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eV8+v1/FfW5v2S/uXxuqEQ4YMWflv//OM11tnnXXcNddcU2f3aIDaVGyAqKpuePLV8rXl6Pvvl7sXXvjQXXnlULfrrme7jTdu6n70o8xLG7rU0bp162B51Tlz5vhPkSh90tbJtFGjRhn7sPHGG7vbb789mO+RJF337927d9YJVNuGG27ozjjjjDq7MR/S6+l19fr+Pmk/tb9J369QWZebbrop6zW32267ILiA+lKRAfLyyzOjUVT77derIibxLV26zA0b9kJQ7kMTz/yTlzbN8G7ZsmWwZkbSn8R1eWf//ffPeD3dEzj77LNrvTRUjNdffz2rrLs23WvR5EPVmqpPen3th3/vR5v2W/ufNH1AUHj5M/mbNWvmxo8f7zcHUldxAfLll9+5X/961SqDmo9RafRJ/7nnngvKgmiUjn8CCzeVCLn55puDexVWs2bNCoa3qlZV/Lk17FVDXZOmm8gq7+GfJFUG5IknnvCblwTtl1+mRPuv40jjZvsbb7zhDj744KzX69ixo/v88+qZpIr6V1EBogl55547NAqPc84ZWpGT9OJ0uWTEiBHuj3/8Y1AaxA+RcNMonuuvvz7vm9sqO672KkMefx7NnXjkkUf85onQ5SH/GFS9VkNoy4H2U/sb338dT1qX2R588MHgMlb89XSZq3v37mVfzRjloaICRN82wvDQtxDNu6g2Y8aMcZdccklwovdDJNx23XXX4CbspEmT/F8PKCD831eQKFDSuHSkENRzx4eu6ga9yp2k8Xpp0v5qv+MDDHRcOr6k742IbqR369YtuLEe//fS/ZhS/caGylExAfL2219E8yl0/0MT8dKgE8Rrr70WjIC6/PLLg1IUupyja+HxGc76b/1cj6ud2uv36vKEqOviGi2Vazhq48aNXZcuXYJquLokpX2OP65LV7qEpUtZaVAlWn+46n777Vf2pTy0/zqO+HHpONOqvDtz5kzXoUOHrH9fDbCYMmWK3xxIREUEyLffLnVHHfVg9O3jppvG+E2KMmHChKDEhZZX9T/pFbrp9/U8ej49b13RsrD6pOqXzMi16QSom+dp0Ulvl112yXhNzfpOejRXfdFx6Hjix6fj1XGnZfTo0W6vvfbKeE19CFB4AUmriADp0uWFKDw6dHgkkRIg+sSta8m63OOfWHNtW265ZdbPcm16fr1OWp/wa6JPxwqwvffeO2t/tGmY7v3335/KBLmQPhXH51VoZJnmPFQiHVd85JyOO81vBeHwZ/+9qOWDgSSVfYAMGTItCg9NvJsxY4HfpCCqInvqqadmlZIIN9Uq0uxrnYB1r0CXfbRQUk30cz2udmqv3/NrHYWbXk+vq9evS5qBrTXJw/1QLStNFEyTvtVsuumm0WvqhKqZ15VMxxcPTB1/mt/uRLW7tt566+g10/53RfUp6wD5+OMF7uCDV83WVm0pKw11Pf7447OGj2rbY489gm8JEydO9H/NRM+j59Pz+q+l19d+FDP0tlCaxxG+fosWLfyHE6VP3vHw0BoYn3zyid+sIuk4dbzxEEnzm4jE78MQIEha2QaILlPF1zDXGuUWGu6oETL+vY311lsvKEueVGjURs+v19HrxV9f+6P9qovhmHUVILr2H/8UrpNbWjeVS5WON35SV3+keU+EAEGayjZAbrvtlSg8tNLfN98UfqLVhKydd94548StZVe7du2ayuzqXPR6el1/2Vftn/YzTXURIDpxxj996//XRx2vUqDj9vsirSAlQJCmsgyQ0aMzS5W89Vbhs2/vuuuujLH6GqmiMhFp/SHnS6+v/YjP/NZ+an/TknaA6KZufKiuJr9Vy2Wr2uj445MA1T9pzBMhQJCmsguQuXO/C1bwC7999OpV2FBYzcPQPYbwj0qbqqmOHTvWb1qvtD9+9VntdxrzSNIOEF2KC59fo5Eq/YZ5vtQP8