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)
| Product Number | 4H48-1-09Z |
| Purity | 95 % |
| CAS | 178242-70-1 |
| MDL Number | MFCD20384799 |
| Molecular Formula | C7H11NO |
| Molecular Weight | 125.171 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-09Z
CAS: 178242-70-1
Molecule Weight: 125.171
Formula: C7H11NO
![cis-6-Azabicyclo[3.2.0]heptan-7-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACa4AAAmuAGgTZX4AAAB5XpUWHRtb2xTb3VyY2UAAHicnZRtb5swEMe/ysmvh22MCTQKVFWraZPaTVo6qe8mB5wUCezKkKdvv3NIsjDaTJow8p39/91xZ2B2u2tq2GjXVtZkJKScgDaFLSuzysjP589BSm7zWYEiFJo2I69d9zZlbLvd0uJVN2pnDS1sQ/r96a6tBpptRK1bMcF5yF6eHucHJqhM2ylTaKTaatoeFh9tobrDU3yQgjXKbSrDejlr3KaP9ktwPzjdtSX5U8s97t0hCsuq1rC0rlEdbASnOPgnWGmjnep0CYs9LkdUYu357OnBFutGmw5NH6EqVD3v3LrAhcbWulhjMDS+PmSkCQmoRTvvtNM2I6jSGEF1trlzTu3BW16nQlACVARKgopBTUAloFLsdK19quf9m87Id7iHb3gfL2yNyAinkzQUENIk4ecpolGIk0RPphCjhPOT1+8R2CMcCBpOZAwBHmsSx8Cp9O55upE8goDTiMcHURyH8iTGQti5kny2sKa8MKEqM7Lw5aPkh1624lglAetK7TIifAAvvQTEEPA9OQPhe0A0BOTfgFf27c+/9PTRG4eSo1Dx9dzxEPDndh2YDAF/yteBZAik/wTSESD+tx03o3ak7+VmFwfPTu8/mqNvg118OAx/F/lv0iBV1LhcQn8AACdHSURBVHhe7d0JmGRVffBhkUVWWYIgiFH2xXxRWQRHSGKUsGuUKAIDiCwqi8g2LCFGjYqIiKjBiCKOIIsgmLBvIgaFAYbNBAPIABpgYFDWAYGB882/yUDdU13dXaerpqpvve/znOeBnlN3erru3N9U1b3nvioBQIFX5V8AgLEQEACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQRECACedPf/pTOv/889M73/nOtPDCC6dlllkm/fKXv8yn0WUCAkwIs2fPTmeffXbaaaed0pJLLple9apXVUZEJMLC/CMgQN964okn0mmnnZa23377tPjiizdFIx/7779/vgm6SECAvvLHP/4xnXLKKWmbbbZJr3nNa5oiMdJYYIEF0n/8x3/km6RLBATouYceeiiddNJJ6b3vfe/QZxp5GIYbr3vd69LkyZPTCiusUPn68ssvn+6///78t6ALBAToif/93/9N3/jGN9Jf//Vfp1e/+tVNgRhurLzyymmfffZJP/vZz9KcOXOGtvOf//mfacEFF6zMe/e7351eeOGF7Hek0wQEmG/uueeedOyxx6ZJkyY1xaHVeNOb3pQOPPDAoVC08tnPfrbpcV/84hfzaXSYgABddccdd6QvfOELaYMNNmg6yLcaq6++ejriiCPStGnT8s0NK16NbLbZZpVtLLTQQulXv/pVPpUOEhCg42677bb0z//8z+ktb3lLUxxajfXWWy995jOfSbfeemu+uTH53e9+l5ZddtnKNlddddX02GOP5VPpEAEBOuL6669PRx55ZFpjjTWa4tBqrL/++ulf/uVf0v/8z//kmyty7rnnNv0eO+ywQz6NDhEQoFh8LnHQQQcNfU6RH7hbjbh6/Ctf+UqaMWNGvrmO+MQnPtH0e5588sn5NDpAQIAxi88arrrqqrTvvvsOnRGVH6iHG3GGVZxpdcIJJ6Tf//73+SY77umnn25662yJJZbo2KscXiEgwIiee+65dOmll6Y999xz6NqLPBDDjfgAO67p+M53vpNmzpyZb7Lrfv3rX6fFFlus8j297W1vs9RJhwkI0OSZZ54ZuqJ7t912G1pjKg/EcCOuGt96663T97///fSHP/wh3+R8d+KJJzZ9jwcccEA+jXEQEGBILFb44x//OO24447DLlY43Ih/5X/wgx9Mp5566tC6Vf3m7//+7yvfbyx1csEFF+TTKCQgMMDioB8H/4hA/pZPqxFxichEbCI6/SxeCa2yyiqV7z/ehnvggQfyqRQQEBgwcVCNt5ni7aaxLlYYb2PF21nxtla8vTWRXH311U1LnbznPe+x1EkHCAgMgPggOz7QbnexwvjgPD5Ajw/SJ7K4QDH/8x199NH5NNokIF2wwQbfqYwS7W4jnx/j85+/Op82ovzxI5kzx7/e+l2cMhunzra7WGGcohun6s5brLAO4s/yrne9q/JnjZBed911+VTaICBd0M6BuJV2t5HPj7HRRiele+55NJ/aUv74kfzmN7PSpEknpx13PCcddtjl6Ywzfp1PoQfi4ry4SC8u1svj0GrERYBxMeBIixXWwX333de01Mlqq62WHn/88XwqYyQgXdDOgbiVdreRz583Djnk0nxqS/ljRxIBaZz7oQ/9OJ/CfBIXyMVyILEsSB6HViOWG4llR2L5kUFyzjnnNP0s4oQAyghIF7RzIG6l3W3k8xvHbbc9lE8fVv64kZQG5PDDL0+77XZe+tznfp6mTr0lzZz5ZD6FMYgFB+N9/ViAMD8gthpxdXYscBgLHQ6yvffeu+lnE3dApH0C0gXtHIhbaXcb+fzGsddeY7vFZ/64kZQGZN99L6w87he/uC+fQgvxaiGWOG9nscJYQj2WUo8l1XlJLHWShzdOTfYzap+AdEE7B+JW2t1GPj8f11wz+oE6f8xI5mdAbr11ZvrkJy9IxxxzTTrzzF8P/f+giM8l4mZK7SxWGDdrips2xc2bGF68Clt00UUrP7d4C/DZZ5/NpzICAemCdg7ErbS7jXz+fvtVD9Qf+cjZ6YUXXswfVpFvYyTzMyA33HB/5TG77/7TfEptxNlCcbvWuG1ru4sVxu1h4zaxjM23vvWtpp9lxJqxE5AuaOdA3Eq728jnxwF+ww2rX7vwwjvzh1Xk2xjJRAjIlClT0sEHH5xOOumkoTvT9etCenGNxSWXXJL22GOPMS9WGKegxjUd8WfrxWKFdfG+972v8nONpU4uuuiifBotCEgXtHMgbqXdbQw3Pz6wbvzadtudPvdg1fr6jeG20cpECMjGG29cOTjEFcn9Iq7m/vd///e06667trVY4TbbbDP0gW8/LFZYB4888kh6wxveUPk5r7DCCunBBx/MpzIMAemCdg7ErbS7jeHm33ffY+kd7/hu5eunn976eo3httFKXQMyffr0dNRRR6Uzzzwz3XTTTempp57KpxSLdaPOOuus9JGPfGTMixUuvvjiafvtt0+nnXZaXy5WWAdx0WS+1Mnmm2+eXnxx5Ld8EZCuaOdA3Eq722g1/wtfuLry9fe8Z+rcg+KzDY98RattDKeuATnvvPMqj4n1osYjLlKLxQo/8IEPtLVY4U477ZTOPvvsvl+ssC7iHw3583DMMcfk08gISBe0cyBupd1ttJr/0ENPpXe+83uVX/v2t29oeOQrWm1jOAJSFbdMjcfefvvtc3/mDw0tVrjVVluNebHCuEI6Fis8//zz+/azmjp7/vnnh85ea3xO4nOmadOm5VNpICBdkB+IOzFGM9L844+/tvJrm256cvrDH56uzAkjbSMnIFVrr712UxRGG/FeeyxWeNlll034xQrr4N577236PGr11Ve31MkIBKQL8gNxJ8ZoRpr/2GPPpL/6q1Mqv/7lLzevezTSNnICUjXWgMQHtvvtt9/Q++6WE+8/cY+T/Dnbeeed82n8HwHpgvxA3IkxmtHmf/e70yu/vvHG302//331X1ajbaORgFSNFJA3v/nNQ6cTX3PNNfnD6EPxqjB/DqdOnZpPIwlIV7RzIG6l3W2MNn/27OfS5pv/sDLniCOuqMwZbRuNBKRquIC8/e1vn/u9D/95E/0rTlxYd911K8/lUkstle68c+TrqAaRgHRBOwfiVtrdxljmx5LrjXPiQsMIwTxj2cY8AlJ1/PHHp1122aXy2L322iufxgRxyy23NC11EuuKWeqkSkC6oJ0DcSvtbmMs8+Miwm23/VFl3j77XPjyr49lG/MISLN8aQwBmdhiaZjG5zNGvBXJKwSkC9o5ELfS7jbGOv/88+9omjtt2kvrJ+VfH0ldA3LjjTemAw44IJ144olDH3THKbljJSD1s91221We01h37OKLL86nDSwB6YJ2DsSttLuNsc6PBRXjYN84d5ddzk1x0e1YtxHqGpDxEJD6mTVrVtOiliuuuKL1x/6PgHRBOwfiVtrdRjvzr7rqnqb5l112d9PXRjIRAhIr2n784x9PX/va19IFF1yQnnyyuzevEpB6uvLKK5vuKb/FFltY6iQJSFe0cyBupd1ttDs/7grYOP8DHzizrW1MhIDMbwJSX3H738bnNkbcc2XQCUgXtHMgbqXdbbQ7Pz8oDzdGMj8DEjeQmjz5J3P/El+Zvv/9m1/+zKbfCEh9xVInm2yySeX5XWSRRQb+NG0B6YJ2DsSttLuNdueHOAMrf9xYtzE/AzJRCEi9zZgxIy299NKV53jNNdcc6FWSBaQL2jkQt9LuNtqdH26/vfmmU2PdRmlAPvWpi4fmHnLIpemb35yWHnywu59LzE8CUn+xzH/jcxwjrv8ZVALSBe0ciFtpdxvtzp9nypTqTafGuo3SgNSZgAyGj33sY00RiSX7B5GAdEE7B+JW2t1Gu/PnuffeR9NGG53U9PjRtjEvIHGXw3hVcfLJN+VTBo6ADIa4yVi+dM1rX/va9Nvf/jafWnsC0gXtHIhbaXcb7c5v9PnPV286NZZtxFXtzzzzfP7lgSYgg+Pmm29uutfLRhttNHDL8gsIdIiADJavf/3rlec7xqGHHppPqzUBgQ4RkMESFxJus802lec8Lji89NJL86m1JSDQIQIyeB5++OG00korVZ7317/+9W2toTaRCQh0iIAMpiuuuKJpqZOtttpqIJY6ERDoEAEZXIcffnjluY9x3HHH5dNqR0CgQwRkcMXZV/nqz3GW1vTp0/OptSIg0CECMtjuvvvuoetBGveBtdZaq+urQPeSgECHCAinn356ZR+Isdtuu+XTakNAoEMEhPDRj360KSI/+tGP8mm1ICA1M2vW7DRnzgv5l5kPBIQQb1nFW1eN+0K8tRVvcdWNgNRE3Kp2//0vGlqCZKutTkszZjyaT6HLBIR54sPzfKmT+JC9bkudCEhNXHvt7yvrWH3xi7/Ip9BlAkKjOI23cX+Icdhhh+XTJjQBqYlLLrmrEpBDD70sn0KXCQiN4kLCuKCwcZ+ICw4vv/zyfOqEJSA1ISC9JyDkYkmTWNqkcb+IpU9iCZQ6EJCaEJDeExCGc9lllzUtdbL11lvXYqkTAakJAek9AaGVKVOmVPaNGMcff3w+bcIRkJoQkN4TEFqJs6/ihlON+0ecpXXTTRP7Tp4CUhMC0nsCwkjilrf5Uidxa9y4Re5EJSA1ISC9JyCM5tRTT63sIzF23333fNqEISA1ISC9JyCMxa677toUkTPOOCOfNiEISE0ISO8JCGPxxBNPpDXXXLOyryy99NJpxowZ+dS+JyA1ISC9JyCM1Q033JAWWWSRyv6yySabpOeffz6f2tcEpCYEpPcEhHYce+yxlf0lxhFHHJFP62sCUhMC0nsCQjviQsItttiiss/EBYdXXnllPrVvCUhNCEjvCQjtmjlzZlpxxRUr+83KK6+cZs2alU/tSwJSEwLSewJCiUsuuaRpqZNtt902n9aXBKQmBKT3BIRShxxySGXfiXHCCSfk0/qOgNSEgPSegFDq2WefTRtuuGFl/1l00UXTLbfckk/tKwJSEwLSewLCeNx5551pqaWWquxD66yzTpo9e3Y+tW8ISE0ISO8JCOM1derUyj4UY4899sin9Q0BqQkB6T0BoRMmT57cFJGzzjorn9YXBKQmBKT3BIROiKVOVl999cq+tMwyy6R77rknn9pzAlITAtJ7AkKnXH/99U1LncTS7/221ImA1ISA9J6A0EnHHHNMZX+K8f73vz+f1lMCUhMC0nsCQifNmTMnLbfccpV9avnll8+n9ZSA1ISA9J6A0ElHH3100yuQD37wg/m0nhKQmhCQ3hMQOuW6665LCy+8cGV/WnfddYdelfQTAakJAek9AaETHn/88bTaaqtV9qVll1023XffffnUnhOQmhCQ3hMQOmHHHXes7EcxzjnnnHxaXxCQmhCQ3hMQxuuUU05pisfee++dT+sbAlITAtJ7AsJ43HHHHWnJJZes7EPrrbdeevrpp/OpfUNAakJAek9AKBWr8a6//vqV/SdW473tttvyqX1FQGpCQHpPQCh14IEHVvadGLE/9TsBqQkB6T0BocRFF12UFlhggcq+029XnLciIDVx8cV3pre//Vsvj0MOuTifQpcJCO168MEH0worrFDZb1ZZZZX0yCOP5FP7koDUxPnnT09rrvnpl8d++52ST6HLBIR2vPjii2nzzTev7DMLLrhguuqqq/KpfUtAauK8865OK6207ctjzz2/lE+hywSEdgy3WOJRRx2VT+trAlITZ599QVpqqXVeHpMnfyqfQpcJCGM1bdq0pqVKJk2a1HfLtY9GQGri9NPPSAsssNDL4x/+4cP5FLpMQBiLWKpkuBtG3XvvvfnUvicgNXH66adXdsjtt98+n0KXCQhjsfPOO1f2kxg//vGP82kTgoDUhID0noAwmqlTpzbFY88998ynTRgCUhMC0nsCwkjuvPPOtNRSS1X2kViiffbs2fnUCUNAakJAek9AaCWWKtlggw0q+0csVXLLLbfkUycUAakJAek9AaGVgw8+uLJvxPjGN76RT5twBKQmBKT3BIThXHzxxenVr351Zd/Ybrvt8mkTkoDUhID0noCQmzlzZlpxxRUr+8XKK6+cZs2alU+dkASkJgSk9wSERrFUyRZbbFHZJ+KVyJVXXplPnbAEpCYEpPcEhEbHHntsZX+IceSRR+bTJjQBqQkB6T0BYZ4bbrghLbLIIpX9YZNNNplwS5WMRkBqQkB6T0AITzzxRFpjjTUq+8LSSy+dZsyYkU+d8ASkJgSk9wSEsMsuu1T2gxhnnnlmPq0WBKQmBKT3BIRTTz21KR4f+9jH8mm1ISA1ISC9JyCD7a677mpaqmTttddOTz31VD61NgSkJgSk9wRkcD333HNpo402qjz/r3nNa9LNN9+cT60VAakJAek9ARlchx56aOW5j/H1r389n1Y7AlITAtJ7AjKYLr300qalSrbZZpuhCwnrTkBqQkB6T0AGz0MPPZRe//rXV573lVZaKT388MP51FoSkJoQkN4TkMESrzC23HLLynMer0SuuOKKfGptCUhNCEjvCchgOe644yrPd4zDDz88n1ZrAlITX/rSlyo78qabbppPocsEZHDceOONTUuVbLzxxkNnYw0SAamB3/zmN2nxxRev7MyLLbbY0AVMZ5xxRj6dLhGQwfDkk0+mtdZaq/Jcv/a1r0133313PrX2BGSCi3jkH+I1jve///35Q4Z1zjnnDC0zfccdd6Snn346/2XGQEAGw2677db09yzeQh5EAjKBjRaPdgKy2mqrVR53++2351MYhYDU349+9KOmv2Mf/ehH82kDQ0AmqLHEI0Y3AxL/6lp//fXT+973vrTPPvuk8847L58yUASk3uItqnirqvE5jrey4i2tQSUgE9BY4xGjmwE56aSTKo+Jl/ZjEW+XXX311emee+6p1cVWAlJf8eH4O97xjsrzG0uVTJ8+PZ86UARkgmkVj3XWWafpazH6MSDLLbdc5XEPPPBAPmVCEpD6Ouyww5r+bn3ta1/Lpw0cAZlAWsUj3oPdd999m74eoy4B+bd/+7c0adKk9OEPfzgddNBB6ZJLLsmn9JyA1NPll1/etFTJVlttVatXz6UEZIIYKR4vvPBC2m+//Zp+LUZdAvKVr3yl8pgDDjggnzKsc889N11//fVj+j3GS0DqJ5YkiaVJGp/X+HsYS5ggIBPCaPEIAjK8xn85LrjggumZZ57Jp3SMgNRLvMLYeuutK89p7E+XXXZZPnVgCUifG0s8goAML3/rYfbs2fmUJrFExd/8zd+kXXfdNR155JHpV7/6VT5lWAJSL8cff3zl+YwxZcqUfNpAE5A+NtZ4BAEZXklA/vEf/7HymM985jP5lCZxlk6cytz4OAGZuG666aahs6wan8+4YdSgLVUyGgHpU+3EI5QE5Ic//GFaZpllhsaKK65YeZyAvPKYsQTkiSeeqDwmxlvf+tZ07bXX5lPpc3EL2rgVbeNzGdd//Pa3v82nDjwB6UPtxiO0G5A4+OefDzQ+TkBeeUxpQOaNN77xjUPfb1z74syd/rf77rs3PYennXZaPo0kIH2nJB7hs5/9bNNjYgwXkDweMRZaaKHK/wvIK48Zb0AaRzy3H//4x4fuGfH888/nm6HHYvHR/DmLz8IYnoD0kdJ4hPx+IPNGHpDh4rHwwgs3/b4C8spjOhmQxvFnf/ZnQysmX3TRRenZZ5/NN8l8NmPGjLT00ktXnqM111xzoJcqGY2A9InxxCOMJSCt4vGTn/zEh+gNSgIyZ86cl683efTRR9MPfvCDoTXCFl100cq2Wo14j32XXXYZum7FasjzX7wa3GSTTSrPSdzvI+77QWsC0gfGG48wWkBGikcQkFd873vfSzvssEM6+OCDh07lvPnmm/MpYxb/eo3n5kMf+lBaYoklKt9LqxHz4or7eDslPtCl+4444oim5+GrX/1qPo2MgPRYJ+IRRgrIaPEIgxCQN7zhDV29kHA08coifuaTJ09uWtW11YhXMPEcTp06NT322GP5JumAuA9O/vdjiy22cMLDGAhID3UqHqFVQN72trc1/eXI4xHqGpBf/OIXfbnq75/+9Kd04YUXDp3xE5+FNP7ZWo14SyUObPEKadasWfkmKRA/x5VXXrnyc45T2mfOnJlPZRgC0iOdjEdoFZAFFlig8v/DxSP0e0Di7Zz4TCEWjTz66KPTtGnT8ikTVrz/Hmdl7b333k3X47Qacdr1u9/97nTiiSeO6efH8LbddtvKzzX+sdWPC3X2KwHpgU7HI7QKSONoFY/Qq4DEv74tTPeKeP7jepFPfepTaZVVVml6Docb8Y+EzTbbbGh58fvuuy/fJC2ccMIJTT/LQw45JJ/GCARkPutGPMJoARkpHmF+BuSaa65Jd955p7ONxiDW4Tr00EPTqquu2vScthpx46N4lebK6dZuueWWpjPkNtxwQ6dTt0lA5qNuxSOMFJDR4hFKAvLTn/40/d3f/d3QtQxxIWN83kD3xPpMRx11VNMyGyONv/zLv0yf+9zn0n//93/nmxtYcSZefgO2pZZaKt111135VEYhIPNJN+MRWgUk3tMdLR6hMSBxGql/vfa3CEKEIQKRP+etRoQnAhQhGmR77LFH088m1oWjfQIyH3Q7HmHPPfds2n6MeDtjLOLVw2233Zb++Mc/5r9En4vYx1tW+T27Rxrxlli8NTbWperr4qyzzmr6WcRp1ZQRkC6bH/GIzyLys63ilcf222+fLrjggnw6NRYfoseH6fGher5PtBqx2GN8aB8f3ndqn+xHcTp3rDzd+GdfffXVh5ahoYyAdNH8isdYrvNg8MTpvXGab5zum6+23GrUdbHH+LNMmjSp8meN62pi+RnKCUiXiAf9JC6YiwsQ40LEOHDm++VwI06xjgsd44LHuPBxIsvXN4txzDHH5NNok4B0wd3iQR+LJVFiaZRYIiU/lbXViKVX4rOC2L8m2unXV111VdMrsM0337zvVieYiASkw2bNjccec+OxbvYXUDzoR7FYY1zlH4s3trPYYywOGWf+9ftij4888sjQGmiN3/8KK6yQHnzwwXwqBQSkg/40Nx7nzY3HP83dSbefO+ZFRDyYCOKVRSwnH8vKt7PYYywxE69oYhn7fhPfW+P3GycWxP1X6AwB6ZS58XhubjxunbuTnjF3zIvIkeLBBBRXZMeBNi4SbWexx7iwND5refjhh/NNznff/OY3m77Hgw46KJ/GOAhIJ8yNR5obj7l7aHpu7pgXkXPnxuNF8WCCm7fYY5ydNdxne8ONeYs9/uu//mu6//7780123a233tr0+c76669vqZIOE5DxaojHvBER+Z14UEPxwXNcLxLL6cf1I3k4hhvxttGmm26ajjvuuHTvvffmm+y4WKpkvfXWq3wPSy65ZLrjjjvyqYyTgIzHMPEYGnPjkcSDAXDttdemKVOmNK2lNtLYaKON0pe+9KWurT211157Nf2ep5xySj6NDhCQUuIBFXHr33/6p39qWqhwpBFrecVCnP/1X/+Vb67I2Wef3fR77LTTTvk0OkRASogHjChWc/785z+f3vrWtzYd0FuNtdZaa2ixx+nTp+ebG5N4e2zZZZetbDNeGT3++OP5VDpEQNolHtCWWOzxy1/+ctp4442botFqxGKPcXOnX/7yl/nmhjVnzpz0rne9q+nvzHXXXZdPpYMEpB3iAeMSiz0ef/zxbS32GHdm3H///dPPf/7zlqfEx1tn+eNihWK6S0DGSjygo2Kxx29/+9vpb//2b9NCCy3UFIDhRtwzPu4df/nll7+82GOEJV+q5L3vfW/L2NA5AjIW4gFdFYs9nnzyyWnLLbcc82KPyy23XNpxxx3T8ssvX/n66173uqE40X0CMpr5EI/L58bjLeIBQ2Kxx7hDYCz2uNhiizWFY6QRb4u5B878IyAjmQ/x+O3ceHxmbjwa184SD3hJLNZ45plnph122GFMiz1++tOfzjdBFwlIK/MhHi/Mjcetc+PRuHbW/xMPGNYzzzyTzjvvvKHFHpdeeummeMQpvBP9viUTjYAMZz7EI82NR5obj8a1sz4bpx2KB4wq1rS6+OKLh5ZIiVfs8XlIXBXP/CUgufkYj3nbjojcNvcvwe/FA5hABKRRD+IxNObG4wXxACYYAZmnh/FI4gFMQAISxAOgbQIiHgBFBjsg4gFQbHADIh4A4zKYAREPgHEbvICIB0BHDFZAxAOgYwYnIOIB0FGDEZC4J/Iqq4gHQAcNRkAuuUQ8ADpsMAJy//0pLbmkeAB00GAEJNx4Y0oHHJDSKaek9OKL+a+WEQ9ggA1OQDpNPIABJyAlxANAQNomHgBDBKQd4gHwMgEZK/EAqBCQsRAPgCYTJyDPP5/SVVeldMghKb3znSmttlpKSyzx0lh11ZQ22SSlgw5K6corU3ruufzR5cQDYFj9H5C4ZuO001L68z+vHsRHGm98Y0qnnjr+6z3EA6Cl/g7II4+ktNlmzYEY69h005e2USKiJR4ALb0q/0LfuO++lNZZpzkKW2yR0ve/n9Idd6T0xBMpPfnkS/89dWpKW2/dPD+2ce+9+dZHt9JK4gEwgv4MyDPPpPQXf1E9gMdqurEo4mguv7z57a7YVmyzHauvLh4AI+jPgHziE83xuPvufFZr8Yojj8g+++SzRnb11S+FJ17BXHhh/qsAA6//AjJ9evXAv+CCL32tXbfcktJCC1W3ddNN+SwACvVfQHbaqXrQj1NzS8Upv43bmjw5nwFAof4KyEMPvfR5Q+Orj7iXR6kHHnhpG/O2F9uO3wOAceuvgJx5ZvUVQ5xVNV7bbFPd5lln5TMAKNBfAdlvv+rB/thj8xnti200bnP//fMZABTor4DEciSNB/tYumS8YhuN24xlUAAYt/4KSKxv1Xiwj4sJxytO6W3c5hpr5DMAKNBfAVl22erB/rHH8hnte/TR6jaXWy6fAUCB/gpIft3GnDn5jPbFKr6N24zfA4Bx66+ALLNM9WD/+OP5jPbFq5jGbcarHADGrb8C4jMQgAmjvwKy8cbVg/3Pf57PaF9so3GbcaYXAOPWXwGJBQ8bD/Zf/Wo+o32xjcZtxrUmAIxbfwXkjDOqB/u4iny8tt22uk1XogN0RH8F5MEHq2dixTpWsZ5VqXx78d8zZ+azACjQXwEJH/lI9RXDoYfmM8ZuypTqtnbeOZ8BQKH+C8gNN1QP+vGqIe7t0a7bbquu7Buj5L4iAAyr/wIS9tqreuB/05vau6/5736X0pvfXN3GJz+ZzwJgHPozILNnp7TuutUAxC1q437no/nZz5rjUXJPdABG1J8BCTNmpLTmmtUQxNhyy5R+8IOU7rwzpSefTOmpp1K6666UTj21+d4fMdZeu71XLwCMSf8GJMyaldKkSc1RGOvYdNOUHnkk3yoAHdDfAQkvvpjS1KkpvfGNzYFoNWLuD3/40mMB6Ir+D8g8zz2X0pVXpnTQQS8tRxKfcyy++Esj/ju+duCBKV1xxUtzAeiqiRMQAPqKgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACKCAgARQQEgCICAkARAQGgiIAAUERAACgiIAAUERAAiggIAEUEBIAiAgJAEQEBoIiAAFBEQAAoIiAAFBEQAIoICABFBASAIgICQBEBAaCIgABQREAAKCIgABQREACK/H9u8yYujsrcPwAAAABJRU5ErkJggg==)
