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/faWZ/xBFch6821hyfpJBgEQHAYJY0gSI9yS9o446yi2KNTkfcl7k/CSDAIkOAgSxpAkQ736/PD8d+eR8yHlJtl+IAIkOAgSxlGqAbN++3ey99972NSNGjHCLY03Oh5wXOT9ynopDgEQHAYJYSjVAFi9e7Dd6s2bNcotjTc6Hd27kPBWHAIkOAgSxlGqAvPfee7Z+qVKlzIYNG9ziWJPzIedFzo+cp+IQINFBgCCWUg2Q5557ztavUaOGW4Qd5LzI+ZHzVBwCJDoIEMRSqgHywAMP2Ponn3yyW4Qd5LzI+ZHzVBwCJDoIkAxq0KC/3YqTbD3opRog3rpPZ555pluEHeS8yPlJZn0wAiQ6CJAMSjYYkq0HvVQDpEOHDrZ+y5Yt3SLsIOdFzo+cp+IQINFBgGRQssGQbD3opRog7du3t/VTWfMpTrw1wuQ8FYcAiQ4CJIOSDYZk60Ev1QDhCmTXuAKJJwIkg5INhmTrQS/VAKEPZNfoA4knAiSDkg2GZOtBL9UAYRTWrjEKK54IkAzygiHZDemTaoAwD2TXmAcSTwRIBrkBUdyG9Ek1QJiJXjRmoscXAZJByQZDsvWgl2qAsBZW0VgLK74IkAxKNhiSrQe9VAOE1XiLxmq88UWAZFCywZBsPeilGiCC54EUjueBxBcBkkHJBkOy9aCnCRCeSFg4nkgYXwRIBiUbDMnWg54mQHgm+s54Jnq8ESAZlGwwJFsPepoA2bhxoylXrpx9Xd++fd3iWJLzIOdDzoucn2QQINFBgGRQssGQbD3oaQJEeGs+JXu/P+q8fqFU1ggjQKKDAEEsaQNk3Lhx/m2s+fPnu8WxIsfv3b6S85IsAiQ6CBDEkjZAtm7daqpUqWJfm8y6T1HmrQ8m50POS7IIkOggQBBL2gAR9913n31txYoVzZo1a9ziWJDjluOX8yDnIxUESHQQIIilkgTIzz//bCpUqGBf3717d7c4FuS45fjlPMj5SAUBEh0ECGKpJAEiOnfubF+/3377mVWrVrnFkSbHK8ctxy/nIVUESHQQIIilkgaIzH/YZ5997HtcffXVbnGkyfHKccvxa+bDECDRQYAglkoaIOLpp5+27yEjkaZOneoWR5IcpzfySo5fgwCJDgIkg7z5HY0aDTQ//LDWLfYxDyT9gggQGXl03HHH2fepW7euWbdunVslUuT45DjleOW4Uxl5lYgAiQ4CJIO8YJDt9tvHu8U+AiT9gggQ8emnn5oyZcrY92rbtq1bHClyfHKccrxy3FoESHQQIBnkBcOppw6yf3766RK3ikWApF9QASJ69erlN4gDBw50iyNBjss7RjnekiBAooMAySAvGAYP/tL+efnlI822bdvdagRIBgQZIL///ru54IIL7PvtueeeZsKECW6VnCbHI8clxyfHKcdbEgRIdBAgGeQFw+bN28xFFw23fx8xYo5bjQDJgCADRKxevdrUq1fPvqfMjfjss8/cKjlJjsOb8yLHJ8dZUgRIdBAgGZQYDJMnL7J/P+OMIWbt2t+KrIf0CDpAxA8//GCqV69u3/eAAw4w06dPd6vkFNl/OQ45HjkuOb4gECDRQYBkkBsMN930tv33Y48VHALq1kPwBg8ebBswmRAXpLlz55rKlSv7VyLjxxc9WCLMZL+9Kw85HjmuoBAg0UGAZJAbDPPnrzYNGw6wm/y9qHoIljRg3oKIst12223ml19+caupff311/6ViIxYev75590qoSb7640sk+OQ4wnKl19+6d/qk01Gdi1btsythhxBgGRQYcHw6KP/sT+TqxFPYfVQcosWLTKXXXaZ33glbnKrpl+/fmbbtm3uy1Tkdo/bUIZ9nojsnzdUVzbZ/6BuW8nyJ9dff73ZY489djr3cqXTs2dP89tvBW/lIvwIkAwqLBh+/XWT7QeRn0+ZsqjIetBbv369fV73Xnvt5TdaDRo0MJMmTTI9evTwnzIo27HHHmuvUIIgHc7e6CzZZBJeWGesy355kwRlk/0OosN8y5Yt5oknnjD77ruv/961a9c2b775punTp4/Zf//9/Z/XqlXLjB492n0LhBgBkkFFBcPw4XPsz1u2HL7jF257kfWQuhdffNFUq1bNb6Tk1tULL7xgtm/PHz4t37LbtGnj15GtVatWZuHChQnvpCNDXnv37u3fEpJlQGQtqbAswCj7IfvjLU8i+yn7W9KhukIeMlWnTh3/nFaqVMm+t4SKR0KqY8eOpnTp0n69M844w3z11VcJ74SwIkAyqKhgkLkgMidEyoYM+WOOSGH1kDwZQdSoUSO/UZJ5DHfccYdZu7boJWTkW/hJJ53kv6Zs2bLmnnvuCeTWk8zclqsb772l816WRA/iW76GfK58vreqrmyyfyWZYe6ZN2+eOe+88/z3LVWqlLn22mvNypUr3ao+6aQ/66yz/NfIra4OHTqkvFQ8MosASQO5LbVkyc4N1a6CYdq0JbbMm6Xu1pOhvt9//2uBn2Fny5cvN+3bt/e/Uct20UUXme+++86tWij55j1o0CBz8MEH+6+vWrWqHfZb0m/lsnaULEDoreIrmzyUqUuXLoFc7SRDPkc+z3sYlGyyP7Jf2rWtPDIQQQYkeFdbsp166qlm5syZbtUiya2tI444wn+9BFwQ+4b0IEACtH795h3/s0+ziyU2bvy8ycvbXKC8sGBIJOtjeXXcet6Q35tvHmcWLQpuxFBUSAesdMR6Q09lO+qoo8z777/vVk1KXl6eufPOO/0Z2LKdcsopgXxDX7FihenUqZMpX768/96yNW3a1PTt29eWB0neT95X3j/x8+TzZT9K+nky8EAGIHhzRmSrUaOGGT58uFs1KZs3bzaPPvpogZA78sgjc3ZIdJQRIAHYvv33Hd+c/mfOOedFv/G/8MJhZsOG/Hu9orBgSCQr9Er4FFavR48P/J+fcspA8/jjH+8UUHElHa+HH36439hIx6x00AbxrXX+/PmmZcuW/nvLlU27du0CGXoqt2fkcbCJQ4q9TcJP+gZeffVVM2vWLLNx40b35YWSelJfXievl/dx31s+Tz43iNtDMuDAW5FYNhmQILfGkt3fXZFnjUj/jNwC895fOve/+eYbtyqyhAApoS+++NFceeVov3GXK4++fWfs+AUqeePlmjBhvmnR4hX/s846a6gZNeprG2BxNHv2bNvh6jUu0hH7j3/8Iy39CnIlc/TRR/ufJVc6Dz30UCBDTyXopMO5devWZu+9996pwfc2mZNx2mmnmWbNmtnbcldddZX9U/4tP/fmnhS2yfvK+8vnBBGscivMHRItAxGCGvabaMaMGaZJkyb+58hVoTwJ8ddfuaWbbQSI0o8/rjPduk0scMvprrveN8uXl7zDdVdkHa0BA2aaP//5Bf9zr7jitR2/ZCX/Rpwr5JuzdLAmzimQDtggZ0sXRhre5557bqehp6NGjXKrqsk3dxleLMOO5ZbTrgJlV5u8Tl4v7yPvF8QVgZAh0TKwIHFItAw8yMTw5JdffrlASMoyNLJKcOKIOmQWAZKiTZu2mv79P9/xjSi/AW/depSZOXO5WzWtVq6UuQ2TCgRY167vmWXL8tyqkeF1QieOHJIO1zfeeMOtmlZyhXPzzTcXGHoqVwHpGnr6/fff2/v/cltObg/J7Se5+vA2+bf8XMqlntRPB3dItAw0kAEHJR1ckIoNGzaYf/7znwWC9YQTTjAfffSRWxUZQICk4N13vzPnn59/C+nss4ea11//X1ZvIX311Qrz97+/XuAW2r/+9dlO/S+5TpYUT5zZLR2sjzzyiO1wzRa54jn77LP9fZIrohtvvNH89NNPbtWcJgMH3CHRMsBgV0Oi023x4sXmb3/7m79Pssm/5efIHAIkCXPnLjXXXDPGb6SlE/vJJ6eZdeuy13glki+Ab731jWne/CV/H8877yXz9tvf2LJc9u2335oWLVr4jYR0qMq3bulgDQsZevqnP/3J30e5QnrqqacKTJjLRTJQQAYMaIdEZ4JcecgViLd/cmUiVyhypYL0I0B2QYY3XnPNdaZ69Yt3NMr9bMN8663vhnY+hlx19Okz3V6FeEHSvv0bZvbsoidwhZV0kMp8hcRhtNKRGtbnbHhDTxPneOTq0FMZGCADBIIaEp1u0gcifSHSJ+Lt76GHHmr7TJBeBEghpDF47LHH/MagQoU/mXPP7Wk+/jj4ESbpIJMYO3Wa4IfISSf1N/fdN9msWhX+b2XSGMhqsImNgXSc5kpjkOtDT2VAgAwM8PY9yCHR6SZfOmR0lvulQ0ZxIT0IEMeYMWMK3I6QReD+uB0R/l8g1/TpS/0lUmSTWe4vvPCFHckVRlG6HSGNVuLEvbAPPZUBAO6QaJlHko4h0ekmYZ24iKWEuYR6mG57RgUB8v/JMw+i2CEq62y9+upcc+aZQ/0gkUmOEycucKtmjYwacjtE//rXv0aiQ/SVV16xt1O84zrwwANDNfQ0W0OiM0FuH8ptRO+4ZOCF3GbM5sCLqIl9gGR6SGa2yFpa8uTDk0/+Y6b70Uc/YFq1utvMmfNft2rGFDUk88MPP3Sr5rQwHmdRQ6JlQECUxOU4syW2AZKJSWFhtGDBGnPTTWN3HOt1Zt99T8jalVbYv5mnQ1iutOL4zTzKV1rZFMsAmThxYtqWpcgV48d/YurVy1+6PL+vJ71DT3OtbyAdpK/nxBNP9M9Bpvp66BuIVl9PGAQeIN5/mOIkWy9ICxYs2GlhvL///e+BLIyXi9zRZrLJN9N3333XrVpiuT46KWiZHG3G6KSdyQKcuTraLEwCb8GTDYZk6xVFwuD222+3D8GRb8/y8J/DDjvM/mLIt7nCLk3lNon3ubI097Rp09wqsfTHfJdrCjTu559/fiCNe5TmR6RDOue7ePMjEv+/Z35EvqAfARBH+ha8CMkGQ7L1CiPPWE7s9C5qc8mKpbIcRhAPB4qizz//vMDtJXkwkDwvQnt7qbAZ2tKhme7bZLko6Bn30kEflSHR6ZYLM+7DaudWtoSKarxdydZzyX16eZ38x5Ynz8kvijwJTb5NSGfkJ598Yh544AHbxwGdwjq4BwwYkHQHd1zWiEqHkq75xRpReoWt+VXcY5DjLvUWvBjJBkOy9RLJKBbvcZlchqeXfFO9//77Cww9Pf7443c59FQ6IqVDMupDotNN7sM/88wzOw093dWqw0UNFWaV2tS5qw7LA7gyvepwrkitBU9CssGQbL1Ed911l33NlVde6RYhTSS0r7jiCv+/l2zu0NO4DolOt6KGns6ZM6dAPZ6TEbxsPvckl6TWgichsaFJZktFw4YN7WvkATnILHfoqfxiyXMoxo4dG/sh0elW1JMX5feAJ/Wl16JFizL25MVclFoLngQ3IIrbUuF9w2XMdnYUNvTU24J8VjgK5z77PXGTIdHSEY/0cJ/9Lv+/P/jgg2612EmtBU9CssGQbL1E3r11xmpnl3Qqdu3a1R+1Ilcg0gGJ9POGnnq/C1WrVmVIdIZs27bN9OvXzx9yLR3ucZdaC56EZIMh2XqJuAIJFxnxJqOz6FzMPFn8Uzrakx2dheB4s/lvuOEGtyh2UmvBk5BsMLj1Zs6caW666SY7hFFGkhxyyCG2wzCxI5Y+EADZdvHFF9t2SAY4xF3xLX2K3GAoiltPwkFG8syaNcuOgJCrDBkTL/cdZXii8EZhtW3b1n8dAGQSAZKv+JY+RW4wFCXZevPnz7dLlQhvHojcex8+fLhTEwDSjwDJV3wLnqJkgyHZehIalStX9v/9+OOP29dJiMjifDK8VDp15V6w1JX78jI6on79+gnvAgDBIEDyFd+CpyjZYCiunoxll1nPMtLh3nvvLVAmi/MlTq4qagOAoBEg+ULXyrohIGsqyfA5lyx0dtttt5ljjjnGrvQqq/HWqFHDLgYoS3DIKBUACBoBki90AeJZuXKlGTZsmB3n3qNHD7cYALKCAMkX2gDxTJ482a4MCwBhQIDkC32A5OXl2dtTABAGBEi+0AeILNMgc0EAIAwIkHyhCRBZVXTkyJH2UbWy3s/SpUvtGvyyLv8777zjVgeArCBA8oUmQGT+hjw5Tfo7ZKE4WcqkVatWLNIHIFQIkHyhCRAAyAUESD4CBABSQIDkI0AAIAUESD4CBABSQIDkI0AAIAUESD4CBABSQIDkI0AAIAUXX3zJjgDZfUeA3OQWxQ4BAgApaNfuXnPggc1Mly5PukWxQ4AAQApuuWW4Oeqo+02PHmPdotghQAAgBZ07TzANGvQ3Dz/8H7codggQAEgBAZKPAAGAFBAg+QgQAEgBAZKPAAGAFBAg+QgQAEgBAZKPAAGAFBAg+QgQAEgBAZKPAAGAFBAg+QgQAEgBAZKPAAGAFBAg+QgQAEgBAZKPAAGAFBAg+QgQAEgBAZKPAAGAFBAg+QgQAEgBAZKPAAGAFBAg+QgQAEjBnXe+bwOkV6+P3aLYIUAAIAVz56403btPMYsW/eIWxQ4BAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgABAEWS+h2yNGg00P/yw1i32efXihgABgCJ4wSDb7bePd4t9BAgAoAAvGE49dZD989NPl7hVLAIEAFCAFwyDB39p/7z88pFm27btbjUCBABQkBcMmzdvMxddNNz+fcSIOW41AgQAUFBiMEyevMj+/Ywzhpi1a38rsl6cECAAUAQ3GG666W3778cem5pQa+d6cUGAAEAR3GCYP3+1adhwgN3k70XViwsCBACKUFgwPProf+zP5GrEU1i9OCBAAKAIhQXDr79usv0g8vMpUxYVWS8OCBAAKEJRwTB8+Bz785Yth5stW7YXWS/qCBAAKEJRwSBzQWROiJQNGfLHHJHC6kUdAQIARdhVMEybtsSWebPUi6oXZQQIAOzw8cc/mH/96zOzYcMW/2fFBYOsj+XVceutXr3R9O79sZk5c3mBn0cJAQIg1n77bat5+OE/RlbJNnHiAr+ssGBIJCv0ykq9hdUbOnSW/ZkM+ZVgKmwJlFxHgACILZnL8de/vuYHwHXXjdlplrnWypXrTevWo/z3vuqqN8yyZXlutZxGgACIpZEjvzZNmrzgXyX07/+52b79d7daicgaWnIbywuR008fbCZMmO9Wy1kECIBYkSuMzp0n+I36+ee/Yr744ke3WqA++uh7c9ZZQ/3P7NHjA7Nx41a3Ws4hQADEhnRoS2B4DXmXLhMCu2VVnFWrNpgOHcb6n33ppa+aefN+cqvlFAIEQOTJral+/WbYW1XSeMutq1GjvnarpZ3sx6BBX5qTT/6j471x4+fNsGE7Lw+fKwgQAJH244/rzDXXjPG/+f/tb6+ZBQvWuNUyavbslebCC4f5+/R///euWbNmk1st9AgQAJE1adJC06zZYL+hloUQpWM7DNav32y6dZvo79u5575kpk9f6lYLNQIEQORs2rTV9Oz5kd84y+KHH3ywyK0WCmPGzDN//nP+aLA+fabnzJwRAgRApHz77Wp/nSrZrr/+LTsnI8wWL/7FtGkz2t/ndu3eMEuXrnWrhQ4BAiAyXn11ru2YlkZYOqoHDJgZ+NyOdJFVfZ944hNz0kl/hMhppw0248d/51YLFQIEQM6TZ3QkrkvVosUrZtas9M7tSJepU783Z5+dP2eke/cpBdbnChMCBEBOmzr1C9O06d1+g9u163smL2+zWy2n/PTTBv/567JdcskwM3fu9261rCNAAOSkrVu3mnvvvdeUK3eIOfjgc83xx99rRo/+r1stZ8mtN3nWyCmnDDR16nQ21ao1N88882/z++/huSVHgADIOYsXLzZNmjQxu+22m90aNbrAfPvtErdaJMyevdQ0bnzDjqA8zB7rX/7yF7Ny5Uq3WlYQIAByysiRI82+++7rh8fNN99sNm3KvUl4qcjLW2fatGnjH/PBBx9s3nvvPbdaxhEgAHLChg0bzHXXXec3opUrVzZjxoxxq0XakCFDTIUKFezxlypVynTt2tVs2