dFZ6qekESBIU1kFiMqSaAGmMDy0sl8hpUq0uJFOkPGTsuoHlWpZbO2X9i++v9r/pBdpSjNARo0aFS34pG9VlTpU10r9EX7bVD+pv5JEgCBNZRUgffpMjMKjVavCSpWoyFx81FODBg2C0uTlQPup/Q33XceRZNG8tAJEhQTjta00qQ7Z4pMN1V9JFmAkQJCmsgmQyZNXlSrRNnLkR36TWukTe3ytbBWcUwHCcqL9ja8HoeNJ6ptIWgGiarTh8+pEVikzzJOmfomf6NVvSSFAkKayCJBFi5a63/3uoSg8uncf7Teple4ZaI2M8I9Is3PTHpqbFu13fHaxjiuJeyJpBIjWwwjn1GgQQLnXtkqb+icc1KF+S2o9EQIEaSqLAOnS5dkoPI4/vrBSJfEb5hoiW67hEdL+x4f66viKlXSAaDRRfDEoVafF6qmfwj5T/yUxKosAQZpKPkAefvh517jxuW733W90Bx3U2334Yf7XhzX0Nfzj0T2EcrtsVRsdR/yeSLFDfJMOENVhCp9P62NQgyk/6qf4eiLqx2IRIEhTSQfI9OnvuS222M01bHiI2377U9zAgeP8JrXS5Lv4PI9yuWGeLx1PeGw6zmImGyYZICtWrMhYw7xcFoMqFeqvsO/Uj+rPYhAgSFPJBohKeIRlqRs02NKdeurlfpNa6XebNGkS/eFoYl4l0nGFx6jjtZY9STJAHnjggei5dPJC4eInffVnMQgQpKlkA+Tiiy+O3viasTt/fv5VduMT11QuvVTneRRLxxUvN2+diJZUgKj8e3zyIyvi2ajfwj5UfxZTVp8AQZpKMkCefvrpjMlVWiQnX6piGxZG1GiWUpthnjQdXzjaScdtqeKbVIAMHTo0eh6tyFjMia+aqd/Uf2Ffql+tCBCkqeQCRBPktthii+hN/5e//MVvklN81FWlXrryxS9lWUZlJRUgxxxzTPQ8/fv39x9GAdR/YV+qX60IEKSppAJEn7ziRfeaN29e0E1ELcYUfhrXUNe6rqhbX3Sc4dBeHX+hi1IlESCaPR0OWtCER0ZeFUf9F04cVb9aZ6cTIEhTSQXITTfdFL3ZVWSu0IqtWtEv/H2VRq8mOt7w2NUPhUgiQO65557oOTp16uQ/DAP1Y9in6l8LAgRpKpkA0czbtdZaK3qzP/74436TnLSmeLgMrRZnqpZvHyEdb7golfqhkDXWkwiQgw8+OHqOkSNH+g/DQP0Y9qn614IAQZpKIkC++eYb17hx4+iNbqkFpCViw9/XCn/VSMcd9oH6I1/FBohqcoXhrRX2uHmeDPVjuIKj+tdS+4wAQZpKIkBOPvnk6E2uYYuW6+fx4aPlXq7ESscd78d8FRsg8clvp59+uv8wiqD+DPvWMimTAEGa6j1A4jOqNQx18uTJfpPVmjBhQvQcKnVezeIl69Uv+Sg2QOLlyCttxn99i/99WMrhEyBIU70GiCqQbrDBBtEb/J///KffJC9//etfo+fQjfhqFh+IoH7JR7EBEi+V/+mnn/oPowjqz7Bv1c+FIkCQpnoLEJXdiFdsbdeund8kb61atYqep1ovX4Xil7HUL/koJkA0Gz4cOq3aTUheWFtM/VxoVQUCBGmqtwC59NJLoze2bhTOmzfPb5IXrYcRzjzffPPNq/4Gro5f/aD+UL/ks17IV1/NX/lNcOdgO+ywk/yHc3rrrbeif8f27dv7DyMB6tewj9XfhSBAkKZ6CZBnn302+tRa7DrQr7zySvQHUsyM3UoSnxGu/lmdefO+cT/96QnBdtxx1/oP5zRw4MDota688kr/YSRA/Rr2sfq7EAQI0lTnATJnzpyMVfWuueYav0lB+vTpEz3Xdddd5z9cldQPYZ+of1ZnwYLF7le/ujXYzjjjYf/hnAp9LRSumPc4AYI01WmA6PJK27Ztozd0s2bNCipVUpNiPp1VqkK/FSxY8H204uNZZxU2VDQ+BDufbzsoXPxbtvq7EAQI0lSnAXLrrbdGb2aVKpk5c6bfpGDx68OTJk3yH65K6oewT/K5L1FMgBx22GHRayXx74ls6tewj9XfhSBAkKY6CxCtmBcvVfLoo4/6TUziJTSsN+Irjfoh7JN8SmAUEyD6Fkn/pyv+76n+LgQBgjTVSYDojbvTTjtFb+Szzz7bb2IWn4OwbNky/+GqpH4I+ySfuQPFBAj9n75C/z3jCBCkqU4CJP4m1gp6llIltdlxxx2D523QoIH/UFVTf6hf1D+rU0yA0P91o5B/zzgCBGlKPUBUZTd8A2uVwfHjx/tNirLVVlsFz73pppv6D1U19Yf6Rf2zOsUECP1fNwr594wjQJCm1ANk0aJFGfc+Onfu7DcpCp+Aa1bIJ9ZiAoT+rxuF/HvGESBIU+oBImPGjHE/+clPom8hQ4YM8ZuYcQ0+W6HXzIsJEPo/fYX+e8YRIEhTnQSI3HjjjdEbebPNNitowaNcGIWVjVFYlYVRWChVdRYgP/zwQ0bRw0MOOST4WbGYB5KNeSCVhXkgKFV1FiAye/bsqNCftuuvv95vUjBmomdjJnplYSY6SlWdBogMHTo0uA+iN7SW6Rw7dqzfpCDF1AmqVIXWpyomQAp9LRSumPc4AYI01XmAyJ/+9KfoTb3DDjusPIEt8JvkjWq82QqtxltMgBT6bQeFK+ZbNgGCNNVLgCxZsiRj9M7xxx/vN8kb64FksqwHUkyAsB5I+lgPBKWqXgJEpk6d6tZbb73ozX3vvff6TfLGioSrWFYkLCZAWJEwfaxIiFJVbwEiCo3wza0wUahYsCb6KpY10YsJEGFN9PSwJjpKWb0GiOjyVfwPRJe3CjVhwoToOfbYYw//4aqi4w/7Qv2Sj2ID5M9//nP0mn379vUfRhHUn2Hfqp8LRYAgTfUeIF9//XVwIz18k+sGu8Uvf/nL6Dmq9TJW/PKV+iNfxQbIk08+Gb3u6aef7j+MIqg/w75VPxeKAEGa6j1ARCOFNKRXb3IN8dVQ30J17949+kO58MIL/Yergo477AP1R76KDRB9CAj//bbddtuqH8iQFPWj+lP9qv5VPxeKAEGaSiJAJH4fQ6OINOmwECqNEp7EdD9l7ty5fpOKpuMNByWoHwopFVNsgEi8pMzIkSP9h2Ggfgz7NJ+SNDUhQJCmkgkQlTVReZPwza4RRIWWOjn11FOj3+/atav/cEXT8YbHrn4oRBIBcs8990Sv36lTJ/9hGKgfwz5V/1oQIEhTyQSI6FOzCi2Gb3gVYCyERnGFQ0o32mijqvkWouPU8eq4dfyFjmZLIkDmz5/v1l577WAfNtxww0QXDatG6j/1o/pT/ar+tSBAkKaSChBRqfew1IlKwL/66qt+k5zio7rOOOMM/+GKpOMMj9kyKfOHH/7tjjhiQBAgN900xn84b/EZ8P379/cfRgHUf2FfFlNhgQBBmkouQESLToVv+p/97GcF3TycMWNGNDNdn8aLrbVV6nR84bcuHbeO32LevMXulVc+dStWFHbZME6DH8J/t913352b6UbqN/Vf2JeWQSUhAgRpKskAUfmN+HyGDh06+E1yUpXf8He1Bnuhs3fLhY5LxxceaxLVjYuhE198OPUTTzzhN0Ee1G9hH6o/iwliAgRpKskAkXfffdetu+660Zv/vvvu85vUaunSpa5JkybR71bqpaz4pSsdr467vj3wwAPRPunkhcLFT/rqz2IQIEhTyQaI9OzZM3rza4jqtGnT/Ca1euONN6KbutoqbYZ0fIayjlPHWwpWrFgR1W7SZpn8Vs3ikzLVj+rPYhAgSFNJB4gce+yx0R9A06ZNCyp1ctddd0W/26BBAzdixAi/SVnSceh4wmPTcZaS3r17R/u24447MiIrT+on9VfYd+rHYhEgSFPJB4jWCtl+++2jP4KLLrrIb5JTfFSWhrqWe5kT7X84ZFebZdRV2jR/Z5999on28eqrr/aboAbqp7DP1H+FzoOqCQGCNJV8gMiYMWMySp0MGzbMb1Ir3ZBv2bJl9Ee05ZZblm2IaL+1/+Gx6LjyWe8jLpzvoW2ffXq4adNyz5WJty/E66+/Ho0O0yW29957z2+CGPVPeMlV/ab+SwIBgjSVRYBIfOnUhg0bus8++8xvUisNA46XHNcErXK7nKX9DSeWadPxFDK8ORQPBG3nn587jK0BIueee260vzqRLVu2zG+CldQv8RO9+i0pBAjSVDYBoq/z8W8SrVu3Lugr/ueff54xNFj3EMrlxrr2M37PQ8eh47HwA0TbuHG1180qJkA0e3qbbbaJ9ttSjrwaxMvhq7+ss85rQoAgTWUTIKLFdTbddNPoD6KQirOiT+wtWrSIfl9bx44dS3aeiPZL+xffX+2/5ZtHyA8PbSef/JirbapBMQEio0aNcmuuuWaw77r8qEoDWCVeeUH9pP5KEgGCNJVVgMjgwYOjPwiVOhk3bpzfJCfdM4jfWNemyVqlNmNd+xOflKdN+13oPQ9fPBAOOqh39P+HD//AbxooNkAkPrFzk002ce+8847fpCqpH9QfYd+kMRGUAEGayi5A5Pzzz4/+KDTsceHChX6T1dLQ1/g8EX0K1MS8r776ym9ap/T62o/wU6k27WdSQ3XjgXDHHa9G/79du4fc8uXZlwSTCBBdamzTpk10PNttt5375JNP/GZVRcevfgj7RP1TyCXZfBEgSFNZBog+he+2227RH8aJJ57oN8mLJt/tvPPO0fNo0xBZlUav60q+ej29bnyIrjbtX5KTBOOB8PXX37sWLfpE/z1w4BS/eSIBIgrGX/ziF9Fx6f/PmzfPb1YVdNx+X6T1wYUAQZrKMkBkypQpUdFEbffff7/fJC8q/6FLB/Hn0qaZ71rhL+0hv3p+vU64GFS4aX+0X0mXJ/EDoWfPCdF/t2nTzy1evDxn+2LMnDkzWmFPm05uaZ04S5WON35SV3+oX9JCgCBNZRsgEl/EaP3113fTp0/3m+RNVWx1jyGcuxDfNOpJN+yTChM9j54vPios3PT62g9rVd3V8QPhu++Wudat+0Y/U6Dkal8sBX98IIQ+fVfL5SwdZ/ybh/pB/ZEmAgRpKusAkaOPPjr6A9lrr72K/sSuxZi0ol84cdHftOCVXlNL8D7yyCPurbfecl988YX/NAH9XI+rndrr9+ILZsU3vZ5et9DFoApVUyAMGPB29LPmze9z8+evulFfU/tiaY2XeIjoU3il31jX8cW/fen4C13rxiIeWAQIklb2AaIx8/GbkRdffLHfxESrI+pbQrxcej5bfKZ4PpueX69TyBrmxagpEJYuXREtKKXtlltWjUirqX0S9Mk7fkLVaKRKHeKr44qPttJxp/3NQyWA4vNLtP3mN78p6ls64Cv7AJHRo0dnzDV4+umn/SZFmTBhQvANQuu0+/dKCt30+3oePZ+et67VFgiDB0+Nfn7AAb3c7Nnf5GyfBF3732WXXTL6Rye9SpmxruPwT+I63jTveah6b48ePdzmm2+e9d7TttZaa7lLLrmkqLlEQKgiAkT+8pe/RH8kW2yxhXmm9upoBNhrr70WrE9y+eWXu3bt2rlDDjkkWEFuhx12iDb9t36ux9VO7fV7xc7jKFZtgaBlbdu3fzh6rGvXF3O2T4puKseH+GrTdftyr52l/Y/ff9Cm40xz0MDIkSMzSvZo01ypvffeO+MbkDaVA+rVq1cqQ4dRPSomQPTJq3nz5tEfiL6uF7OSWzn79NOF7pNPap4bkysQNJkwfEyFFqdP/ypn+6ToJKYRZ/H7Tpr7ouq09R24hdL+ar/jc4x0XDq+tE7WH330UcayB+HWtm3b6J6aLvX+6U9/CgIl3mbPPfdMfPY7qkfFBIholEv8k9bNN9/sN6lYH344PxhB1aHDI8HJft99e7o33pjtN8sZCMrbE098LHq8c+dhOdsnTZ+g47WztGmiaLksSqX9jK/noU3Ho+NKw6JFi9xVV12VUSdNm+YOPfXUU37zgFb61IereHttGvn38ccf+82BnCoqQOSxxx6L/ih0vTepstilaOrUue6f/xzvjj56YMaJPtyGDMlewXF1gTBmzMys58nVPmn6pKxqtP5w6n333bdk11jXfmn/4vur/ddxJFkYMa5fv35ZYatJqLfeemte95CGDh3qdtppp4zf1/05fXtSMAH5qLgAkXgZcS0L+s03/7khXAkmTZrj7rzzNXfUUQ9mneDD7ZhjBrrevd80lybp1GlI1nPmap8GBX98Uapw072l/v371/ulLb2+9kP74++j9jutDy6q/XbAAQdkvJ4GkJx55pnuyy+/9JvnpCHv+pbuVz/QKLFi12JHdajIANHSoPFChCeffLLfpGzo5vaECZ+t/EMf6w4//IGsk3q4nXDCo65XrwluxowF/lNkyCcQJk78POv5a2rfvfvoYMTWddeNcvPmJb9sre4ZaFnX+Brr4aa1UVQzLK3LQ7XR6+l142uzhJv2U/ubxr0OrX9z2mmnZdRI06bqzG+++abfvCCar9SpU6esb30HHXRQakGIylCRASKTJ0/OGHKrr/zlYsWKH4I1Om644eWgvIh/Ig+3004b7O6/f6KbNavmG+Y1yRUIcRdc8HTW6/kOPnhVNV/V1Orb9y23bFnyJ08NkBgwYEBWdeJw0yfm008/PVg3RSX/k6Tn0/Pq+ePzVuKb9kv7p/1M2pIlS1a+D24IKi3EX1PLPA8cONBvXhQNK48PRNGmUNGxpzWqEeWtYgNE/vGPf0R/CBtssIF7//33/SYlQ5P5dP/h2mtHukMPvT/r5K1NI6POPHNIMHP8889ts4pzBUKcRmDp9XK1f+SRdzJKwmvTUOBRo9K5GatRdbp2rxFH8VFO/qZr++3bt3dXXHGF69OnTzDjWyOVaiuQqZ/rcbVTe/2eft+/RxDf9PraD+1PWqP9dD/PvymvmmnXXnttqpfwHnroIffTn/4043X19/O3v/2t6EoPqCwVHSCieRjhH4GuTZfSH8CSJcvdiy/OcFdf/VJQQsQPDG377dfLnXvuUPfoo++sPNGV3sJXn332rbvyyuez9ltL5a7ucloxdHNatdD0iTmcRFrIttVWW2X9bHWbXkevp9dN6+a4vP322ys/RBya9fonnXRS4t+waqPLwJpbte6662bsQ+PGjYM1eQCp+ABR6ez4pYdLL73Ub1KnFi36zg0Z8trK/XjKNWuW+ek93HRfQZeQNIpqwYL0PmkmSfdp4kOAte2/f6/g3s3ChUv85onSejAaQqtZ3/5EumI3PZ+eV89vWXemEJpkqAEgfiBqhFd9LXimofFaLsHvl1//+tfBZWJUt4oPEIkvq6prus8++6zfJFWqS6Ry80cddZRr2HD3lYF2jNt1124ZJ1tdCrrkkuFu2LD33Lffls63pELohr9KosSr+2pr1apvcLlLj9cFLQWsIpaDBg0KSsaccsopQVUAbVpHJl4xQP8dPqZ2aq/f0+/X1VLHy5cvd3fccUfWbHF9S9IltbQukRVizJgxTjPa4/unCZJa3K1a13VBlQSIXHPNNdEbXwUP58yZ4zdJlIZUqlSEJm3FZ/82aLDlytdv7Xbe+c/BTeguXV4IZoD763CUMwXg3//+avBNKh4kxx//iHv99ezJjdVs+PDhGRVzten+ypVXXllyw8/DUXF+wVBVFv6///u/IAhRXaomQDRCplmzZtGbXmUekv5kN3v2bHf33XcH16/9yxCr/ti2dOee223lieNNt3RpZf/BzZz5tbvwwmcyQkTbpZcOL2jkWCVSrawjjzwy6/2he3YffFDz+vSlQpfyVN9NE3Xj+67K0s8995zfHBWsagJEVAU1fplAs3aLpfIPt91228pvEwdnnQzCTZVRNXfgmWeeKamb+HXllVc+DSY3xkPkwAPvXRm244IFraqJquDqPpx/8tWltBdeeMFvXtI0qvF3v/td1vtdPyvlEY9ITlUFiGhxp/CNrj9iy3rj+uPQ2PyaZkqH29Zbbx3cEH3xxRdTmR9QbjQrXsOP/SHKbdv2d0OHTg/qcFUyXf659957g0rR8feJFhjTcPNyvvzz/PPPZ62bo78tfUtJe+AB6lfVBYicffbZ0RtdY/3zWalNCwBpWGNNpSvCTWPnL7roIvfyyy8nfnmsUmhUmSZIqthjPEhOPXVwUKalEun9oNUy4+8V3YDu3LlzxdyAVgDeddddGStNatP9krRm56P+VWWAaHRN/BOTlpKtib6ddO3aNahu6odFuGlcvCaeaa0P5O+99+atDPKhGSGiiYuaE/PFF5VRzE+XTP/whz9kvWdat25dsUv4KhD/+Mc/Zi0JrRFcWvgNlaUqA0QmTZqUUQY7LB6n8fa6Rq0hnv4ffrhp1IxGdWmoJ4qjiZR+YUiNTuvV6w23ZEl53h/RBxS9P/zVK1Urq1KX7fXpG7vmivh/OyeccEIwtwSVoWoDRPSVO3xja9SUPzwxvmnhneuuuy5aoAfJURkXVQ+Oz8bfdddr3AEHnO8GD67bOTvFUk2s7bbbLuO9o8KLN910U1UOoNCsdX1Lj/eHZrfrcrBmu6O8VXWASE1DKcNNZbP1h//hhx/6v4YUfPmlPrmPcE2b/t3tuOPZbvPNm7u11trMtWzZ0k2cONFvXlLGjx+fMUxcmyatavRd2nOOSp2CU3W0VE8r3j+6Z/jggw/6zVFGqj5ANOs4/qZWeWzNCuZrdv2ZNOkT99vfXurWX39VMUN9QzzrrLNqLYhYX1SltmPHjlml0BUmlhF+lUx9pcq+fl9pCLwqAaP8VH2A6KQUvpFvueUW/2HUE41i69fvQdeoUaOMk83GG28czLvJZ9W9NOlTdffu3bPWBdHlKz5V56Zva1prJN5v4bc1rU2SNN2r1PwvreCokkKMkExOVQeI5mc0bNgweAOr3EilDKmsJBpirZFwfvn2Jk2auGHDhvnN64SWsPUXudIN827dutVZ/axKoIEr/horCmStkpjk/aLbb7894zX2228/98orr/jNYFDVAfLSSy9Fb6o2bdr4D6OEzJgxwx1zzDEZJwJthx12mJs2LXvt9zRoZJGG4Pr70KFDh2DILgpX24g1zc9SBeQkqMpxq1atMp5fKztqpdJZs2b5zVGAqg4QjVcP31Ba4wGlb8SIEW6PPfbIOBno26NKrqvqcRr0zVST/vy5DZocyNyGZKgk0PHHH5/Rv9r0we7dd9/1m5s8+uij7mc/+1nG82uBLo2uTHOBrkpWtQGi66Dh9XXdoK32kTLlRJceFfiqMRY/Gei/e/TokVjpGM2uVnFMf3a1ypGoLAmzq5OnpReaNm2a0d8K7gsuuCCRRby0RLBK9vtLBGvelwbUoDBVGyBa3yB882iYKMqPvnGodEy8XL42LQKlbyrFUH0nfw121Xe67LLLqO+UMgWzlkII70+GW1g3LIkPCKqcrQoUupQVf41yGDJeSqo2QC6++OLoTaO1DFC+NLlT90LiJwJtWrNca50XQqXUf//732c9lxYDUwl21B1VLr7kkktqrFysIqVJUAmi/fffP+P5S3XIeCmq2gAJS5XoE0hdrTONdD311FNZdctUruaqq65yixblrq+lxZtU08w/WalsDWtc1K/p06e73/72txn/Ltrat2+fyCRfXc7u27dvyQ4ZL2VVGSAahx6+SQ488ED/YZQx/bFrnZeNNtoo42SgOQD9+vXzmwcnj/vuuy9YPjbeXvMG7rzzzrIus15ptBT1LrvskvHvpOHdXbp0SWT1xlIcMl7qqjJAtFxo+OZg8mBl0pLCZ555ZtbKkCpPE1ZO1n0wf00X3bA977zzgqGfKD21rR+v9XeSmiRY25Dxww8/vM6GjJeLqgwQjTHXG0KXr/RmQeXSDVGVp4mfCPTv7g/n1Ka5ApMnT/afAiVIAa8F2/wPCCrcWNM3TYv6GDJebqouQFTGPXwzaBw/qsPAgQPd9ttvnxUa2nbccUf3+OOP+7+CMqC/50