PN: 4H48-1-Z10
CAS: 39155-95-8
Molecule Weight: 111.144
Formula: C6H9NO
![3-Azatricyclo[4.2.1.0*2,5*]nonan-4-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACT+AAAk/gFLdFFNAAAB63pUWHRtb2xTb3VyY2UAAHichZRta+MwDID/ivDnq1+TNilNx9gYHGx3cNvgvg03cbtAYw8nffv3J/dlTdpdRhwkZD2yJcue3GyrJayNr0tnMyIoJ2Bs7orSLjLy+vIwSMjNdJKjEzraOiPvTfMxZmyz2dD83VR66yzNXUUO8+NtXXZ8Noo6v2CSc8H+Pj0+75lBaetG29wgVZfjem98dLlu9rv4zxKs0n5dWnZwZ5VfH6K9SR4Gp9u6IOdc7nDuFlGYl0sDc+cr3cBacoqD/4CFscbrxhQw26FZ0Qhzn06e7l2+qoxtUA0Rylwvnxu/ytFQuaXJVxgMlZ/3GakEArpx1a33egdBC2YtQEvQCnQEOgY9BD0CnYBOQYtQ36UJC7zsPkxGfsMd/MK/9WFRZEZimiaCQ0STVIqTUFTFZyEpF0kEnA6TaHQSR6OkEVcRgR2GUpTLSIGgqYoV+qn0LI5GSUc8vnQZoBxhSEHFMFaYK/tMdjqZOVu0VCiLjMwE2Vfhj5nX8lgIAs4XxmdEhgDBtQ3ILhDK9gmIrwDVBUKR+4GoC4Qj6Qfiqy19Awy7QDjxfmDUBUJ/9ANJFwjd1A+kXSD0Xj8Q+vKiTN8RF2d9bO5eRF4l/jXCWs3FTrcO1asbyVrXleEjNf0H+K1wxD/PxgEAACW+SURBVHhe7d0HuFxVgcBxpSiGECUQQTpLU7oUBTaUlUV2YVnqIkW6EUVBFmQRkSpSVFgWRDqIAgqsKIS20jtSlkVaWEqAUAJIR4oQzr4zb9/Lm3Nn8t6czJs3M/f3+77z+Zl3zg15b3L/mTl37nwkAECGj6S/AABDISAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBaKUpU0I47bQQttgihOWWC+HTnw5h9tlDGDeu9/9vvnkIp57aO6/NCQhAKzzzTAgTJoQw66w9Z96PDD7ivN12613XpgQEYLhddlkIo0cXIzGUEdfF9W1IQACG0xlnFJ91zD13CPvuG8KNN4bw3HMhvPde7//efHMI++0XwjzzVM+P6+Nx2oyAAAyXW24JYbbZqmOw5ZYhvPhiOrPan/8cwle+Ur0uHufWW9OZI0pAAIbDa6+FsNBC1RHYaacQpk1LZ9b24Ye9eyAD1y+8cAivv57OHDECAjAcjjyy+uQfr7CKL1U14q9/DWGFFaqPc/TR6awRIyAAzfbuuyHMP3/1if/669NZQ3PDDdXHiceNx28DAgLQbFddVX3SX3bZdEZj4rOXgcf7r/9KZ4wIAQFotgMOqD7hH3JIOqMxcf3A433/++mMESEgAM22zjrVJ/zLL09nNCa+D2Tg8dZbL50xIgQEoNmWXLL6hP/kk+mMxjzxRPXxll46nTEiBASg2eIbBQee8OMlvTPjlVeqjxffaNgGBASg2dI3D37wQTqjMe+/X328ePw2ICAAzdbsZyCvvlp9vLFj0xkjQkAAmm2JJapP+DO7BzJ5cvXxlloqnTEiBASg2dZeu/qEf8UV6YzGxKu4Bh5v3XXTGSNCQACabf/9q0/4hx6azmhMXD/wePF9Jm1AQACaLT7jGHjCj+8knxnLL199vPhO9zYgIADN9s47Icw3X/VJP372R46bbqo+jnthAXS5I46oPvHHu+rGu+s2Is5fccXq4xx1VDprxAgIwHCIl94usED1yX/XXXs/52Mo4ryvf716ffx8kZm9JLiJBARguMSXrdKPs9166xBeeimdWe3ll0PYbrvqdfHNg/ETDtuIgAAM5sEHQ3joofRXh+aUU0KYZZbqGMQ3An73u72fgf78870vVU2d2huIeAXXvPNWz/eZ6AAdaO+9p5/Ijzkm/erQXHJJCHPOWR2FoY64buLE9IhtQUAA6vnWt6pP5vEd5rmmTOndA0lf0qo34rw4P65rUwICUEsajzi22Sad1binn+59WWuzzXo/qXDcuBBmn733ZavPfS6ETTcN4eSTe+e1OQEBSNWKx+qr915ZRT8BARhIPIZMQAD6iEdDBAQgEo+GCUiXePzxx8OGG24Y9txzz/RLwGDEI4uAdLhp06aFM844I3z0ox/tecx/pDLmn3/+cN9996VTgVrEI5uAdLCbbroprLLKKv3hGDhmnXXWsPvuu4eXBrtlApSZeMwUAelATz31VNhmm20K0ag15p577vDv//7v4a+N3gUUup14zDQB6SB/+ctfwiGHHBI+8YlPFEIx2PjsZz8brmqTD6GBETec8Yg3Qjz++Jn/GNsOICAd4rzzzgsLL7xwIQxxjB49OmyyySaFX681Nt544/DII4+kh4fyGM54PPFECIsuOv248R3nXUxA2tzdd98d/vZv/7YQgjjixvlOO+0UnnvuufCnP/2p6mvLLLNMWHbZZQtr4vjYxz4W9t133/BaG32uALREK+MRRzNufdLGBKRNTZ06Neyyyy5hlllmKQQgjjXWWCP88Y9/7J//4Ycfhnnnnbf/67PNNlvPM+mXwwknnBDGjh1bWB/HuHHjwumnn165kgu6XqvjEcdvf5vO7CoC0mbee++9cMwxx4QxY8YUTvhxLLjgguGXv/xluqxiyy23rJp7+eWXV349hmSPPfaoRCU9Xhyf//znw425n9cMnWAk4vEf/5HO7DoC0kYuueSSsOSSSxZO8HHMMccc4Qc/+EF466230mX9TjzxxKo1++23X9XX77///rD++usXjt03tt566/Dkk09WrYGOJx7DRkDawIMPPhj+/u//vnBC7xtbbbVVmDx5crqsIN0HWT3+Janhd7/7XVhiiSUKv08c8Qqvgw8+uHLFF3Q88RhWAjKC4ktL3/72t+u+tLTSSiuFG264IV1WV619kNdffz2dVhFfKjvqqKPCXHPNVfh941hooYXCueeemy6DziEew05ARsD7778ffvazn9Xd3I4ROPXUU8MHH3yQLh1UvX2Qep5//vmw8847192sX2uttcKdd96ZLoP2Jh4tISAtds0114TllluucKKOY/bZZw//+q//2vMYz3+QD7YPUk+MRIxF+t8UR4xLjEyMDbQ98WgZAWmRxx57LGy66aaFk3Pf+Md//McwadKkdFnDhroPUk982Sq+fJX+98URX+6KL3vFl7+gLYlHSwnIMHvjjTfC/vvvHz7+8Y8XTshxxDf8XdHEWx40sg9ST7zS66CDDqp7y5S4AR834qGtiEfLCcgwiSfys88+u3Jr9fQEHMenPvWpcNxxxw3LTQ4b3QepJ17SGy/tTf/b+0a8JDheGgwjTjxGhIAMg1tvvTWsttpqhRNuHPE26xMmTBjW26zn7oPUE99kuPLKKxf+LHHEZzjxTYrxijIYCc/0xGPawBN7HOLREgLSRFOmTAnbb7994STbN9Zdd91w7733psuabmb3QWqJtzuJtz2Jtz9J/1xxxCvKYrjiFWbQKpf0xOO8nsfffT2jPyLi0TIC0gRvv/12OOyww8Kcc85ZOLHGsdhii4ULL7wwXTZsmrEPUk+8AeM+++xTuSFj+ueMI97A8eqrr06XQdMd3BOPTXoecwf0jP6IiEdLCchM+s1vftPzOFu0cCKNIwblhz/8YXjnnXfSZcOuWfsg9cRbwm+00UaFP3Pf+Od//ufw6KOPpsugKb7VE4/4OFu8Z/RF5KqeeHwgHi0lIJn++7//O6yzzjqFE2cc8TbrX/3qV8MzzzyTLmuZZu+D1HPllVdWPqwq/R7EEZ+l/Nu//VvTnv1A1BePvhEjsk9PPN4Rj5YTkAa9+OKL4Wtf+1plMzw9YcbxhS98Idx2223pspYbjn2QeuKVZPFjc+OVZen3I4755psvnHnmmW4bz0xL49H32H5dPEaEgAxRPEn+9Kc/DZ/85CcLD+A4PvOZz4Rf/OIXlf2HdjCc+yD1xCvLdt9997pxXXXVVcMtt9ySLoMhqRePmblzQz/xyCIgQ3DZZZeFpZdeuvDgjSO+QfCAAw4Ib775ZrpsxA33Pkg99913X1hvvfUK36u+se2224ann346XQZ1iUd7EpAZePjhh8OGG25YeOD2jc033zw8/vjj6bK20ap9kHr+8z//Myy++OKF71sco0aNCoceemjlCjaYEfFoXwJSQ3xgfuc736nc3DB94MaxwgorhGuvvTZd1nZauQ9Sz7vvvhuOOOKIMHr06ML3MY5FFlkk/PrXv06XQYV4tDcBGSDePv3kk0+u2jsYOOaZZ57w85//POs26yNhJPZB6nn22WfDjjvuWLlCLf2+xjF+/Phwzz33pMsoMfFofwLy/6677rqw4oorFh6wccRnInvttVd45ZVX0mVtb6T2Qeq54447whe/+MXC9ziOeNv43XbbLbzwwgvpMkpGPDpD6QPyRM+DaYsttig8WPvGl7/85fDQQw+lyzrGSO+D1BKfGZ1zzjlhgQUWKHy/4xgzZkz48Y9/7LbxJTWc8Xiz5+/7wz3xKNw7SzyylDYg8aqpAw88sO5t1pdaaqkwceLEdFnHaYd9kHqG8jO49NJL02V0seGMx9SeeBzTE4/CvbPEI1vpAjLYv37j+zy66V+/7bQPUk98Fpi+1DZwbLDBBh39LJChGc54xMfY+J54pPfO+lA8ZkqpAnL77beX8vX39OQ80vsg9Vx//fUz3Ifac889O3IfisENdzz67lc38N5Zk8RjppUiIPEKoB122KHuFUBrr712V18B1I77IPXEK9xOOeWUrrkSjsG1Kh59I0bkUvFoiq4OiPcg9GrnfZB6BnsvzvLLL98R78Vhxlodjzj+QzyapmsDctFFF3kX9P/rhH2Qejr9bgDUJx6dr+sCMth9mLbbbrtS3oepU/ZB6hnK/cjeeOONdBltSjy6Q9cExJ1gZ6yT9kHq6bQ7IlObeHSPjg/IUD6L4qyzzir9Z1F04j5IPZ3ymSwUiUd36eiA+DS8oevkfZB62v1TIakmHt2nIwPi87jzdPo+SD0XXHBBzZNHHPFz6Q8//PAR+Vx6phOP7tRRAXnttdfCPvvsU/fSzmWXXTZcffXV6TL+Xzfsg9QTA3HYYYdVgpE+LuJYbLHFwoUXXpguowXEo3t1REDi/sVpp50Wxo0bV3igxDF27NjKyfH9999PlzJAN+2D1DNlypSw/fbbFx4jfWPdddcN9957b7qMYSIe3a3tA3LjjTeGlVdeufAgiSO+jh8foC+//HK6jBq6cR+knltvvbVyokofM3HEzfcJEyZUrtxj+IhH92vbgDz55JNh6623LjxA+sb6668fHnjggXQZg+jWfZBaYjDPPvvsMP/88xceP3HEK/eOPfbYypV8NJd4lEPbBeStt94KBx10UJhjjjkKD5A4llhiifC73/0uXcYQdfM+SD3xDYbf+9736t42fplllunqkLaaeJRHWwUkfpzsQgstVHhwxDHXXHOFo446qmtusz5SyrAPUs9jjz0WNttss8Jjq2/EZ7VXXHFFmDx5spE54scWp9/XeIfleIeIdG4c8fE4VOLRftoiIPElhE9/+tOFB0Yc8TbrO++8c3j++efTZWQo0z5IPddcc03lZozpY80YmRHfsxUDMyPi0Z7aIiDxneTpAyOOtdZaK9x1113pdGZSmfZB6olX7P3sZz+r3B4+fdwZrR/xQ8PqEY/21RYBOemkk6oeGPHlqnPPPTedRpOUcR+knngF37e//e3Cyclo7dh4443TH02FeLS3tgjIxRdfXPXg2HfffdMpNFGZ90HqmXvuufu/H/FlvXhHZ6Oxsdpqq1Veil544YXD+PHjC18fOFZYYYWqx+B3v/vd9EciHh2gLQMSr5hh+NgHKRq4Bxcv72V4TZw4cYYBEY/OICAlZR+kmoC01owCIh6dQ0BKyj5INQFprXoBEY/OIiAlZR+kmoC0Vq2AiEfnEZCSsg9STUBaKw1IvDeZeHQeASkx+yDTCUhrpQEZM2aMeHQgASkx+yDTCUhrpQFJh3h0BgEpMfsg0wlIa80oIOLROQSkxOyDTCcgrXXRRRcVwiEenUdASs4+SC8Baa0jjzxSPLqAgJScfZBeAtJa5513XtXj7ktf+lI6hQ4gICVnH6SXgLRWugeS3sqEziAgJWcfpJeAtJaAdAcBwT5IEJBWE5DuICDYBwkC0moC0h0EBPsgQUBaTUC6g4BgHyQISKsJSHcQECrKvg8iIK0lIN1BQKgo+z6IgLSWgHQHAaGi7PsgAtJaAtIdBISKsu+