx22UCzcmX8UNBYiuOOO85eEO655x63OBJUL9VP9Yw39iNoC0rXuinlEQECREdOAkShoXmgdLFs2XKIWbeu7IuujB8/3my11VZmiy22MCNHjnSLc0r1Ub1UP9UzniAg0rVuSnlEgADRkZMAET2+0qy9umC2bfueHb0ez2OPPWYvCuomO3PmTLc4J1QP1Uf1Uv0SCQJCr3Ssm1IeESBAdOQsQERjIerX72svml26fOoWl3DxxRfbC8P+++9vfvrpJ7c4q/T+qofqo3qFEQREutZNKY8IECA6chogMmXKInPyyT3thVMr9cXz22+a6bdeLERmzJjhbpIVet8gPFQf1SuMICDStW5KeUSAANGR8wCR0aN/sO0Cmp12yJD4I7g1WWEQInp8lO02Eb1f8NhK9UhmssfiAZGOdVPKIwIEiI5IBIgoOBQgChIFSjz6xh88zlID9t13353xLr46vt5H7xc8tgp75xEoHhDpWDelPHID5Pvvvze1a9c2O+64o3nrrbfszwiQ5Pzxxx/miSeeMJUqVTJ/+9vfzNKlS91NEIKWbzjyyCPt72LUx62lS2QCRPr0mWAvoHqkpUdbiajhukKFCvZioXEYmfpL03GDcR56vzAN5qVxAyLVdVPKoyBAdtllF3PvvfeabbbZxv5/8GrQoIFp1qwZARLSp59+GusmH7yqVKlinnrqKfP776xVE8bKlSttV/6KFStu8jmee+655ttvv3U3LyiRChAJHu2ocV2N7Imo62zxfwCaTkRzUqU6AaP213GC6Un00vsk6qobjxsQqa6bUh4FAbL55pvbP3VHeO2115rHH3889mgxKPvPf/7j7o7/+fHHH80VV1wR+90+6KCDTI8ePUyjRo1iP6tVq1bWHxHnmxdeeMHss88+sd/FFi1a2C+Y+oKjn6l7/7///W/zyy+Fue5P5AJEF1V169WFVI3MYUara/CefvmrVq0a++XXxeT66683Q4cODd1Ooe20vfYLLkZ66bg6frxBgmGUFhCprptSnowdO9bUrVs39vdy2mmnmYkT/+x4sXz5cnPLLbfEHjNut912afl7KyRr1qwxHTp0MJUrV7af0fbbb286deq0ySPg9957z9SsWTP2OTdu3NjMmjWr2FHw+eefmxNPPDH2GZ1++ulm0qRJsfJly5aZm266KfaERNeT5557ruB+FyMXIKKBhRpgqIupBhwmGq0e0BxUmsgwmMU3eOmCcuihh9q1yps3b27at28fe+n/9XOVBxee4KXj6HjJzm21YsVa8/zzX5lWrYbaKe0DZQVEKuumlAcLFiwwV155ZezOQv8Y481K8PHHH9u/z+Dv8aijjjIffvihu1m5M2DAAFO9enX7meizvOqqq+xnWxrdgf/3v/+1j7O0/dZbb130xa5t0e/2xva68krd9//xj3/YJRv0uag35sCBA93NYr755htzzjnnxH4Xjz76aPv7WSgiGSCi0NBUJ7qg/utfbxVdxJN7Hqtnj1rUSSsDBt+2Er20nbbXfj7PLufN+9U+gjvllF6xMPjssx9j5WUFRLx1U3RHpnVDhg2bYf6IP9ay4Ohbsf4u9C05+Pu5//777bfoMN5++21zyCGHxP5+1fFhzpw57mYFb8KECeYvf/lL7HM4+eSTzbhx49zNSvXzzz/bO3It06x999xzT9OnTx/b8F6e6HfxoYcesne1+hy0ZPWDDz4YuiPNsGHDzMEHHxz7O/j73/9uO4Dku8gGiASj1Q85pK1p0eLhlG7/Zs+ebf8S9cuvBkLdfehP/b9+rnJfX321wPz73++Y447rYQNAf95664iif7ibLldbWkAEylo3ZenSNbZ3mn7etOnrZuLE8rEE7qBBg8yBBx5o/7Hp217Tpk3N3Llz3c0S0jdp9TDaaaed7LHU0Km7FzV8FrpFixbZ9qHgzlqPYl9++WV3s1CmTJli6tevH7sA1qlTxzbAlwevv/56bNyXfhd1B+IzkFlPMtQ+ol5aOpY6gKgjyKpViR/TR1WkA0TmzFlsDj30ArPVVlVs98yo0HT077wzyzRr9kbswq87j86dR5sff0xvg5m6NTdu/Ersfe66a6RZsKAwHyWUdqH67LPP3M2StmTJkqI72X/FLqZq+HzxxRfdzQqCLlRdunSJXajUPVdfmNQBIVWDBw/eJNjVEO8T7Plg8uTJsTFneumRtto+UrV48eJNgn3ffff1DvZci3yAyNix42OPoRKtNZ5perT24otfmYYNX4pd0M8550U7iv7XX8O11fjQGipqV/nLX3rb9zzppJ6mR4/xRbfQqfU2iwr3Uclee+2VkUclX331lW3wDC4Kagj94osv3M3y1ogRH8a6nOt16aWXpv1RiR7ndOzY0fvRYtTpy0bLli1jv4t777130b+9593NUqYOIMUfLZ500kmhHy1GRV4EiGgshno06FtP37593eKMU/uG5usq3r5xxRUDzdtvz7AX92z5+efVRf9YP4w9Lvvb314qumhEY3JJH3rEpO62O++8s/1HpMbaO++8M+ONtWr43G+//WLfpP/5z3+a+fMTjz2KKs3u3LLlgKLgPbfo38mORb8bx2S8sVYN8GqIDzo3qIFeDfX5Sr+LXbt23eRxpwYPZ/pxZzKdG6ImbwJE9C1A/9gVJGq3yIZJkxbagX7F2zduuWWEGT8++Weg6fTNN4vNNdcMjoWZ/ls/yyfqLnr44YfHvoFdcMEFWe0uqgZQNYSqQVSPSGvU+Lvp2XNMwuUFokR3vfpioxkc9Htw4on3FN0hD06pvTBZ+tasb8/B36O+VavhPp+88847m/Tcu/DCC+3I8mzR3Zvu4op3r9ZdXqZn2EhVXgWI6EMNbpvT8TyyNBqB+8Ybw4suaA/GLtAaHd+x4yebdMuNAt196C4kCLcOHT60dylRpmnwzz///Ng/Vg1Ye//9993NsmbevHlF397vNQcffIv9HM8/v5/54IPv3M0iRb3zBg6cas44Y+Ns1urFp44YYbu8Z4Ke4+t5vv5OgwGeet4fZeptqRHjwe+ipiIZNWqUu1nWqD1J7UpBN2G1N6ndKaryLkDkxhtvtB+uRntOnz7dLfamgYTqJaHbyS22qGj22OMsU69eNzvFiuauiiq1g6g9RO0iupionUTtJdl8tBaGPt/bb7/djs7V35/GGDz99NORmTJj8uQF5p///LNThLqPz5z5s7tZzo0bNy+2IJteWuEzKl9s1KOo+BQzashXg36yY6kyTSPDNUI8+F3UtUTLUUfld1E93NSBJAg2dSxRB5OoycsAUcOq+lHrg9VzbJ8udcWpkfHmm2+ONQrqpQn6+vd/q+giHI1fqDAWLlxp7r57ZOzCop5bH32U3gZUH/r70oDMPfbYw362egTZpk2byE7aN3Tot7ZjhD5DTbv/yCMfm+XLc99ArHY4PU4N/n41e8GYMX+OM4oS/ZsK/o3qpTEQ2XrsHI8e7WlE+O677x77XdSIcY0cjxr9u1FHEo29UV3VqK+OJupwEhV5GSCiZ4NnnHGG/WA10thnrhk9ArvoootivS1026hR6R988IG7aV7RuBSNGQkuNNddN9SuQZILo0ePNscee2zsQnLmmWeaadOmuZtFzurV681TT401J574nP0MTz+9j3nllcm2+3a2RakuyVJDvkZfB3//GpWt0dm5EKW6JEMdSjQLgDqYqN66c1fHk1Tn+0uHvA0Q0SMR3SnoQw27sJNuUdUDp/icSrrdvu6669L6OCzX1Pt18OBvii7YL9iLTs2adxf9EnbN2rd+TdZ3+eWXxz5jTdYXTLeeT3L9rT+qd0PJCL71B/PLZftbf1TvhpKlDiaalyw4D3VAUUeUXMrrABF1dyu+tGxZvU+U4hqRHHTd1Eu3hpqeIEq3hOm2atU607Xr6KLP6LKioNwr4+0OGqx233332cFr+ox32GEH07lz58g9A09WttsdJk9emBftMcnIdrtDNtpj