MPPTTr3/S4445L5N5mXQ0ZL1dVFyAqNxG+CbQsLaqHJotp0lhYzE+fXm+88cZEy2agfmiSoH9ZK8lJgmkOGS9nVRcgGgIY/uNzPbM6vf322+6cc85JbIYzSoNG2mnBKq03Ej/JJzlJUEPG27Ztm/H82jRk/OOPi//GU26qKkAUGOE/uIIEQOWpi0mC/pDxH/94Pbf11s3crbc+6hYvrp5hv1UVILpkFf6D61IWgMql0XYadRcPkXCSoEbpFSs+ZHz99Ru7Ro2Ock2aXO4OP/wBN2xYdUw6raoA0U3z8I2km28AKp9GZWkeUDxIkpwk+OWXc91FF3V3O+10jvvVr26PlmU+/fTBbsqU5Nc3KSVVEyAarht+pdUwXgDVI5wkqMoE8SDRZaikJgm+++5nK7/dPBkFiLZ99unhunUb4ebOrcx1YqomQDRhMHzTaCIhgOpT2yTBJNeVee65D92RRw7ICJLmze9zvXu/6ZYuraxhv1UTICpZEr5ZVMoEQPWqbZKghuomMUlQQdGr1wR38MG9M4Lkd797yL34YuVMXq6KANGEovDylYb0AUCuSYL6eRKTBL/4YpG76qoXM0JE2znnDHXvv1/+S2hXRYCoXHv45lAZdwDla+zYse43v/lNMAm0XCYJTpo0x51yyuMZIbLvvj1XHsNo9/XXxR9DfamKADm05apSByqgB6B8xdelV3kalalJQpLrytREdR6ffHL6yvDrnxEkhx56v3vwwckrv/GU3wqXFR8gX82Z7xqv2dRtscbP3E6NfplItU4A9eeuu+7KmiSogplJTRLUqCzrujL5+O67ZSuPYZw78MB7M4Lk2GMHuldeKa/Z7BUfIE/dM9o1X+Mkt/caR7nr/3iH/zCAMlQXkwQ1T8RfV2bbbbdzDz30pN/c5NNPF7pLLhmedX/koouecTNnfu03L0kVHyC3t3nSnbhGd9d+jS7urZem+w8DKGM1TRLUSV8zxJOZJPhlEEph2fh11mnkttji1yu/LdzmJk9OZpLguHGz3PHHP5IRIgcc0Mvdccer7ttvS7vQZ0UHyKJ5S9x5P+nlzl6jh7ukYV/3wwouXwGVRpeVdHkpzUmCujx2yCGt3Sab7OV++tOT3G673RBMErzmmhErQ6b4SYI//PBvN2jQO65Vq74ZQdKmTb/gvkmpqugAGdtnehAe2vqfNcp/GEAF0Y1u3fCOh4g23RjXDfIkDBnysjv00BsyTvJJThJcuHCJu/nmsW6//XplvMbYsZ/4TUtCRQfI3Uc+EwXIlGfL6+YUABsNvdUQ3HiIJDlJcMmS5TVOEjzqqAcTmyT44Yfz3fnnDwueV990Jkz4zG9SEio2QL5fuNSdv/a9QXhctMn9bsWy8hsiB8BGkwC1YmDakwSvvvqljBDRpkmC772XzCRBBcfEiZ/7Py4ZFRsg4wa8H337uO/UEf7DAKpAbZMEVcaESYLFq9gA+dfRz0UB8taQj/2HAVQRFUqsaZKgCiuqwGKxwkmCbdtWziTBfFRkgCz9brnrvG7vIDz+tMF9btn3xX9dBVD+NCqrSZMmGSGy9tprB6XeVfK9WLVNEjzmmPKbJJiPigyQCY/OiL599Orwgv8wgCoWThLUolLxIGnUqFEwrySJahW1TRK88MLymSSYj4oMkF4nvBgFyIRHPvQfBoCsSYLhphnumumehNdfn13jJMG//730Jwnmo+ICZPmSFcFlK4WHLmMtWbTcbwIAEU0SbNmypXdZa1N3/vnXuzlzih/2m2uS4ODBU4PHy1XFBcikJz+Ovn3oRjoA5GPQoEHBekEKkA03/IXbZpujV57or0t9kuCJJz7m3nyz9qG68baaEzJt2ly/SYZ4+7RVXID0OW1EFCCvPfC+/zAA1Erri9x4421u++0Pc40bn++aNr07OBGnNUkwvqksSk3fRvx2+t1cCBAjTRbUpEGFhyYRajIhABTq88/nuSuuGJx18j777OQmCY4a9bFr1