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aED06tXLBIb9O7Rq1aolQ4YMsbsBCCECJJNWrhS5+WaRbd8u7PAwte3byOp337V7OacLEo866ijfZK6VqQWJP//8s1x00UW+3xerZs2ayZQpU+xuAEKEAMkEPX/x1FMiVav6Q0OrUiWRvn3/Oh+SQRoKuiBRQ8KewLU0VDK9IHHSpElm6xP7d2vpyfcrrrhCFi9ebHcDEAIEiGsffijSqJE/NLS2TZjSoYPI0qV2L6f0MJQejkq2IFEPY+nhrEwvSIzRy3kHDRok1atX9z0WrYoVK8p9993HTayAkCFAXPnpJ5Hzz/eHRqyaNxf58ku7l3N6AjzXCxKTWb16tXTt2tUsOLQfm1a9evXkrbfesrsByFMESEn98YfIHXeIlC3rDw2tffcVeeUVu5dzesmtXnprT8qx0gWJeuluPpgzZ460atXK9xi1SpeuJGef3VFmzfrZ7gYgzxAgJfHiiyI1a/pDQ6t8eZE77xRZt87u5ZQu8uvYsaNZ9GdPxlq6SDAbCxLTMW7cODnkkEO2P9YddthRKlSoI9Wqtdj2baS93HXXyG3fWtxtUw/ALQIkHZ9/LnL00f7QiNUll+iWunYvp3RbEd1eRLcZsUNDS7cl0e1JMr0gsaR0O/hHH31Udt99d9lll6rb/m/jbZncWg44oLM0avSQtGz5vLz66rfb/g62RQHyDQESxKJFIpddJts+KvtDQ6tJE5FPPrF7OTd69GizsaEdGlq6EaJuiJjpBYmurVjxq9x8c69t4XGa7LfflVK/fm/529+e3l4XXPCaTJ7s9lJjACVDgKRC7/Z3zz0iu+7qDw2tPfcUefZZXa1n93Rq1qxZcsYZZ/hCI1a6BbtuxR5mM2f+LJdf/pQcccRjngCJ1S23jJUFC1bb3QDkAAFSnOHDZdtHYn9oaJUpI3LbbXrDcruXU6tWrtw2cd6SdJv1Aw44wNz8qZB88MFPcvbZL/sCROvoowfKo49+Ln/8wWW/QC4RIMlMny7SsqU/NGJ1zjkiP/5o93Jq6+bN8sHT2ybMqlV9oaFVqVIl6du37/Zt1gvNn39u3vbF7itp3vxZX4honXLKi/L227Nky5bMfvMDkBgBYluxQqRTJ5GddvKHhlb9+iLjx9u9nNswYYJ80KiRdN/2O0/ZVrvHBYeu4L7qqqtkaYYXJOaL5ct1f60PpUkTf4hotWs3XL7+mtXsQLYRIDGbNon06yey++7+0NCqUkXkiSf+apdJcQsSp22rp7dVh23V6P/Co3nz5jJt2jS7VyR8++1Sad9+hC9AYtW9+/uyZEluFkkCUUSAKL1i6Ygj/KGhtfPOIjfcIPLrr3Yvt3RBYo8engWJK7bVmG3VZ1tdVbu2jHj5ZbtXJI0aNUfOOGOIL0C0jj12sDz99BeyYUOGgx4AAWLoNws7OLROPlnku+/s1u4VsSBxVvny8nXv3rIxwwsSw2bduk3Sv/9UOeaYQb4Q0TrzzKEyblxmz1EBUUeAKL2BUvzEvf/+IiNG2K3cmzy56AWJF18sWxcssHshzqJFa+S2297zBUisOnR4W2bOTHxLXgAlQ4DE3HuvyEkniTz8sF7+Y//Urf/9T+Tyy4tekPjxx3YvFGHatP9J27Zv+AJE68gjn5E+fSbKr7/yLQ5wiQDJpjxZkFio9HLe4cO/l5NPfsEXIlotWjwnL7zwtWzcyLYogAsESLbogsS6df2hoZWlBYlRsWbNn/LQQ59K06YDfSGi1abNKzJx4ny7G4CACJBM++abohcknn22yA8/2L3gwPz5K+XGG0f7AiRW118/SubNW2l3A5Ci8AaI7nb7zDMi55771+K+6tX/uvd4tWp//f9t2og8/XTGd8VNKrYgUS8DtkND69BDRd57z+6FDPjkkwXbXiav+gJES7+l9O37SbHbxtv9tPRy4VTZfYsTtH0iLsYAihK+AFm4UKRjx+Qrxe3Sdldd9Ve/bNCFho8+WvSCxMcfz/yCRHhs2rRFhg79Rk444TnfxKp14okvyOuvf5d0WxS7vZZusbJy5Xq7aUJ23+IEbZ+IizGAooQrQN59N/kJ6OJK+2n/TBo3TuSQQ/y/W0u/iVx/feYXJKJIOuHfc88kc2WWPcFq6beRROx2sdJzLamw+xUnaPtEXIwBFKWU/R/y1qBB/m8d+im/SxeRiRP/ujRWL7/V//vRRyLduonssYe3vfbXcVybM0ekVSt/aMRKLw/+9lu7F3Jo9uwV277IvuObZHWFeyJ2u1jpQsbFi4vfPsXuV5yg7RNxMQZQlHAEiK6JsM8lnHeeyLJldksvPQ/xj394++k4rm76tGqVSNeuf11FZYeGVr162VmQiLSNHz9Xzjpr2PZJVteLJGJPxvF1550T7OY+dp/iBG2fiIsxgKLkf4DoJF2rlndi1kV4W1K8ll/XVOg5kPj+++wjsroENyXS363fZPTEvR0aWhUritx/f+YXJMIJ3TZ+5MjZZuuTZGtE7Mk4vvRwWHFXc9l9ihO0fSIuxgCKkv8BoivE4ydnvcIq6MSs98to0MA7jk7w6Zg0SaRxY39oaO24o0j79iKL2Vq80NiT8fnne6/q6tbtv3YXD7t/cYK2T8TFGEBR8jtAdOW2rs6On6Q//NBulZoJE7zj6Lg6fqo0FOzDYfHVrJnI1Kl2LxQIezLWQ1/2f