![8-Methyl-8-azabicyclo[3.2.1]octan-3-amine dihydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACGLAAAhiwEWIK3AAAAB/3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfh98w4EQhVbVq0qR2H9ZO2rfJASdFAlwZ8vbvdybdAspGweiO8z2HfXdmdXdqajhY31WuzYmgnIBtC1dW7S4nP16+RJrcrVcFOqFj2+Xkte/flowdj0davNrGnFxLC9eQy/zy1FUTn2NMnd8xyblgP58enwcmqtquN21hkeqqZTcYH11h+mEV//kEa4w/VC27uLPGHy7RfkkeBqenriTXvXzGuXtEYVvVFrbON6aHg+QUB/8EO9tab3pbwuaM5pgq3Pt69fTgin1j2x7VEKEqTP3c+32BhsbVtthjMFS+PuSkEQiY3jX33pszBC2YjQAjwcRgFJgETAomA6PBLMAIjg/OC4l5rm340Mv5zeJqawgDvuFzvfENUyRzgkvGC2KaKRRYJpFqiDhVKhuk1lxBJCnXaiTf7ZymUgRK6oUESbVEcTESOF+jv4soQcdUQKSoFlxCFGO4YMcMqfCe0EQHmdJE8ThIsciyq/+VU1JmmCP2N0nr1ca15UiFqszJRpAhe9/ttsPlDKkj4HxpPfZkCBBcx4CcAiHR80A8BUJZ5gE1BUIR54FkCoSSzwPpzR4+ALIpEDpqHtBTYOi/eWIxJS7tOo+EkDeM/IARN+X4N8JG7cL+nD9Ub84mGx1chr+r9W+JI21eq9n99gAAMDRJREFUeF7t3QvcVNP+x3ElXRwqFUoX4igRTu6UhJCcinRcc1yOQpJIfxReklMuuR2lklK55UVUCKVCofzr6KKSLko3XXRPull/v+0/Y+8188zs+e09z9w+79drvc7xzFoz8zz99v7O7LX32vsYAAAU9rF/AACAHwQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAQVbYZ+A+0QYgsWzZXjL76ghNkIIKMnbl9pVmwLwBps34Nqbem/VMlWFVTKlBpUyFlyuYI9840rT6uJXp9U0vs2DTAnuoR5D3AKQqSL0FGZtv20tmXx2hCVJQmrHrdqwznb7oZMq8VMYzPlFrNLqRmbhyov1UDs17ALSC1JtmbL5uL5l9dYQmSEGlOnbWz7NMrddqxRS83xZPsseBMAWpt1TH5vP2ktlXR2iCFFQqY2f/PNscMOQAzxj5pNT3277OhiKftHbv3W027txoFm9ebEb9MMrcP+1+U2dEnYSvkcp7AIIKUm+pjM337SWzr47QBCkov2O37NriKWw5fjv2x7F2tyJNXj3ZnPveufaPHX7fAxCGIPXmd2whbC+ZfXWEJkhB+R3b/evu0X6VhlYyCzcvtLuo+X0PQBiC1JvfsYWwvWT21RGaIAXlZ6x8mqr4csVov7eXvG13CcTPewDCEqTe/IwtlO0ls6+O0AQpKD9jX1/4erRP/bfq2w8H5uc9AGEJUm9+xhbK9pLZV0doghSUn7G3fH5LtM9j3zxmPxyYn/cAhCVIvfkZWyjbS2ZfHaEJUlB+xjYY2SDaRyb3wubnPQBhCVJvfsYWyvaS2VdHaNwFFaQVpfqr1aN9Vm1fZT8cmJ/3AITFrnttK0qhbC+ZfXWExi5sbStK2ZfKRvvs2LPDfjgwP+8BCItd99pWlELZXjL76giNXdjaVpRC2SBQGOy617aiFMr2ktlXR2iCFJSfsYXylRyFIUi9+RlbKNtLZl8doQlSUH7GFsqkIApDkHrzM7ZQtpfMvjpCE6Sg/Ixt/3n7aJ98Pi0RhSFIvfkZWyjbS2ZfHaEJUlB+xhbKhVEoDEHqzc/YQtleMvvqCE2QgvIztlCWZkBhCFJvfsYWyvaS2VdHaIIUlN+x3b7uFu2Xr4vDoTAEqTe/Ywthe8nsqyM0QQrK79jNOzebo0ccHe0ry1N/+OOHdrciyWTiee+dZ//