ZK9DnYCBEDozZo1y9SrV88Pj2bNmpmlS3Nr1nZQvvnmG3PiiSf656Jhw4Zm/vzsLBFPgAAItWeffdaULVvWNpalS5c2Dz74oNm+PTdmaqeLXHV06tTJ7L777va8VKxY0bz00ktutbQjQACE0k8//WRatGjhf9OuWbOm+eSTT9xqsfbOO++Ygw46yD9H7dq1M+vWrXOrpQ0BAiB0Jk2aZKpWreo3jJdffrn59ddf3Wowstrwj6Z58+b+uapdu7b5/PPP3WppQYAACA2Z23H33XfbDmJpDMuXL28GDhzoVoND5ob06tXLlClTxp43+fPxxx9P+5wRAgRAKCxatMg0atTI/yZ9/PHHm//9739uNezCZ599Zo444gj/HJ577rlmxYoVbrXAECAAsm7EiBGmUqVKfsN36623mt9+y8yjZqMmLy/PtG3b1j+XVapUMePHj3erBYIAAZBVJ5xwgt/YHXDAAWbs2LFuFSi8+OKLdnSWd27POecct0qJESAAsmb58uV+AydBsmzZMrcKSuC7774zhx9+uH+Ogxb8OwJACg499FDbuHXs2NEtQgAuvfRSv08paAQIgKzq3r27beCqVauW9lFDcSPLv8hINjm//fr1c4tLjAABkFVz5szxb7EwUTBYo0ePtud1jz32SMtoLAIEQNbVrVvXNnSdO3d2i1ACV155pT2vp59+ulsUCAIEQNbJ5EFp6GrVquUWQUmGQXtDo2U9sXQgQABknSy94d3GytQyHFH39ttv2/MpCy4uWZKeh20RIABCQa4+pMHr1q2bWwSFq6++2p7Pxo0bu0WBIUAAhIL0f0iDV6dOHbcIKZI1xeSBW3I+e/fu7RYHhgABEAoyAsu7jSUjs6Anj7v1bl8tXLjQLQ4MAQIgFGQOiMwFkYZP5oZA78Ybb7TnUZ5cmE4ECIDQuOWWW2zDd8wxx7hFSJI8rVEWUJTz2LNnT7c4UAQIgNCYMmWKfxtLnv2N1H344Yf+OZw3b55bHCgCBEBobNu2zX9E68MPP+wWIwmyFL6cv/r167tFgSNAAITKDTfcYBvABg0auEUohvQjVa9e3Z6/+++/3y0OHAECIFQmTJjgjyCSpxQiedOmTfNvX3311VduceAIEAChsmXLFrP//vvbRvCJJ55wi7ELXbp0seetdu3ablFaECAAQueqq66yDWGTJk3cIuyC9/Cou+66yy1KCwIEQOjIY22lISxVqpRZunSpW4xCfPHFF/7tqxkzZrjFaUGAAAgdWUl2n332sY1hnz593GIU4p577rHnq2bNmm5R2hAgAEKpdevWtkFs1qyZW4RCHHnkkfZ8derUyS1KGwIEQCiNGjXKNojyNL2VK1e6xUgwd+5c//bV1KlT3eK0IUAAhJI8z7tcuXK2URwwYIBbjAQ9evSw56lq1aoZfa48AQIgtFq1amUbxnPPPdctQoJjjz3WnqeOHTu6RWlFgAAIrWHDhtmGsUyZMmbNmjVuMXb49ttv/dtXkydPdovTigABEFpr1641ZcuWtY3jkCFD3GLs8Mgjj9jzc+CBB9q1xDKJAAEQai1atLAN5IUXXugWYYeGDRva83P99de7RWlHgAAItcGDB9sGcq+99jJ5eXlucawtXrzYrhkm52f8+PFucdoRIABCbfXq1bYPRBpJ6RNBvieffNKel/3228+uIZZpBAiA0GvevLltKC+77DK3KNaaNm1qz0v79u3doowgQACEXv/+/W1DWb58eTs/BMYsX77crhUm52XMmDFucUYQIABCT2aiy4x0aSxHjx7tFsfSc889Z89HxYoVzaZNm9zijCBAAOQEWRNLGsw2bdq4RbF05pln2vNxxRVXuEUZQ4AAyAnPPvusbTBllV5ZrTfOVq1aZUqXLm3Px2uvveYWZwwBAiAnyHNBvCGr8ryQOBs4cKA9D7JW2Pr1693ijCFAAOSMxo0b24ZTnlgYZ+edd549D5deeqlblFEECICc8fjjj9uGU56ZvnXrVrc4Fn755Rez55572