DCEhrCUh3EBD6lXkfREBaS0C6g4DQr8z7IALSWgLSHQSEfmXeBxGQ1hKQ7iAg9CvzPoiAtJaAdAcBoUpZ90EEpLUEpDsICFXKug8iIK0lIN1BQKhS1n0QAWktAekOAkKVsu6DCEhrCUh3EBAKyrgPIiCtJSDdQUAoKOM+iIC0loB0BwGhoIz7IALSWgLSHQSEgjLugwhIa11xxTVh1KhF+8cBB/wonUIHEBBqKts+iIC01h/+cEeYb74N+sdhh52WTqEDCAg1lW0fREBa69pr7w9LLLFH/zjqqIvTKXQAAaGmsu2DCEhr3XjjE2HllY/vH8cdd1M6hQ4gINRUtn0QAWmtm256Kqy66qn94/jjb0+n0AEEhLrKtA8iIK0lIN1BQKirTPsgAtJaAtIdBIS6yrQPIiCtJSDdQUCoq0z7IALSWgLSHQSEGSrLPoiAtJaAdAcBYYbSfZAJEyakU7qCgLSWgHQHAWGG0n2QMWPGpFO6goC0loB0BwFhhiZPnlz1sxk1alQ6pSsISGsJSHcQEGbonHPOqfrZ/NM//VM6pSsISGsJSHcQEGZol112qfrZ/PrXv06ndAUBaS0B6Q4Cwgwtvvji/T+Xj370o+G5555Lp3QFAWktAekOAkJdTz75ZNXPZZlllkmndA0BaS0B6Q4CQl3p/sfuu++eTukaAtJaAtIdBIS6yrL/EQlIawlIdxAQ6irL/kckIK0lIN1BQKipTPsfkYC0loB0BwGhpjLtf0QC0loC0h0EhJrKtP8RCUhrCUh3EBBqKtP+RyQgrSUg3UFAKCjb/kckIK0lIN1BQCgo2/5HJCCtJSDdQUAoKNv+RyQgrSUg3UFAKCjb/kckIK0lIN1BQKhSxv2PSEBaS0C6g4BQpYz7H5GAtJaAdAcBoUoZ9z8iAWktAekOAkKVMu5/RALSWgLSHQSEfmXd/4gEpLUEpDsICP3Kuv8RCUhrCUh3EBD6lXX/IxKQ1nrqqdfC6quf1h+QSy6ZlE6hAwgI/cq6/xEJSOtdccWj4ZvfvCycfPJdYdq0D9Mv0wEEhIoy739EAgKNExAqyrz/EQkINE5AqCjz/kckINA4AaGizPsfkYBA4wSE0u9/RAICjRMQSr//EQkINE5AKP3+RyQg0DgBofT7H5GAQOMEpOTsf/QSkOYaeJuSvnHqqXen0+pK1w6m0fm1NOMYZSMgJWf/o5eANFd6Mo5j7bXPCq+++k46taZ07WAanV9LM45RNgJScvY/eglIc6Un475x7LG3pVNrStcNptH5tTTjGGUjICVn/6OXgDRXejLuG2uueUZ4/vk30+kF6brBNDq/lmYco2wEpMTsf0wnIM2VnowHjsMOuyGdXpCuGUyj82tpxjHKRkBKzP7HdALSXOnJeOCIt3F/4olX0yVV0jWDaXR+Lc04RtkISInZ/5hOQJorPRlvtdUFVf9/v/3+kC6pkq4fTKPza2nGMcpGQErM/sd0AtJc6cn4mmseL/zaAw+8kC7rl84dTKPza2nGMcpGQErK/kc1AWmu9GT84YchbLfdb6t+7RvfmJgu65euH0yj82tpxjHKRkBKyv5HNQFprlon45tvrv4c9Dj++MdnkpW90nmDaXR+Lc04RtkISEnZ/6gmIM1V72S8yy6/r/r1HXa4eMCq6eqtr6fR+bU04xhlIyAlZf+jmoA0V72T8Z13Plv4WtwfSaVzBpPOb8ZgcAJSQvY/isaNG9f//ZhjjjnCoYceOqLj8MOPDEcffXI49tjfhBNP/K9w6ql3Vu4l1U7jttumpN/GfjM6Ge+++8Sqr22xxQVh2rQPq+bMaH0t6fxmDAbXFgE5++yzq05of/M3fxMmTZqUTqNJ7H9U+9WvflV5FjbwezLSY7bZ5up5JrRSWHDBzcPSS+8bVlnlpMIJrh3GVVc9mn47K9J5A91339TC13//+4er5qRfH0w6vxmDwbVFQH70ox8V/gLNPvvsYe+99w6vvjrjNxzROPsfve68886w5pprFh577TA6JSBHH31z+m2tSOel9trryqqvb7TReeG99z7o//pg61ONzq+lGccom7YIyNSpUyvBSP8SxTHvvPP2PF0+NXzwwfQHFzOn7Psf8c+78847t92zjoGjEwKyxhqnh7vuejb99lakc1OTJr0UVlutes65597X//XB1qcanV9LM45RNm0RkCi+Lr/pppv2/MWZrfCXKY6VVlopXH/99ekyGlTm/Y/33nsvHHnkkWGuueYqPL7imHvuucNmm20WfvGLX4z4OOec88L5518aLrzwunDxxXeFiRMn9YxH2mZceeWjYcqU19Nvcb+hnIzju9EHzvnSl84Jb731XuVrQ1k/UKPza2nGMcqmbQLS58EHHwwbbLBB4S9339hqq63C5MmT02UMUVn3P+KFGnFvLX08xfGJT3wiHHzwweEvf/lLuoxMQzkZP/74K5X7Yg2cd/LJd1W+NpT1AzU6v5ZmHKNs2i4gfS655JKw5JJLFv6yxxGvkvnBD37Q86+Vt9JlDKJs+x/3339/z79sv1R4DPWNr3zlK5VnZTTXUE/GBx10XdW8+KFTL7/89pDX92l0fi3NOEbZtG1AoviSwzHHHBPGjBlT+Isfx4ILLhh++ctfpsuYgbLsf/z5z38Oe+yxR92XRD//+c+HG2+8MV1Gkwz1ZBxfBvvCF06vmvuTn9w65PV9Gp1fSzOOUTZtHZA+cZN91113DbPMMkvhRBDHGmusEe644450GYky7H+8//774YQTTghjx44tPE7iiG8YPP3008O0adPSpTRRIyfjI464sWpu3JxvZH3U6PxamnGMsumIgPS5++67w/jx4wsnhTjiv6Z33HHH8Oyzta8Kofv3P/7whz+Ez33uc4XHRhwf+9jHwr777htee+21dBnDoJGT8dSpb1Y+qTBdM9T1UaPza2nGMcqmowLS5/zzzw8LL7xw4SQRx+jRoyvvK3n33XfTZaXXrfsfjz76aNhkk00Kj4W+sfHGG4dHHnkkXcYwavRkXOtlq0bWNzq/lmYco2w6MiBRvGLmkEMOqVxBk54w4ohX3Pz2t79Nl5Vat+1/vP7662G//farPLtIf/5xfPaznw1XXXVVuowWaPRkHDfOx48/s7BuqOsbnV9LM45RNh0bkD5PPfVU2GabbQonj77xd3/3d+FPf/pTuqx0umn/I+5fnHnmmWG++eYr/