9Pt5pOx2xYnaPtEXIwBFCW/A2TsWO8krWsnSkK/vcSPp1dNpUIPgx12mD80tPRw2JDEJ15ROOzJWF8SF1883PPfOnVKflthu39xgrZPxMUYQFHyO0Buv907WffqZbcIRvvHj9e9u90iMd1ixN74sFw5kZ49RdautVujACWajD/66Gfff588OfF6I7tdcYK2T8TFGEBR8jtAjj/eO2mPGmW3CEbXgcSPd8IJdovkdMV7rJ8eypo/326BApZsMrbvkHjppW/G9fr/kvVPJmj7RFyMARQlvwNE78sRP+GXdNKeN8873oEH2i2S0yuvPv1UZNYs+yeIgGST8ZQpi3w/0/MjNrtNcez2LgpwLb8DxN4ORC/pLQm9dW38eLrQEEhBUZPxNdeM9PxM992yt0Qpqn8idnsXBbiW3wFiLx7cvNluEYzuPxU/no4PpKCoyXj69CW+n48YMdPTxv55cez2LgpwLb8DxPU3kJUrvePpxoZACoqbjG+6aYzn53//+1CzQDGmuP62oO0TcTEGUJT8DhDdCiR+wi/pOZCffvKOd8ABdgsgoeIm41mzlkuTJt42Q4ZM3/7z4vrbgrZPxMUYQFHyO0CaN/dO+KNH2y2C0au44sdr0cJuASSUymSsq9Hj2+gW8X/88af5WSr94wVtn4iLMYCi5HeA6G1e4yf83r3tFsFo//jxdJ0JkIJUJuO5c3/zbRM/YMBfuxOk0j9e0PaJuBgDKEp+B4h+44if8HUleUnYq8l1pTuQglQn43//+wNPO73p1K+/rku5f0zQ9om4GAMoSn4HyPr1IjVqeCd9vfdHOnQTxPhxgu6FhUhLdTL+5ZfVctRRAz1t9SZVqfaPCdo+ERdjAEXJ7wBRd9/tnfh1V13dXTcIbd+woXec++6zWwFJBZmM7757oqft0Ud7A6W4/ipo+0RcjAEUJf8DRC+93Xtv7+R/5ZV/bXCYCm139dXe/np/kZJeEoxICTIZL1nyu7lTod0n1f4qaPtEXIwBFCX/A0TpYSv7drYXXiiyfLnd0kvvP37xxd5+unhQ73AIBBB0Mk502CpI/6DtE3ExBlCUcASIeuqpv27YFB8GuhBQbymr90DX+3XooaolS/4KCL2Cq2pVb/tM3RMdBS/oZKwnzo87brCvX6r9g7ZPxMUYQFHCEyDq7bdFKlTwhkKqpf1GJr9fA1CUdCbjxx6b7OuXav+g7RNxMQZQlHAFiPrll7/OgdiHtJKVttP22g9IUzqT8erVG6RFi+d8fVPpH7R9Ii7GAIoSvgCJWbDgr8NarVv/dafCatVESpf+67DVIYeInHOOyIABf7UDSijdyfiZZ6b5+qbSP2j7RFyMARQlvAECAMgpAgQAkBYCBACQFgIEAJAWAgQAkBYCBACQFgIEAJAWAgQAkBYCBACQFgIEcOTPPzfL22/PkokT59s/AgoSAQI4cuONo7dvGxK7FzpQyAgQwAH99nHkkc9sD5C2bd+wmwAFhwABHFi3bpNn48ILLnjNbgIUHAIEcIAAQRQRIIADBAiiiAABHCBAEEUECOAAAYIoIkAABwgQRBEBAjhAgCCKCBDAAQIEUUSAAA4QIIgiAgRwgABBFBEggAMECKKIAAEcIEAQRQQI4AABgigiQAAHCBBEEQECOECAIIoIEMABAgRRRIAADhAgiCICBHCAAEEUESCAAwQIoogAARwgQBBFBAjgAAGCKCJAAAcIEEQRAQI4QIAgiggQwAECBFFEgAAOECCIIgIEcIAAQRQRIIADBAiiiAABHCBAEEUECOAAAYIoIkAABwgQRBEBAjhAgCCKCBDAAQIEUUSAAA4QIIgiAgRwgABBFBEggAPr1v0phxzSfXu1atXPbgIUHAIEcGDt2g1Sq9YF26tly1vsJkDBIUAAB9auXSeVKzfaXk2btrGbAAWHAAEc+OOPP2SnncpvrwYNGttNgIJDgAAOaICUKlVqex166KF2E6DgECCAAwQIoogAARwgQBBFBAjgAAGCKCJAAAcIEEQRAQI4QIAgiggQwAECBFFEgAAOECCIIgIEcIAAQRQRIIADBAiiiAABHCBAEEUECOAAAYIoIkAABwgQRBEBAjhAgCCKCBDAAQIEUUSAAA4QIIgiAiSJ+MlAKx0uxghq/fr1MnbsWOnWrZsce+yxsv/++0vlypWldOnSUqNGDWnYsKF06NBBhg4dKmvWrLG7I00ESPa4fo27eJ+6GCOMovOXBuTiBeFijFStXbtW+vbtK9WrV/f93mRVqVIl6dKliyxfvtweDgERIJmXqde43ScdLsYIo+j8pQG5eEG4GCMVX3/9tdSpU8f3+1KtatWqyWuvvWYPiwAIkMzK5GvcbpsOF2OEUXT+0oBcvCBcjFGckSNHSoUKFTy/Z4cddpBWrVpJ//79Zfr06bJ06VL5888/ZdGiRTJlyhS5//775fDDD8/K44sKAiRzMv0aT6VNcVyMEUbR+UsDcvGCcDFGUWbMmOF7YzVt2lS++uoru2lCEyZMkAYNGmTs8UUJAZIZ2XiNx4+drE1xXIwRRtH5SwNy8YJwMUYy69atMycP48c/55xzzAnGIPRTW6dOnZw/vqghQNzL1mvcxfvUxRhhFJ2/NCAXLwgXYyTTr18/z9gHHnigmcTS1atXL/s/IQACxL1svcZdvE9djBFG0flLA3LxgnAxRiL6iapWrVqesd977z27GbKIAHErm69xF+9TF2OEUXT+0oBcvCBcjJHI+PHjPePWr1/fboIsI0DcyuZr3MX71MUYYRSdvzQgFy8IF2Mkcscdd3jG7dmzp90EWUaAuJXN17iL96mLMcIoOn9pQC5eEC7GSOSEE07wjDt69Gi7CbKMAHErm69xF+9TF2OEUXT+0oDsF4SLckVPJsaP+9NPP9lNkGUEiFvZfI3b71MXFRXR+UsDsl8QLsqVKlWqeMZduXKl3cSZ33//XW6++WbziZBKXs2bN/c8J+XKlfO1obx14oknygMPPCBbt261X3ZZfY3b71MXFRXR+UsDsl8QLsqVnXfe2TPu5s2b7SbOdO3a1fd3UJTLevXVV+2XXVZf4/bjcVFREZ2/NCAXLwgXYyRifzpbtWqV3cSZtm3b+v4OinJZDz30kP2yy+pr3H486XAxRhhF5y8NyMULwsUYiRxwwAGecTN5fHjatGmBdj+lqCB12GGHyYoVK+yXXVZf4/ZjSoeLMcIoOn9pQC5eEC7GSKRFixaecceMGWM3cWrLli3mDUwlr++++87znOgEaLehvLVw4UL7pbZdNl/jLt6nLsYIo+j8pQG5eEEUNca8efNk4MCBctFFF0mjRo3Mp3y9IU7VqlXl+OOPN/c9SHbisHv37p5xM3mNPFLDVVhuZfM1XtT7NFXFjVGS93s+8/+lMIp7QaSiqDHsnyWqvfbaSz7++GNPP6VbOsS308MAyC0CxK1svsbt9106ihvD/nmiSvZ+z2f+vxSG/eSmo6gx7J8lq912203mz5/v6av7BNWsWdPTTrd+QO4QIG5l8zVuv+fSUdwY9s+TVaL3ez7z/6Uw7Cc2HUWNoQulbr31VnnrrbfMPQ9+++03Mwnp/77llls8lzF27NjR01c98sgjnrFLulNp79697f+EAAgQ97L1Gi/qfZqq4sYo6fs9X/n/UhjFvSBSUZIx9I5qsX61a9e2f2zuD12vXj3P+Jm4VwJSQ4C4l63XePz4ydoUp6RjFPd+z1fB/9KIKOkLQpVkDL1CJdavTJky9o8NvZVn+fLlPb9D79am949OhR5v1RN66Tw+eBEgmZGN13j82MnaFKekY6Tyfs9Hwf/SiCjpC0KVZAy9x3OsX40aNewfbzdixAizbUb874ndL3rAgAHmK/KyZctk48aNsnjxYpk6daq54qNJkyYlenzwIkAyJ9Ov8VTaFKekY6T6fs83wf/SiCjpC0KVZIwnn3xye7927drZP/b48ssvzdde+/elWnpJ4euvv24PiwAIkMzK5GvcbpuOko4R5P2eT4L/pRFR0heECjqGHtudPXu2OdlXtmxZ02ePPfaQuXPn2k19dNNDPY5arVo13+9NVpUrV5Zu3bolXAmMYAiQzMvUa9zuk450xijJ+z1fpPaXRlA6LwhbqmPY7WKlX8HnzJljNy/SunXrzL0TunTpIs2aNZO6detKpUqVzKIl/WrcsGFDc5XHsGHDSnRFC7wIkOxx/Rq333fpCDKG3TZW6bzfc63ovxRZYb+QtE477TSZPHlywq2ukX8IEKTKfq+H+f1OgOQB+8UUX8ccc4zMmjXL7oI8Q4AgVfZ7PMzvdwIkj2zatMlcRfLuu++a691jLypdnTpz5ky7OfIIAYKgCuH9ToDksTvuuGP7i6pNmzb2j5FHCBCUVBjf7wRIHtPtDmIvKD1JiPxFgKCkwvh+J0Dy2JIlS7a/oHQ1LvIXAYKSCuP7nQDJYzfccMP2F5Rux4D8RYCgpML4fidAckDvVte5c2cZNWqU2YZBtzHYvHmzub79hx9+kCFDhpibzMRPSLqACvmLAEEyhfx+J0ByIP6FkkrpAiPdURT5iwBBMvb7ubgK0/udAMkB+wVTVLVt21ZWr15tD4E8Q4AgGfs9XVSF7f1OgOSA3h950KBBcskll0jjxo1l7733Ntsw6I6jelvLli1bmkv69OsuwoEAQTKF/H4nQAAHCBBEEQECOECAIIoIEMABAgRRRIAADhAgiCICBHCAAEEUESCAAwQIoogAARwgQBBFBAjgAAGCKCJAAAcIEEQRAQI4QIAgiggQwAECBFFEgAAOECCIIgIEcIAAQRQRIIADBAiiiAABHCBAEEUECOAAAYIoIkAABwgQRBEBAjhAgCCKCBDAAQIEUUSAAA4QIIgiAgRwgABBFBEggAMECKKIAAEcIEAQRQQI4AABgigiQAAHCBBEEQECOECAIIoIEMABAgRRRIAADhAgiCICBHCAAEEUESCAAwQIoogAARwgQBBFBAjgAAGCKCJAAAcIEEQRAQI4QIAgiggQwAECBFFEgAAOECCIIgIEcIAAQRQRIIADBAiiiAABHCBAEEUECOAAAYIoIkAABwgQRBEBAjhAgCCKCBDAAQIEUUSAAA4QIIgiAgRwgABBFBEggAMECKKIAAEcIEAQRQQI4AABgigiQAAHCBBEEQECOECAIIoIEMABAgRRRIAADhAgiCICBHCAAEEUESCAAwQIoogAARwgQBBFoQuQp68uVaICMoEAQRSFbka1AyFoAZlAgCCKQjej2oEQtIBMIEAQRaGbUQkE5CMCBFEUuhmYAEE+IkAQRaGbgQkQ5CMCBFEUuhmYAEE+IkAQRaGbgQkQ5CMCBFEUuhmYAEE+IkAQRaGbgQkQ5CMCBFEUuhmYAEE+IkAQRaGbge0ACVJAphAgiKLQzap2KAQpIFMIEERR6GZVOxSCFJApgwYN8gTIzjvvLBMnTrSbAQUldLMqoYB8MnnyZDnmmGM84RFfF154ocyfP9/uBhSE0M3ABAjywf/+9z+5/PLLZYcddvCFhl3lypWTnj17ytq1a+1hgFAL3QxMgCCX/vzzT7n33nulYsWKvqDQKlu2rDl8Zf93rVq1asmQIUPsIYHQCt0MTIAgV958802pW7euLxi0ypQpI//85z9l9erV8vPPP8tFF13kaxOrZs2aydSpU+3hgdAJ3QxMgCDbZsyYISeeeKIvCGJ19tlnyw8//GB3k0mTJknjxo197bV23HFHueKKK2Tx4sV2NyA0QjcDEyDIlhUrVsi1116b9JCUXqr73nvv2d08tmzZYq7Qql69uq+/lh4Ku++++8yhMSBsQjcDEyDItE2bNsmjjz4qu+++u2/C16pSpYo89thjpl2q9NBW165dzaEuezytevXqyVtvvWV3A/Ja6GbgTATImhU/yZej7pZ5Xw4X2brV/jEiZNy4cXLIIYf4Jngt/SZy3XXXya+//mp3S9mcOXOkVatWvrFjddJJJ8m3335rdwPykpsZOItcB8imjevkpW57bR/vzXuPlCVzP7WbocDpxH7WWWf5JvT4iV3PhbhSXFBdf/31JQoqIBtKPgNnmesAWfHL174xtT4Y3E7++O0XuzkKjB5a6tatW04OLaVyqOzxxx8PdKgMyKaSz8BZZk/0JbV1y2YZfndj37hag2+sINPe7SObN663uyHk8unktouT9UAulHwGzjJ7kndh44bfZcpb3WXQdbv4xtcadnsdmfvFa3Y3hNRHH32Ul5fXfvPNN2ldLgzkipsZOIvsyd2lNcvnyX8HnOv7HbF658EWsmLBV3Y3hEQqC/ymTJlid8u6VBcsArnmdgYuEItmfSCv39nAFyBaz3TaSSa+1FHWr1lmd0Oe0j2oevXqZfaksidkrXzcYmTDhg1FbplSo0YNGTx4sDkUB+QKAZKEnhv5buIAeeHWqr4Q0Xru5soy/b2HZMvmjXZX5JGhQ4fKPvvs45uAtcKwyWFxmzb+7W9/k48//tjuBmQFAVKMDWt/k09e7SwDry3tCxGtV/59oPw8Y5TdDTn2xRdfyLHHHuubcGMVtm3Wi9s2/uKLL5YFCxbY3YCMIkBStHLxTBn16Gm+AInV6EdPl5VLZtndkGVLliyRK6+80pwMtydZrSOOOCLUN3p66aWXpGbNmr6/S6t8+fLSu3dvWbdund0NyAgCJKCfp4803zrsANHSbymfvnqz/Ll2pd0NGaaX2z7wwAOy2267+SZWrWrVqsnAgQML4pyB3j63R48eZut4++/Uql27trz88st2N8A5AiQNet5j+ri+8lznSr4Q0dLzJt9PfMqcR0Hmvf3227L//vv7JlItvWqpS5cusmrVKrtb6P30009ywQUX+P7mWDVv3lymTZtmdwOcIUBKYN2apTLxxQ7yzDU7+kJE640+jWTR7A/tbnDku+++k5NPPtk3ccbqzDPPlNmzZ9vdCs6ECROkUaNGvr9fSw/lXXXVVbJ06VK7G1BiBIgDyxd8KW/3be4LkFi999T5ZsNGuKF7RN1www1JV24ffPDBMnbsWLtbQdu8ebM8/fTT5lCd/e+hValSJfnPf/6TlZX1iA4CxKEfp74iQ2/f1xcgWoOuLytTR/SQTRv+sLshRbon1BNPPCF77LGHb4LU0j2lHnnkEdm4MbqXVq9cuVJuueUWKV26tO/fR+uAAw6QkSNH2t2AtBAgjunuvtNG3imDbyjvCxGtIf+sKXM+e9HuhmKMHz9e6tev75sQtXbaaSe55pprZPny5Xa3yJo1a5acccYZvn+rWJ166qny/fff292AQAiQDNGdfN8ffIkvQGL11v1Hy9J5n9vdYPnxxx+ldevWvgkwVieccIJMnz7d7ob/M3r0aDnooIN8/25a+i3lpptukt9++83uBqSEAMmwJT9+Im/e08QXIKau2UE+fPYyWbtykd0t8tasWSP/+te/ZJdddvFNfFr77befvPHGG3Y3JKCH9B5++GGpXLmy799RSw8J9u/f35xHAYIgQLJh61aZ9cmz8lLXPf0hcrWeH9lVPnzjHtm0cYPdM3K2bvu3eu6552TPPff0TXRau+66q9x9991mrygEo4f4rr76anPIz/531WrQoIG8//77djcgKQIkizauXyOTh98mA68r4wmQe9uWkk6nlpKrztpPxo8ZbneLjE8++USOPPJI38SmpXtBXXbZZbJoEd/WSurrr7+WFi1a+P6NY9WmTRuZO3eu3Q3wIUByYPWyH2Xck+eY8HjsylLS7exSclGzUtLsoFKyT9VS0rJly0gd1//ll1/kkksu8U1ksWratKl8/jnni1x7/fXXpU6dOr5/by09dHj77bfL77//bncDtiNAcmjhzPHS/9b60uGkUnJao1JySK1SUrHsX29gPczQqVMnc7e6QrV+/Xq58847pUKFCr4JTGvvvfeWF154wRzWQmboc3DXXXclfQ722msvef7553kOkBABkmNbNm+SMa8/ISf/rYrsVdn/Bta1Df369Su4+2K/+uqrsu+++/r+Xi399HvHHXfw6TeLFi5cKJdeemnSbeOPOuoo+fTTT+1uiDgCJE+sWvmr3NK58FdXf/nll3L88cf7/r5YnXfeeTJv3jy7W17RzQx1HyrdZ+rDDz+UDz74wHxK13r22We3/2/97/pzbafttV++++yzz0xY2M+LloZLu3btTNgAigDJM99++21B7u+0bNky6dChQ9IrgBo2bGgm23yi52beffdds7r9uuuuM8+LHlazH3uQ0v4nnXSSXHvttebSWl0Vnm/3JdHDVRqAevjKfvxaerhLD3vp4S9EGwGSp0aMGFEQO8zqGoQHH3zQ7MVk/x1aVatWlaeeeiov1iDoFV56a1sNunr16vkeayZLT2ZfccUVZuLOl0DRQ4jdu3dPuhZHH/Nrr71md0OEECB5TDe+u//++5Pe46J69ep5fY8L/fR+4IEH+h63lq6Cvvnmm83eTbmkV3fpauxkq7VzVbpQsmPHjuZbWa5PYOslveeee67vMcZKLwn+6quv7G6IAAIkBPQue+3bty/yLnuTJk2yu+XMzJkz5bTTTvM9zlidfvrppk2u6DkWvfpLNxa0H1sqpZ+8dQsVXS+h3xq09E6AdsV+pu20vYaCPVYqpfd0v+222+Sbb76x/5Ss0nM6utjQfnxaemhSA4/9yKKFAAmRqVOnFnmf73/84x85Pfyh3yY6d+6cdCdY/Tai30pyQa9i09vBHnfccb7Hlaz0KjG91/h9990nw4cPNxN4SY/76wr6GTNmyJtvvmnuoKhXPtWtW9f3u5OVnivSq/LWrl1rD50VeqhRtz1JtiOybpfy0EMPRXpH5CghQEJo6NCh5lOp/ebVKleunPTs2TOrE4xOKgMGDDDnM+zHo6XnP/Q8SC4mFZ2wdcJL5dN/rVq1zFVGgwcPzvpK7J9//tmsedFvmqk8Vv231m9Rem+UXNANGPXQX7IPC3pIUDdyRGEjQEJKA6JXr14mMOw3r5YGjJ4QzjQ9Rq+fiu3fr6WHNfSEtF6BlW16AlhDK9mVRLGqWbOmdOvWLe9W/v/www/m+S3uZL7uDab3/8jVpbW6JbxuDW8/rljplvK6tTwKEwEScvrJVQ9d2W/cWDVr1swc+nJNzyPomg3798VK13rk4sSqnnAeNGhQ0m9DWjrpXn755eYeI/l6AUI8XZuhd2DUiybsvyVWemWenifJ1eJLvRw52Tkl/ZaiIZfrCybgHgFSIPQkeuPGjX1vXi09+a6HRhYvXmx3C0wnKF0lnuzSTj1voKvMc0EXKR599NG+xxQr/Tai30pyNcmWlB4C1MNchx56qO9vi5V+oxo2bJjdNSv08fXt27fIS7b1trv5cMk23CBACoh+mtZP38k+qVasWNFcFpzOfbH1k71OXskW0unisj59+pT4JHM69JPt9ddfn3SRop6k1nM0hbIFvD4Xuk5IN5m0/9ZY6aW1erI+F5YuXSpXXXVV0qsGGzVqJBMmTLC7IYQIkAK0evVq6dq1qzmsYb95tfS4uk5AqdK1EkVNVrqTrq7azoUxY8ZIjRo1fI9Jq3bt2vLiiy8W3D5i8fQclB6mtP92Ld0Wp0ePHjn7+3ULl+bNm/seV6zOP/98s8ULwosAKWBz5syRVq1a+d64sdItNXTrlGR0ZXZRG+zpvTv0Hh65oJOiHvNP9ClXg1PvZhiGvadc0RXsyYJUL/3Wc2W58vLLL5swtx+XVtmyZU3IRem5KiQESASMGzdODjnkEN+bV0s/perhn/jLQfVQj971T0822+219G6BetfAXK2QXrBgQdJP3RqKUb3qR7e20dX9iTbk1PUZupYlV9atW2cWV5YvX9732LT03I1+W0S4ECARoZ/YH330UbM9vP3m1apSpYo8/vjj5gR4snUIeuJcP9nr/cpzRRciJlrEphOkftLFXxtyNmnSxPdvpKX3mMnFeaoYDX9dnGk/rljpRRCTJ0+2uyFPESARozeo0p1gE31KLapat24tP/74oz1cVj355JMJT5Tr9uMcS/fSK6J0w81Ehx/1vIQuBMyljz/+OGnIaR122GE5f4woHgESUboth946137j2qVvZF0vkWv//ve/fY9NJ8dbb701Jyvcw0IvMkh0VZ5eCpzL8yJKD4Hq/VP0kKj9+LROOeUUuwvyDAEScXpcPNFeTHqYSD/x5/qaff39V199te/x6SE3XbyG4un6Hz03ZP8b6iXZ+bACXw+J6gUR9rYoehM15DcCBOakub1lvO4AnGv6uHQnW3vi021adAsNpE6DWLeVsf8t9Xl///337eY58corr3ge29lnn203QZ4hQGDY21Cks9jQJZ3wEoWHHnrJ1ZqTQqBXQtn/prqf2sSJE+2mWafnReIfl55sR34jQGDkW4DovSXsiU4v3c3V7rOFRHcrsC+i0O1HdCuYXCJAwocAgZFPAZLohLnehCqbW9QXOr0cWhfxxf8b68n22bNn202zhgAJHwIERr4EiJ64t8PjmGOOITwy4O233/Z9E9HNMHWtRi4QIOFDgMDIhwDRq6rsrUnq16/PYasM0g0y7X9zPc+Uix2LCZDwIUBg5DpA9FOvvcJcr7bihHnm6S1y4//dtfQeM9lGgIQPAQIjlwGi26zY93rXdR5cqps9ehtkO0R0a5tsIkDChwCBkcsA0UVk8b9bV5i/8847djNkmG5XE/886N5n2dyXigAJHwIERq4CRLfasI/B6/YkyD69MZd9D3Y9qZ6tc1AESPgQIDByESA6Ydn3sNAbV7G3Ve7oWhD78t4LL7zQbpYRBEj4ECAwchEgeh+S+N+pW7Kzq27uPfPMM57nRWv06NF2M+cIkPAhQGBkO0D0k669NfuwYcPsZsgR/dYR/9zohpt6U6hMIkDChwCBkc0A0W289cZB8b9Pd4tF/tAdfPUbYfxzdPvtt9vNnCJAwocAgZHNANG9mOJ/l97DfObMmXYz5Fj//v19z5Pe7TBTCJDwIUBgZCtAdIVztWrVPL9Lb5OL/LNlyxZzUUP8c5XJb4oESPgQIDCyFSB9+/b1/J7atWvLH3/8YTdDnvjqq698+2VNmjTJbuYEARI+BAiMbASI3iBqr7328vyel156yW6GPNOpUyfPc5apW80SIOFDgMDIRoAMGDDA8zv0yh7dxgT5Te+druc/4p+7Tz/91G5WYgRI+BAgMDIdIBoU++23n+d3PPXUU3Yz5Cn7Bl9nnHGG3aTECJDwIUBgZDpA9FBV/Ph77723OaSFcJg3b56ULl3a8xxOnTrVblYiBEj4ECAwMh0g9m67Dz74oN0Eee6KK67wPIft27e3m5QIARI+BAiMTAbI3LlzzQ67sbErVqyYkxsWoWRmzZrlex5dXkFHgIQPAQIjkwHSp08fz9iXX3653QQhYX+TfPHFF+0maSNAwocAgZHJADnwwAM9Y7/33nt2E4SEvdGiy4WFBEj4ECAwMhUgn3/+uWfcmjVrmhXOCKdVq1ZJuXLltj+fei8XvczXBQIkfAgQGJkKkBtvvNEzbrdu3ewmCJm2bdt6ntN77rnHbpIWAiR8CBAYmQqQgw46yDPu9OnT7SYImbFjx3qe0+OOO85ukhYCJHwIEBiZCJBFixZ5xqxVq5bdBCGkr40KFSpsf151lbqLq+oIkPAhQGBkIkCGDBniGbNdu3Z2E4TU6aef7nluXdyxkAAJHwIERiYCpEOHDp4xBw8ebDdBSNm7Knfp0sVuEhgBEj4ECIxMBEi9evU8Y+qCQhQGvSVx/HN7+OGH200CI0DChwCB4TpAFixY4Blv3333tZsgxPRS7D322GP786uX865YscJuFggBEj4ECAzXATJq1CjPeJz/KDxt2rTxPMcffvih3SQQAiR8CBAYrgPkkUce8Yx377332k0Qcj169PA8x3q/l5IgQMKHAIHhOkCuvfZaz3hvvPGG3QQhZ19ld/PNN9tNAiFAwocAgeE6QE488UTPeN98843dBCGn9wOJf4710t6SIEDChwCB4TpAdNFgbCw9wbp+/Xq7CUJuzZo1nu3d9Y6TJUGAhA8BAsNlgOg9IuInljp16thNUCDsDwrr1q2zm6SMAAkfAgSGywD54YcfPGO1bNnSboIC0aJFC89zrbe+TRcBEj4ECAyXAWIvMmvdurXdBAXi7LPP9jzXJdkskwAJHwIEhssAmTRpkmesSy+91G6CAnHJJZd4nmsNgXQRIOFDgMBwGSD2IkK9pBeFqVOnTp7nesyYMXaTlBEg4UOAwHAZIK+++qpnrH/+8592ExQIvUFY/HOtz326CJDwIUBguAyQQYMGeca666677CYoEH369PE81/rcp4sACR8CBIbLAHnsscc8Yz344IN2ExQIfW7jn2t97tNFgIQPAQLDZYDwDSQ6+AYSbQQIDJcB8sorr3jG4hxI4eIcSLQRIDBcBghXYUWHfRVWSW5tS4CEDwECw2WAsA4kOux1IB999JHdJGUESPgQIDBcBggr0aODlejRRoDAcBkg9l5YurU7ChN7YUUbAQLDZYCwG290sBtvtBEgMFwGiLInFu4HUnh+//13px8UCJDwIUBguA4Q+46EM2bMsJsg5KZNm+Z5jk877TS7SSAESPgQIDBcB4h9eefw4cPtJgi5oUOHep7jzp07200CIUDChwCB4TpAHn74Yc949913n90EIdezZ0/Pc9y/f3+7SSAESPgQIDBcB8i7777rGe/yyy+3myDkzj//fM9z/MEHH9hNAiFAwocAgeE6QObPn+8Zr27dunYThNjWrVulevXq259fPZm+bNkyu1kgBEj4ECAwXAeI0qty4sf8+eef7SYIqW+++cbz3DZo0MBuEhgBEj4ECIxMBMgVV1zhGfPFF1+0myCk+vXr53luS3oCXREg4UOAwMhEgDz//POeMdu3b283QUidddZZnuf27bfftpsERoCEDwECIxMBYp8H2W+//ewmCKHNmzdLpUqVtj+vO++8s6xatcpuFhgBEj4ECIxMBIjS0Igfd/bs2XYThMzEiRM9z2nTpk3tJmkhQMKHAIGRqQC5+uqrPeP26tXLboKQueqqqzzPqa4HcYEACR8CBEamAuTDDz/0jLv//vvbTRAiulli/OErvXzX1bdKAiR8CBAYmQqQLVu2yD777OMZ+/PPP7ebISSGDRvmeS6PPvpou0naCJDwIUBgZCpAlN4TPX7sG264wW6CkDj99NM9z2VJty+JR4CEDwECI5MBYi860xXMGzdutJshzy1atEh22mmn7c/jLrvsIr/++qvdLG0ESPgQIDAyGSCqYcOGnvFfeOEFuwnynP1N8rzzzrOblAgBEj4ECIxMB8ijjz7qGf/QQw81+ykhHPSbRsWKFT3P4bhx4+xmJUKAhA8BAiPTAaK3ua1atarnd4wYMcJuhjxlb93epEkTu0mJESDhQ4DAyHSAqN69e3t+h8sreJA5q1evlsqVK2c8/AmQ8CFAYGQjQPQwyK677ur5PbpOBPntnnvu8TxnuvNuJg4/EiDhQ4DAyEaAqFtvvdXze5o1a5aRyQhuLF26VHbffXfPc/bKK6/YzZwgQMKHAIGRrQBZuHChufwz/nfprr3IT5dddpnnuTrooIPM4tBMIEDChwCBka0AUbfddpvnd9WoUcMcZ0d+0U0TdauS+OdKb1WcKQRI+BAgMLIZIL///rvUqlXL8/tuvvlmuxlySBd61q9f3/MctW7d2m7mFAESPgQIjGwGiHr55Zc9v6906dLy7bff2s2QIw888IDn+alQoULGb0lMgIQPAQIj2wGiWrRo4fmdRx55ZFZ+L4qmW8+UK1fO89xooGQaARI+BAiMXASITlR6N7v439ulSxe7GbJIDy/qifL450QPZWVj7zICJHwIEBi5CBDVo0cPz+/Vk7ZjxoyxmyFLLrnkEs/zUaZMmaxtv0+AhA8BAiNXAbJp0yY59thjPb9bd+tdvHix3RQZNnDgQM/zoPXwww/bzTKGAAkfAgRGrgJE6clZe7HaSSedJJs3b7abIkO+/PJL33mPc845x26WUQRI+BAgMHIZIGr48OGe36/VoUMHuxkyYN68ebLnnnt6/u333Xdf+e233+ymGUWAhA8BAiPXAaI6derkCxHdgBGZo1uV6H3q4//Ns3neIx4BEj4ECIx8CJD169dL8+bNfSEyaNAguykcWLNmjTRu3Njzb60XMTz77LN206wgQMKHAIGRDwGi9LCJ3mwq/rHopb6jRo2ym6IENmzYYM4z2WF933332U2zhgAJHwIERr4EiNKT6nvvvbfn8ZQtWzYj96CIIv3mceKJJ/rCI9fbyRAg4UOAwMinAFFff/21VKpUyfOY9JsI91IvGT3nYR+20tL1H7neVp8ACR8CBEa+BYh6//33fZeW6jH6fv362U2Rgrlz5/pOmGudeeaZWVlpXhwCJHwIEBhVqlTxvHl1UVmuP5GqSZMm+b6JaP373/+2m6IIus7DvlRXS7955EN4rFu3Tq688krPY9MLKpDfCBAY9id9Ld3c8JNPPrGbZp1Ofro63X58utBt1apVdnNYnnnmmYTPr57zyIcPCbozc+3atX2P78ADD7SbIs8QIDASXZETK/2U+ssvv9hdsmr27NkJJ5l69eqZgIGfboxo722lpYcB77//frt51k2bNi3hZduxYg1Q/iNAsN2//vUv36GsWOn9IO68806zViNXFixY4LvEV0uv0NJP2fj/pk+f7ttVV0vvu5KrdR4xeiL/qquukh133NH3+LR0FfzgwYPtbshDBAg89FPrHXfc4btvefyb+5VXXrG7ZY0+vosuusj3uLQuvPDCyG/CqOcz9N4diQ5Z6XOXixXmMXphxn/+85+E57S0qlWrJk8//TR7oIUIAYKEdH+k8847z/cmj9Xxxx+f00NHTzzxhNlyw35clStXlv79+8uWLVvsLgVP72Ge6Bua1tlnn531va3ivfPOO74r/WKl34puueUWWblypd0NeY4AQZE+/PBDadiwoe9Nr7XTTjuZDQ+XLVtmd8uKKVOmmE/V9uPSatq0qXz11Vd2l4Kkh4Quu+wy379BbHJ+6KGH7C5Z8/3338upp57qe1yxOuOMM2TWrFl2N4QEAYJi6SGFp556SqpWreqbALT0kMSDDz6Yk8tBf/31V3Poyn5MWrrwUDdozPS9vHNl9erVcu+99/q2wo+VfhuZPHmy3S0r9NvOTTfdZALMflxaen5m9OjRdjeEDAGClOkhBr30M9mkoJddvvvuu3a3rNDJqG7dur7HpKWHujp27GgOyxUCDU1dB6OH6+y/VUsveNDzILkIdP2woYcQ99hjD9/j0tLHrDepysVjg3sECAKbOXOmnH766b7JIVannXaaaZNtuhjt9ttvTxpw+t+vuOKK0B4y+d///ifdunWTXXfd1fe3xapNmzY5+8alOwc0aNDA95i09HDn1VdfLcuXL7e7IcQIEKRNd8jVbx32ZBGbrDt37pyTE6Pfffddws0C40tvo6uX/ub7QkQNxWHDhpnA1knY/jtipYeEcvXtT7dI0eCyH1OsWrRoYfY2Q+EhQFAieihCz38kuzRTz5sMGDAgJ5dm6jYop5xyiu8xxZde7tq2bVsZO3ZsXuz/pfTfSq+o0rUSu+22m+8xx5d+4tfLqnNx1ZleUq3f+JJd8l2nTh15/fXX7W4oIAQInNArsfQ8Q7JPyXol1wcffGB3y4rPPvvMXO1jPya79NyBftLXtQq6SjqbvvnmG7NJ5FlnnVVsaGg1adIkZ9vb6/Ynzz//vOy1116+xxX7d7zrrrtyuugU2UGAwCm9dFbXiNiTSqx0bUmuTmZ/8cUX0r59+yLPIcSXrso/99xzpXv37uYwkvbXe2mUhH5q13DS/Z969Ogh559/fsJ9vhKVftLXfz/9tpQrn376qRx11FG+x6alW6RceumlsnDhQrsbChQBgox49dVXk67R0IlQV7vrZJoLa9eulRdffNHs/6WTnv34iiv95K3H9XUbdD0pr6VXReneTbHS/z/2M213wgkn+G6SlWodffTR5somvfoqVzQU2rVrl/TfS0NFv+khWggQZIwewujTp485pGFPOFo6oeoNonK5I6xesXT33XebTf2SXb2V7dLDgLoQUkNIN5HMJX0O9XBUsudQw1QPZ+XyOUTuECDION3JN9GusLHSyTIfPr3+8ccfZj1J165d5fDDD/c9zkyWngzXq9Z0yw9dIJgPXnvtNXMi3H6sWvotUg/t5epbJPIDAYKs0XuL6D1G7MlIK3b8fNGiRXa3nNHV1LqVix4+0gWUf//732W//fbzPfYgpROyntDXsHjyySfN2olcHppKRM9j6SE6+7HHSs8L6aW7AAGCrNJDHc8991zSK3j0BLceUtqwYYPdNW/oYZ2ffvpJZsyYYQJGSw/F6aEc3Spd/69W7Gd6hZW21zUd+UwX+RV1JZ1+S8rVlXTITwQIckKvZtL7jyRbQ6Cf9N944w27GzJA1/LohovJtkbRbUn0W1gu1vIgvxEgyKkff/xRWrdu7Zu0YqVXL+nNkZAZes4n0Y2ntPSiAt0QMZfbwCO/ESDIC+PHj5fDDjvMN4lp6SGVa665hn2UHNL9wIpaXKlbsOtW7EBRCBDkDT1EoieWi9rJ9ZFHHmEn1xLQvcn05k3JLlnWmz6NHDnS7gYkRIAg7+ghkxtvvNHcz8Oe4LQOPvhgGTNmjN0NRdBw1tvFFnVPl759+xLOCIQAQd7SXXWL2gxRL6vN9UK7MJgwYYI0atTI9++nteOOO5pNG/WuhkBQBAjyni6u23///X2Tn5Yeirn11lvzflv2XNBLh3WvLfvfLFa6+j7bm0aisBAgCAXdal3vspdsp9pq1aqZ+3vkYlvzfKMr6nWjxrJly/r+nbRq165ttoAHSooAQagsWbJErrzySnPoxZ4YtXQLEr2XRlTpJpE1a9b0/btolS9f3mz0mO8LGhEeBAhCSbdWP+6443yTZKwuvPBCmT9/vt2tYE2ePNns2mv/O8Tq4osvlgULFtjdgBIhQBBqep8OPSRjT5haeghHd7TVQzqFSu+TfvnllyfdZl1vPPXxxx/b3QAnCBCEnh6S6dWrlzlEY0+gWrVq1ZIhQ4bY3UJN9wq75557kt4ca8899zT7crHNOjKJAEHB0Ht76P3N7ck0Vsccc4xMmTLF7hY6w4cPl7p16/r+Pq0yZcrIbbfdVuI7JwKpIEBQcD766CP529/+5ptctfRQj94lUA/9hI3u6tuyZUvf3xSrc845x+wtBmQLAYKCpJfzDh48WGrUqOGbaLUqVqwo9957r7k8ON+tWLFCOnXqlHSb9fr168t7771ndwMyjgBBQdO7+3Xr1s0c2rEnXq169erJW2+9ZXfLC5s2bZJ+/frJ7rvv7nvcWlWqVJHHH3/ctANygQBBJPzwww9y1lln+SbhWJ144onmBlH5Yty4cXLIIYf4HqeW7hF2/fXX592dDBE9BAgi5b///W+RE/N1111nDhnlypw5c6RVq1a+xxark046Sb799lu7G5ATBAgiRw/5PPbYY+YQkD1Ba+l/159n89CQ7uXVtWvXIg+1jRgxwu4G5BQBgsjSbxr6jSPZtvGHHnqo+caSSXqyf9CgQVK9enXf79fSvb/uv//+UJzsR/QQIIg8Pfeh50DsyTtWeu5Ez6G4NmnSJGncuLHv92npXl/t27eXxYsX292AvEGAAP/nzTffLHKBnl7NpVd1lZQuePzHP/7h+x2xatasmUydOtXuBuQdAgSIo4eKdH2IrhOxJ3YtXVei60vS2TZ+7dq10rNnTylXrpxvXK199tlHhg4dancD8hYBAiSgK9V1xXqyTQp1pbuueE+VBoMGhD2OlgaKBosGDBAmBAhQBN07S/fQsif9WOneW3pIKhk9FHXsscf6+sVKD2VFadt5FBYCBEjBSy+9ZHb1tQNAK9GNmvTkt54ET3bjqyOOOMKcRAfCjAABUqT3FdH7ixR1q1i9I6Bedpvs1rt6ue7AgQPTOocC5BsCBAhIDzldcMEFvnAoqvQqLl0oqAsGgUJBgABp0nuv6z3Y7bCw68wzzzRblACFhgABSkAPRT3zzDNSrVo1X3AcfPDBMnbsWLsLUDAIEMABPTR16qmnmuDQE+c33XRTVvfSAnKBAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApIUAAQCkhQABAKSFAAEApOX/AXcNuGUsfzG2AAAAAElFTkSuQmCC)
| Product Number | 4648-3-2N |
| Purity | 97 % |
| CAS | 1420800-24-3 |
| MDL Number | MFCD22689116 |
| Molecular Formula | C11H14FNO |
| Molecular Weight | 195.237 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-3-2N
CAS: 1420800-24-3
Molecule Weight: 195.237
Formula: C11H14FNO
![N-[1-(2-Fluorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-7-03
CAS: 2379918-37-1
Molecule Weight: 213.68
Formula: C11H13ClFN
![N-[(1S)-1-(2-Fluorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-7-S1
CAS: 2366991-72-0
Molecule Weight: 213.68
Formula: C11H13ClFN
![N-[(1R)-1-(2-Fluorophenyl)ethyl]prop-2-yn-1-amine hydrochloride](data:image/png;base64,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)
PN: 3631-7-R1
CAS: 2366991-73-1
Molecule Weight: 213.68
Formula: C11H13ClFN
TSCA: Not listed on TSCA inventory