Y4fc9AGEIUm9+xxbC9pLZV0doghRUKmOLukFOv7n9nBvkrN+x3rlBzqadm5wb5IxeOtr5JJYrN8hBYQhSb6mMzfftJbOvjtAEKahUx85cP9PUfK2mZ1wqLZ5kjwNhClJvqY7N5+0ls6+O0AQpKM3YtTvWmju+uMOUealMTMEX1RqPaWwmrpxoP5VD8x4ArSD1phmbr9tLZl8doQlSUEHGrty+0vSf29+0Htfa1H2zrqk8rLIpNaiUKf9yeXPkG0eaVh+3Mr2/6Z10AjHIewBSFaTegozNt+0ls68OAMhZBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgGXbVVVeZffbZx5QoUcKcddZZ5umnnzZfffWV2blzp90VALIKAZIhu3fvNnfddZcTHvFa2bJlTaNGjUzXrl3NqFGjzPr16+2nAICMIkAyYO3atebcc8+NCY1krU6dOuaGG24wL774opkzZ479tABQrAiQYjZjxgxTq1atmHDQtIoVK5pLLrnEPProo2bixIlm27Zt9ssBQNoQIMVo2LBhply5cp4Q+Mtf/uL57169eplXX33V3H777eZvf/ubMzdiB0dRrVSpUubkk082d955p3nzzTfN8uXL7bcAAKEhQIqBzHfccccdMTv8unXrmm+//db5JhH52TXXXOMZu2XLFjNu3Djz8MMPmwsvvNCUL18+5nkStZo1a5orr7zSPPfcc863nz179nieHwC0CJA0W7NmjTnnnHNiduwtWrQwmzdvdvrI/4/8/LDDDrOeweu3334zM2fONP369TNt27Y1Rx55ZMxzJ2ryjee8884z3bt3Nx988IHZtGmT/RIA4AsBkkZff/21qVGjhmcHXrJkSefbhARBxFNPPeXps2DBAtezJLd69WrzzjvvOGd1nX766aZ06dIxwZGo1a9f37Rv394MHTo05dcGULgIkDQZMmSIcyque0ddoUIFM2bMGLurmT59uqefnGUVxI4dO8zkyZPN448/blq1amUqV64cExqJWpUqVcyll15qnnjiCTNlyhTn+QDARoCEbNeuXaZDhw4xO+V69eqZ7777zu7u2Lt3b8J5kDDIa0uotWvXzhx33HEx7y9RK1OmjDnzzDPN3Xff7XzTkcNyAECAhEgOJcnFf/YO+LLLLnMmwxNJZR4kDBs3bjTvv/++6datm2nSpEnM2WDJ2lFHHWWuu+46079/fzNr1iz76QEUAAIkJFOnTjXVq1f37GRlvqNnz56e+Y6iBJ0HCUrOFJNDac8++6y54oorYuZukjU5O6xZs2amR48eZvz48Wbr1q32SwDIMwRICAYNGuQc5nHvUOWQlJzl5FfY8yBhWLZsmRkxYoTp1KmTadCggdl3331jgqOoJuEp17F07NjRvP766+aHH36wnx5AjiNAApAFD2+55ZaYnafMMXz//fd294SKYx4kKLnSfcKECc63qubNmzsnBdi/e6Imh+batGljnnnmGecMNZkvApC7CBClVatWOavn2jtJ2UFqD98U9zxIGGbPnm0GDhxorr/+enP00UfH/D0Stf3339+5Rua+++5zzk7bsGGD/fQAshgBovDFF1+YatWqeXaGcnhHliEJItPzIGFYt26deffdd80999xjGjZsGHMqc7ImZ6v961//MoMHDzbz5s2znx5AFiFAUjRgwICYC/UOOugg89FHH9ldU5aN8yBB/frrr+bLL780ffr0cc5GO+SQQ2JCI1GTv23Lli1N7969zWeffWZ++eUX+yUAZAgB4pPsCOWTsb2DO/74482iRYvs7iq5MA8ShoULF5rhw4ebW2+91Zxwwgkxf9NEbb/99jOnnnqq6dy5s3n77bfNypUr7acHUEwIEB9WrFjhLBFi78xkkcKwl1DPxXmQoGRNsA8//NA8+OCDpmnTpuaAAw6I+VsnakcccYS5+uqrTZcuXZwr5wEUDwIkic8//9xUrVrVs8OS+Q5ZJiQd8mEeJCj5JvbNN9+Y559/3gmGww8/PCY0EjW54h5A+hEgCciKt3LIxL1zknWlZHn1dMnHeZAwyKGqt956yzl0JYew7H8Xd6tdu7Y9HEAaECBxyOKBcutYe8ckF8YtWbLE7h6qQpkHCWr79u3m008/dc58k8N+9okNHMoC0o8Asfz444/OJ1w7PGRHLjut4lCI8yBBzZ0717n6PfJ3kwsdAaQXAeIin2jt00zlNrEyL1GcmAfRad26dfRvJrcCljswAkgfAuT/yS1fJSzcO265L4Ys3VHcmAfRkb+b+x7yl19+ud0FQIgKPkDkwjRZlty9w5Z20kknmaVLl9rdiwXzIHoXX3xx9O8mh7Tk0BaA9CjoAJHVZiUo7PCQQMn0Fc/Mg+jInRjd/5Zy33gA6VGwASKHpg4++GDPzkYOYcn9MLIB8yB6skCj+9908eLFdhcAISjIAJGdsz3fIZPnkyZNsrtmDPMgenKdjvtv1759e7sLgBAUVIDIabgyn+DeuUg75ZRTnNN3swnzIMGcdtpp0b+d3OxLlqMBEK6CCRC5I55cCGiHh1wwKBcOZiPmQfRGjx7t+Xe+88477S4AAiqIAJF7dMsSJO4diiyF0bdvX7trVmEeRE/uQ+9e6VduXrVmzRq7G4AA8j5AnnjiiZh7eR966KHOIonZjnmQYN544w3P3+/++++3uwAIIG8DRJZZl+XW3TsQaXJsPFeOhzMPEsyePXtMnTp1on+/8uXLm40bN9rdACjlZYDIaZvxblQkN4SSG0PlEuZBgpGl3d018Mgjj9hdACjlXYDIrWUrVark2WnIfEf//v3trjlB5kH23Xd/U7r0QaZcucPMwoXpXQ043+zatctzPxGZC9u6davdDYBCXgWI3Dfbnu+oVq1aTi/t/d//zjHlyx9nDjroJFOlSkPzyisf2F2QhJws4a6JJ5980u4CQCEvAkQ+UbZp08azk5B25pln5vw9s/fu/c3UrXulqVGjze+fpNuaO+8cZHdBEnKatnyQcH+oyNZTt4FckvMBsnDhQlO/fv2Y8JCrj3fu3Gl3z0nt2w/8PUS6mmOPfdCcd95z9sPwQb51uOtD7jYJIJicDpCxY8d6zlKSJnemy7fTXYcPn25OOukFc/LJA522bNkmuwuSkG+p7muBZF5E5kcA6OVkgMhFYo8++qjnDnTS5Cylr776yu6e8+bNWxcND2nvvDPf7gIf5Awsd73IGVoA9HIuQLZs2WIuu+wyz45AWsOGDc3q1avt7nlB5kGaNHk5GiDduxf/Ta7ywYYNG5xrQSI1I9eIyLU2AHRyKkBkKY9jjz02Jjxuu+22vD8ccdddH0UDpFmzV+yH4dN9993nqZ0RI0bYXQD4lDMB8t5775kKFSp4Nn5ZZXXw4MF217z06quzPIexmAfRkfWwZF2sSA3JBadySBRA6rI+QGTj7tGjR8x8R40aNcy0adPs7nmLeZDwyMq87lqSlXsBpC6rA2Tz5s2mZcuWno1dWuPGjc1PP/1kd89rzIOEZ/ny5c7ZepF6kvXRAKQuawNk/vz55phjjokJj44dO5rdu3fb3QsC8yDhadeunaeu5C6GAFKTlQEyatQoz9ky0sqWLWuGDh1qdy0ozIOERxbcdN/WuEmTJnYXAElkVYDIKZUPPfSQKVGihCc8atas6dwbo9AxDxKutm3beuosl9dMAzIhawJk06ZN5pJLLvFs0JFPhmvXrrW7FyTmQcI1d+5cz8kZF198sd0FQAJZESCyIbtv/BNpnTt3Ltj5jqIwDxKuyy+/PFpv8s13xowZdhcARch4gIwcOdIceOCBnuAoV66ceeUVdo7xMA8SLgkM9yHT1q1b210AFCGjAdK8efOYbx2yyN1///tfuyv+H/Mg4ZNDV5H6k0Na8o0YQHIZC5CuXbvGhMf5559v1q1bZ3eFC/Mg4ZPJc3cdyuQ6gOQyFiCXXnqpZ6Pt0qWL2bNnj90NcTAPEj45WSNSi3J676JFi+wuACwZCxA5XdcdIKxH5B/zIOEbP368px7lQkMAiWUsQHr27EmAKDEPkh6ypEmkHmWpE1nyBEDRCJAcxDxIesiiiu6alEUXARSNAMlRzIOET2pQlneP1KQs+y7LvwOIjwDJUcyDpIfcYMpdl3IDKgDxESA5inmQ9JD12NyrIsiinnIrXACxCJAcxTxI+gwZMsRTm3JDMwCxCJAcxjxIeuzatctZESFSm5UrVzZbt261uwEFjwDJYcyDpE+/fv089fnkk0/aXYCCR4DkMOZB0mfHjh2mWrVq0fqsWrWq8zMAfyJAchjzIOnVp08fT4327dvX7gIUNAIkxzEPkj7btm1z5j8iNSrzIjI/AuAPBEiOYx4kvR555BFPncoZWgD+QIDkOOZB0mvjxo3OtSCROpVrRFg1GvgDAZLjmAdJv/vvv99Tq2+88YbdBShIBEgeYB4kvdauXeusixWp1eOPP556BQwBkheYB0m/zp07e+p11KhRdheg4BAgeYB5kPRbsWKFKVOmTLRe5d4hQKEjQPIA8yDFo3379p6aHTdunN0FKCgESJ5wz4PceCOHV9Jh8eLFzv3SIzV7zjnn2F2AgkKA5IkZM1aZhg0Hm9NOG2RGj/7Ofhghue666zx1O3nyZLsLUDAIkDyyffsus2kT6zWl07x580zJkiWjddusWTO7C1AwCBAgRZdffnm0bkuUKGGmT59udwEKAgECpGjGjBlOcERqt3Xr1nYXoCAQIIBC8+bNo7Urh7S+/fZbuwuQ9wgQQOGLL77w1O+1115rdwHyHgECKDVp0iRav3J676JFi+wuQF4jQACl8ePHe2q4Xbt2dhcgrxEgQACnn356tIZLly5tli9fbncB8hYBkuPca2BJGzjQ/yml7nHQGTNmjKeOO3XqZHeBT8VRy377xRNkbL4iQHKcvdGdffYQ8/PPv9jd4mKDCE7q9sQTT4zWsSz7vmbNGrsbfCiOWvbbL54gY/MVAZLj7I1O2mOP+Vtegw0iHCNGjPDU8r333mt3gQ92Haejlv32iyfI2HxFgOQ4e4OTdvrpg8yPP262u8ZggwjH3r17Td26daO1LLfA3bBhg90NSdh1nI5a9tsvniBj8xUBkuPcRX3rre9F//999423u8ZggwjPyy+/7KnnHj162F2QRHHUst9+8QQZm68IkBznLuq5c9eaU0754//L/8p/J8IGEZ5du3aZI444IlrPlSpVMlu3brW7IYHiqGW//eIJMjZfESA5zi7qe+8dH/1v+RSXiD0Wwbzwwguemn7iiSfsLkjArsd01LLffvEEGZuvCJAcZxe1HC+We4JEfvbll0Vfl2CPRTA7duww1apVi9Z01apVnZ/BH7se01HLfvvFE2RsviJAcly8ou7de3L0Z1df/bYp6k8bbyyC6dOnj6eu+/bta3dBEeLVY9i17LdfPEHG5isCJMfFK2o5d75Ro8HRn3/wwfeuEX+KNxbBbNu2zVSpUiVa17Vq1XLmR5BcvHoMu5b99osnyNh8RYDkuKKKun///43+vEWL13/fie31PC6KGotg7No++eSTzQ033JDR1q7dneaOO3qbrl2HmAcf/MA8/PCkjLRhw2aaPXtia1EUVY9h1rK7X5CGPxAgOa6oopbb2zZtOiz62GuvzfY8Looai2A2btzorIvlru9Mt7Jlq5qDD25sate+2ZxwwuMxO8TibG++Gf/eKe4+bmHWsv1etA1/IEByXKKifuONOdHHzj9/mNm2bafn8URjobdz587fd9hlY3bimWzZFCAvvTTD/pM53H1sYdWy/V60DX8gQHJcoqKWr/rylT/yeL9+X3seTzQWei+++KKntg888EDnGpFMtrp1TzUnnXSFOfvse02zZgOcushEe+CBCWbLFu/OPyJRPYZVy377xRNkbL4iQHJcsqIeO3Zh9PGGDQebdeu2Rx9LNhap2717tznqqKOidV2xYkWzeXPypTiQvB7DqGW//eIJMjZfESA5LllRy59VTn+M9Pn3vz+PPpZsbIScjz9//jr7x4jjlVde8dT1gw8+aHdBEZLVYxi17LdfPPHGrly5xYwe/d3v/84TzTXXjDQXXviKs37XuecONTfdNNoMHvxfs2lT/l4LRIDkuHhFbZMLsCJ95MKspUs3Oj/3M3b8+MXm1FNfdPo0b/6a6dPnCzNjxqoiz8cvZFLDxx57bLSmDzjgALN+/Xq7G4rgpx6D1LLw2y+eeGPdPyuqyZzN1KlFXwSZywiQHBevqOO57bb3o/26dh3n/MzPWDlmbW8Q0uSTlnwCnDZtRZGnZRaakSNHemq6S5cudhck4KcehbaWhd9+8cQbK/9fvnHIN5ApU5aZjRt3mF9+2e2s3fU///PnUixnnvmSWbw4/1ZoJkByXLyijse9OJ20OXPW+Br72WdLzRln/LmcRLx23nnDTI8enzobULxz9AvFSSedFK1nOQtr1apVdhck4KcehbaWhd9+8cQbe9ddHzmHsYoiH7IiY+6//xP74ZxHgOS4eEVdFFkWO9K3Xbsxvsf+9NNWM3z4LHPjjaM8Y+K1xo1fdj6NTZz4g/n11932U+WtsWPHeuq5Q4cOdhck4bcehbaW/faLRzN2xYrN0TEXXDDcfjjnESA5LpWilslw+brtHuN3bMSaNducC8Hat38vOjdSVJMlKGRD//jjRc7X+nzWsGHDaC3vt99+ZunSpXYXJJFKPWpr2W+/eDRjd+7cEx0j3+TzDQGS41ItarlFqL3B+R1rk3WK3nlnvnNMuqiNOdLkGLB83X///QVFXgeQqyZNmuSpZVk6BKlLtR41tey3XzyasQsWrI+O+fvfX7MfznkESI5Ltahlp3/22UNS2uj82Lz5VzNmzALTufOHTljYz+9u8kmsY8cPzKhR882GDX+ey5+rLrjggmgd77vvvr/vNBbYXeBDqvWoqWW//eLRjHXPgfTs+Zn9cM4jQHKcpqgHDPhzcbpUx/ohaxfJRV9yhoxc8GW/lrvVq9fFXHZZZ9O//4s5Oek8bdo0Tx1feeWVdhf4pKnHVGvZb794Uh37zTero4d55X85CytEBEhh2LFjt/nkk8XO6cD2p8UGDZ43Rxxxo6lY8USnBkqUKGEaNWpknn76abNs2TL7qbJSy5YtozUs73/WrFl2FxSgtWu3O6e6R2r9qae+tLvkBQIExUYmFD//fJmzrLdcqVu/fk9TvfplZv/9D/fUQqSddtppplevXmbRokX2U2UFCQsJjcj7bdGihd0FBUjm+K666q1oeMgV6vl6RiIBgozYvXuvmTJlgbn77j6/h8ifa0cV1U444QTTo0cPM3fuXPupQrdy5UozYMAA06ZNG1OvXj3nBlGlSpUyFSpUMEceeaRp1aqVE2yXXHKJ5z1OnTrV8zzux1IVZCwyR75xu093v+iiV5wzF/NVxqqTAEHE3r17nTOZOnbs+HuYVI8JD7vVrVvXPPDAA2bGjPjLgmutW7fOdOrUyZQpUybmNZO1pk2b2k/neTxVQcYiM+QbdocOH0TDQ+b/5KLHfJax6iRAUJQpU6Y4y4DIMuT2jtputWvXNl27djVffhnsGLMcjpLbz9rP77dJANrcj6cqyFgUP1nO5+67P46Gh0yay+HafJex6iRA4Mf06dNN9+7dzdFHHx2z07ZbjRo1nG8Qn376qfOtxq/Zs2c7Cx+6n0sm8/v27esEi3wzkWXa5U6DixcvNoMGDTIlS5b09I8n2eOJBBmL4rV3728xa8bJKeqFIGPVSYAgVXPmzDEPP/ywqV+/vqd24rVDDz3UtG/f3kyYMMF+Go8tW7aYOnXqRMfJfIcsS5KILFPifi2Zn4nH3SdVQcaiePXq5b2gcejQb+wueStj1UmAIIiFCxeaf//73+aUU07x1FG8JnMrRZFvN5F+lSpVcp43EblWxX27WllAsSju95CqIGNRfP7zn2me8HjuOe+JFPkuY9VJgIRr2bJNpk2bN80ll7xm/vd/V9oP57UffvjB9OnTx7MelbvJoa145NuH3DEw0u/tt9+2u8S45557PM+daEyQEAgyFsXHHR5+Wr6dkZWx6iRAwiUr4EaKVFYnLVQrVqxw5i6aNGniLCsitSXfMuJ5/fXXo/Unh8WSkZtDuedK5OZRieo2SAgEGYviYwdEskaAhIQACVezZn9e9Spng8CYDRs2mCVLltg/jrrlllui9ffYY4/ZD8eQ29O6a1ZuX5tIkBAIMhYoLhmrTgIkPHJbT/ennNdem213QRwNGjSI1t/kyZPthz02b95sDjrooGh/uaBQzsxKJEgIBBkLFJeMVScBEp6RI+d5AmT+/HV2F8Thvmgx2UKOcuW5u14HDky+oJ67f5AGZKuMVScBEp5u3f48B13WmJLz0pGc+2yqHTt22A9Hbd++3RxyyCHRvjIpv3PnTrtbDDsItA3IVhmrTgIkPO75D7lpE/zxGyDPPvusp1blv/2wg0DbgGyVseokQMLB/Ieen0NY8k1DvnFE+sk3EflG4keQEAgyFiguGatOAiQczH/o+ZlEl7kOd53KXIhfQUIgyFiguGSsOgmQcDD/oSdLnUTqL95pvHKWlZxtFekjZ2HJ2Vh+BQmBZGPnz59vevfu7VzvIotA7rfffqZy5crmwgsvNG+++abdHUiL+NVZDAiQcDD/oZfsQkK5zsNdo3IdSCqShUAiyca6H4/Xrr766pQWlAQ04ldnMSBAgmP+I5hES5lIPcqV5pHH5Ap0uRI9Fe76TlWysaeeeqpzxf3MmTPN1q1bnSvwX3jhBXPggQdGxz333HP2MCBU8auzGBAgwTH/EVy3bt2iNeheTFHCxF2fsgZWqpKFQCLasbLUfGRcUasEA2FJrTpDRIAEx/xHcDKn4b7XiCzn/uGHHzqr7EZ+Jqf7FnWWlky+n3feefaPHdoQENqxP/30k+d9A+mUWnWGiAAJjvmPcMS7oZS73XTTTc6E+qZNm5wbSo0ePdr55uK+j0g82hAQ2rFymC0yrmbNmvbDQKhSq84QESDBMP8RLplLkB2uuyZTafEkezwR7Vj3iQGyWCSQTqlVZ4gIkGCY/wjf2rVrTevWrWPCIVFr3LixmThxov1UDne/VKU6ds2aNWb48OHOqbwy5vjjj0950h9Ilb/qTAMCJBjmP9KjadOm0ZosUaKEqV27trNTLlWqlClfvrxzXUirVq2cazCS3b0w1RBw8zvW3U/aX//6V+dix19++cXuCoQucXWmEQESDPMf4Zs6daqnJq+66iq7S9axA0Qmzps1a5bwTolAWAiQHMT8R3q0aNEiWo/y7WPWrFl2l6y1evVqM2HCBHPRRRdFf4crrrjC7Nq1y+4KhCZjAfLII48QIErMf4RPwkJCI1KPLVu2tLvkjJtvvjn6ezz00EP2w0BoMhYgV155pSdAZAIQ/jD/ET67HqdNm2Z3yRlyqnHk9zj88MPth4HQZCxArr/+es8GK+3OO+9MeptQMP8RtgULFph99903WocXXHCB3SWnyBL0kd+ldOnS9sNAaDIWILJ+j3w6skNEVheV0ykRH/Mf4bvhhhs8NThp0iS7S06RlXojvwsXEyKdMhYgQlYLlWO07mPPkaKfPn263R2G+Y+wLV261FkKPVJ7DRs2tLvknLZt20Z/H7mKHkiXjAZIhCwNIefYu0NETkccOnSo3bXgMf8Rrg4dOnjqbuzYsXaXrCMXCT7++OPm66+/NitXrnQO+27cuNF88skn5u9//3v0d5HlWZYsWWIPB0KTFQEi5Gv3Mccc49mYpXXs2JF5ERfmP8IjCyS674suCyjmAnsbidfkdr1TpkyxhwKhypoAEXJ/BrnK194Yzj77bGeV0ULH/Ee4unTp4qmzkSNH2l2ykkz69+nTx5nslyvP999/fycIJTQuvvhi574gMscIpFtWBYiQ60F69OhhSpYs6dm4a9SokdOnVoaB+Y/wyDpR7hV45eZRXIsEpCbrAiTi/fffNxUqVPCESJkyZczgwYPtrgWD+Y/wyO1p3bUlt68FkJqsDRAhX9XdtxWNtFtvvbUgl2hg/iMcchMp961sjzrqKObZAIWsDhAhx3LjLbEtp1vK+j+FgvmP8Mhqte5aevHFF+0uAHzI+gCJePTRR2PmRQ477DDz1Vdf2V3zEvMf4di+fbs5+OCDozUkc2ty5TaA1OVMgAg5R9996EGaLNVQCJ8gmf8IxzPPPOOpn+eee87uAsCnnAoQITfxqV+/vmcnIK1du3Z5/UmS+Y/gfv31V+dU10jNHHLIIc43EgA6ORcgYtu2beYf//hHTIicccYZzpW5+Yb5j3AMHDjQUy9yV0EAejkZIBGyA3CvoiqtWrVqeXcFLvMfwclZVnI72kidHHTQQc7ZWAD0cjpAxMcff2wqVarkCRFZHK9///5215x1//0fM/8RkNxvxl0j3GgJCC7nA0TIDXROOOEEzw5CmqxEKse9c12jRj1MvXrdTf36PU2nTu/YDyMJWfW5Xr160bqQK9B//vlnuxuAFOVFgAiZDL3qqqtiQuS0004zK1assLvnjEWLlpvq1VubWrWuMbVr32SGDJlgd0ESb731lqcm7rnnHrsLAIW8CZCIJ554wpQqVcqzwzj00EPNZ599ZnfNCUOGvGkqVmxgKlc+0xxyyLlm9uyFdhck0aBBg2gtlCtXrqAuQAXSKe8CRIwfP/73HW5lT4jIvMjzzz9vd81611zzz9/fe0VTtmzV37+JnOgcjoF/H3zwgacObr/9drsLAKW8DBDxww8/mL/97W+enYc0uRf7jh077O5ZS662j7z3li1b2g8jibPOOsvzIULuQAggHHkbIOKXX34x1157bUyInHzyyebHH3+0u2ed7777zvO+n376absLEpg4caLn78ftXYFw5XWARMiO154XkauQJ02aZHfNKvaFbzNmzLC7IIHzzz8/+reT64W+//57uwuAAAoiQIR8GnUvoidNQuXZZ5+1u2aNq6++Ovpe5cI35j/8mzp1quffWs7QAxCuggkQsWzZMue+1+4di7S2bds6h7uyDfMfei1atIj+7UqUKGFmz2b5FyBsBRUgQibQ//nPf8aEiJzqmU0TrMx/6M2cOdMJjcjfrlWrVnYXACEouACJ+M9//uOclePeSVepUsVMmJAdF+ox/6F3xRVXeP52X3/9td0FQAgKNkDEp59+6lxk6N7ZyLxInz597K7FjvkPHfnm5l5g84ILLrC7AAhJQQeIWL58uTn11FM9ISJNduCZvFcE8x86N9xwg+ffUT4kAEiPgg8QIQsu3njjjTEhcuKJJ5olS5bY3dOO+Q8duXjUfViyUaNGdhcAISJAXPr16xczLyJLoowbN87umlbMf+jcdtttnr/bhx9+aHcBECICxDJ58mRTtWpVz45Ijqk//vjjdte0Yf4jdatWrTJly5aN/t1ktQEA6UWAxCHLv59++umeEJEmZ/fI7XTTjfkPfzZt2uQslti9e3dTs2ZNz7/VyJEj7e4AQkaAFGHnzp3m5ptvjgmR448/3ixatMjuHhrmP4q2YMECM3ToUNO+fXtTv379mH+bSJMz6377jbs2AulGgCQxYMAAU7p0ac8OSg4rpev4OvMff5ALPuXe9nJ/l0svvdS5RscOiqLafffdZz8dgDQgQHz44osvPIeVpMm8SK9eveyugRXq/MdPP/1k3nnnHXP33XebM844w5QpUyYmGBK1Y445xpx55pmmR48e9lMDSBMCxCeZpHXfWyLSLr/8crN161a7u1qhzH/MmjXLvPDCC+a6664zRx11VMzfNVH7y1/+Ys4991zTrVs38/7775uNGzfaTw+gGBAgKdi1a5e55ZZbYnZoxx13XChLhefr/IcErNwlUr4dXHTRRaZ8+fIxf8NErUaNGs4JDLJy8vTp083u3bvtlwCQAQSIwqBBg2IOsVSsWNE5IyiIfJn/kAv6Xn/9ddOxY0fnrpAlS5aMCYWimhwalBWTO3XqZEaMGJETN/4CChUBoiT3m6hevbpn5yc7ykceeUR9BlAuzn/ItzJZrPCZZ55xDufZc0XJWoUKFUzz5s1Nz549nYUsi+M0aQDhIEACWL16tTn77LNjdopy1tCWLVvs7knlwvzHhg0bzJgxY5wznRo3bmz233//mN8/UTv66KOd+9LLty3u0QHkNgIkIPkE3qFDh5gdZb169Zw5Db+ydf5j3rx55qWXXjL/+te/nN/J/j0TNbkyvGHDhuaee+4xo0aNMuvWrbOfHkAOI0BCMmTIEM9SGtJkslg+rfuRDfMfclfGzz77zPTu3du5o58cRrNDIVGT+8xfdtll5qmnnjJffvmls0glgPxFgIRI5gLsJTVkXuThhx9OOi+SifmPlStXmrfeest07tzZWdLeXkgyWZPVim+99VYzfPjwtF6dDyA7ESAhW7NmjTnnnHNidrbyiX7z5s1296h0z39IIH3zzTfm+eefd8LqiCOOiHmPidoBBxxgmjZtah566CHnKvxEvwuAwkCApIFcpyCnodo74bp16zpzCrZ0zH/IDv6jjz5ydviy4z/wwANj3k+idvjhhztBI4EjwVMc34gA5BYCJI2GDRtmypUr59kxy4783Xff9fQLY/5DDiHJoSS5J4YcWrIDIVGTQ1dyCEsOZckhLTm0BQDJECBpJmFQq1Ytzw67RIkS5oEHHoh+qk91/kNWCv7qq6+cyWqZtLbv656syWvIITWZLJdbvmby1r0AchcBUgzWrl3rrN1k78jlAjq5p0Wy+Q85/VVOg+3atatzWqx9tleyJqff3nTTTc7puPEOoQGABgFSTGRe5K677orZuctcg/u/Zf5jzpw5zmEtueCuTp06MWMSNTlkJhf4yYV+o0ePdi78A4B0IECK2auvvprw6u1UJ7urVavmLCEiS4lMmzbNubARAIoDAZIBclZTqqfRSpNrSmRxwttvv9289tprzqKFAJApBEiGrF+/3jm91g4Jd5Mr2WX5c1kGfdy4car1tQAgXQiQDNqzZ4859thjo4Eht21t27atc6OlmTNn2t0BIKsQIFlA1o1iZVoAuYYAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABA5f8AfGu56hrWPT4AAAAASUVORK5CYII=)
| Product Number | 3H32-5-Q8 |
| CAS | 646477-45-4 |
| MDL Number | MFCD07366481 |
| Molecular Formula | C8H18Cl2N2 |
| Molecular Weight | 213.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![3-Amino-8-methyl-8-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 3H30-1-V6
CAS: 98998-25-5
Molecule Weight: 140.23
Formula: C8H16N2
PN: 3H32-5-Q8
CAS: 646477-45-4
Molecule Weight: 213.15
Formula: C8H18Cl2N2
![exo-8-Methyl-3-amino-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 3H30-1-DR
CAS: 81487-04-9
Molecule Weight: 140.23
Formula: C8H16N2
![endo-8-Methyl-3-amino-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 3H30-1-DS
CAS: 87571-88-8
Molecule Weight: 140.23
Formula: C8H16N2
PN: 3H30-5-5M
CAS: 886508-40-3
Molecule Weight: 269.25
Formula: C12H26Cl2N2
PN: 3H32-1-SC
CAS: 84466-85-3
Molecule Weight: 182.311
Formula: C11H22N2
PN: 3H31-1-FW
CAS: 25082-00-2
Molecule Weight: 182.311
Formula: C11H22N2
![endo-3-Amine-9-methyl-9-azabicyclo[3,3,1]nonane](data:image/png;base64,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)
PN: 3H32-1-A7
CAS: 76272-56-5
Molecule Weight: 154.257
Formula: C9H18N2
Melting Point: 290(dec.) ℃
TSCA: Not listed on TSCA inventory