9CVWvdD69etX6iwX+rnKw07oGoZmSFbHk+A6phmU1TElF/I+QERLzAbfbvRsvbgffvjBztCqC1nwgeuRl7oER72LXDrNnv1jxns+vfLKK6ZatWr2+OrPfvXVV5uFCxe6m+WtbPR8WrRolWnX7oPY9DX50CMsWdno+ZSpHmEana6xIvq3FLTphX1pe+2n/XWcVCh0FVLFJ7u844470hpUYRREgIim+lZ/fn2YDz/8sP3/Sy65ZJP2Da22Vt7XN8jE2Isvv/zSnHLKKbFj6r/1s0Lljr3461+fNx9/vGlnheDOQQFTmqC8OD1yDAaq6s9evSbk1ZiUZGVi7EUmxqTo34fuZIInHcVfuoBrihMtYlbaTN/6ucqDC33xl46n46by70+PpPWlOZg2XiHVu3fvtM/gUJaCCRDR7KvBBxm8dPuqaQnyobEsW9I1+lt3F9dcc01sJLLuPnQXUl5o9Hfr1sPsBV+TZxYXBIRCRtu5SgsQta/ozqN9+w+Kvi3n7wR7yUjX6O9MjIpXB5CGDRtucj3RuIxWrVqZV199Nek7Gm2v/bR/MJ9Y8NL76P18TZ061XZQCY6nxe9SOV5YBRUgEjTc6s7jgQcesPPaoHS+80/pGbLaNYLHgmrvULtHOibry0fTpi0uMXgzCAi9rr9+6CZlxcuLUzfsXPWWyzXf+acyMS+X5qgqPomivmjp30m6By7reDpu8EVOL71v8UXSkqWOKuqwEhxP10N1aMmUggsQ3c7pg9MSpwgnmRlwhwwZsslkfZdddpltZ8KmgoAI7lBGjfqu1HJsKpkZcNM9M7Aa+TXjdxBiehykL0rJ3pknS8fX+wRtKnp/1cNnaIIoVIt/wVOo6gteKqFaloILkGAN8zFjSn/2jLLFW4NDYze02FbwD1tjOz755BPnCAgEAaE7CnW/1bo2a9f+2duIAIkv3hocpX3hSXVtEl0vgg4geqSrtolMXHDj0fvpfYPxHqpPKtcxPWJWR5bij5j79+/vbpaSggoQJa8+fL3CjAlBSaWtAqgpz4s30mlUeaLHXOVd8YDQKpX672efHV9qOUrnrgKo30WN4Uj36ojq2hv8fmuqf/XqzCW9f7DkgOql+qVi/Pjxm3RyUS/UN998093MS0EFiNZ1CL6RIDXBOuTBpG76R6t5rLLdTTBfFQ8IzaNWr15fU7duTzN//sbHIQRIeME65MEFUN1y07E+u7rCtmjRInZMPeYpaxxZtqkeqk+w6JTqmep4GY1JCbo2q3NROhRUgKhnkT4cNUwhPTRiV1PG6FsMwnMDYsCAKfb/Naq9tHIkFoxj0mOeVOkJRZMmTezxdLed6xHdZVG9gqcBqm+qT1Y087SOteuuu7pFXgoqQNTnWh9OmN4bQCa5AaFBiBdf/Kr92eefzy1RjsSCWbg1LUoq9O1e4590LD2STXWcSKapfkEDu+qdyl2Sel7qOFWrVnWLvBRUgOj5qD4cxnwg10oLiCA4NN6jtHLEl64ACR5b6aKc6/aOsFTPIERUf18ESBk0MZt6G2hAUqqNakCqygqIm28eESsrrRxlS0eAqEFax1AX16jfebhU36Brrm/DOgFSBk2LoA9GozGBXCsrIDQBo+bQKqscZUs1QNQlVhM5qmE6qm0eiajeqr/Ow6eLLwFSBo061wejaRCAXIsXEJofK145SpdKgGhQnqY30f7q3ZTPVH+dh84n2cGGBEgZtBCUPph09W8GEC2pBIhGdmtfja9IpRE6ClT/YJyIzisZBEgZgiUqNX4BQOHxDRDNLaVxTJqoMV8azRPReeh8dF7JzJ1FgJRizpw5sVs6AIXJN0CCubXatWvnFuU1nY/OS+cXFgFSCk3brA9FKxICKEw+AaIpzbWPusAW2mzROp+ga2/YqdsJkFLc2v5Ws9lWm5lHH33ULQJQIHwCpEGDBnafTp06uUUFQeel89N5hkGAlOKUh04xmzXazHw06SO3CMiJRL2sEpWjpGQDROuEay43rbeR6rxZUaXz0vnpPMOsi06AOH7/43dTuWdls+WzW5pV68rHKm6IvkQBkagcJSUbIJozS9sX+tx4Oj+dZ5g5wggQx8QlE81m3TczR712lFsE5EyigEhUjpKSCRDNRnHAAQfY7ctakKpQ6Px0njrfRLNwECCOHtN62ABp/lFztwjImUQBkagcJSUTIJMmTbLbannX8iBYxlbnHQ8B4rjmw2tsgDw3LfEvFZAtiQIiUTlKSiZAunbtardt1aqVW1SQdJ46X513PASIo9artWyATPo5fvIC2RQERKIXwksmQBo1amS3fe2119yigqTz1PnqvOMhQIpZsW6F2aLHFmbbXtvaxnQgKtygKOuF8JIJkL322stuq3XBywOdp85X5x0PAVLMqJ9G2buP0946zS0CcipRQCQqR0lhA0TLLqtba5UqVdyigqbz1XnHW3aaACmm08RONkBuG3ObWwTkVKKASFSOksIGyLhx4+x2devWdYsKms5X563zLwsBUsyF715oA+S12eXjOSfyR6KASFSOksIGyMCBA+12TZs2dYsKms5X563zLwsBUkzVl6raAPlhxQ9uEZBTiQIiUTlKChsgvXv3ttsV+gBCVzCgUOdfFgLkf35a9ZMNj71eiN9oBORCooBIVI6SwgZIt27d7HZt27Z1iwqazlfnrfMvCwHyP4O+G2QDpNGI+N3WgFxIFBCJylFS2ADp2LGj3a5Dhw5uUUHT+eq8df5lIUD+584v7rQB8tCEh9wiAAUobIBwB8IdSEL1h9S3AfLe3PfcIgAFKGyA0AbS2y2KIUCKbPhjg9mh9w5m8x6bm+Vrl7vFAApQ2AChFxa9sOKaumyqvfs4tP+hbhGAAhU2QBgHwjiQuGb/Otuu/3HzZze7RQAKVNgAYSQ6I9ETWrl+pfsjAAUsbIAIc2GVjgABUC4lEyDMxls6AgRAuZRMgLAeSOkIEADlUjIBwoqEpSNAyqBeWXoBKEzJBAhropeu3ATI+g3rTZ/pfczZw842uz+/u6nwbAX75zEDj7G9ryYumbjJ9gQIUNiSCRC599577faFPqAwGECo802kXASIJkqs80adWCiU9SqutJ8BKBzJBsjMmTNtt9add97ZrFixwi0uCDovnZ/OU+ebSMEHyLoN6+xdhsJgnxf3Mc9MfcZ89+t3Zu2GtWbxmsXmy8VfmicmP2GOfO3ITfYjQIDClmyASIMGDew+nTp1cosKgs5L56fzDKPgA6THtB42CKq/XN0sXB2+DzcBAhQ2nwAZPXq03WePPfYwq1evdovzms5H56Xz03mGUfABUu+tejYInv/2ebcoLgIEKGw+ASL16tWz+7Vr184tyms6H52Xzi+sgg+QKn2r2CBYsHqBWxQXAQIUNt8AmThxotlyyy1NxYoVzYwZM9zivKTz0PnovHR+YRV8gGiOKwWBemElgwABCptvgMgNN9xg9z399NPNhg0b3OK8ovrrPHQ+Oq9kFHyAcAcCoDSpBMgvv/xiqlevbve/77773OK8ovrrPHQ+Oq9kFHyAnP7W6bSBACghlQCRMWPGmK222spsscUW5r333nOL84LqrfrrPHQ+ySr4AOk+tbsNgv1e3s8sWrPILS4TAQIUtlQDRLp06WKPscMOO5gJEya4xZGm+qreqr/Ow0fBB4jGe9QeWNuGwb4v7WsDZc6KOXZ8yJI1S8yEJRNM18ldzVGvHbXJfgQIUNjSESDSokULexx1gc2XRnXVM+iyq/r7KvgAkbkr58YGE8Z7FVfazwAUjmDKjh49erhFSVEj9AUXXBALkajfiah+QXio3ql0AggCZO+993aLvET2iqs7jl7f9DJnDj3T7Pb8bnYuLP2pYLnls1vMVz9/tcn2BAhQ2E499VR78dOiSe+++65bnJTffvvNNGnSxB5v++23j2ybiOql+qmeqq/q7WvOnDmx4Nx6663dYi9ccQHkhSFDhthlW3UB1Ou8885