vPw8ssvu8UZRYAAyBkLFy70b2O99957bnEsDB061B6/rBEma4VlEwECIKc0aNDANqA33nijWxQLLVu2tMd/wQUXuEUZR4AAyCk9e/a0DWiVKlUyvvpstq1bt86uCSbHP2jQILc44wgQADll3rx5tgGV7YMPPnCLI23EiBH2uGUI788//+wWZxwBAiDn1K9f3zakt9xyi1sUaZdffrk97nPOOcctygoCBEDOuf/++21DWr169Yw+AzybNm7caNcCk+Pu27evW5wVBAiAnDN79mz/Nta0adPc4kh6/fXX7fHKmmArVqxwi7OCAAGQk+rUqWMb1C5durhFkXTllVfa4z3ttNPcoqwhQADkpG7dutkGtVatWm5R5GzevNlUqlTJHu8zzzzjFmcNAQIgJ82YMcO/jTVz5ky3OFLGjRtnj1MmUS5ZssQtzhoCBEDOqlmzpm1Y7777brcoUq655hp7nI0aNXKLsooAAZCzOnXqZBvWunXrukWRIWt+Va5c2R5n79693eKsIkAA5KyPP/7Yv401Z84ctzgS3n//ff8YFyxY4BZnFQECIGfJHJBq1arZxrV79+5ucSR06NDBHt8JJ5zgFmUdAQIgp9188822gZW1sSREorTJhMkKFSrY43vooYfcQ886AgRATvMm2EV9mzt3rnvoWUeAAMhpsiJvvXr1TNWqVU2zZs0itcmkQbmyOuWUU9zDDgUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAEDl/wGynL5oKrOHFQAAAABJRU5ErkJggg==)
| Product Number | 3H32-1-L6 |
| Synonyms | 1-{3-[(Methylamino)methyl]benzyl}pyrrolidine; N-Methyl-1-[(3-pyrrolidin-1-ylmethyl)phenyl]methylamine |
| Purity | 90.0 % |
| CAS | 884507-46-4 |
| MDL Number | MFCD08060618 |
| Molecular Formula | C13H20N2 |
| Molecular Weight | 204.317 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-L6
CAS: 884507-46-4
Molecule Weight: 204.317
Formula: C13H20N2
PN: 3H30-1-UB
CAS: 91271-78-2
Molecule Weight: 190.29
Formula: C12H18N2
![N-Methyl-N-[3-(piperidin-1-ylmethyl)benzyl]amine](data:image/png;base64,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)
PN: 3H31-1-96
CAS: 868755-58-2
Molecule Weight: 218.344
Formula: C14H22N2
![3-[(4-Methylpiperidin-1-yl)methyl]benzylamine](data:image/png;base64,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)
PN: 3H32-1-P1
CAS: 690632-06-5
Molecule Weight: 218.344
Formula: C14H22N2
![3-[(Pyrrolidin-1-yl)methyl]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-K0
CAS: 884507-42-0
Molecule Weight: 189.258
Formula: C12H15NO
PN: 3733-5-01
CAS: 23616-79-7
Molecule Weight: 311.94
Formula: C19H34ClN
PN: 3H32-1-L4
CAS: 884507-40-8
Molecule Weight: 204.317
Formula: C13H20N2
TSCA: Not listed on TSCA inventory
