![tert-butyl 3,6-diazabicyclo[3.2.1]octane-6-carboxylate hydrochloride](data:image/png;base64,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)
| Product Number | 4H56-5-1T |
| CAS | 194032-49-0 |
| MDL Number | MFCD27976572 |
| Molecular Formula | C11H21ClN2O2 |
| Molecular Weight | 248.75 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-1T
CAS: 194032-49-0
Molecule Weight: 248.75
Formula: C11H21ClN2O2
![tert-butyl (3aS,6aS)-octahydropyrrolo[2,3-c]pyrrole-1-carboxylate oxalate hydrate](data:image/png;base64,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)
PN: 4H22-1-98
CAS:
Molecule Weight: 320.342
Formula: C13H24N2O7
![tert-butyl (3aR,6aR)-octahydropyrrolo[2,3-c]pyrrole-1-carboxylate oxalate hydrate](data:image/png;base64,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)
PN: 4H22-1-99
CAS:
Molecule Weight: 320.342
Formula: C13H24N2O7
![tert-Butyl octahydro-1H-pyrrolo[3,4-b]pyridine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-943
CAS: 159877-36-8
Molecule Weight: 226.32
Formula: C12H22N2O2
![1-N-Boc-1,6-diazaspiro[3.4]octane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABuaAAAbmgGonMW0AAACK3pUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi978HuKU0jIYtBusHezbUGwlNcRWkZ23f7+TnXhxkjlYRqfTPdLpTqfZw75cw1bbujBVSgTlBHSVmbyoVin59f51EpOH+SxDIzSs6pR8NM3nlLHdbkezD12qvaloZkrSzU/3dTGw2XnU2BWTnAv2+/XlrWUmRVU3qso0UnUxrVvli8lU03rxny1Yqey2qFhnzkq77Vb7I7lrnO7rnPw7yxPOPSIKy2KtYWlsqRrYSk6x8S+w0pW2qtE5LA6o9qiPZ5/PXp9Ntil11aDoVigytX5r7CZDRWnWOtvgYih8e05JKRBQjSkfrVUHcJJTKwFKgvJA+aACUCGoCFQMKgElOP44L9BAoIVAExFgzNfabfp++NToOXTfj/b/Dk/9hzKGTKZkwmkQehGcek6TKPRgIqngA3UUcQ5H7XGEk56Ik9NQ0DjAkaRR6AvwqZRxfOo6JYGD2zKgEUfDiU9FeKuXNJSuPy7Yj29u13vGRZCgMvBxhInhnYN+FCQYXNZHdz5bmCo/E6HIU7JA35zJT72s5THyBIzNtcXL7BZwpueAHAIuT+OAdwX444B/BQTjQDAE3I0ZB8Ih4O5XD8hbQHQFxOM7xEPA3d1xIBkC7U0fJ9z8IHVtZdxhxJVfd5GLhHfFd4e5yHlXrHeYi7R3xX2Hucj86TEYZcIb57nJsLOCYaenC8WrZ42dvXkMX/r5Xz+FxM2ZjFWOAAAuZUlEQVR4Xu3dCZgU1dmwYZFdUFARQSIgyKL/h8oiGIO4ACqjn9FoJCAgLjFqNICoiIhRggIaFb64gAZUBI1bUFRAcJcoKAi4wSCI4sKissguDO8/b02qpvvM9EzX6Zru6q7nvq66EqnTPdBdXc90V9XpfQQAAAv7mH8AAEAyCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICIAKMWLECDn44IPl3HPPlfnz55urkQMICIDALVu2TPbdd1/ZZ599vKVx48YyaNAgeffdd2Xv3r3mTZCFCAiAQO3cuVPatm0bFw9zadiwoVx11VXyxhtvyJ49e8y7QJYgIAACNWDAAC8UhxxyiNx0001lBqVevXpy2WWXyaxZs2TXrl3m3SHECAiAwLz88stSqVIlJwz6EdacOXO8dStXrpQxY8bICSecUCIi7lKnTh3p16+fvPDCC7Jjx46Ye0YYERAAgfj++++ddxxuDPSdRyKrV6+WcePGSZcuXUocK3GXWrVqyR/+8Ad5+umnZevWreZdIAQICICUFRQUSLdu3bydf6dOneSXX34xh5VqzZo1Mn78eOnatatUqVKlREh0qVmzppx33nkyefJk2bx5s3kXyBACgsjZsmWLdOjQQVq1aiVffvmluRoWRo0a5e3sDzjgAOfjKhs//vijTJo0SXr06CHVq1cvERJd9M91vY7T8cgcAoJI0c/V27Vr5+2MDjvsMPnhhx/MYfBh3rx5UrVqVe8xnTp1qjnEir7TeOKJJ5x3HvoOxAyJLvqORd+5PPTQQ847GaQXAUFkaDzOOOOMEjuhY489lohY0p18s2bNvMeyf//+5pBAbNu2zTkWosdEateuXeI51EWPpegxlbFjxzrHWFDxCAgiwYxH5cqV436rJSJ2evfu7T2GLVu2dD4erGj6XL744ovO2Vp169YtERJ30bO99Kwv24/TUD4CgpxnxkM/9njuuefk/fffdz6vJyJ2Hn30Ue+x0+MSCxcuNIdUOD1Qr9eP6HUksWeAmctxxx3nTK2ydOlS8y6QAgKCnJYoHi4iYic/Pz/uo6R77rnHHJJ2ekW7Xtl+9dVXO8e2zIi4y1FHHSXDhw+XxYsXm3cBnwgIclZ58XAREX/0avHYExH0jKgwzm2lc27p3FtNmjQpERF3ad68uQwZMsQ5EQD+ERDkpGTj4SIiybvuuuu8x6lBgwaybt06c0jofPDBBzJ06FAnGGZE3EUnexw4cKC88847oQxiGBEQ5By/8XARkfLNmDEjbqqS2bNnm0NCb8mSJXLrrbfK0UcfXSIi7qKTPV555ZXy+uuvM9ljGQgIcoptPFxEJDG9zqJ+/freY3PjjTeaQ7KOTjv/t7/9Le4jOXPRyR4vvfRSmTlzJpM9GggIckaq8XARkZL0I53u3bt7j8nxxx+f9FQl2UJnJbjrrrvk17/+dYmIuItO9ti3b1+ZNm0akz0KAUGOCCoeLiIST6+ncB8LfVxWrFhhDskp33zzjTPZ48knn1zmZI89e/aUf/3rX5Gd7JGAIOsFHQ8XESmiB6CrVavmPQ46vUiUrF27ViZMmOBMFlnWZI/61b062eOmTZvMu8hZBARZraLi4Yp6RH7++ee4M5f045so++mnn5xJHPPy8hJO9qixPfPMM2XixIk5v60QEGStio6HK8oR6dOnj/fvbtGihRMUFNHHQt+N/e53vytzsked2v7yyy/PyY+5CAiyUrri4YpiRB5//HHv36u/VX/44YfmEPyXTvb4zDPPSK9evRJO9tixY0fzZlmPgCDrpDserihFZPny5bL//vt7/9a7777bHIIEdPucPn26XHzxxXGPoX4UmGsICLJKpuLhikJE9FoH/cIt99+ojzdXZtv56KOPvMfx7LPPNldnPQKCrJHpeLhyPSLXX3+992879NBDnbOQYOfjjz/2HstzzjnHXJ31CAiyQlji4crViOjU6O51D/q/+t+wR0CADAtbPFy5FhF9p6HvONx/z+DBg80h8ImAABkU1ni4ciUieowj9nHWYyDM+5Q6AgJkSNjj4cqFiOhZVu7fX88c0rOwkDoCAmRAtsTDlc0R0es7Yqcq0es/EAwCAqRZtsXDlY0R0aup9Qpz9+980UUXmUOQAgICpFG2xsOVbRHp16+f93fVC92YqiRYBARIk2yPhytbIqLzOLl/R/0IS2fdRbAICJAGuRIPV9gjot/nEfv30+/7QPAICFDBci0errBGRL9JUL9R0P176TcNMlVJxSAgQAXK1Xi4whgR/S5z9++j33Gu33WOikFAgAqS6/FwhSkis2fP9qYqqVSpksyYMcMcggAREKACRCUerjBEZN26ddKgQQPv7zBo0CBzCAJGQICARS0erkxGRI9x9OjRw/vZ7dq1Y6qSNCAgQICiGg9XpiJyzz33eD9TvzEvPz/fHIIKQECAgEQ9Hq50R2ThwoVSvXp17+c9+uij5hBUEAICBIB4xEtXRLZs2SItW7b0fo5+ZzfSh4AAKSIepUtHRPr37+/df7NmzWTz5s3mEFQgAgKkgHiUrSIjMnXqVO9+q1atKvPmzTOHoIIREMAS8UhORURk5cqVcfc5atQocwjSgIAAFoiHP0FGRKcq6dSpk3dfXbt2lYKCAnMY0oCAAD4RDztBReSmm27y7uOQQw6R77//3hyCNCEggA/EIzWpRmTOnDlxU5W8/PLL5hCk0SeffCqVK9d0lnPPvcBcnfUICAJDPIJhG5H169dLw4YNvdsNGDDAHII0+/zzFVKv3m+cpU+fIebqrEdAEAjiESy/EdGpSs466yxvfNu2bWXnzp3mMKRZfv530qLFX5zlyisfNldnPQKClBGPiuEnIvfdd583rlatWrJs2TJzCDLgiy9+kvbtJzjLoEGzzNVZj4AgJcSjYiUTkY8++ihuqpKJEyfGrUfmEBAgAeKRHmVFZOvWrdKqVStvXc+ePY1bI5MICFAK4pFeiSJy6aWXen92xBFHyKZNm8ybIoMICGAgHplhRqRJkybe/9epSnQ9woWAADF2794thx9+OPHIEDMi7nLHHXeYQxECBASI8fzzz8ftuO68805zCCrYs88+61wk6D4HetYVU5WEEwEBYuj3S+y///7ezkt/G37vvffMYaggX3zxhfzqV78q8Q5k0qRJ5lCEAAEBDD/++KMcd9xxRCTNzHjUrVvX+//6NbVc+xE+BAQoBRFJLzMeehxK/ywvL8/7M64+Dx8CAiRARNKjtHisWLHCWWfOfzVw4EDj1sgkAgKUgYhUrLLi4TJn4H3llVfi1iNzCAhQDiJSMZKJh2vIkCHeuPr16/MdICFBQIAkEJFg+YmH0m8h7Nixoze+W7dunNobAgQESBIRCYbfeLjM70EfPXq0OQRpRkAAH4hIamzj4Zo6dap3W53eZP78+eYQpBEBAXwiInZSjYfr4osv9u6jefPmsnnzZnMI0oSAABaIiD9BxUPpbAEtWrTw7qt3797mEKQJAQEsEZHkBBkP14IFC6RatWrefT722GPmEKQBAQFSQETKVhHxcN1zzz3e/epUJ8uXLzeHoIIRECBFRKR0FRkPtXfvXjnzzDO9+2/fvr3s2rXLHIYKRECAABCReBUdD9e6deukQYMG3s+57rrrzCGoQAQECAgRKbJy5VeF8Sj+Uq6Kiofr1VdfjZvqZObMmeYQVJAvv9zoBeSGG2abq7MeAUFamRE59ND/Jx9++Jk5LGd99dX6wn9/b6ldu3nhv79ShcfDdcMNN8Q85ofKmjVrzCGoAHv2FMhll70oJ5zwiLz++pfm6qxHQJB2bkT226+J1K9/qrRpc60sXvytOSznrF69Wbp3Hy/Nm19ZuBM/XVq37pyWeCid6uT444/3InL66ac7x0iAVBAQZMRPP22Q0077oxxxxOWFAblTunR5VJYsWWsOyxkajx49pjgfZRxzzN3SufNQWbUqvRMe6nGX2G+TvOuuu8whgC8EBBmzYcMW+f3vJ3qfEedqRGLjoUte3tTCP9toDkuLJ554wguIXifywQcfmEOApBEQZNSmTTukV6/ncjYipcXjm28yO7VI3759vYgceeSR8vPPP5tDgKQQEGRcrkYkjPFQGgwNhxuRPn36mEOApBAQhEKuRSSs8XB9+OGHcVOdTJ482RwClIuAIDRyJSJhj4fr7rvv9gKiB9f1IDvgBwFBqGR7RLIlHkpP49XTed2IdOjQgalOUuQ+77p06DBBli37wRwSJ3Z8acpbb/I7PlUEBKGTrRHJpni41q5d61xY6Ebk+uuvN4fAh9gduC5XX/2KOSROeTv88tab/I5PFQFBKGVbRLIxHi6d2kSnONGA6JQns2bl3pxN6RK7A3eX+fMTXyRb3g6/vPUmv+NTRUAQWtkSkWyOh2vw4MHeuxCdfFHfmcC/2B24u/Tp87wkuui/vB1+eetNfsenioAg1MIekVyIh9JjHzrduxsRnQaeqU78i92Bn3hi8UWyr75a+pQ15e3wy1tv8js+VQQEoRfWiORKPFz6hVOxU538/e9/N4egHLE78LFj3/f+/7nnPiW7dxeYw8vd4Ze33uR3fKoICLJC2CKSa/FwPf74415A9DoR/WpcJC92B67brG6n7n8//fSn5vByd/jlrTf5HZ8qAoKsEZaI5Go8XBdddJEXkRYtWsiWLVvMIUjA3IE//PBC77+7d58s27fvLnO8qbz1Jr/jU0VAkFUyHZFcj4favHmzNG+u31dSFJF+/fqZQ5CAuQPftu0X6dbtce/PNChljTfFrve7pAMBQdbJVESiEA/X/PnzpWrVql5EpkyZYg5BKUrbgU+d+rH3ZyedNEk2bNhR5vhYZhT8LOlAQJCV0h2RKMXDNWbMGC8g+vXD6fryq2xW2g581649zvbi/vndd/+nzPGxyltv8js+VQQEWau0iCxdWvbUETbWrt0SuXgoPY23e/fuXkQ6duzofLMhEku0A582ban35/r1tt99VzSFfqLxrvLWm/yOTxUBQVYzIzJ8+BvmkJRNmLDAu/+oxMOl351ev359LyI33nijOQQxEu3ACwr2ynnn/ctbN2zY62WOd5W33uR3fKoICLKeRuSSS15wfrN7441V5uqUffrpOjn55EedHUCU4uGaMWNG3FQns2fPNofktD17CpzpSEaOfNvZBvQXikTK2oHrxYTuOp1oMT//xzLHq/LWm/yOTxUBQU6LfUEFMTtqVA0aNMh7F9KwYUNZt26dOSSn6HGLd9/9Wm677U059dTH4raL449/uNSLAlVZ249e2N+79/Pe+muueaXM8aq89Sa/41NFQJDTYl9QuqQ6O2pU6VQn7dq18yKSl5eXc1Od7Ny5W15//Uu55ZbXnbOlzG1HF/0lZNSod82besrbfubO/brEfZY1vrz1Jr/jU0VAkNPMF6kuqcyOGmX5+flSu3ZtLyL33nuvOSTr6HUaM2d+ITfeOEd+85viuatiF33H8ac/veRcSb5+/TbzLuIks/1cdtmLJX5GovHlrTf5HZ8qAoKcZr5IdUlldtSoe/TRR72AVK9eXRYujL8wLhts3rxTXnopXwYOnCm//vU/S2wfuujxtD//+RV54YWlcddtlCeZ7WfRojUlfl6i8eWtN/kdnyoCgpwW+4IKYnZUiPTq1cuLSMuWLbNiqpOfftrunEqrH2F26vRI3PPsLhqTQYNmOXH5+edd5l0kJdnt59prZ5T4+aUpb73J7/hUERDktNgXVBCzo6JoqpNmzZp5Eenfv785JBTWrdvqfOx0xRUvOR9DxT637qIfWw0ZMkdmzfrC+TgrVcluP3oGlh5PKW98eetNfsenioAgp8W+oIKYHRVF5s2bFzfVyZNPPmkOyQi9QO+JJ5bIpZeWfpxBFz1ArtcL6QFzPXAOewQEOc0MQqqzo6LYqFGjvIDUqVNHVq5caQ5Jiy+//L7weZ0rffv+u0Qs3EVPxb399recs6D0FF0Eg4Agp5lBSHV2VBQrKCiQrl27ehHp1KlT2qY6+eSTT+S2224rfJ66SoMGZ0qrVteXiIb+gnDHHe84Z93pxYAIHgFBTistCKnMjop43333nRxyyCFeRG666SZzSGD0y62GDRvmfEeJ+/OqVNlfDj74RGnW7App2/b/nDnLdLLChQu/d6YPQcUiIMhppQUhldlRUdLLL78cN9XJa6+9Zg6xNnfuXBk8eLA0bdrUi4a5tGlzeuE7jamyeHHi63tQMQgIclqiINjOjorSDRgwwNuhH3bYYbJ+/XpzSFL0Y7E333xTrrnmGmnUqFGJWLhLq1at5JZbbsnK61ByCQFBTksUBNvZUVG6nTt3ynHHHeft4M