LzjiO/nOP744yv7IYyMnJPxCSf8sbBuqOsbnV9LM45RNh0fkD4333xzWGWVVQonkzhmnXXW8I1vfKNyZU5Zdcv+R/w5r7rqqoWfsZ9ze8k5Gb/++rth3XXPLqwdyvpG59fSjGOUTdcEJIr/Mj3jjDP8y7SGTt//iM80t91228LPtG/EZ5r33Tf9VhiMrNyT8Wmn3VNYO5T1jc6vpRnHKJuuCkgfr40Xder+x9tvv13Z6xo1alTh5xhH/HPZ64KR0ZUB6fO///u/g16dE+d0u07d/4hX2y2yyCKFn1scrraDkdfVAelT9vcHdNr+h/f7QGcoRUCivncox32Q9KQURze/Q7lT9j/ccQA6S2kC0ideofPNb35zhvdIuummm9JlHa3d9z/c8ww6U+kC0qcsd2lt9/2Pwe66fOCBB7rrMrSp0gakT7d/TkS77n/43BfofKUPSDTYJ9XF+26de+656bKO0G77H6+88krYc889676E6JMnoXMIyABxb2CnnXaq+1nZa621Vrjrrt5PTOsU7bL/ET/T/qSTTgrzzDNP4fsax7zzzhtOOeWUyjygMwhIDXfeeWdYc801Cye5OOIVQvFf9c8//3y6rO20y/7HNddcE5ZffvnC9zKO2WefPey9997h1VdfTZcBbU5AZuBXv/pVWGihhQonvTjiFUNHH3105eWvdjXS+x+PPfZY2GyzzQrfu77xD//wD2HSpEnpMqBDCMgg4hVABx10UOWKoPQEGMcSSywRfv/736fL2sJI7X+88cYb4Xvf+174+Mc/Xvh+xbH00kuHyy+/PF0GdBgBGaJ4RdC//Mu/FE6GfWP99dcPDzzwQLpsRLV6/+PDDz8MZ599dph//vkL3584PvWpT4Vjjz02/PWvf02XAh1IQBp0ww03hJVXXrlwcowjXln0rW99K7z88svpspZr9f7HrbfeGlZfffXC9ySOeJv1CRMmhBdffDFdBnQwAckQb3dy2mmnhXHjxhVOlnGMHTs2nHjiiSN62/hW7X9MmTIlbL/99oXvQd9Yd911w7333psuA7qAgMyEeAPGffbZp3IlUXrijGO55ZYLV199dbqsJYZ7/+Odd94Jhx9+eJhzzjkLf+44FltssXDBBReky4AuIiBN8Mgjj4SNNtqocBLtG5tuuml49NFH02XDajj3P2IYFl100cKfM44YlBiWGBiguwlIE1155ZWVvYb0pBpHvG38/vvvX7lCabgN1/5HfClqnXXWKfzZ+sZXv/rVyktaQDkISJPFK4yOO+64yhVH6Qk2jniF0llnnVW5Ymm4NHv/I25+f+1rX6tshqd/njji5vltt92WLgO6nIAMk5deeil8/etfr3vSXW211cItt9ySLmuKZu1/xBj+9Kc/DZ/85CcL//1xfOYzn6lctjucMQTal4AMs//5n/8J6623XuHk2ze222678PTTT6fLZkoz9j8uu+yyyhv+0v/eOOIbBA844ICWvBwHtC8BaZGLLrqo6sQ+cIwaNSoceuih4e23306XNWxm9z8efvjhyi1G0v/GvrH55puHxx9/PF0GlJCAtNC7774bfvjDH4bRo0cXTsxxLLLIItkvN/XJ3f+INzOMNzWsd0lyvBnitddemy4DSkxARsAzzzwTdthhh7q3jV977bXDPffcky4bkkb3P+Lt0+Nt1OPt1NP/jjji7dfjbdjdZh1ICcgIuv3228MXv/jFwkk7jnjb+N122y288MIL6bIZamT/I35w04orrlj4veOIt2WJH/wUPwAKoBYBGWHxCqb4stMCCyxQOInHEa+A+slPfjKkGxAOdf/jiSeeCFtuuWXh9+ob8aNmH3rooXQZQBUBaRNvvvlm+P73v1/3FuhLLbVUmDhxYrqsymD7H/H3OPDAA2f4e1x66aVVawDqEZA2E58dbLHFFoWTe9/48pe/XPfZQb39j8Ge5cQPx/rxj3/c1h+OBbQfAWlT1113XVhhhRUKJ/s44pVSe+21V2F/otb+xx133DHDfZZdd901TJ06teo4AEMhIG0sXvl08sknz/AKqZ///OeVeen+R/ykxB133LHulV7jx48Pd999d/pbAgyZgHSA+EzjO9/5Tt33aMRnKvEjZAf+Wr258b0m559/fvpbADRMQDpIfJf4hhtuWIjCUEYz3+0OEAlIB4pXY9W7T1Wtse222zb9flsAAtKh4vtC4vtD6t0pN45VV1013HzzzelSgKYQkA4X36ker6QaGI64/3HmmWdWPrsdYLgISJeI97OKV2XFl7Zclgu0goAAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACy/B80b00QWbprOgAAAABJRU5ErkJggg==)
PN: 4H48-1-9S
CAS: 7486-95-5
Molecule Weight: 137.182
Formula: C8H11NO
![(1R,2R,5S,6R,7R)-6,8,8-Trimethyl-3-azatricyclo[5.1.1.02,5]nonan-4-one](data:image/png;base64,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)
PN: 4248-1-14
CAS: 1000304-34-6
Molecule Weight: 179.263
Formula: C11H17NO
![(1S,2S,5R,6S,7S)-6,8,8-Trimethyl-3-azatricyclo[5.1.1.02,5]nonan-4-one](data:image/png;base64,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)
PN: 4H48-1-FE
CAS: 1000304-40-4
Molecule Weight: 179.263
Formula: C11H17NO
![(1R,2R,5S,7R)-8,8-Dimethyl-3-azatricyclo[5.1.1.0^2,5]nonan-4-one](data:image/png;base64,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)
PN: 4H48-1-7E
CAS: 328010-06-6
Molecule Weight: 165.236
Formula: C10H15NO
TSCA: Not listed on TSCA inventory
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)