L6RHU77//HnucpYZp9W5K5dt9Oqkeqo/qFTy2Un19rFq1yg463Gabbeyx9Gfr1q3dzbwQIADyhi6izzzzjNlll13sxVC9kW677baku7MWpwbpChUq2ONpfEUqoZQOev9gnIfq5dtgLi+++KLZZ599YiGpIFq8eLG7mTcCBEDeWbZsmR1EF1z4d999d9OrVy/vOwh1ia1WrVrs8Y6mRl+zZo27WUbp/fS+en/VQ/Xx6aorY8eONXXr1o3drZ122mnmq682feyfDgQIgLw1bdo0c9ZZZ8UulMccc4z55JNP3M1C0V2MQknTg+hYarju3LlzxqeC1/H1PkFDud5f9fC5q5o/f7658sorzeabb26Ptd9++2V0XXgCBEDeU/tIjRo1YkFy2WWXmR9++MHdLBTNLRVMwKiX1ttQD7B0r2yo4+m4On7wXnrfZOa2Cqxdu9Y8/PDDZrvttrPH2Xbbbc0DDzyQUqN7GAQIgIKwbt068+ijj8YG21WqVMm0b9/eexp3TZHesGHD2MVdrwMPPNC0atXKvPrqq0m3JWh77af9dZzix9X7hJ2S3TVo0KDY8r1aWKpp06Zm3rx57mYZQYAAKCiLFi0y11xzTawHkwbN9evXz90stFmzZtm2if3333+Ti75e6hV2wgknmGbNmpnmzZvbwApe+n/9XOXFe48FLx1Px9XxfXz99dfmjDPOiB3v+OOP924z8UWAAChIX375ZWzsiF6nnHKKGT9+vLtZUiZPnmy6du1qzj///FibRdiXttd+2l/H8aXBgNddd12srUbjYvr27Wv++OMPd9OMI0AAFLT+/fvHelipcfnqq682CxeGX+00nl9//dWMGzfO3uH06dPHPPXUU/buQ3/q//VzlWu7VK1fv948+eSTsTYT9da66667Mt7IHw8BAqDgqYusBuZVrlzZXnzVTqL1xNX4nA808v6www6L3c1oVPrs2bPdzbKOAAFQbvz444/m8ssvj12IDzroIPPWW2+5m0WGBhVqxH1Q3yOOOMJ88MEH7mY5Q4AAKHfU4+m4446LXZjPPPNMM3XqVHeznNEYEI2w10h71U8j759++mnv6UwyhQABUC6p0bl3796xxnCNam/Tpo1ZunSpu2nWaCS9RtRrZH1QJw0q1Mj7KCJAAJRrauC+4447YlOIqMutGsGz/W1fI+iPPfbY2F2RRthrpH2UESAAUGTmzJmmUaNGsQt4rVq1zMiRI93N0k4j5jVyPnhfjajXyPp8QIAAQDFag6NmzZqxC3rjxo29B/vFoxHy6vKrEfN6H/UM00h6jajPFwQIADg05uK///1vbAS5Hm+1bds2bWMuND5EI+R1bI2Y18h5jaDPNwQIAJRBo7414WEw6nvPPfe0AwR9R31rJLxGxAd3NxoprxHz+YoAAYAEpkyZYurXrx+78NepU8d8+umn7mZl0sh3jYAPplnXyHiNkM93BAgAhDR48ODYTLqa+faKK64wc+fOdTeLUXuG1voIZgjWSHiNiM/2YlWZQoAAQBI0/UnHjh3N9ttvHwuF+++/v0QoaIS7RroHdy0aAa+R8IWEAAEADwsWLDBXXXVV7LFU9erVzYABA+yIdo1sD4JDI9591/qIOgIEAFKg2XZPOumkWGDo0Zb+1Ah3jXT3bXDPBwQIAKTByy+/HBvTceutt6ZlCveoI0AAIE3UPhKvUb3QECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPDy/+M2d/fUNebIAAAAAElFTkSuQmCC)
| Product Number | 4H48-5-0U |
| CAS | 202065-59-6 |
| MDL Number | MFCD00182123 |
| Molecular Formula | C16H14ClN3O |
| Molecular Weight | 299.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory