![endo-3-Amine-9-methyl-9-azabicyclo[3,3,1]nonane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB5NAAAeTQE9LVe3AAACE3pUWHRtb2xTb3VyY2UAAHicnZTbbtswDIZfhdD1opPPQZyiaDFsQLuLpcN2Nyi2khqIpUJ2Tm8/Kk7SeO4SYLANURS/nxIla3K3q1ew0a6prMmJoJyANoUtK7PMyY+Xz6OU3E0nBQZhoGly8tq2b2PGttstLV51rXbW0MLWpBsf75qqF7MNqHVLJjkX7Nfz0+zAjCrTtMoUGqmmGjcH55MtVHuYxT9SsFq5TWVYF85qt+nUfkvuX053TUne1/KAY/eIwqJaaVhYV6sWNpJTfPknWGqjnWp1CfM9ugMa4tqnk+dHW6xrbVo0vUJVqNWsdesCHbVd6WKNYmh8fcxJLQioeTNrtdM2JxilUUG1tr53Tu3BWz5OCVASVAAqBBWBikEloFJQGSjB8UMdvdI+68v+TePU4Rs89B7sY62k36EgjEKQNMpEAAHlWRiAoHEiImx4KuWpdxwLaSQSAREVPA4hpnGITecksEfFEadZzGPAlkcoLWgWxQk2QZwEZ+9I0DBJJYwk5XESvfdP42faY1gGdq7DdDK3prwwoSpzMvfFw5DvetHIY40IWFdqh6v0Aj70EpB9IPgb8JHdXky/dPSxN5QKBlLh9dxhH/D7eB2I+oDf9etA3AeSm0AyAP67HOlAKr2eO+sD2U1A8AHhXR9P9+eN6QoxFBM38g8Pz8cIuzir7PTDozm4DNjFTcHwfpz+AXmmmOZzcywnAAAyZUlEQVR4Xu3dCbyN1f7H8Rt/U5NEUlJCkaarEH+lwd+rokg06N8/ys1wS4NbkpJcJclQ4UquosRVJEJKMjQRKmXIlOEYT5k5SO7693u6+2nvtc8+++zfnp797M/79Vqv172etbbjtNbz3c+w1vqTAQBA4U/2HwAAUBgECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQJM2uXbtMmzZtTLVq1czTTz9tDh06ZFcBkMEIECTc119/be69915TqlQp86c//cktp5xyinnsscfMunXr7CYAMhABgoSQq4s33njD1KtXLyQ08itFihQxN9xwg5k2bZr597//bX8UgAxBgCAuP/74o+nataspV65cWFBIOfHEE02NGjVM8eLFw45JOfvss02/fv3MTz/9ZH80AI8jQBCzo0ePmqlTp5qmTZs6VxN2KEi55JJLzIgRI0xeXp7TRgLi+eefN5UrVw6rK6VkyZLmrrvuMvPnz7f+NgBeRYCg0BIRAprwAeBNBAii+vLLL82dd95pSpQoEXayl1KlSpWQ21C//PKL+fnnn61PCRe4/SUP1+3PlFKmTBnz0EMPmZUrV9pNAXgAAYJ8ybf/4cOHm1q1aoWd2KUU9CB88uTJTp0LL7zQ3H///WbChAnm8OHDIXWCyQP4N998s8AH8I0bNzbvvvuuOXLkiN0cQJoQIAixYsUK8+CDD5qTTjop7CQuJfAq7vr16+2mrlatWoW12717t10tX4FXgI899tiwz5ByxhlnmN69e5utW7faTQGkGAEC51v9xIkTTaNGjcJO2IFSv359M2bMmKiTAeX2VcWKFUPaSujESiYhvvjii6Z69ephP4uUYsWKmVtvvdXMmTPHbgogRQiQLLZlyxbTq1evsBN+oMhVQIcOHcw333xjN43q+++/N4MHDzYtW7Z0bnXFY+bMmebmm282//Vf/xX2M0o5//zzzZAhQ8zevXvtpgCSiADJQrNnzza33HKL8y3ePhlLOe+888xLL71U6NtOqbJp0ybz1FNPmdNOOy3sZ5Zy/PHHm06dOpnvvvvObgogCQiQLLFnzx7niqBmzZphJ14pEiZytTBr1iy7qefIbbK3337bXHXVVWH/jkC5/PLLzbhx4wp8eA8gPgSIzy1ZssR07NjRHHfccWEnWSmnn3666dmzp9m8ebPdNCMsW7bMedNLZrzb/zYpp556qunevbvZuHGj3RRAnAgQH5Jv3WPHjjUNGjQIO6EGyjXXXGPeeecd37wWu3//fjNs2DBz0UUXhf1bpRQtWtQ0b97czJgxw24KQIkA8ZENGzaYbt26mfLly4edQKWULl3adO7c2Sxfvtxu6iufffaZad26dcT1t2R5+QEDBpgdO3bYTQHEgADJcDKJb/r06aZZs2bOt2z7ZCnl4osvNq+88oo5cOCA3TxhZFb5r7/+av9xWm3fvt306dPHnHnmmWG/Eymy3Pzdd99tFi5caDcFUAgESIaSpUL69+9vqlatGnZilCLLjtxxxx3miy++sJsmnNwyO/nkk80JJ5xgmjRp4ixrsmDBAs8EivwcMjv+uuuuM8ccc0zY70pKnTp1zOuvv24OHjxoNwcQAQGSYb766ivTtm1bZ+FC+yQo5ayzzjJ9+/Y1ubm5dtOkkSVG7J9DigSKXAF4yZo1a8zf/vY3U7Zs2bCfV4r8uRxfvXq13RSAhQDJAPKteOTIkaZ27dphJzwp8q1avvlPmTLFWe021eS5S6TbZzJvw4vkdypXHHLlYf/Mgd+pXLHIlYtXrqQAryFAPGzVqlWmS5cuzu0h+wQnRb4tP/LII2bt2rV205STWeDyLEZW161bt64bKLJLodfJMxB5FmJvwRso8gxFrqTkmQqAPxAgHiPfdt977z1z7bXXhp3IAkVO0KNGjfL0/fpAoMibYZlC3sqSt7PkLS37dy5F3uqSt7vkLS8ABIhnbNu2zTz77LOmUqVKYScuKfLtuF27dmbRokV2UySBzBeReSORbs3JfBOZdyLzT4BsRYCk2bx588xtt90Wcc7CueeeawYOHGh27txpN0UKyAx2mckuM9rt/zZSZAa8zISXGfFAtiFA0mDfvn1m6NChzoZL9glJiqw6e9NNN5kPP/zQboo0kVeVZW0tWWPL/u8VKLI2l6zRJWt1AdmAAEmhpUuXmvvuu895vdU++UipUKGCeeKJJ0xOTo7dFB4iq/3Kqr+y+q/931CKrBbco0cPZ/VgwM8IkCSTb6Pjx483DRs2DDvRBIockzqZ9M1VdgTM9l0B5UUB2YdE9iOx/5tKkStJ2cdE9jMB/IgASRK5injyySedqwr7xCJFrkLkakQ2XspEsu2s/Dtq1KjhbDolt3eyOVBkZ0TZITHSsyzZWVF2WJSdFgG/IEASTJ5btGjRIuLuefLcQ55/yHOQTCWvD0faMz04UJK59pZXSYjKnu2yd7v9u5EiuzxK+Mre70CmI0ASRO6Jy2q39glDinwrlTet5I0rP5DlVCLtChhcZMvcbCXzeWSJl8aNG4f9XgJFVk2WnR+BTEWAJMCkSZPCTg5SZE7HM88848zx8KMffvjBWeVXJtfZgSIPmPG7lStXmoceesiUKVMmrI/IkimyMCaQiQiQBLj99ttDTgoyi1xCJdvWUAoOFFlHCqHy8vLMiBEjTK1atUL6izwbATIRARInmeAn97UDJ4PnnnvOrgKEkVuagT4jz41kXxcg0xAgcZJZ4oETgSx6KN8ygWjkai14b5JZs2bZVQDPI0DiIN8azznnHPckIPtIAIXVqFEjt++0bNnSPgx4HgESB3llN3ACKFKkCJsQISYTJ050+4+89s3MdWQaAiQOsl5V4AQgD879TK62ZHvcTJot73VHjhwJmS/Ss2dPuwrgaQSIkqzSGjxZUPbw8LPZs2c7/87jjjvOmdsgS8/LvhgESnx69erl9qHTTz/dCRUgUxAgSrJMSWDgy451fn9l95577nH/vcGFQImPTLYsVqyY+/uU1XyBTEGAKMhJMniNK5ks6HfXX399xHWe7ECRFYVReLKGVuD3d/XVV9uHAc8iQBRknafAgJeTql9nmttkbStZWVYCokGDBhEDRfZpR+EFbg9KkVd7ly9fblcBPIkAUQheml1mXWerSIEis9ERm5o1a7p9qnPnzvZhwJMIkBjJ8uvB37b9skBiIgQCZd26dfYhRDF48GC3T8minJm8WjOyBwESI1l1NzDQZWl2IBH27NkTssMhV3HIBARIDGQHuuDtaIcNG2ZXAdQ6duzo9q2LL77YPgx4DgESA9kIKjDATzzxRG4zIKGWLFkScntUXosGvIwAicEFF1zgDm7Zjtbvli3LNdu2EZKpdPnll7t97I477rAPA55CgBTS3Llz3YEtr1ouXbrUruIrR4/+21x//Rhz6aXDTfPm40yvXnPMtGmrCJQkGzt2rNvPSpQoYbZv325XATyDACmk4P0brrzySvuw7yxYsMkJj/wKgZI8hw8fNqeeeqrb1/r06WNXATyDACmErVu3hkyaGz9+vF3FdyZP/sE0bfpWWHjkV4ID5cABljKJV/fu3d2+VrlyZd8vk4PMRYAUQu/evd0BLXt/Z9N6T5s27XHC5KmnZhcqUKQ+4rNhwwZTtGhRt89NmTLFrgJ4AgEShXz7q1SpkjuYe/ToYVfJKgUFymWXjXCenSB+zZo1c/sc+8vDqwiQKCZNmuQOZFm+PScnx66S1YIDpVOnqfZhKM2YMcPtd7JZ2Zo1a+wqQNoRIFHIUuWBgdyiRQv7MJAUsoFXtWrV3L7HApXwIgKkACtXrnRe2Q0MYlnnCUiV/v37u32vbNmy5uDBg3YVIK0IkAI8/PDD7gCuXr26860QSJUdO3aYUqVKuX1w1KhRdhUgrQiQCPLy8kyZMmXcwTto0CC7iu9s377fLFq02Rw+zGujXtG2bVu3D9atW9c+DKQVARLByJEj3YF77LHHml27dtlVfGfQoC+dt6nq1/+nad/+fTN8+CICJc2++uortx9KWbhwoV0FSBsCJIJLL73UHbTt2rWzD/uOvH573XVvhs3rIFDSr06dOm5flL3pAa8gQPIxf/78kG99ixcvtqv4zpYt+5yQkLCwA8QuBEpqvfbaayFXwzt37rSrAGlBgOSjTZs27oCtV6+efdjXJAwWL97ihEMsgTJgwBf2RyFB5HncySef7PbJgQMH2lWAtCBALD///LMpWbKkO1hHjx5tV8kqhQ2Uvn0/tZsigbp06eL2yXPOOYc3AuEJBIilX79+7kAtV64c795bIgXKW299Z1dFAq1evdqZkR7omx999JFdBUg5AiSIfKurWrWqO0i7du1qV4ElECg5OSyimGzXXnut2zdvuukm+zCQcgRIkOnTp7sDVL7trV271q4CpM17773n9k9Zl23jxo12FSClCJAgN954oztAmzRpYh8G0kpWhj7zzDPdPvrkk0/aVYCUIkD+Y926dSF7MEydmh0ry3744Rr28MggzzzzjNtHK1SokFV708B7CJD/6NatmzswZRe4o0eP2lV8Z8WKn9y3qJo0ecv06PGJszQ7geJd27ZtC9kdc9y4cXYVIGUIkN8cOnTIlC9f3h2Uffv2tav4kszdsF/HJVC8r3Xr1m5fbdiwoX0YSBkC5DdjxoxxB2SJEiVMbm6uXcWXBg9e4OxnbodHfoVA8Y558+a5/VXK999/b1cBUoIA+U2DBg3cwXjnnXfah31v27Z9Ztq0Vebvf5+rCpS9ew/bH4kku/DCC90+26lTJ/swkBJZHyDffvttyLe5zz//3K6SdWINlDVrdtgfgSQbNmyY22dPOOGE30J8r10FSLqsD5D27du7A/HPf/6zfRim4ECpXXu4OXToiN0ESbZv3z5z4oknun136NChdhUg6bI6QHbv3m2OP/54dxC++uqrdhXkIzhQ7r13in0YKXLfffe5ffeCCy6wDwNJl9UB8vLLL7sD8KSTTjL79++3qwCetXTpUnPMMce4fXju3Ll2FSCpsjpAzjvvPHfwPfDAA/ZhwPOuvPJKtw/fdttt9mEgqbI2QD755BN34Mm3uBUrVthVfGnBgk1m/vwcc/Agzy38YPz48W4/lgmGW7dutasASZO1AdKqVSt34F1zzTX2Yd9q2XK88/C7Xr0R5p57JpuhQ78iUDKYLGVy2mmnuX25d+/edhUgabIyQDZv3myKFSvmDroJEybYVXxp2bLcsFdwA4VAyVw9evRw+3KlSpWcRReBVMjKAHn66afdAVexYkVz5Eh2nCzl9tVf/zrNXH75yLAAsQuBkjlycnKc5d0DfXrSpEl2FSApsi5AJCwkNAKDTcIk2xw5ctQsWbLNjBz5NYHiEy1atHD7dOPGje3DQFJkXYDI7arAQJPbWHI7K9tpA+XZZ+fZH4U0mTlzptuv5aWQlStX2lWAhMu6AJEH5oGBJg/SEa6wgdKr1xy7KdJEtmOuXr2627cffvhhuwqQcFkVIPKqbvDEK3mVF9FFChT5//COQYMGuX27TJkyJi8vz64CJFRWBYhMFgwMMJlECJ1AoGzYsNs+hDTatWuXOfbYY90+PnLkSLsKkFBZEyCyTEnp0qXdwSXLmAB+065dO7ePX3rppfZhIKGyJkCGDx/uDixZQFEWUgT8ZvHixW4/lzJ//ny7CpAwWRMgslR7YFB16NDBPgz4Rr169dy+3qZNG/swkDBZESCySVTwtzLZRArwq9GjR7t9vWTJkubnn3+2qwAJkRUBItvUBgaUbF+bbezXbydOXG5XyVdwG2SOgwcPmnLlyrl9vl+/fnYV/Eeyxka045Fo26WL7wMkNzfXlChRwh1MY8aMsav4nj1IGjd+wxw48ItdLUymdWb8oWvXrm6fr1q1qjNPJBvt2nXQ/PjjLvuPXckaG9GOR6Jtly6+D5DnnnvOHUjly5c3hw4dsqv4nj1IpPzjHwvtamEyrTPjD2vXrjVFihRx+/706dPtKr6xc+dB57XyqVNXOkvtPP74x+b//u9dc9VVrzt9t23byGuD2eMiUWMj2vFItO3SxdcBcvToUVO5cmV3ED3++ON2laxgDxAp//3fI8327QXvwJhpnRmhmjRp4vb9G2+80T6cUXbsyDPffrvVTJ78gxkyZIHp1m2m+d//nWgaNvw9JAoqsQZIIsZGtOORaNuli68D5P3333cHUNGiRc369evtKlkhuFPeeedE93/37Dnbrhoi0zozQtn9f926dXYVT/nppwPm66+3mkmTVpjBgxeYrl1nmtatJ5grrngtpC/GWgobIIkcG9GOR6Jtly6+DpDrr7/eN9/A4hHcKRct2uz+7zp1XjU//PCTXd2VaZ0Zobx4Bb5lS66ZP3+lmTjxe/PSS/PNo49+5IREpPXWElEKGyCJHBvRjkeibZcuvg0Q+x7wBx98YFfJGnanfPjhGe7/79jxfav2H+x2yDx9+/Z1x0CqngFu3LjRWR34lVdeMY888oi56aabzIUXXmhKl65oypW7wlSp0t78+c8vhvSvZJbCBohI1NiIdjwSbbt08W2APProo+7Ayea3UITdKdet22Xq1h3h/tmnn26wWvzObofMk6y3EOV22EcffWT+8Y9/mC5dupjmzZub888/P+Tvskvx4mU9HyCJGhvRjkeibZcuvgwQ+z34F154wa6SVfLrlH36fOr+WatW483Ro+EBm187ZB7tPKg1a9aYGTNmmCFDhjjLw8ttYFmEtHjx4mHhUJiSCQEiEjE2oh2PRNsuXXwZIMEzcUuVKpX1M3Hz65TyVkvww8kJE5YFtfhdfu2QeSKtxCBX5atWrXJe8R08eLB58MEHTdOmTU2NGjVCtshNVMmUAEnE2LB/Bk3JBL4MkOCNdVgLKHJn/+c/F7t/nt8EqkjtkHmC14KrUKGCOffcc0OeEaaiZEqAiHjHhv0zaEom8F2AyCV3cKddsGCBXSXrROqUsq/59dePcY/JJKxgkdoh88gVhn1CT3XJpACJd2zYP4OmZAICJAsU1CllYlbgmEyg2rZtn3usoHbILARI/oLr2eIZG9GOR6Jtly6+CxDBLaxQBXVKeUB4++3vuMd79Phjm9+C2iGzcAsrf8H1bPGMjWjHI9G2SxdfBggP0UNF65Tz5+e4x2vXHm5WrPh9AlW0dsgMPETXBYjQjo1oxyOx2+Xk7DFvv73MdOnyofNGmDzcr1//n+bGG8c6gSZrgKWTLwOE13hD2Z0yP/ffP82t07797xOoCtMO3sdrvPoAEZqxEe14JHa74P8fqbz44pfWp6SOLwNEMJHwD3anzM/q1Tuc5RsC9ebOXV+odvA2JhLGHyCasRHteCR2u2bNxplnn51nPv547W9Xizuc5enlAb/8TH37fur+XLJ+WDr4NkBYyuQPdqeMpFevOW69li3HF7odvIulTOIPEBHr2Ih2PJJY240e/a1TV9YTSwffBohgMcXfFbZT5uYeMA0a5L+oHTIPiyn+XhIRILGOjWjHI4m13d69h5268lwkHXwdIPZy1iznHr1TDhu2MGyAFKYdvMfu/yznHi64XjSxjI1oxyOJtZ1spiV1/+d/RtuHUsLXAeLFb2DJsG/fYTN9+mrnvmh+YumUMuNWZt4WZpDA29hQ6veSqACJZWxEOx5JrO3GjFni1O3efZZ9KCV8HSDC71vayje2Jk3ecjqRTHaSb3G2WDvlxInLCzVI4F32M0C2tM1frH28sGMj2vFIYmm3du1O59bfZZeNcP53Ovg+QJL1Fkq6ySSn4cMXhbwdIiVdHQne0rVrV7fPZ/NbiPLW0o8/7rL/OONt3rzXXWrlrbe+sw+njO8DRGjfg/cqWVLhL3+ZHBIcsoeBvJEB2POg+vXrZ1dBBtuwYbdp2vT3uw4DBnxhH06prAiQSDNxM9Enn6wzV189KiQ8brjhrbTPSIV3BK/EULJkyaxficFPVq782X0OI/NA0i0rAkQErwXUoUMH+7DnHTp0xJlQFBwcUh57bKbzEB0IqFevntvXWQvOPxYv3uK+NPDcc58aL9yVzJoAGT58uDuojj/+eLN79267imfJ21W33PJ2SHDIO+nvvpue2afwrsWLF4dcbc+fP9+uggwkdx5kroeM/f79P7cPp03WBMj+/ftN6dKl3YH18ssv21U8SRZSk7ergsND3o3344NBxK9du3ZuH7/00kvtw8hA7723wn1ZRl5h9pKsCRDxwAMPuINLFoXzsj17DjkrcNq3rPr1+9wcPvyrXT2ljhw56jxzkYd58I5du3aZY4891u3jI0eOtKsgwwSWKpHy+uvf2IfTLqsCZMWKFeaYY45xB9gnn/yxvr+XyL3O4N3QpDRqNNpZxC0dAoExcuTX5q9/neYuOyH/H94xaNAgt2+XKVPG5OXl2VWQYewvkAWVn38OnwOWbFkVIOKaa65xB1mrVq3sw2klcztkuQR7bkeHDu+b7dv329WTJlJg2EUWmIM3yDyP4I3UZPl1ZD57zBVUCJAUmDBhgjvIihUrZjZv3mxXSYstW/aYe+4Jn9shJ3EJlmQqbGAEl3r1RjhvhcEbZPXbQL+Wq+yVK1faVYCEy7oAOXLkiKlYsaI72J5++mm7SspNnjzTXHRRJ1Or1svuCVp2HPvuu+121YTQBoYEnCwVIbu0yZ4E8I4WLVq4fbpx48b2YSApsi5AhIRGYLBJmEiopMOBAwdM+/btTdGiJU25cg1MtWqdnZO1rOWTjLkdCxZsIjB8KCcnJ2QL2kmTIq/9BCRSVgaI3LaS21eBASe3tVJtyZIlpmbNmu7PUKJEeVOlSgszceIiu2rCLFuWGxYUBEbm69Gjh9uPKlWqZH79Nb1v6SF7ZGWACHmAHhh08mA9lQYPHuwsMRH4+6XITPmVK9faVRMusJsageEPv/zyiznttNPcftS7d2+7CpA0WRsg8gpvYNDJQ0d5xTfZZE2iZs2ahQSH/N0PPvhgypaZl9tYBIZ/jB8/3u1LxYsXN1u3brWrAEmTtQEiZDJhYPDJJMNkmj17dsjDeymnnHKKmTp1ql0VKLQrr7zS7U+33XabfRhIqqwOEFnOJDD4TjrpJGe5k0STB/RPPPGEs6VocHg0atTIM68QIzMtXbo0ZGLs3Llz7SpAUmV1gMiCirKwYmAAvvrqq3aVuMge1PXr1w8JDnl4L7skyna7mUr2I5k2bZX5+9/nmnvvnWIfRorcd999br+64IIL7MNA0mV1gAh5jTYwCOVBdqLIvengxRulnH322Rm5OmpwYDRvPi7k7a3atYc7S80jtfbt22dOPPFEt28NHTrUrgIkXdYHiGwuFXySl82n4iFzO/7yl7+EfKaU1q1bmz179tjVPamgwMivrFmzw/4IJNmwYcPcvnXCCSeYvXv32lWApMv6ABGyzW1gMMr2t1rffPONqVGjRkhwyC2y119/3a7qKbEGhpQmTd4yPXp8YiZP/uG3k1fiJz2iYBdeeKHbxzp16mQfBlKCAPnNmDFj3MFYokQJk5uba1eJ6qWXXnLaBofHJZdc4uk1iQYPXqAKjE2bMuNKyq/mzZsX0s++//57uwqQEikNkOBOHwttu8KSORjly5d3/46+ffvaVSKSuR033HBDyM8ob8bIaqiHD3v7m/mAAV+EBQWB4X1yOzTQ1xo2bGgfBlImOWfkCLRBoG1XGLIM9owZM0zdunVDAkA25pF5GzJL/fHHH3e2Cs1P8PLwUiSIpk+fblfzpBUrfiIwMsy2bducCYOB/jZu3Di7CpAyiT8jF0AbBNp20bz//vvO64/Bn19QkS1CP/roo5DPCJ6MKKugZtpM4A8/XENgZJBnnnnG7W8VKlRwljIB0iWxZ+Qogk/GsdC2i0TmYMhVhR0QhS3B5LXc22+/3QwZMsS5mgGSRRZJPPPMM91++OSTT9pVgJRKzBm5kCKdhKPRtoukW7duIZ8pr0HKUia9evVy/6xIkSLmyy+/dJYgkWcitWvXTujPAMTqvffec/ugLN++ceNGuwqQUik9G2qDQNsuP7L2VPDnyQPwHTt+n8cgVxBVq1Z1j3Xt2jWk7ddff81mPZbDh3919nDPyeE2WLJde+21bt+86aab7MNAysV/Ro6BNgi07WwSEBdddJH7WTfeeGPYbad+/fq5x8uVK2cOHjwYcjzbBQJj+PBFpn379039+v90HsK/9dZ3dlUk0OrVq52r4kDftJ/FAekQ3xk5Rtog0LazBe8bLbetdu7caVdxXssN3qtj9OjRdpWsEikw7NK376d2UyRQly5d3D55zjnnhH3xAdIhvjNyjLRBoG1n+9vf/uZ+juzBEUmbNm3cevXq1bMP+1phAyO4SB2ZU4LkyMvLMyeffLLbJwcOHGhXAdIivjNyjIKDQFvicdlll7mfU9BcDXmzKvjvjDQHxE+2bNkXU2BIXQmZRYs2O6GD5Hnttdfcvijzk/K7cgbSIb4zcozsMNCUeJxxxhnu50Tbi0PmfATqtmvXzj7sO0eP/ttcd92bYWFBYKRfnTp13L54zz332IeBtInvjBwjOww0JR6lSpVyPyfaw/GRI0e6deVb365du+wqvjNo0JcEhsd89dVXIf1/4cKFdhUgbeI7I8dIGwTadrbgh+PRAkTuO5cpU8atP2jQILuK72zfvp/A8Ji2bdu6fVCW2wG8JL4zcoy0QaBtZwvekzzaLSwhCyIG6levXp03X5BSMj8p+Kp51KhRdhUgreI7I8dIGwTadrbgBRMLeogeIEuxB+85La8BA6nSv39/t++VLVs26lUzkGrxnZFjpA2CSO1kHwRZ00qWGZHXHOUWlSxuKEuV5PfMorCv8QaTmeeBNi1atLAPA0khV7vVqlVz+94jjzxiVwHSLrYzeZwiBUE0kdoF/7ldqlSpErYyrszeDRyX/aTzCxnbpEmT3Day/lBOTo5dJavJSr6yBPxTT802nTpNtQ9DSbYYCPQ7mYG+Zs0auwqQdrGdyeMUKQiiidROXm+UVXBlX/N9+/aZ7du3m3/961/usw55ABlMvtUFbwUq6wlFe64hK6BWqlTJbdOjRw+7SlYJDoymTd8Ked33sstGOK8DI37NmjVz+9x1111nHwY8IbYzeZwiBUE0sbb7+OOPnbqnnHKKfchMmTIl5PMkRKJdifTu3dutL9vWZtMeDAUFRn6FvUXit2HDBlO0aFG3z0mfBbyocGfkBIk1CAJibSdXI1JX5m/k59FHHw35TLmd9dBDD5kPPvjAeTtLHlZK2bJli5kzZ46z70Lww/Tx48fbH+k7EhqFCQwpsq96r15zzLRpq8yBA9kTrsnSvXt3t69VrlzZuQoGvKhwZ+QEiTUIAmJt9+mnnzp1I703LxtKyUPJ4M+NpVx55ZX2R/rOggWbwoIiv8DYtm2f3RRxOHz4sDn11FPdvtanTx+7CuAZhTsjJ0jwSTgWhW0n783L5b48QJcHj9Eu/WWDnpo1a4YFRLQiVyNLly61P85X5FnG9dePITBSbOzYsW4/k9ul8lwP8KqCz8gZwj7BSyhMnjzZrpYveYgut67kFpa8Dnz66ac7A1cmcMnD+EaNGpknnnjC2UwqeP/0++67z/4o31m2LJfASLHLL7/c7WN33HGHfRjwFF8GiDz7uPXWW8369evtqnEZOnSo+3fIcxN51gIkypIlS0L68WeffWZXATzFFwESkJuba7744gtz9913O7eZZC0rmU2eKHv37nU2ogoM8GHDhtlVALWOHTu6feviiy+2DwOe46sACfbCCy84A7F58+b2obh06tTJHeQypwRIhD179pjjjz/e7VuvvPKKXQXwHN8GyO7du52BKPuaJ5IsnxJ8m2HevHl2lax14ECemTVrrlm/foN9CFEMHjzY7VOlS5fm9igygm8DRPY2l8Eot5wSrWHDhu5gb926tX04awQC46mnepsrrrjaFC9egm/PSsFvA3bu3Nk+DHiSbwPk2WefdQbjFVdcYR+K27hx49zBXrx4cbNt2za7ii9FCgy7sPBfbGbPnu3+7uTZ3fLly+0qgCdlbIDI84fnn3/e2bFNZo8fOXLEuY/8+eefm3vvvdedOf7uu+/aTeMmS5lUqFDBHfTPPPOMXcV3mjZtHjEwgstxxx3nvPaMwpM3BgO/v6uvvto+DHhWxgaIfeKyi6wl9Nxzz9nNEkaWNwn8XWeeeabvl5uQvbjt37EUCQxZ8l6u+OS102xaJywRZLmcYsWKub/Pt99+264CeFbGBsiyZctMr169nIlXMuFPllqXuRny+qPcQ5aH3cm0ceNG5+8MDHyZ1e5ngdssBEZiSR8O9CGZxCpX0kCmyNgA8QJZyTcw+K+99lr7sK/IjH2ZY0NgJI6ExRlnnOH2oZ49e9pVAE8jQOLw4YcfuoNf1t5avXq1XQWIaOLEiW7/kavZTZs22VUATyNA4iDfys855xz3JCBb5gKFJeusBfpOy5Yt7cOA5xEgcRo4cKB7EpB92fPy8uwqQJgffvghZI+ZWbNm2VUAzyNA4rRz505n8cbAiSCZb37BP2677Ta3z9SoUSPq1sqAFxEgCXD77be7JwMp8kB90qRJvn+11ybfqmUWuszOZx/vcHJ1OmLECFOrVq2Q/vLiiy/aVYGMQIAkgIRF8AkhUCpVquRMMvTrTPXgwDjttNNC/u2yMCB+JytCy34zsjq03UfkNpYsuwNkIgIkQWSVXlkEzz5BSJHlTuSWhV8WXpTZ/3Zg5Fdkkly2kqtPWQVB5szYv5dAKV++vHnppZfspkDGIEASTF7tbdGiRcgkw+AiS7DIxlSZvNrqwYMHzUknnRT2b5Mi9/M7dOjgrBd24MABu6nvbd261fTu3TtkfkdwkedlstSO7HAJZDoCJElycnKc5U6C18wKLrJKsGyLm+wZ88kiJ0E7MOTkma3mzJnjrGklV5v2f2sp1atXd5517Nq1y24KZCwCJMlk5vb48eNDloC3ixyTOpk0y1vCIpsDQ8gOlUOGDDHnn39+2H9TKXIVevPNN5uZM2faTQFfIEBSaOnSpc5VR/C2uMFFrlZkJVu5eoF3fffdd84zr+AdBIOLPB/q0aMHM8vhewRIGsjzD3kOIs9D7JNP4JurrLMlz1PgDYcPH3Zu08ninfZ/r0C56qqrnNV0M+lKEogHAZJm8maWvKEV6d75ueee68x2lwmLSD1Zdbl79+7m1FNPDftvI0VWgL7//vud1aGBbEOAeITMFZEl0mXuiH2SklKqVCnTrl07s2jRIrspkmDGjBmmefPmzr4y9n8LKRdddJEZNmyY2b9/v90UyBoEiMfI/AHZW0Rms9snrUCpW7euGTVqlPM6rVfJA+bp06ebDRs22Ic8a8eOHWbAgAGmWrVqYb9zKXKVKJMmZR8UAASIp61atcp06dLFWaTRPplJKVu2rLP/+Nq1a+2mKRcIjK5duzoBF/jm/sYbb9hVPWfhwoXm7rvvdq7y7N+xFNlxsk+fPmb79u12UyCrESAZQK40Ro4caWrXrh12cpMiy2E0adLETJkyxRw9etRunnTdunWLeKvnqaeesqt7gvxOX3/9dVOnTp2wnznwO5X1vCZPnpx1a5oBhUWAZBhZRqRt27amZMmSYSc9KWeddZbp27evyc3NtZsmjSzZYf8cUuR1Zfnm7iVr1qxx9m2Rqzf755Uify7H2RwMiI4AyVCyAF///v1N1apVw06CUkqUKGHuuOMOZxvaZJNXXOU2mwSGXAn169fPLFiwwDPf3OXnkCsJuaII3oMjuMiViFyRePm5EuA1BEiGk30k5NlDs2bNIt5Guvjii51Vc5O5NtWPP/7omcAIkGcWcgUkzzDs34kUeeYhzz7kGQiA2BEgPiJvPMnzCFnl1T5ZSpHVgjt37myWL19uN/UVeUtK3paKNLdG3rKSt63krSsAegSID8ktpbFjx5oGDRqEnTwD5ZprrjHvvPOOOXLkiN08I8l8DJmXIfMz7H+rFLk6k3kdMr8DQGIQID63ZMkS07FjR3PccceFnVSlnH766aZnz55m8+bNdtOMIDPAZSa4zAi3/21SZAa5zCSXGeUAEosAyRJ79uwxgwcPNjVr1gw7yUopVqyYadmypZk1a5bd1HNkrSlZc0rWnrL/HYEia1bJ2lVyNQYgOQiQLDR79mxzyy23OKFhn3ilnHfeec5Oebt377abppWsbivzSiLthiir48oqubJaLoDkI0CymGw526tXL1OxYsWwk7EU2T1PNov65ptv7KZRyUZZcsUjVzU33HCDfTgmsp+G7KsRaZdH2Y9D9uWQ2fAAUocAgfMgfeLEiaZRo0ZhJ+dAqV+/vhkzZow5dOiQ3TyE3F6yA+mUU06xq0UlO/fJDn6yk5/9s0iRqyfZAVB2AgSQHgQIQqxYscI8+OCDEfc8lzB47LHHzPr16+2mrlatWoW1K+ztMNkrXLbLlasf+zOkyF7jsud4tu+GCHgBAYJ85eXlmeHDh5tatWqFncSlFClSxLk1NW3aNGcyYzCZ9S11ZMMseUNqwoQJBT7MlquaN99809SrVy/s7wmUxo0bO0um+OW1Y8APCBBE9eWXX5o777zTWR7FPrFLqVKlirN8yU8//eTUl9tYstRKNDJ7XVbvlasa+zOllClTxjz00ENm5cqVdlMAHkCAoNAkIJ5//nlTuXLlsJO9FFng8a677jLz58+3m7pkteCpU6eapk2bOlcx9mdIueSSS8yIESOcqyAA3kWAIGaaEEhE+ADwFgIEcQnchipXrlxYKEiRGeI1atSIuC7V2WefHXL7C0DmIECQEPIgXHYfLOhBeKAU9AAeQOYgQJBwgVdx7S1iA68Ar1u3zm4CIAMRIEgamQzYpk0bZ/n0p59+OuokRACZhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAq/w+rjEfhF1yp9gAAAABJRU5ErkJggg==)
| Product Number | 3H32-1-A7 |
| Synonyms | (1R,3R,5S)-9-Methyl-9-azabicyclo[3.3.1]nonan-3-amine |
| CAS | 76272-56-5 |
| MDL Number | MFCD07374273 |
| Molecular Formula | C9H18N2 |
| Molecular Weight | 154.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-A7
CAS: 76272-56-5
Molecule Weight: 154.257
Formula: C9H18N2
![exo-3-Amino-9-methyl-9-azabicyclo[3.3.1]nonane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB5NAAAeTQE9LVe3AAACE3pUWHRtb2xTb3VyY2UAAHicnZRtb5swEMe/ysmvFz8BBqKQqmo1bVK7F0un7d3kgJMiBVwZ8vTtdw5JGsaaSBMgn8/3+x++A0/udtUKNsY1pa0zIignYOrcFmW9zMiPl8+jhNxNJzkGYWDdZOS1bd/GjG23W5q/mkrvbE1zW5Fufbxryl7MNqDWLZnkXLBfz0+zAzMq66bVdW6Qaspxc3A+2Vy3h7f4IAWrtNuUNevCWeU2ndpvyf3N6a4pyPteHnDtHlFYlCsDC+sq3cJGcoo3/wRLUxunW1PAfI/ugIa49+nk+dHm68rULZpeocz1ata6dY6Oyq5MvkYxNL4+ZqQSBPS8mbXGGZsRjDKooFtb3Tun9+AtH6cFaAk6AB2CjkAr0DHoBHQKWnB8UMesjM/6sn8z+OrwDR56F86xVtJ3KAijECSNUhFAQHkaBiCoikWEA0+kPM2OayGNRCwgooKrEBRVIQ6dk8AeFUecpoorwJFHKC1oGqkYh0DFwdk7EjSMEwkjSbmKo/f5af1MewzLwM51mE7mti4uTCiLjMx98TDku1k08lgjAtYVxuEuvYAPvQRkHwj+Bnxk14vpl44+zoZSwUAqvJ477AO+j9eBqA/4rl8HVB+IbwLxAPiwHD9vlCMZSCXXc6d9IL0JCD4gvOv/uifEUEzcyD/8eP6NsItvlZ1+eDQHhwG7OCkYno/TP4PnmOZh64wcAAAztklEQVR4Xu3dC7zNVf7/8RlGLl1QIhUJRbqKxF/p4udBrhma6Oc3lCmMjDKNdBF+JIlUMpJR5JYiEdIYkcpdjXINud/vt4NOZv37fP32t73XPvvssz/7/t2v5+OxHo/Jd63vOWfP+n7f+3tZa/3GAACg8Bv7HwAAyAsCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQI4ubw4cOmbdu2pmLFiqZ3797m9OnTdhUAaYwAQcx988035tFHHzWFCxc2v/nNb9xy6aWXmqefftps3rzZbgIgDREgiAm5unjvvfdMzZo1A0Ijp5IvXz7TuHFjM3PmTPOf//zH3hWANEGAICo//vij6d69uylRokRQUEi56KKLTOXKlc15550XtE3K1VdfbQYOHGj2799v7xpAiiNAELGzZ8+aGTNmmEaNGjlXE3YoSLn11lvNyJEjTVZWltNGAuLll1825cqVC6orpVChQuaPf/yjWbx4sfXTAKQqAgR5FosQ0IQPgNREgCCsRYsWmTZt2piCBQsGneyllC9fPuA21E8//WQOHDhg7SWY7/aXPFy39ymlePHi5oknnjDr16+3mwJIAQQIciTf/keMGGGqVq0adGKXktuD8GnTpjl1brzxRvP444+byZMnmzNnzgTU8ScP4MeOHZvrA/h69eqZjz76yGRnZ9vNASQJAYIAa9euNV27djXFihULOolL8b2Ku2XLFrupq2XLlkHtjhw5YlfLke8V4CJFigTtQ8qVV15p+vbta3bv3m03BZBgBAicb/VTpkwxdevWDTph+0qtWrXMuHHjwg4GlNtXV1xxRUBbCZ1IySDE1157zVSqVCnod5FSoEAB84c//MHMnz/fbgogQQiQDLZr1y7Tp0+foBO+r8hVQIcOHcy3335rNw3r+++/N0OHDjUtWrRwbnVFY86cOeb3v/+9+d3vfhf0O0q5/vrrzZtvvmmOHTtmNwUQRwRIBpo3b5554IEHnG/x9slYynXXXWdef/31PN92SpQdO3aYF154wZQuXTrod5ZywQUXmE6dOpnvvvvObgogDgiQDHH06FHniqBKlSpBJ14pEiZytTB37ly7acqR22QffPCBufvuu4P+Dl+54447zMSJE3N9eA8gOgSIx61cudJ07NjRnH/++UEnWSmXX3656dWrl9m5c6fdNC2sXr3aedNLRrzbf5uUUqVKmWeffdZs27bNbgogSgSIB8m37gkTJpjatWsHnVB95d577zUffvihZ16LPXHihBk+fLi56aabgv5WKfnz5zfNmjUzs2fPtpsCUCJAPGTr1q2mR48epmTJkkEnUClFixY1Xbp0MWvWrLGbespXX31lWrduHXL+LZlefvDgwebgwYN2UwARIEDSnAzimzVrlmnatKnzLds+WUq5+eabzVtvvWVOnjxpN48ZGVX+888/2/+cVHv37jX9+/c3ZcuWDfpMpMh08w8//LBZtmyZ3RRAHhAgaUqmChk0aJCpUKFC0IlRikw78tBDD5mFCxfaTWNObpldfPHF5sILLzQNGzZ0pjVZsmRJygSK/B4yOr5Bgwbmt7/9bdBnJeW2224z7777rjl16pTdHEAIBEiaWbp0qWnXrp0zcaF9EpRy1VVXmQEDBph9+/bZTeNGphixfw8pEihyBZBKNm7caP7617+aSy65JOj3lSL/Lts3bNhgNwVgIUDSgHwrHjVqlKlevXrQCU+KfKuWb/7Tp093ZrtNNHnuEur2mYzbSEXymcoVh1x52L+z7zOVKxa5ckmVKykg1RAgKeyHH34w3bp1c24P2Sc4KfJt+amnnjKbNm2ymyacjAKXZzEyu26NGjXcQJFVClOdPAORZyH2Ery+Is9Q5EpKnqkA+BUBkmLk2+7HH39s6tevH3Qi8xU5QY8ePTql79f7AkXeDEsX8laWvJ0lb2nZn7kUeatL3u6St7wAECApY8+ePebFF180ZcqUCTpxSZFvx+3btzfLly+3myIOZLyIjBsJdWtOxpvIuBMZfwJkKgIkyRYsWGAefPDBkGMWrr32WvPqq6+aQ4cO2U2RADKCXUayy4h2+/8bKTICXkbCy4h4INMQIElw/PhxM2zYMGfBJfuEJEVmnb3//vvNZ599ZjdFksiryjK3lsyxZf//5SsyN5fM0SVzdQGZgABJoFWrVpnOnTs7r7faJx8pl112mXnuuefM9u3b7aZIITLbr8z6K7P/2v8fSpHZgnv27OnMHgx4GQESZ/JtdNKkSaZOnTpBJxpfkW1SJ52+ucqKgJm+KqC8KCDrkMh6JPb/p1LkSlLWMZH1TAAvIkDiRK4inn/+eeeqwj6xSJGrELkakYWX0pEsOyt/R+XKlZ1Fp+T2TiYHiqyMKCskhnqWJSsrygqLstIi4BUESIzJc4vmzZuHXD1PnnvI8w95DpKu5PXhUGum+wdKPOfeSlUSorJmu6zdbn82UmSVRwlfWfsdSHcESIzIPXGZ7dY+YUiRb6XyppW8ceUFMp1KqFUB/YssmZupZDyPTPFSr169oM/FV2TWZFn5EUhXBEgMTJ06NejkIEXGdPTr188Z4+FF69atc2b5lcF1dqDIA2acs379evPEE0+Y4sWLB/URmTJFJsYE0hEBEgOtWrUKOCnIKHIJlUybQ8k/UGQeKQTKysoyI0eONFWrVg3oL/JsBEhHBEiUZICf3Nf2nQxeeukluwoQRG5p+vqMPDeSdV2AdEOARElGiftOBDLpoXzLBMKRqzX/tUnmzp1rVwFSHgESBfnWeM0117gnAVlHAsirunXrun2nRYsW9mYg5REgUZBXdn0ngHz58rEIESIyZcoUt//Ia9+MXEe6IUCiIPNV+U4A8uDcy+RqS5bHTafR8qkuOzs7YLxIr1697CpASiNAlGSWVv/BgrKGh5fNmzfP+TvPP/98Z2yDTD0v62IQKNHp06eP24cuv/xyJ1SAdEGAKMk0Jb4DX1as8/oru4888oj79/oXAiU6MtiyQIEC7ucps/kC6YIAUZCTpP8cVzJY0Ovuu+++kPM82YEiMwoj72QOLd/nd88999ibgZRFgCjIPE++A15Oql4daW6Tua1kZlkJiNq1a4cMFFmnHXnnuz0oRV7tXbNmjV0FSEkEiIL/1Owy6jpThQoUGY2OyFSpUsXtU126dLE3AymJAImQTL/u/23bKxMkxoIvUDZv3mxvQhhDhw51+5RMypnOszUjcxAgEZJZd30HukzNDsTC0aNHA1Y45CoO6YAAiYCsQOe/HO3w4cPtKoBax44d3b51880325uBlEOAREAWgvId4BdddBG3GRBTK1euDLg9Kq9FA6mMAInADTfc4B7cshyt161evc/s2UNIJtIdd9zh9rGHHnrI3gykFAIkj7744gv3wJZXLVetWmVX8ZSzZ/9j7rtvnKlWbYRp1myi6dNnvpk58wcCJc4mTJjg9rOCBQuavXv32lWAlEGA5JH/+g133XWXvdlzlizZ4YRHToVAiZ8zZ86YUqVKuX2tf//+dhUgZRAgebB79+6AQXOTJk2yq3jOtGnrTKNG44PCI6fiHygnTzKVSbSeffZZt6+VK1fO89PkIH0RIHnQt29f94CWtb8zab6nHTuOOmHywgvz8hQoUh/R2bp1q8mfP7/b56ZPn25XAVICARKGfPsrU6aMezD37NnTrpJRcguU228f6Tw7QfSaNm3q9jnWl0eqIkDCmDp1qnsgy/Tt27dvt6tkNP9A6dRphr0ZSrNnz3b7nSxWtnHjRrsKkHQESBgyVbnvQG7evLm9GYgLWcCrYsWKbt9jgkqkIgIkF+vXr3de2fUdxDLPE5AogwYNcvveJZdcYk6dOmVXAZKKAMnFk08+6R7AlSpVcr4VAoly8OBBU7hwYbcPjh492q4CJBUBEkJWVpYpXry4e/AOGTLEruI5e/eeMMuX7zRnzvDaaKpo166d2wdr1KhhbwaSigAJYdSoUe6BW6RIEXP48GG7iucMGbLIeZuqVq1/mMce+8SMGLGcQEmypUuXuv1QyrJly+wqQNIQICFUq1bNPWjbt29vb/Ycef22QYOxQeM6CJTku+2229y+KGvTA6mCAMnB4sWLA771rVixwq7iObt2HXdCQsLCDhC7ECiJ9c477wRcDR86dMiuAiQFAZKDtm3bugdszZo17c2eJmGwYsUuJxwiCZTBgxfau0KMyPO4iy++2O2Tr776ql0FSAoCxHLgwAFTqFAh92AdM2aMXSWj5DVQBgz40m6KGOrWrZvbJ6+55hreCERKIEAsAwcOdA/UEiVK8O69JVSgjB//nV0VMbRhwwZnRLqvb/7zn/+0qwAJR4D4kW91FSpUcA/S7t2721Vg8QXK9u1Mohhv9evXd/vm/fffb28GEo4A8TNr1iz3AJVve5s2bbKrAEnz8ccfu/1T5mXbtm2bXQVIKALET5MmTdwDtGHDhvZmIKlkZuiyZcu6ffT555+3qwAJRYD8n82bNweswTBjRmbMLPvZZxtZwyON9OvXz+2jl112WUatTYPUQ4D8nx49ergHpqwCd/bsWbuK56xdu999i6phw/GmZ8/PnanZCZTUtWfPnoDVMSdOnGhXARKGAPnF6dOnTcmSJd2DcsCAAXYVT5KxG/bruARK6mvdurXbV+vUqWNvBhKGAPnFuHHj3AOyYMGCZt++fXYVTxo6dImznrkdHjkVAiV1LFiwwO2vUr7//nu7CpAQBMgvateu7R6Mbdq0sTd73p49x83MmT+Y//3fL1SBcuzYGXuXiLMbb7zR7bOdOnWyNwMJkfEB8u9//zvg29zXX39tV8k4kQbKxo0H7V0gzoYPH+722QsvvPCXED9mVwHiLuMD5LHHHnMPxFtuucXeDJN7oFSvPsKcPp1tN0GcHT9+3Fx00UVu3x02bJhdBYi7jA6QI0eOmAsuuMA9CN9++227CnLgHyiPPjrd3owE6dy5s9t3b7jhBnszEHcZHSBvvPGGewAWK1bMnDhxwq4CpKxVq1aZ3/72t24f/uKLL+wqQFxldIBcd9117sH3l7/8xd4MpLy77rrL7cMPPvigvRmIq4wNkM8//9w98ORb3Nq1a+0qnrRkyQ6zePF2c+oUzy28YNKkSW4/lgGGu3fvtqsAcZOxAdKyZUv3wLv33nvtzZ7VosUk5+F3zZojzSOPTDPDhi0lUNKYTGVSunRpty/37dvXrgLETUYGyM6dO02BAgXcg27y5Ml2FU9avXpf0Cu4vkKgpK+ePXu6fblMmTLOpItAImRkgPTu3ds94K644gqTnZ0ZJ0u5ffXnP880d9wxKihA7EKgpI/t27c707v7+vTUqVPtKkBcZFyASFhIaPgONgmTTJOdfdasXLnHjBr1DYHiEc2bN3f7dL169ezNQFxkXIDI7SrfgSa3seR2VqbTBsqLLy6wd4UkmTNnjtuv5aWQ9evX21WAmMu4AJEH5r4DTR6kI1heA6VPn/l2UySJLMdcqVIlt28/+eSTdhUg5jIqQORVXf+BV/IqL8ILFSjy30gdQ4YMcft28eLFTVZWll0FiKmMChAZLOg7wGQQIXR8gbJ16xF7E5Lo8OHDpkiRIm4fHzVqlF0FiKmMCRCZpqRo0aLuwSXTmABe0759e7ePV6tWzd4MxFTGBMiIESPcA0smUJSJFAGvWbFihdvPpSxevNiuAsRMxgSITNXuO6g6dOhgbwY8o2bNmm5fb9u2rb0ZiJmMCBBZJMr/W5ksIgV41ZgxY9y+XqhQIXPgwAG7ChATGREgskyt74CS5Wszjf367ZQpa+wqOfJvg/Rx6tQpU6JECbfPDxw40K6C/xOvYyPc9lC07ZLF8wGyb98+U7BgQfdgGjdunF3F8+yDpF6998zJkz/Z1YKkW2fGr7p37+72+QoVKjjjRDLR4cOnzI8/Hrb/2RWvYyPc9lC07ZLF8wHy0ksvuQdSyZIlzenTp+0qnmcfJFL+/vdldrUg6daZ8atNmzaZfPnyuX1/1qxZdhVPmzv3R3P33e86fbddu9Bzg9nHRayOjXDbQ9G2SxZPB8jZs2dNuXLl3IPomWeesatkBPsAkfL//t8os3dv7iswpltnRqCGDRu6fb9Jkyb25rT06acbzJtvLjE9eswxP/xw0N7smjFjvdt3Iw2QWBwb4baHom2XLJ4OkE8++cQ9gPLnz2+2bNliV8kI/p2yTZsp7v/u1WueXTVAunVmBLL7/+bNm+0qKWX//pO53m4ScovJ1ydXrNhlb3ZpAiSWx0a47aFo2yWLpwPkvvvu89w3MA3/Trl8+U73f99229tm3br9dnVXunVmBEqXK/CPPlrrTo/z5JOz7c0B4hkgsTw2wm0PRdsuWTwbIPY94E8//dSukjHsTikHqe+/O3b8xKr9K7sd0s+AAQPcYyDRzwBl8O5TTz1l7r//frN161Z7s2vs2JVuP0tmgIhYHRvhtoeibZcsng2Qv/3tb+6Bk8lvoQi7U27efNjUqDHS/bcvv8z54LbbIf3E6y1EuR22bt06+58D+H+BW7Mm9OuxqRQgsTo2wm0PRdsuWTwZIPZ78K+88opdJaPk1Cn79//S/beWLSeZs2eDAzandkg/sRwH9fLLL5vzzjvP2dfDDz9sbw6QjgEiYnFshNseirZdsngyQPxH4hYuXDjjR+Lm1CkPHswyd975jvvvkyev9mtxTk7tkH7CzcQgt7WGDh1qunbtaho1apTrPHE9evRw9+PVAInFseG/XVvSgScDxH9hHeYCCt3Z//GPFe6/5zSAKlQ7pB//ueBk+Vt/8gXLP2D27w/98DgTAkREe2z4b9eWdOC5AJk9e3bAwbBkyRK7SsYJ1SllXfP77hvnbpP1zv2Faof0I1cYvmNCFlU7efKku40ACe7j0R4b/tu1JR0QIBkgt045bdo6d5sMoNqz57i7Lbd2SC8ESM5y6+PRHBvhtoeibZcsngsQwS2sQLl1SnlA2KrVh+72nj1/XeY3t3ZIL9zCyllufTyaYyPc9lC07ZLFkwHCQ/RA4Trl4sXb3e3Vq48wa9eeO4GEa4f0wEN0XYAI7bERbnsodrvt24+aDz5Ybbp1+8x5I0we7teq9Q/TpMkEJ9Bkaelk8mSA8BpvILtT5uTxx2e6dR577NwAqry0Q+rjNV59gAjNsRFueyh2O///DlVee22RtZfE8WSACAYS/srulDnZsOGgM32Dr94XX2zJUzukNgYSRh8gmmMj3PZQ7HZNm040L764wPzrX5ucySNlenp5wC+/04ABX7q/19Spa609JYZnA4SpTH5ld8pQ+vSZ79Zr0WJSntshdTGVSfQBIiI9NsJtDyXSdmPG/Nup27r1ZHtTQng2QASTKZ6T1065b99JU7v2uUnt7IL0w2SK5+rFIkAiPTbCbQ8l0nbHjp1x6spzkWTwdIDY01kznXv4Tjl8+LKgAyQv7ZB67P7PdO7BIunjkRwb4baHEmm7Q4dOOXX/67/G2JsSwtMBki7fwKJ1/PgZM2vWBue+aE4i6ZQy4tb/IM1rO6QeFpQ613djFSCRHBvhtocSabtx487d/nv22bn2poTwdIAIry9p+803u385UYx3OpEMdpJvcbZIO+WUKWvydJAgddnPAFnSNmeR9vG8HhvhtocSSbtNmw45t/5uv32k87+TwfMBEq+3UJJNBjmNGLE84O0QKcnqSEgt3bt3d/t8Jr+FKG8thbstlo527jzmTrUyfvx39uaE8XyAiFi+B58KZEqFP/1pWkBwyBoG8kYGYI+DGjhwoF0FaWzr1iOmUaNzdx0GD15ob06ojAiQcCNx08nnn28299wzOiA8Gjcen/QRqUgd/jMxFCpUKONnYvCS9esPuM9hZBxIsmVEgAj/uYA6dOhgb055p09nOwOK/INDytNPz3EeogM+NWvWdPs6c8F5h7x1VqfOuec6L730pUmFu5IZEyAyqMl3UF1wwQW5zveTauTtqgce+CAgOOSddHl/HvC3YsWKgKvtxYsX21WQhuTOg4z1kGN/0KCv7c1JkzEBcuLECVO0aFH3wHrjjTfsKilJJlKTt6v8w0NGnXrxwSCi1759e7ePV6tWzd6MNPTxx2vdl2XkFeZUkjEBIv7yl7+4B9d1111nb04pR4+edmbgtG9ZDRz4tTlz5me7ekJlZ591nrnIwzykjsOHD5siRYq4fXzUqFF2FaQZ31QlUt5991t7c9JlVICsXbvWWUzHd4B9/vmv8/unErnX6b8ampS6dcc4k7glgy8wRo36xvz5zzPdaSfkv5E6hgwZ4vbt4sWLm6ysLLsK0oz9BTK3cuBA8BiweMuoABH33nuve5C1bNnS3pxUMrZDpkuwx3Z06PCJ2bv3hF09bkIFhl1kgjmkBhnn4b+Q2pNPPmlXQRqyj7ncCgGSAJMnT3YPsgIFCpidO3faVZJi166j5pFHgsd2yElcgiWe8hoYdpGxKEgNc+bMcfu1XGWvX7/ergLEXMYFSHZ2trniiivcg6137952lYSbNm2OuemmTqZq1Tfck7OsOPbdd3vtqjGhDQy71K8/1t41kkSWqfX16Xr16tmbgbjIuAAREhq+g03CREIlGU6ePGkee+wxkz9/IVOiRG1TsWIX58T8zDP/isvYjiVLdkQVGHaRJT5lgjkk1/bt283vfvc7t09PnRp67icgljIyQOS2ldy+8h1wclsr0VauXGmqVKni/g4FC5Y05cs3N1OmLLerxszq1fuCQiDaIiNjkVw9e/Z0+1GZMmXMzz8n9y09ZI6MDBAhD9B9B508WE+koUOHOlNM+H6+FBkpv379JrtqzNmrqUVbZNZTJM9PP/1kSpcu7fajvn372lWAuMnYAJFXeH0HnTx0lFd8403mJGratGlAcMjP7tq1a8KmmZfnHnYIRFNGj069d9MzyaRJk9y+dN5555ndu3fbVYC4ydgAETKY0HfwySDDeJo3b17Aw3spl156qZkxY4ZdNa527Toe9JpwNKVv3y/sH4EEuuuuu9z+9OCDD9qbgbjK6ACR6Ux8B1+xYsWc6U5iTR7QP/fcc86Sov7hUbdu3aS9QvzYY58EBYG2yL6QHKtWrQoYGPvFF4Q5EiujA0QmVJSJFX0H4Ntvv21XiYqsQV2rVq2A4JCH97JKoiy3myzTpq0LCgJtkRHzSI7OnTu7/eqGG26wNwNxl9EBIuQ1Wt9BKA+yY0XuTftP3ijl6quvTonZUU+cOBM0QaO2yKu8MtU8Euv48ePmoosucvvWsGHD7CpA3GV8gMjiUv4neVl8KhoytuNPf/pTwD6ltG7d2hw9etSunjQy1sQOA23ZuPGgvXvE2fDhw92+deGFF5pjx47ZVYC4y/gAEbLMre9glOVvtb799ltTuXLlgOCQW2TvvvuuXTXpvvpqa1AQaMu8eZvt3SPObrzxRrePderUyd4MJAQB8otx48a5B2PBggXNvn377Cphvf76605b//C49dZbU3ZOop9/PusujRltee+9lfbuEUcLFiwI6Gfff/+9XQVIiIQGiH+nj4S2XV7JGIySJUu6P2PAgAF2lZBkbEfjxo0Dfkd5M0ZmQz1zJvbTkcTS4MELg8JAU2SpXSSO3A719bU6derYm4GEic8ZOQRtEGjb5YVMgz179mxTo0aNgACQhXlk3IaMUn/mmWecpUJz4j89vBQJolmzZtnVUtLatfuDwkBTOnVK7FiWTLZnzx5nwKCvv02cONGuAiRM7M/IudAGgbZdOJ988onz+qP//nMrskToP//5z4B9+A9GlFlQ020ksL3WuqY0bjze3i3ipF+/fm5/u+yyy5ypTIBkie0ZOQz/k3EktO1CkTEYclVhB0Reiz95LbdVq1bmzTffdK5m0o1MRWIHQqRFRrYne5ndTCCTJJYtW9bth88//7xdBUio2JyR8yjUSTgcbbtQevToEbBPeQ1SpjLp06eP+2/58uUzixYtcqYgkWci1atXj+nvkCpkpcNYTG3y44+H7V0jxj7++GO3D8r07du2bbOrAAmV0LOhNgi07XIic0/5708egB88eG4cg1xBVKhQwd3WvXv3gLbffPONJxfrkWcYdiBEWpK1XnsmqV+/vts377//fnszkHDRn5EjoA0CbTubBMRNN93k7qtJkyZBt50GDhzobi9RooQ5depUwHYv+uST9UGBEGkZP/47e7eIoQ0bNjhXxb6+aT+LA5IhujNyhLRBoG1n8183Wm5bHTp0yK7ivJbrv1bHmDFj7CqeI6sKRrtK4YABX9q7RQx169bN7ZPXXHNN0BcfIBmiOyNHSBsE2na2v/71r+5+ZA2OUNq2bevWq1mzpr3Zk55/fm5QKERSOneeae8SMZKVlWUuvvhit0+++uqrdhUgKaI7I0fIPwi0JRq33367u5/cxmrIm1X+PzPUGBAvWbhwe1AoRFKaNWM8Qry88847bl+U8Uk5XTkDyRDdGTlCdhhoSjSuvPJKdz/h1uKQMR++uu3bt7c3e87Zs/8xDRqMDQqGvJYaNUaa7OzkTVHvZbfddpvbFx955BF7M5A00Z2RI2SHgaZEo3Dhwu5+wj0cHzVqlFtXvvUdPuz911SHDFkUFAyRlK1bj9i7RJSWLl0a0P+XLVtmVwGSJrozcoS0QaBtZ/N/OB4uQOS+c/Hixd36Q4YMsat4zvr1B4JCIZLy9deMS4i1du3auX1QptsBUkl0Z+QIaYNA287mvyZ5uFtYQiZE9NWvVKlSRrz50qrVh0HBkNfy/vvMChtLMj7J/6p59OjRdhUgqaI7I0dIGwTadjb/CRNze4juI1Ox+685La8Be93YsSuDgiGv5ZVXoluMC4EGDRrk9r1LLrkk7FUzkGjRnZEjpA2CUO1kHQSZ00qmGZHXHOUWlUxuKFOV5PTMIq+v8fqTkee+Ns2bN7c3e86+fSfVU5t06RI+lJE3crVbsWJFt+899dRTdhUg6SI7k0cpVBCEE6qd/7/bpXz58kEz48roXd92WU86p5CxTZ061W0j8w9t377druI5MqbDDoe8lObN37d3BSVZYsDX72QE+saNG+0qQNJFdiaPUqggCCdUO3m9UWbBlXXNjx8/bvbu3Wvef/9991mHPID0J9/q/JcClfmEwj3XkBlQy5Qp47bp2bOnXcVzZs78ISgc8lJuv32k8zowote0aVO3zzVo0MDeDKSEyM7kUQoVBOFE2u5f//qXU/fSSy+1N5np06cH7E9CJNyVSN++fd36smyt19dgyMrKNnfe+U5QQOSl7Nhx1N4dIrR161aTP39+t89JnwVSUd7OyDESaRD4RNpOrkakrozfyMnf/va3gH3K7awnnnjCfPrpp87bWfKwUsquXbvM/PnznXUX/B+mT5o0yd6l5/TqNS8oHPJSFi3y/i2+eHv22WfdvlauXDnnKhhIRXk7I8dIpEHgE2m7L7/80qkb6r15WVBKHkr67zeSctddd9m79JwlS3YEhUNeygcfrLZ3hQicOXPGlCpVyu1r/fv3t6sAKSNvZ+QY8T8JRyKv7eS9ebnclwfo8uAx3KW/LNBTpUqVoIAIV+RqZNWqVfbuPEWeZdx337iggAhXBg9eaO8KEZgwYYLbz+R2qTzXA1JV7mfkNGGf4CUUpk2bZlfLkTxEl1tXcgtLXge+/PLLnQNXBnDJw/i6deua5557zllMyn/99M6dO9u78pw33lgSFBC5lVtvHW66ds3b546c3XHHHW4fe+ihh+zNQErxZIDIs48//OEPZsuWLXbVqAwbNsz9GfLcRJ61eNmmTYeCQsIOjFtuGWJuvHGAuf763qZy5Wd+uWoZYO8GebRy5cqAfvzVV1/ZVYCU4okA8dm3b59ZuHChefjhh53bTDKXlYwmj5Vjx445C1H5DvDhw4fbVTznv/97Sq6Bce21T5oKFf5srr76EVO27H+b8uVb8SqvUseOHd2+dfPNN9ubgZTjqQDx98orrzgHYrNmzexNUenUqZN7kMuYEq8bN+6bXAPjyitbmNKlG5tSpf7LlChxp7n44tvMtm277N0gjKNHj5oLLrjA7VtvvfWWXQVIOZ4NkCNHjjgHoqxrHksyfYr/bYYFCxbYVTxl//5jv4TG47kGRtGiN/1yZXatKVLkKlOoUCkzd+58ezcIY+jQoW6fKlq0qOdvj8IbPBsgsra5HIxyyynW6tSp4x7srVu3tjd7Tps2vXMNjAIFipn8+WWq/HNjZfj2HDn/twG7dOlibwZSkmcD5MUXX3QOxjvvvNPeFLWJEye6B/t5551n9uzZY1fxlMmTP801MOzCxH+RmTdvnvvZybO7NWvW2FWAlJS2ASLPH15++WVnxTYZPZ6dne3cR/7666/No48+6o4c/+ijj+ymUZOpTC677DL3oO/Xr59dxVOysk6Z4sVLhgwMu8j0MMg7eWPQ99ndc8899mYgZaVtgNgnLbvIXEIvvfSS3SxmZHoT388qW7as56ebkLW47c84VJHxMsgbmS6nQIEC7mf3wQcf2FWAlJW2AbJ69WrTp08fZ+CVDPiTqdZlbIa8/ij3kOVhdzxt27bN+Zm+A19GtXuZ/22WcEXG4YSb5RjnSB/2fW4yiFWupIF0kbYBkgrkVo3v4K9fv7692VMkEK666qqgsAhVMmHdlGhJWFx55ZXuZ9arVy+7CpDSCJAofPbZZ+7BL3Nvbdiwwa7iKf6zxIYrcsWC3E2ZMsX9vORqdseOHXYVIKURIFGQb+XXXHONexKQJXO9bO3atUFBEaqMHDnSbg6LzLPm+7xatGhhbwZSHgESpVdffdU9Cci67FlZWXYVT5FVIO2wyKk8/fTTdlP4WbduXcAaM3PnzrWrACmPAInSoUOHnIfGvhNBPN/8SgVvvPFGUFjkVPhGnbsHH3zQ/awqV67MSwdISwRIDLRq1Srg5CkP1KdOnerJV3tlwkr/105DlVtuucVumvHk6lRu7VWtWjXgs3rttdfsqkBaIEBiQMLCPoFKKVOmjDPI0Gsj1Zs0aRL0t9pFJgbEOTIjtKw3I7ND25+T3MaSaXeAdESAxIjM0iuT4NknCCky3YncsvDKxIsy2M3+G3MqMkguU8nVp8yCUK9evaDPxVdKlixpXn/9dbspkDYIkBiTV3ubN28eMMjQv8gULLIwVTrPtnrq1ClTrFixoL/NLl4JzEjs3r3b9O3bN2B8h3+R52Uy1Y6scAmkOwIkTmQgnUx34j9nln+RWYJlWdx4j5iPFzkJ2n+TXd599127mWfNnz/fmdNKrjbtz0FKpUqVnGcdhw8ftpsCaYsAiTOZeHHSpEkBU8DbRbZJHambLuTqwv477CJryXuZrFD55ptvmuuvvz7ob5ciV6G///3vzZw5c+ymgCcQIAm0atUq56rDf1lc/yJXK3LSTYdpQOS10/Llywf9Df5FvpF70Xfffec88/JfQdC/lC5d2vTs2ZOR5fA8AiQJ5PmHPAeR5yH2yUeKfHOVebbkeUoqe+GFF4J+d/9SrVo1u0naOnPmjLMOjEzeaf+dvnL33Xc7Lxik05UkEA0CJMnkVpC8oRXq3vm1117rjHaXAYup5ocffggYTW0XeSst3cmsyzIHWKlSpYL+PikyA/Tjjz/uzA4NZBoCJEXIWBFZRVHGjtgnKSmFCxc27du3N8uXL7ebJlWtWrWCflf/IgMP09Hs2bNNs2bNnHVl7L9Jyk033WSGDx9uTpw4YTcFMgYBkmJk/ICsLSKj2e2Tlq/UqFHDjB492nmdNtn+/ve/B/1+/mXhwoV2k5R18OBBM3jwYFOxYsWgv0OKXCW2bt3afPXVV3ZTICMRIClMbhF169bNmaTRPplJueSSS5z1xzdt2mQ3TRgZRR3q9puU9957z26ScpYtW2Yefvhh5yrP/v2lyIqT/fv3N3v37rWbAhmNAEkDcqUxatQoU7169aCTmxR5DtGwYUMzffp0c/bsWbt53MnASft38hV50J6K5DOVcSqhZheWz7RBgwZm2rRpnpzTDIgFAiTNLF261LRr184UKlQo6KQnRVYNHDBgQEKfPciUHfbv4SsPPfSQXT2pNm7c6KzbIldv9u8qRf5dtnt9cTAgFgiQNCW3jgYNGmQqVKgQdBKUUrBgQefknYhnEPKKa6jbbPK8JtnkCkKuJOSKItRbY3IlIlckqfBcCUgXBEiakwF9s2bNMk2bNg35xtDNN99s3nrrLXPy5Em7eczIwDr750qRYEkWeWYhzy7kGYb9e0mRZx7y7EOegQCIHAHiIVu3bjU9evRwZnm1T5ZSZFxGly5dzJo1a+ymUZMrHfvn+Yq83ZRI8paUvC0V6uG+vGUlb1sl+vcCvIYA8SC5pTRhwgRTu3btoJOnr9x7773mww8/NNnZ2XZzNf/14f3LkiVL7KoxJ+MxZFyGjM+wf74UuTqTcR0yvgNAbBAgHrdy5UrTsWNHc/755wedVKVcfvnlplevXmbnzp1204j16dMnaP9Sxo8fb1eNGRkBLiPBZUS4/XOlyAhyGUkuI8oBxBYBkiGOHj1qhg4daqpUqRJ0kpUiy9TKOuZz5861m+aZjEfJ6SG1BEssyVxTMueUzD1l/yxfkTmrZO4quRoDEB8ESAaaN2+eeeCBB0KubX7dddc5K+UdOXLEbhpWTpMN/s///I9dTUVmt5VxJTLbrf0zpMjsuPIwX2bLBRB/BEgGkyVn5ergiiuuCDoZS5HV8zp06GC+/fZbu2lII0aMCNqPzJcVDVlPQ9bVCLXKo6zHIetyyPocABKHAIHzIH3KlCmmbt26QSdn/xAYN26cOX36tN08gKy4Zw9yvPTSS+1qYcl+ZAU/WcnP/l2kyNWTrDciKwECSA4CBAHWrl1runbtGnLNcwmDp59+2mzZssVu6mrZsmVQu7zeDpO1wmW5XLn6sfchRdYalzXHZe1xAMlFgCBHWVlZzu2oqlWrBp3EpeTLl880btzYzJw50xnM6E9Gfdv1c5uGXq5qxo4da2rWrBnUzlfq1avnTJkSy9eOAUSHAEFYixYtMm3atHGmR7FP7FJkaduBAwea/fv3O/XlLakSJUoE1Hn//fetvRrz448/mu7duztXNfY+pRQvXtw88cQTZv369XZTACmAAEGeSUC8/PLLply5ckEneyny7OOPf/yjWbx4sTM2w39bv379nH3IbMEzZswwjRo1cq5i7H1IufXWW83IkSOdqyAAqYsAQcTyEgL2w+9WrVrlOXwApAcCBFHx3Yayb1nZJVTQXH311QG3vwCkDwIEMSEPwmX1wdwehPuHSagH8ADSBwGCmPO9ipvTeBB5BXjz5s12EwBpiABB3MhgwLZt2zrTp/fu3TvsIEQA6YUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKv8fQ6LBS5t+KowAAAAASUVORK5CYII=)
PN: 3H32-1-C7
CAS: 76272-41-8
Molecule Weight: 154.257
Formula: C9H18N2
![9-Methyl-9-aza-bicyclo[3.3.1]non-3-ylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB5NAAAeTQE9LVe3AAAB+3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF78BBqKQqmo1aVK7D2sr7dvkgJMigV0Z8vbvd06aNCgbEUY+n+85cy9mdrdrG9gY39XOFkRQTsDY0lW1XRXk7fX7JCN381mJRmhou4K89/3HlLHtdkvLd9PqnbO0dC057k93XT2w2UbU+RWTnAv2+/np5cBMatv12pYGqa6edgflkyt1f/iK/xzBWu03tWVHc9b6zdHbH8nD4HTXVeQrlgfcu0cUlnVjYOl8q3vYSE5x8G+wMtZ43ZsKFntURzTG2Oez50dXrltjexSDh7rUzUvv1yUqWteYco3OUPjxWJBWIKB71957r/cQpKDWArQEHYGOQSegFegUdAY6By04vgJz3JhwyOv+w+CXwk94GDy4xtTIUJAoTmKQNMlFBBHleRyBoCoVCU48k/K0+tyLaSJSAQkVXMWgqIpxOioJ7NHjhNNccQU48wRdC5onKsUpUml01k4EjdNMwkRSrtLka33aP9MBwzSwcx7ms4Wz1YUIdVWQBR4fTH6ZZSc/c0TA+cp4jDI4CKaXgBwCIaPjQDQEQv7HgXgIhGqNA8kQCLUdB9QQCJ0wDqRXQd8AsiEQGm0cyIdAaMtxQPAhcejiG4i4RsQNRF5V798Iu+gudrqRKF7dVnZxlRn+wOZ/AS9Wdg8x+Y6HAAAvzklEQVR4Xu3dD9RM1f7H8Rv5VwmRf0WEREUqrq6uit+zuEJJJa1WhMJCf1QqJVkkSdSVi1yhxFUhQkpSUrmkrhIJEflb/vMgufvX93TnNLPnGTPzfebPmTnv11p7rXL2nucx9jmfObPP3vtPBgAAhT/ZfwAAQCwIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgSJq9e/eaa665xpx55pmmS5cu5ujRo3YVABmMAEHCffHFF+auu+4yRYsWNX/605/ccvbZZ5uHH37YbNy40W4CIAMRIEgIubt45ZVXTMOGDUNCI69SoEAB07JlSzN37lzz3//+134pABmCAEG+fP/996ZPnz6mTJkyYUFhh4b9Z1KqVq1qhg4dan766Sf7pQF4HAGCuJ04ccLMmTPHXHfddRGD4bLLLnO+sgr8/8iRI80zzzxjqlSpElZXinzddccdd5ilS5faPw6ARxEgiJncJcQaAj/88EPIMblTEbGGz7hx40xubq71GwDwEgIEUX322Wfm9ttvN0WKFAm72Es5//zzw76GkvGQwPHzzjvvjxcLEvj6K/hOJbiUKlXK3HfffWbt2rV2UwAeQIAgT/Lpf+zYsaZevXphF3Yp0QbCO3Xq5Nbt0KGDfTiEDMC/+uqrJx2Az8nJMTNmzDDHjx+3mwNIEwIEIdasWWPuvfdeU7JkybCLuJTAo7ibNm2ym4aQu5JAmwkTJtiHIwo8AnzaaaeF/Wwp5557rhk4cKDZvn273RRAihEgcD7VT58+3TRt2jTsgh0oV155pZk8eXJMkwEjjX/EQyYhPv/886ZmzZphv4uUQoUKmVtuucV8+OGHdlMAKUKA+Ni2bdvMgAEDzDnnnBN2gZYidwFdu3Y1X375pd30pGIZ/4jHggULzI033mhOPfXUsN9RykUXXWRefPFFc+DAAbspgCQiQHxo0aJF5uabb3Y+xdsXYym1atUyL7zwgtm3b5/dNCbxjH/E48cffzRPPPGEqVChQtjvLOWMM84w3bt3N1999ZXdFEASECA+sX//fmcuRu3atcMuvFIkTNq2bWsWLlxoN42bdvwjVr/88ot5/fXXnXW27L9HoFx11VVm6tSp5tixY3ZzAAlCgGS5lStXmm7dupnTTz897CIrpWLFiqZ///5m69atdlOVRIx/xOObb74xPXv2dBZstP9uUsqVK2f69u1rNm/ebDcFkE8ESBaST91TpkwxjRo1CrugBkqTJk3MG2+8kfDHYhM9/hGrQ4cOmdGjR5s6deqE/V2lFCxY0Fx//fVm/vz5dlMASgRIFpFP/4888ogpW7Zs2AVUSokSJUyvXr3M6tWr7aYJk6zxj3gsWbLEtG/f3hQuXDjsPZBSvXp189xzz5ndu3fbTQHEgQDJcDKJb968eaZ169bOp2z7Yimlbt26ZsyYMebw4cN284RL9vhHPHbu3GkGDx5sKleuHPaeSClWrJi58847zfLly+2mAGJAgGSon3/+2QwbNsxUq1Yt7MIoRZYdue2228ynn35qN02aVI9/xOrXX381s2bNMs2bNzennHJK2HslpX79+k7gHTlyxG4OIAICJMMsW7bMdOzYMWyzpkCRcYchQ4aYXbt22U2TLl3jH/FYv369eeCBB0zp0qXD3jsp8udyfN26dXZTABYCJAPIp+Lx48ebK664IuyCJ0U+Vbdo0cLMnj3bWe02Xbww/hEreU/ljkPuPOz3M/Ceyh2L3LnIHQyAcASIh3333Xemd+/e5qyzzgq7wEmRT8sPPvig2bBhg900Lbw0/hEPGQORsRAZE7HfYykyhiJjKTKmAuAPBIjHyKfdt956yzRr1izsQhYoDRo0MBMnTvTU9/VeHf+IhzyVJU9nyVNa9nsuRZ7qkqe75CkvAASIZ+zYscM89dRTplKlSmEXLiny6bhz587m888/t5t6QiaMf8RD5ovIvJFIT7bJfBOZdyLzTwC/IkDSbPHixaZdu3YR5yxccMEFZvjw4WbPnj12U0/JpPGPeMgMdpnJLjPa7X8bKTIDXmbCy4x4wG8IkDQ4ePCgGTVqlLnkkkvCLkhSZNXZG264wbz77rt2U8/K1PGPWMnsfllbS9bYsv+9AkXW5pI1umStLsAPCJAUWrVqlenRo4cpXrx42MVHSvny5c1jjz1mtmzZYjf1tGwY/4iHrPYrq/7K6r/2v6EUWS24X79+zurBQDYjQJJMPo1OmzbNNG7cOOxCEyhyTOpk6ifXbBv/iJXsPyL7kMh+JPa/qRS5k5R9TGQ/EyAbESBJIncRjz/+uHNXYV9YpMhdiNyNfP3113bTjJOt4x/xkJ0RZYfESGNZsrOi7LAoOy0C2YIASTAZt2jTpk3E3fNk3EPGP2QcJFtk+/hHPGSvdtmzXfZut//tpcguj7Lnu+z9DmQ6AiRB5DtxWe3WvmBIkU+l8qSVPHGVbfw2/hErmc8zY8YMk5OTE9YfAkVWTZadH4FMRYAkwMyZM8MuDlJkTsegQYOcOR7Zyq/jH/FYu3atue+++0ypUqXC+ogsmSILYwKZiABJgFtvvTXkoiCzyCVU/LCGEuMfscvNzTXjxo0z9erVC+kvMjYCZCICJJ9kgp98rx24GDz99NN2lazG+IeOfKUZeN8uvPBCZ18XINMQIPkks8QDFwJZ9FA+ZfoF4x963377bcjeJAsXLrSrAJ5HgOSDfGqsUaOGexGQfST8hPGP/GnatKn7/rVt29Y+DHgeAZIP8shu4AJQoEAB321CxPhH/kyfPt19/+Sxb2auI9MQIPkg61UFLgAycO43jH/kz/Hjx0Pmi/Tv39+uAngaAaIkq7QGTxaUPTz8hPGPxBgwYID7HlasWNEJFSBTECBKskxJ4MSXHev88MhusNdee8MULlzKFCxYzFSpUtU+jBht27bNFCpUyO1LspovkCkIEAVZ9DB4jSuZLOg3vXoNNCVL1jXFi9c0d9/tr4cHEk3W0Ar0pWuvvdY+DHgWAaIg+0IETnhZpiSbZ5pH8pe/9DAVK7Yy5crl/PZ+zLMPIw6LFi1y+5M82rt69Wq7CuBJBIhC8NLsske232zbttdccEFvU716D1O1amezefMuuwriVLt2bbdP9erVyz4MeBIBEidZfj1wokvJxgUSo5k7d6259NLnTZ06z5icHJbhSISRI0e6fUoW5cym1ZqRvQiQOMmqu4ETXZZm96MBAz40l18+1in9+y+yD0Nh//79ITscjhkzxq4CeA4BEgfZgS54O9rRo0fbVXyhdeupboDMnr3WPgylbt26uX2rbt269mHAcwiQOMhGUIET/Mwzz/Tl1wzbtx90w0PK1q0H7CpQWrlyZcjXo0uWLLGrAJ5CgMTh4osvdk9u2Y7Wj+bO/c4Nj5YtX7MPI5+uuuoqt4/ddttt9mHAUwiQGH300UfuiS2PWq5atcqu4guMfyTXlClT3H5WpEgRs3PnTrsK4BkESIyC92+4+uqr7cO+wfhHch07dsyUK1fO7WuDBw+2qwCeQYDEYPv27c6EwcBJPW3aNLuKLzD+kRp9+/Z1+1qVKlV8t0wOMgcBEoOBAwe6J3SFChWcpUz8iPGP1JCFKgsWLOj2udmzZ9tVAE8gQKKQT3+VKlVyT+Z+/frZVXyD8Y/Uad26tdvnmjdvbh8GPIEAiWLmzJnuiSzLt2/ZssWu4huMf6TO/Pnz3X4nm5WtX7/ergKkHQESRU5Ojnsit2nTxj7sG4x/pJZsl1y9enW37z344IN2FSDtCJCTWLt2rfPIbuAkXrBggV3FNxj/SL1hw4a5fa906dLmyJEjdhUgrQiQk7j//vvdE7hmzZrOp0K/Yvwj9Xbv3m2KFSvm9sGJEyfaVYC0IkAiyM3NNaVKlXJP3hEjRthVfIXxj/To2LGj2wcbNGhgHwbSigCJYPz48e6Je9ppp5m9e/faVXyD8Y/0WbZsmdsPpSxfvtyuAqQNARLB5Zdf7p60nTt3tg/7CuMf6VW/fn23L3bq1Mk+DKQNAZKHpUuXhnzqW7FihV3FVxj/SK+XX3455G54z549dhUgLQiQPHTo0ME9YRs2bGgf9h3GP9JLxuPOOusst08OHz7crgKkBQFi+fnnn03RokXdk3XSpEl2FV9h/MMbevfu7fbJGjVq+PqJQHgHAWIZOnSoe6KWKVPG98/eM/7hDevWrXNmpAf65nvvvWdXAVKOAAkin+qqVavmnqR9+vSxq/gO4x/e0axZM7dv3nDDDfZhIOUIkCDz5s1zT1D5tLdhwwa7iu8w/uEdb731lts/ZV22zZs321WAlCJAgrRq1co9QVu0aGEf9h3GP7xFVoauXLmy20cff/xxuwqQUgTI/2zcuDFkD4Y5c+bYVXyH8Q/vGTRokNtHy5cv79u9aeANBMj/PPLII+6JKbvAnThxwq7iO4x/eM+OHTtCdsecOnWqXQVIGQLkN0ePHjVly5Z1T8ohQ4bYVXyJ8Q9vat++vdtXGzdubB8GUoYA+c3kyZPdE7JIkSJm165ddhXfYfzDuxYvXuz2Vylff/21XQVICQLkN40aNXJPxttvv90+7EuMf3jbJZdc4vbZ7t2724eBlPB9gPznP/8J+TT3ySef2FV8ifEPbxs9erTbZ4sXL24OHOAOEann+wC5++673RPx0ksvtQ/7FuMf3nbw4EFz5plnun131KhRdhUg6XwdIPv27TNnnHGGexK+9NJLdhVfYvwjM/To0cPtuxdffLF9GEg6XwfI3//+d/cELFmypDl06JBdxZcY/8gMq1atMqeccorbhz/66CO7CpBUvg6QWrVquSffPffcYx/2LcY/MsfVV1/t9uF27drZh4Gk8m2AfPDBB+6JJ5/i1qxZY1fxLcY/Mse0adPcfiwTDLdv325XAZLGtwFy0003uSdekyZN7MO+xfhHZpGlTCpUqOD25YEDB9pVgKTxZYBs3brVFCpUyD3p3nzzTbuKbzH+kXn69evn9uVKlSo5iy4CqeDLAHnyySfdE+6cc84xx48ft6v4FuMfmWfLli3O8u6BPj1z5ky7CpAUvgsQCQsJjcDJJmGCPzD+kZnatGnj9umcnBz7MJAUvgsQ+boqcKLJ11jydRZ+t2/fEcY/MtSCBQvcfi0PhaxdS/gj+XwXIDJgHjjRZCAdfzhx4r+mbdtpTnjcddds+zA8TLZjrlmzptu377//frsKkHC+ChB5VDd44pU8yotQhw//Ylas2GaOHmVcKNOMGDHC7dulSpUyubm5dhUgoXwVIDJZMHCCySRCIJvs3bvXnHbaaW4fHz9+vF0FSCjfBIgsU1KiRAn35JJlTIBs07lzZ7ePX3755fZhIKF8EyBjx451TyxZQFEWUgSyzYoVK9x+LmXp0qV2FSBhfBMgslR74KTq2rWrfRjIGg0bNnT7eocOHezDQML4IkBkk6jgT2WyiRSQrSZNmuT29aJFi5qff/7ZrgIkhC8CRLapDZxQsn2t3wTP7ZAyffpqu0qegtsgcxw5csSUKVPG7fNDhw61q+B/knVuRDseibZdumR9gOzatcsUKVLEPZkmT55sV8l69kmSk/OK87huNJnWmfGHPn36uH2+WrVqzjwRhEvWuRHteCTadumS9QHy9NNPuydS2bJlzdGjR+0qWc8+SaT84x/L7WphMq0z4w8bNmwwBQoUcPv+vHnz7CowyTs3oh2PRNsuXbI6QE6cOGGqVKninkSPPvqoXcUX7BNEyl/+Mt7s3HnyHRgzrTMjVIsWLdy+36pVK/swTPLOjWjHI9G2S5esDpC3337bPYEKFixoNm3aZFfxheBOefvt093/jrbabqZ1ZoSy+//GjRvtKr6XrHMj2vFItO3SJasD5G9/+xufwExop/z8863uf9ev/5L59tuf7OquTOvMCMUdeHTJOjeiHY9E2y5dsjZA7O+A33nnHbuKb9id8v7757v/363b21btP9jtkHmGDBningN+HQM8GbuPJ+rciHY8Em27dMnaAHnooYfcE8fvT6HYnXLjxr2mQYNx7p99/PEPVovf2e2QeXgK8eTsPp6ocyPa8Ui07dIlKwPEfg7+2Weftav4Sl6dcvDgj90/u+mmac5S7ra82iHz+H0e1Mnk1ccTcW5EOx6Jtl26ZGWABM/ELVasmO9n4ubVKXfvzjV//evL7p+/+eY3QS1+l1c7ZB5WYogsrz6eiHMj+Li2ZIKsDJDgjXVYCyhyZ//nP1e4f57XBKpI7ZB5gteCq1y5sunYsWPKS5cuPU3PnoPNQw9NNE888Z558slFKSmDBn1k3n13vf2WOCL18fyeG8HHtSUTZF2AzJ8/P+TT1r///W+7iu9E6pRHjhw3f/vbZPfYqFHLQo5HaofMI9sXBJ8X6SiFC5c2Zcr81Zx//t2/BdrzYRfMZJeVK3fYb0vI8WD5PTfsn60pmYAA8YGTdcpZs751j8kEqh07DrrHTtYOmYUAiS9ARH7OjWjHI9G2S5esCxDBV1ihTtYpZYDw1lvfcI/36/fHNr8na4fMwldY8X2FJfJzbkQ7Hom2XbpkZYAwiB4qWqdcunSLe/yKK8aaNWt+n0AVrR0yA4PokUXr49pzI9rxSOx2W7bsN6+//o3p3ftd54kwGdy/8sp/mlatpjiBltddVSplZYDwGG8ou1PmpWfPuW6du+/+fQJVLO3gfTzGG1ksfVxzbkQ7HondLvj/I5Xnn//MepXUycoAEUwk/IPdKfOybt1uZ/mGQL2PPtoUUzt4GxMJTy6WPq45N6Idj8Ru17r1VPPUU4vN++9vMN99t9vs3XvEGeCX32nIkI/d32vmzDXWK6VG1gYIS5n8we6UkQwY8KFbr23baTG3g3exlMnJxdrH4z03oh2PJN52kyb9x6nbvv2b9qGUyNoAESym+LtYO+WuXYdNo0bjQ+rH0g7exGKK0cXax+M9N6IdjyTedgcOHHPqyrhIOmR1gNjLWbOce/ROOXr08rATJJZ28B67/7Oce7h4+ng850a045HE227PniNO3f/7v0n2oZTI6gDxyyewgwePmXnz1jnfi+Ylnk4pM25l5m0sJwm8jQ2loounj8dzbkQ7Hkm87SZPXunU7dt3oX0oJbI6QES2b2n7xRfbf7tQvOZ0Ipns9NNPh+0qcXfK6dNXx3SSwLvsMUC2tM1bvH081nMj2vFI4mm3YcMec9VV482f/zzO+e90yPoAydanUGSS09ixn4c8HSIlXR0J3tKnTx+3z/v9KcRstHXrAXepldde+8o+nDJZHyAi256DlyUVunSZFRIcsoeBPJEB2POghg4daldBBvvhh33muut+/9bhuec+tQ+nlC8CJJtm4n7wwUZz7bUTQ8KjZcvX0j4jFd4RvBJD0aJFfb8SQzZZu/ZndxxG5oGkmy8CRASvBdS1a1f7sOcdPXrcmVAUHBxSHn54gTOIDgQ0bNjQ7eusBZc9VqzYZho3nuCc908//bHxwreSvgmQsWPHuifVGWecYfbt22dX8Sx5uurmm18PCQ55Jn3GjPTMPoV3rVixIuRue+nSpXYVZCD55kHmesi5P2zYJ/bhtPFNgBw6dMiUKFHCPbFkeetMIAupydNVweEhs06//36vXRUwnTt3dvv45Zdfbh9GBnrrrTXuwzIvvuit7Sl8EyDinnvucU+uWrVq2Yc9Zf/+o84KnPZXVkOHfmKOHfvVrg6YvXv3mtNOO83t4+PHj7erIMMEliqRMmHCl/bhtPNVgKxZs8accsop7gn2wQd/rO/vJfJdZ/BuaFKaNp3kLOKWbDJZSn6+jLkgs4wYMcLt26VKlTK5ubl2FWQY+wPkycrPP4fPAUs2XwWIaNKkiXuS3XTTTfbhtJK5HbJcgj23o2vXt83OnYfs6gknPz+wUNxdd822D8PDZJ5H8EZq999/v10FGcgOiZMVAiQF3nzzTfckK1SokNm6datdJS22bdtvOnUKn9sxfvwXzoU9Ffbt+31dnUCRyUrIDAsWLHD7tdxlr1271q4CJJzvAuT48ePmnHPOcU+2J5980q6ScrNmLTB16nQ39er93b14y45jX321066adLL/QOB3mD2bi1CmaNOmjdunc3Jy7MNAUvguQISERuBkkzCRUEmHw4cPm7vvvtsULFjUlCnTyFSv3su5cD/66Ptpm9sRvO9B//6L7MPwoC1btphTTz3V7dMzZ860qwBJ4csAka+t5OurwAknX2ul2sqVK03t2rXd36FIkbLm/PPbmOnTP7erptTcud+5ASIz3OF9/fr1c/tRpUqVzK+/8pQeUsOXASJkAD1w0snAeiqNHDnSWWIi8POlyEz5tWs32FVTbvv2g4yDZJBffvnFVKhQwe1HAwcOtKsASePbAJFHeAMnnQw6yiO+ySZrErVu3TokOORn33vvvZ5aZp5xkMwxbdo0ty8VLlz4tw8A2+0qQNL4NkCETCYMnHwyyTCZFi1aFDJ4L+Xss882c+bMsaumHeMgmePqq692+1O7du3sw0BS+TpAZDmTwMlXsmRJZ7mTRJMB+scee8zZUjQ4PJo2beqZR4htjINkhlWrVoVMjP3oo4/sKkBS+TpAZEFFWVgxcAK+9NJLdpV8kT2or7zyypDgkMF72SVRttv1KsZBMkOPHj3cfnXxxRfbh4Gk83WACHmMNnASykB2osh308GLN0qpWrVqxqyOyjiItx08eNCceeaZbt8aNWqUXQVIOt8HiGwuFXyRl82n8kPmdnTp0iXkNaW0b9/e7N+/367uWYyDeNvo0aPdvlW8eHFz4AB3iUg93weIkG1uAyejbH+r9eWXX5oLL