+6hjOevqUCjvw/aVICxNgSI0TvDP42+fdz122f8hwGgILkmCS5YUPwkwWUrP/T27ftWcH9Er7N4cfY9Wz88tJ188mPB3JOaECBG/c9+OQqQsfdN8x8GgILpRD10aP1NEoy/5kEHraq/NXz4B37TAAFioFLtl2zRLwiPc3/cyy36qvhPBwAQ0iTBu++u+0mC8dfSGiHh/9flr+XLs8OLADGYPmJ29O3j721y32QCAKtZsxa6Sy8dnnGi1pbWJMH4a6i2VosWfaL/Hjhwit+cALF4qPOYKEBG/esd/2EASFRdTRL0A6FnzwnRf2suiX/fxG+fpooIEF2jvHybB/5z+WrNnm7hnMV+EwBIXG2TBFu37pvYJEE/EHQpTc8f/kyBkqt9mioiQD4YOyf69nFLi2QWvAeAfOWaJFjsYlA1BcKAAW9HP9OKiPPnr7rnW1P7tFREgAy6+NUoQF68c7L/MADUiRkzFtQ4SfDKK593n31mq/ZbUyBoZvwRRwyIfn7LLWNztk9LRQRIlx0eDMLjnB/1cPM/XeQ/DAB1SpME27d/OONkriG499wz3n3/ffZcj1xqCwRdIgt/rnsvs2d/k7N9Gso+QD5+Y2707aP7AYP9hwGgXoSTBOOjprR16PBIQfdGagsEPUc8pLp2fTFn+zSUfYAM7jIuCpDht0zyHwaAejVv3mJ33XWjghnsOqnrfxctyn+UVq5A0GTC8DEVWpw+/auc7ZNW9gFydZOBUYDM/XCh/zAAlISpU+cGJVBqm0Fem1yBoBGoulEfPt65c+b9l7SVdYCo8y5Y7z9L196wz+P+wwBQ9lYXCGPGzMxos7r2SSrrAJE3H//I3d9xpPtk4lf+QwBQ9vIJhE6dhmSFR672SSm7AAkvV2kDgEqXTyBMnPh5Vnjkap8UAgQASli+gXDBBU8TIKtDgACoJvkGgkZgaSRWvu2TQIAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATMouQAAApYEAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/yh33MSA5hAAAAAAASUVORK5CYII=)
| Product Number | 3H37-H-0A |
| CAS | 885276-13-1 |
| MDL Number | MFCD06739236 |
| Molecular Formula | C8H4IN3 |
| Molecular Weight | 269.045 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-H-0A
CAS: 885276-13-1
Molecule Weight: 269.045
Formula: C8H4IN3
![Imidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,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)
PN: 3H37-1-2M
CAS: 106850-34-4
Molecule Weight: 143.149
Formula: C8H5N3
![Imidazo[1,2-a]pyridine-6-carbonitrile hydrochloride](data:image/png;base64,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)
PN: 3H37-5-0L
CAS: 1934299-50-9
Molecule Weight: 179.61
Formula: C8H6ClN3
![Imidazo[1,2-a]pyridine-8-carbonitrile](data:image/png;base64,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)
PN: 3H37-1-0K
CAS: 136117-70-9
Molecule Weight: 143.149
Formula: C8H5N3
TSCA: Not listed on TSCA inventory