7wwJDjkK7IJEybYVT2PcRBvu+SSS9w+1r17d/swkBIEyG8mT57snoxFihQxu3btsqtE9cILLzhtg8Pjsssuy9g1iRgH8a7FixeH9LOvv/7argKkREoDJLjTx0PbLlYyB6Ns2bLuzxgyZIhdJSKZ29GyZcuQ31GejJHVUI8dS89yJInCOIg3ydehgb7WuHFj+zCQMsm5IkegDQJtu1jIMtjz5883DRo0CAkA2ZhH5m3ILPVHH33U2So0L8HLw0uRIJo3b55dLSMxDuI9O3bscCYMBvrb1KlT7SpAyiT+inwS2iDQtovm7bffdh5/DH79kxXZIvS9994LeY3gyYiyCmo2zQRmHMR7Bg0a5Pa38uXLO0uZAOmS2CtyFMEX43ho20UiczDkrsIOiFhLMHks99ZbbzUvvviiczeTTRgH8RZZJLFy5cpuP3z88cftKkBKJeaKHKNIF+FotO0ieeSRR0JeUx6DlKVMBgwY4P5ZgQIFzGeffeYsQSJjIldccUVCf4dMwTiId7z11ltuH5Tl2zdv3mxXAVIqpVdDbRBo2+VF1p4Kfj0ZAN+9e7dzTO4gqlWr5h7r06dPSNsvvvjCd5v1MA7iHc2aNXP75g033GAfBlIu/1fkOGiDQNvOJgFRp04d97VatWoV9rXT0KFD3eNlypQxR44cCTnuN4yDeMO6deucu+JA37TH4oB0yN8VOU7aINC2swXvGy1fW+3Zs8eu4jyWG7xXx6RJk+wqvsI4iDf07t3b7ZM1atQI++ADpEP+rshx0gaBtp3tgQcecF9H9uCIpEOHDm69hg0b2od9h3GQ9MrNzTVnnXWW2yeHDx9uVwHSIn9X5DgFB4G25Mef//xn93VONldDnqwK/pmR5oD4BeMg6fXyyy+7fVHmJ+V15wykQ/6uyHGyw0BT8uPcc891XyfaXhwy5yNQt3PnzvZhX2EcJL3q16/v9sVOnTrZh4G0yd8VOU52GGhKfhQrVsx9nWiD4+PHj3fryqe+vXv32lV8g3GQ9Fm2bFlI/1++fLldBUib/F2R46QNAm07W/DgeLQAke+dS5Uq5dYfMWKEXcVXGAdJj44dO7p9UJbbAbwkf1fkOGmDQNvOFrwnebSvsIQsiBioX7NmTV8/+cI4SOrJ/KTgu+aJEyfaVYC0yt8VOU7aINC2swUvmHiyQfQAWYo9eM9peQzYrxgHSb1hw4a5fa906dJR75qBVMvfFTlO2iCI1E72QZA1rWSZEXnMUb6iksUNZamSvMYsYn2MN5jMPA+0adOmjX3YNxgHSS25261evbrb9x588EG7CpB28V3J8ylSEEQTqV3wn9vl/PPPD1sZV2bvBo7LftJ5hYxt5syZbhtZf2jLli12Fd9gHCR1ZIuBQL+TGejr16+3qwBpF9+VPJ8iBUE0kdrJ442yCq7sa37w4EGzc+dO869//csd65AByGDyqS54K1BZTyjauIasgFqpUiW3Tb9+/ewqvsE4SOq0bt3a7XPNmze3DwOeEN+VPJ8iBUE08bZ7//33nbpnn322fei3T86zQ15PQiTancjAgQPd+rJtrV/3YGAcJDV++OEHU7BgQbfPSZ8FvCi2K3KCxBsEAfG2k7sRqSvzN/Ly0EMPhbymfJ113333mXfeecd5OksGK6Vs27bNfPjhh86+C8GD6dOmTbNf0hcYB0mNvn37un2tSpUqzl0w4EWxXZETJN4gCIi33ccff+zUjfTcvGwoJYOSwa8bT7n66qvtl/QNxkGS69ixY6ZcuXJuXxs8eLBdBfCM2K7ICRJ8EY5HrO3kuXm53ZcBdBl4jHbrLxv01K5dOywgohW5G1m1apX9cr7AOEhyTZkyxe1n8nWpjOsBXnXyK3KGsC/wEgqzZs2yq+VJBtHlqyv5CkseB65YsaJz4soELhmMb9q0qXnssceczaSC90/v0aOH/VK+wDhIcl111VVuH7vtttvsw4CnZGWAyNjHLbfcYjZt2mRXzZdRo0a5P0PGTWSsxW8YB0melStXhvTjJUuW2FUAT8mKAAnYtWuX+fTTT82dd97pfM0ka1nJbPJEOXDggLMRVeAEHz16tF3FFxgHSY5u3bq5fatu3br2YcBzsipAgj377LPOiXj99dfbh/Kle/fu7kkuc0r8iHGQxNu/f78544wz3L41ZswYuwrgOVkbIPv27XNORNnXPJFk+ZTgrxkWL15sV8l6jIMk3siRI90+VaJECV9+PYrMk7UBInuby8koXzklWuPGjd2TvX379vbhrCfjIJde+rypU+cZc9FFA8yWLeyQl1/BTwP26tXLPgx4UtYGyFNPPeWcjH/961/tQ/k2depU92QvXLiw2bFjh10l6zVt+pSpXr2HqVq1s3njDf/dhSXSokWL3P4kY3erV6+2qwCelLEBIuMPzzzzjLNjm8weP378uPM98ieffGLuuusud+b4jBkz7Kb5JkuZlC9f3j3pBw0aZFfJeg888A9TsWIrU65cjunZk8lu+SFPDAb60rXXXmsfBjwrYwMkcMJFKrKW0NNPP203SxhZ3iTwsypXruy75SamTZtnSpasa4oXr2lq1WpkH0aMZLmcQoUKuX3p9ddft6sAnpWxAfLNN9+YAQMGOBOvZMKfLLUuczPk8Uf5DlkGu5Np8+bNzs8MnPgyq91PNm/+0RQuXOq3oC72291eAfP999/bVRAD6cOBPiSTWOVOGsgUGRsgXiAr+QZO/mbNmtmHs54sGRP4+0+YMME+jCgkLM4991z3Pezfv79dBfA0AiQf3n33Xffkl7W31q1bZ1fJap06dXL//h06dLAPI4rp06e775/czf744492FcDTCJB8kHW0atSo4V4EZMtcP3nllVfcv/t5551nH0YUss5a4P1r27atfRjwPAIkn4YPH+5eBGRf9tzcXLtK1pKNjwJ/dymMg8Tu22+/DdljZuHChXYVwPMIkHzas2ePs3hj4EKQzCe/vIhxEJ127dq579uFF14YdWtlwIsIkAS49dZbQz6Jy4D6zJkzffFoL+MgsZO703Hjxpl69eqF9Jfnn3/ergpkBAIkASQsgi8IgVKpUiVnkmE2z1RnHCQ6WRFa9puR1aHtPiJfY8myO0AmIkASRFbplUXw7AuEFFnuRL6yyMaFFxkHyZvcfcoqCDk5OWH9IVDKli1rXnjhBbspkDEIkASTR3vbtGkTMskwuMgSLLIxVTattso4yB+2b99uBg4cGDK/I7jIeJkstSM7XAKZjgBJki1btjjLnQSvmRVcZJVg2RY32TPmU4FxEGM+/PBDZ00rudu0/62l1KxZ0xnr2Lt3r90UyFgESJLJwovTpk0LWQLeLnJM6kjdTOTXcRDZofLFF180F110Udi/qRS5C73xxhvNggUL7KZAViBAUmjVqlXOXUfwtrjBRe5WHnvsMefuJZP4bRzkq6++csa8gncQDC4VKlQw/fr1Y2Y5sh4BkgYy/iHjIDIeYl98pMgnV1lnS8ZTMkW2j4McO3bM2QdGFu+0/70C5ZprrnFW083UO0kgXgRImsmTWfKEVqTvzi+44AJntrtMWPSybB0HkVWX+/bta8qVKxf2byNFVoDu2bOnszo04DcEiEfIXBHZRVHmjtgXKSnFihUznTt3Np9//rnd1BOybRxk/vz55vrrr3f2lbH/LaTUqVPHjB492hw6dMhuCvgGAeIxMn9A9haR2ez2RStQGjRoYCZOnGiOHDliN0+bbBgH2b17t3nuuedM9erVw95zKXKX2L59e7NkyRK7KeBLBIiHfffdd6Z3797OIo32xUxK6dKlzYMPPmg2bNhgN02LTB0HWb58ubnzzjuduzz7PZYiO04OHjzY7Ny5024K+BoBkgHkTmP8+PHmiiuuCLu4SZHlMFq0aGFmz55tTpw4YTdPmUwaB5H3VEKufv36Ye9n4D1t3ry5mTVrli/WNAM0CJAMs2zZMtOxY0dTtGjRsIueFBl/GDJkiNm1a5fdNOkyYRxk/fr1zr4tcvdmv3dS5M/luN82BwM0CJAMJQvwDRs2zFSrVi3sIiilSJEi5rbbbjOffvqp3TRpvDoOIncQcichdxTBe3AEF7kTkTsSL40rAV5HgGQ42Udi3rx5pnXr1hGfGKpbt64ZM2aMOXz4sN084bw0DiJjFjJ2IWMY9nsiRcY8ZOxDxkAAxI8AySJyB/DII484q7zaF0spslpwr169zOrVq+2mCeOFcRB5Skqeloo0t0aespKnreSpKwB6BEgWklnTU6ZMMY0aNQq7eAZKkyZNzBtvvGGOHz9uN8+XdI2DyHwMmZch8zPsv6sUuTuTeR0yvwNAYhAgWW7lypWmW7du5vTTTw+7qEqpWLGi6d+/v9m6davdVCXV4yAyA1xmgsuMcPvvJkVmkMtMcplRDiCxCBCf2L9/vxk5cqSpXbt22EVWSqFChUzbtm3NwoUL7aZxS/Y4iKw1JWtOydpT9t8jUGTNKlm7Su7GACQHAeJDixYtMjfffLMTGvaFV0qtWrWcnfL27dtnN41JssZBZHXbJ554wlnt1v6dpcjquLJKrqyWCyD5CBAf27ZtmxkwYIA555xzwi7GUmT3vK5du5ovv/zSbnpSiR4Hkf00ZF+NSLs8yn4csi+H7M8BIHUIEDgD6dOnTzdNmzYNuzgHypVXXmkmT55sjh49ajcPk4hxENm5T3bwk5387N9Fitw9yQ6AshMggPQgQBBizZo15t577zUlS5YMu2hLOfvss83DDz9sNm3aZDcNoR0Hkb3CZc9wufuxf7YU2Wtc9hyXvccBpBcBgjzl5uaasWPHmnr16oVdxKUUKFDAtGzZ0sydO9eZzGiLZxxE7mpeffVV07Bhw7CfEyg5OTlmxowZCX/sGIAeAYKoPvvsM3P77bc7y6PYF3YpcrcxdOhQ89NPP7ltYhkHka+2+vTp49zV2K8ppVSpUua+++4za9eutZsC8AACBDGTgHjmmWdMlSpVwi72UmSBxzvuuMMsXbo04jiIrBY8Z84cc9111zl3MfZrSLnsssvMuHHjnLsgAN5FgCBusYZA8J2FzEGJNXwAZAYCBPkS+BqqTJkyYaEQXCIFTdWqVcO+/gKQGQgQJIQMhMu4x8kGwoPD5GQD8AAyAwGChAs8imtvehV4BHjjxo12EwAZiABB0shkQFmvShY67NKlS0yTEAFkDgIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCoECAAABUCBACgQoAAAFQIEACACgECAFAhQAAAKgQIAECFAAEAqBAgAAAVAgQAoEKAAABUCBAAgAoBAgBQIUAAACoECABAhQABAKgQIAAAFQIEAKBCgAAAVAgQAIAKAQIAUCFAAAAqBAgAQIUAAQCo/D9WH6tHkuGkugAAAABJRU5ErkJggg==)
PN: 3H30-1-DB
CAS: 141650-55-7
Molecule Weight: 154.257
Formula: C9H18N2
![endo-N,9-Dimethyl-9-azabicyclo[3.3.1]nonan-3-amine](data:image/png;base64,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)
PN: 3H31-1-9D
CAS: 123259-33-6
Molecule Weight: 168.284
Formula: C10H20N2
PN: 3H30-5-5M
CAS: 886508-40-3
Molecule Weight: 269.25
Formula: C12H26Cl2N2
PN: 3H31-1-8N
CAS: 60717-49-9
Molecule Weight: 156.273
Formula: C9H20N2
PN: 3H32-1-SC
CAS: 84466-85-3
Molecule Weight: 182.311
Formula: C11H22N2
![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
TSCA: Not listed on TSCA inventory