8666ykpzrR4yY6QePll18eN/OvuRxzzDFy++23y2effWbeBTKEgCCnlRUEm9lRkdjSpUulVq1a3g5/7Nix5hCPBuell15yriE58MADS8TCXfQ7SPRsL77MKpwICHJaWUGwmR0VZfvnP//p7fx1qpNFixZ567Zt2ybPPvusXHTRRXFzasUueiylc+fOzjxbX3/9dcw9I4wICHJaeUHwOzsqytezZ08vCDrVycSJE+X888+X/fbbr0QwdKlcubKceuqp8sADD8j3339v3h1CjIAgpyUTBD+zo6J8mzZtKvOsKV2qVasmZ5xxhvOO5Ycfyv6OFoQXAUFOSyYIfmZHRXLee+8979Red6lRo4b89re/lccff9yJDLIfAUFOSzYIyc6OiuRdcsklznxZenbWU089JVu3bjWHIMsREOS0ZIOQ7OyoAIoREACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAIJLmzFnpfCcI31oH2CMgiBz9ulP3YsEXXlhqrgaQJAKCyHnlleVeQCZMWGCuBpAkAoLIISBAMAgIIoeAAMEgIIgcAgIEg4AgcggIEAwCgsghIEAwCAgih4AAwSAgiBwCAgSDgCByCAgQDAKCyCEgQDAICCKHgADBICCIHAICBIOAIHIICBAMAoLIISBAMAgIIoeAAMEgIIgcAgIEg4AgcggIEAwCgsghIEAwCAgih4AAwSAgiBwCAgSDgCByCAgQDAKCyCEgQDAICCKHgADBICCInJde+lSOOWaMszz44FxzNYAkERBEzvPPvyOHH97TWe6991lzNYAkERBEzpNPTpPatVs4yx13/J+5GkCSCAgiZ/LkybLPPvs4y1//+ldzNYAkERBEDgEBgkFAEDkEBAgGAUHkEBAgGAQEkUNAgGAQEEQOAQGCQUAQOQQECAYBQeQQECAYBASRQ0CAYBAQRA4BAYJBQBA5BAQIBgFB5BAQIBgEBJFDQIBgEBBEDgEBgkFAEDkEBAgGAUHkEBAgGAQEkTNu3DgvIKeeeqrs2LHDHAIgCQQEkTNw4EAvILo0bdpUnnnmGXMYgHIQEETOpEmT4gLiLieffLIsWrTIHA4gAQKCyIk9BnLooYfGRaRy5cryxz/+UdavX2/eDICBgCByYgNy6623yoQJE6RevXpxIalbt67cc8898ssvv5g3B/BfBASRU9pZWBs3bpRBgwZJ1apV40LSqlUreeWVV+LvAICDgCBySguIa9myZdKjR4+4iOhy5plnOusAFCMgiJzhw4d7YdAzskqj7zr03UdsRPTdiY7XdysACAgiZPXq1dK7d++4KJxxxhnmMI8e/9DjIHo8JPY2erxEj5vs2bPHvAkQKQQEOW/79u1y++23y3777VfiHcVrr71mDi/hhx9+cM7M0jO0Ym9/7LHHyptvvmkOByKDgCCn3XnnndKoUaO4HX/NmjWdj7G2bdtmDi+TXiOi14rE3pcuF1xwgaxatcocDuQ8AoKc9NFHH0nLli1L7OwvvPBC+eqrr8zhvuhV63r1euz91qhRQ2655RbZunWrORzIWQQEOWXdunVy2WWXyb777lsiHvvvv7+MHTtWdu/ebd7MN50/a8SIEVKrVq24n6HvdvQsLyAKCAhygh7wvvvuu6VOnTpxO3T9uMo8dtG6dWuZNWuWeRdWvv32W+nTp49UqlQp7meccMIJMm/ePHM4kFMICLLeSy+9JC1atIjbgVerVk0GDx4smzZtks8//1y6d+8et16Xs846S5YvX27enZX33ntPOnbsGHf/GpV+/frJd999Zw4HcgIBQdZaunSpnH766SXCkJeXJ/n5+eZwmT59epmhSdXevXvlsccek4YNG8b9jHa1a8vsO+6Qgp07zZsAWY2AIOts2LBBBgwYUGLaEf1oaubMmebwOLt27ZK77rqrxEdd9evXl0ceeUQKCgrMm/j2888/y9ChQ6V69epSs/C+zytcxhcu3zZrJvL88+ZwIGsREGQNvXDvoYcekoMPPjhu568X+t13332+Jj5MdLC9bdu28s4775jDraxcuVKuP+88ubnwft8pXMRdTj1V5OOPzeFA1iEgyApvvPGGtGnTJm5nrwfH//SnPzkX+tlauHChdO7cOe5+denZs2fKp/u61rz+umz4n/8pDoguhX93ufJKkR9/NIcDWYOAINR+Lvwt/q7f/U5qGzv4U045RZYsWWIOt/bUU09J48aN436GnsGl0737veCwVDrtyYMPSuHbp/iQHHigyNixIgGcWgykGwFBOG3ZInLzzTK3enW5pXBHe/x/d+pHHHGEPPfcc+boQOiUJ7fddluJKU8OP/xwmTJlijnczoYNIn/5i0jVqvEhad1aJKBTi4F0ISAIl717RR57TOSww5wd6w+Fy5TC5YrateW+kSNlZxrOZNJJF3v16hUXEV1OPPFE+fDDD83hdj7/XKR79/iI6HLWWSIBnVoMVDQCgvB4/32Rjh3jd6iVKsmqfv1kSwaupZg7d660b98+LiJ60P2SSy6RNWvWmMPtTJ8u0qJF/L+5WjWR668XCeDUYqAiERBk3rffivTt68QibkfaqZNIhq/m1tN6J06cWOK703ValNGjRzunBadM7+Ouu0QOOCD+31+/vsgjj+hfwrwFEAoEBJmzY4fI3/4mUrt2/I5TP756/PGij7NCYvPmzXLjjTc6Fx7GhqR58+bywgsvmMPtrFsnctllUvg2J/7xaNtWJKBTi4EgERBkxrPPijRtGr+jrF5dZNiwogPoIfXFF1/IOeecExcRXbp27SrLPv3UHG5n4UKRzp3jHxtdevYUCejUYiAIBATptXixyCmnlNw5nn++yJdfmqNDa86cOXL00UfHRaRblSoy+89/lj0//WQOt/PUUyKNG8c/TjVritx6q0gQpxYDKSIgSA+92O+KK4ouoIvdIR5zjEiWfqufTgv/j3/8Qw466CBpXvhvubpwmV647Cr878IVwVzbsX27yG23iey3X/zjdvjhIkF9dAZYIiCoWDq9yL33itStG78DrFdPZPz4ogvsstxPhe84Hip85/FA4TuQL2L/jYXvUArfqpjD7axeLdKrV/xjWPjzZP16cySQNgQEFWfGDJFWreJ3enoB3YABIhs3mqOz3lY9BtK1a/y/V5dzztGDJ+ZwO3PnirRvX3S/hx5a+EP5BkRkDgFB8JYtE8nLK7kjPeMMnYPdHJ17pk0Tad48/t+u13YMGaJT9Zqj/dPTevX0Zj1rC8ggAoLg6IVv111XcpqOli1FXn7ZHJ3b9NqOUaNE9t8//rFo0EBk0qRQnaIM2CIgSJ3+RvzwwyKHHBK/s6xTR+Tvfy86DhJVesV6//4lr+3o0KHo4yggixGQKNOzhHSSwAsvFNEvO6pVq2jR///734tMnlz+zl8/gzenH9EzrS6/nAO8sT74QOTEE+MfJ1169y46QB60IJ5boBwEJKr0ymbzAHdpi378VNZV0HoKbuz4Ll1EPvrIHAWX7tR/9av4x0xP0dVTdfWU3SAE9dwC5djH/ANEwL//XXTVt+5E9KMVvT5DJzLcvLnoIK/+tnz11cUfu+hYPTBcGp2ORM8yatdO5OmnzbUojV4EqBcD6kWBsTt0vWhQLx5MRZDPLVAOAhI1ehaUe1Ga7jzK+g5xvYahRo2isfrxh55dheDotCT6EZP5zuCkk4qmM/GL5xZpRkCi5uSTi3dU999vri3poYeKx+sUJAje228XTZgYGxF9h6ATK/o5VZfnFmlGQKJEvwzJ3WHo59/JTBOuY2I/Tw/qC5UQTx9nnbq9tDPZnnzSHF0Szy0ygIBEiV7I5u4sRo401yamY93b3XSTuRZB0mtpBg8uuvDQfcwbNTJHlcRziwwgIFHym98U7yzeestcm5iOdW+nn8+j4uXni/zv/xY95gMHmmtL4rlFBhCQKPnv94w7i5/P1teuLb5dMr8NI/14bpEBBCRK3LNudNm501ybmI51b6enniJ8eG6RAQQkStjJ5C6eW2QAAYmShg2LdxZ8zJFbeG6RAQQkSoI40Krf1Y3w4blFBhCQKLE91fOOO4pvx6me4cRziwwgIFEyf37xzkIvIEvmYjP93orWrYtvx8Vm4cRziwwgIFGjH1O4OwydyqI8EyYUj9epMhBePLdIMwISNZ99VjwLrJ65M3u2OaLYG28Uj9VJ+qLwdbTZjOcWaUZAoujZZ4unytBJ+668sugjEJ3ue8uWoo8yrrmm6IuhdIzO7KrThCP8eG6RRgQkqvTsmxYtij/CSLToGJ0tFtmD5xZpso/5B4gQ/UpT/WrTCy4QOeKIoo8ydGnaVOT88/na02zGc4s0ICAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAUGRrVtFvv3W/FMASIiAoGiKiyZNiq5OnjTJXAsApSIgEFmwoHh6i549zbUAUCoCApEPPigOyIUXmmsBoFQEBAQEgBUCAgICwAoBAQEBYIWAgIAAsEJAQEAAWCEgICAArBAQEBAAVggICAgAKwQEBASAFQICAgLACgEBAQFghYCAgACwQkBAQABYISAgIACsEBAQEABWCAgICAArBAQEBIAVAgICAsAKAQEBAWCFgICAALBCQEBAAFghIJBfCgPyfWE8dNlAQAAkiYBA1hYGZFxhPHSZQUAAJImAQD4vDEjnwnjocisBAZAkAgL5oDAg+xTGQ5cLCQiAJBEQEBAAVggICAgAKwQEBASAFQICAgLACgEBAQFghYCAgACwQkBAQABYISAgIACsEBAQEABWCAgICAArBAQEBIAVAgICAsBK2gLi7qB0SYbf8bBHQADYSNve2W8Q/I5Pxty5c2Xw4MHSvn17adCggVStWlXq1KkjrVu3lv79+8u0adNkz5495s1yHgEpKZVtxe+263c8EBZp22L9vkj8ji/LihUrpGvXrnH3mWhp2rSpvPjii+Zd5DQCUiyIbSV2TDL8jgfCIm1brN8Xid/xiehvkgcddJB3X507d5bJkyfLqlWrZPv27bJhwwZZsGCB3HzzzVK/fv1Afma2ISBFgtpW/G67fscDYZG2Ldbvi8Tv+NJ8/fXXUq9ePec+9t13X3nggQfMIXF0B9GvX7+UfmY2IiDBbit+t12/44GwSNsW6/dF4nd8afLy8rz7GDlypLk6oaFDh5p/lNMISLDbit9t1+94ICzStsX6fZH4HW9avHixd3v9rDrRAU8QkKC3Fb/brt/xQFikbYv1+yLxO940bNgw7/YjRowwVyNG1AMS9Lbid9v1Ox4Ii7RtsbEvEr+LjZNOOsm7/VtvvWWuRoyoByTobcXvtut3PBAWadtizSj4WWw0atTIu/3atWvN1Va++eYbefPNN3Nueeihh7zH6pRTTimxPheWefPmyd69e82n1BH0tmJuv34WIJukbYv1+yLxO95Uo0YN7/Y7d+40V/um1wfUrFmzxAueJXuWQYMGmU+rI+htxfy5fhYgm6Rti/X7IvE73hT0TkE/2jBf7CzZtZx99tnm0+oIeluJ/ZnJ8DseCIu0bbF+XyR+x5uC/lhCPfjgg840Frm26I7Vfaz0cTPX58Jy7bXXOhcElibobcXvtut3PBAWadti/b5I/I43BX1gNJdxED3YbcXvtut3PBAWadti/b5IzPGffPKJc9FWhw4dnOkmqlevLkceeaRcddVVzlXEpqBPzcxlUQ9I0NuKue2WJ9F4v9s8kG7JbeEBSPQiScQcH/vf5qKzpC5cuDDu9osWLfLWN2vWLOWLw3JZ1AMS9LZibrvlSTTe3M5jl9K2eSDdktvCA5DoRZKIOb5NmzbOb4dvv/22rF69Wnbs2OH8htatWzdnjH4MYerRo4d3H6NGjTJXJ6ST5UVJ1AOigtxWzG23PInG22zzQDolt4UHINGLJJFkx+u1GTpGT7E1ffXVV97sqpUrV5bx48ebQ+Js3LhRLr744nJ/Zq4hIMFuK8luuy6/48va5oF0Sm6LDYDfF0my49esWeOMady4sbnKob+9HXjggd59denSRaZMmeLsMPQ3Ot0R6EcBw4cPd744KJmfmWsISJGgtpVkt12X3/HlbfNAuiS3xQbA74ukvPH6OXV+fr53Curo0aPNIZ7ly5c7V1jH3meiRT8Dnz59unkXOY2AFAtiW4kdk4xkx/vZ5oF0KHuLDanYF5yewz9u3DhzSKneffdd52rkdu3aOV8IpF9TesABB8hRRx3lXCugO4NUD6BmIwJSUirbSrJBcCUz3nabBypS4i02xGJfTFWqVJHTTjtN3n//fXMYkkRAwo9tHmGUlQFRu3fvds6Fv//++52Dn3rgc86cOeYwJIGAZAe2eYRN1gYk1syZM52dn15wBf8ISPZhm0cY5ERAtm3b5ryYOK3RDgHJPmzzCIOcCMirr77qvJiaNGlirkISCEj2YZtHGGRNQNq3by8TJkyQjz/+WDZt2iRbt251TmkcM2aM1K1b13kxDRkyxLwZkkBAwoltHmGXNQFxd3CJFj0rRd/Wwz8CEk7mNm4ubPPItKwJyJIlS+SGG25wzsvXq4X1vPyGDRtKXl6ec7VwQUGBeRMkiYCEE9s8wi5rAoKKQ0AA2CAgICAArBAQEBAAVggICAgAKwQEBASAFQICAgLACgEBAQFghYCAgACwQkBAQABYISAgIACsEBAQEABWCAgICAArBAQEBIAVAgICAsAKAQEBAWCFgICAALBCQEBAAFghICAgAKwQEBAQAFYICAgIACsEBAQEgBUCAgICwAoBAQEBYIWAgIAAsEJAQEAAWCEgICAArBAQEBAAVggICAgAKwQEBASAFQICAgLACgEBAQFghYCAgACwQkAgS5Ys8QLSt29fczUAlIqAQAoKCqRnz57SunVr+c9//mOuBoBSERAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgEDmzp0rgwcPlvbt20uDBg2katWqUqdOHee6kP79+8u0adNkz5495s0c7gWIuiTD73gA4cWrOMJWrFghXbt2jdupJ1qaNm0qL774onkXvoPgdzyA8OJVHFH6ruOggw7yduadO3eWyZMny6pVq2T79u2yYcMGWbBggdx8881Sv379hDt9v0HwOx5AePEqjqCvv/5a6tWr5+zE9913X3nggQfMIXE0Jv369St1p+83CH7HAwgvXsURlJeX5+3ER44caa5OaOjQoeYf+Q6C3/EAwotXccQsXrzY24HrcY1EB8eT5TcIfscDCC9exREzbNgwbwc+YsQIc7VvfoPgdzyA8OJVHDEnnXSStwN/6623zNW++Q2C3/EAwotXccQ0atTI24GvXbvWXO1bbBD8LgCyG6/iiKlRo4a3A9+5c6e52jczCn4WANmNV3HEVGRAkuF3PIDw4lUcMRX5EVYy/I4HEF68iiOGg+gAgsKrOGLCehrvJ5984lyo2KFDB2eKlerVq8uRRx4pV111lXPlPIDwSe5Vj5yxaNEibwferFmz0FxIGPvn5qIzAy9cuDBuPIDMS+5Vj5zSo0cPb+c8atQoc3VCOrGiKVEQEkk0vk2bNs47orfffltWr14tO3bscN6VdOvWzRmrH70BCJfkXvXIKV999ZU3E2/lypVl/Pjx5pA4GzdulIsvvrjETl8lCkIifsd/8803ztiaNWuaqwBkWHKvYuQc/U3/wAMP9HbmXbp0kSlTpjhx0d/+NRr6sdHw4cOdL5lKtNP3GwS/49esWeOMbdy4sbkKQIYl9ypGTlq+fLmccsopcTv1RIseL5k+fbp5F76DkOx4PTaTn58vZ599tjN29OjR5hAAGVb2qxiR8O6778qgQYOkXbt2zpdH6VfaHnDAAXLUUUc5X2mr4Uh0sD3ZILiSGR87Rq9bGTdunDkEQAgkfhUDGRIbkCpVqshpp50m77//vjkMQIYREITS7t27nes/7r//fueAvx7snzNnjjkMQAYREITezJkznXcjepEhgPAgIAi9bdu2OQHhVF4gXAgIQu/VV191AtKkSRNzFYAMIiAIhfbt28uECRPk448/lk2bNsnWrVud03jHjBkjdevWdQIyZMgQ82YAMoiAIBRiz7wqbdEzsfSjLADhQUAQCkuWLJEbbrjBuRZFr5DXa1EaNmwoeXl5zhXyBQUF5k0AZBgBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwAoBAQBYISAAACsEBABghYAAAKwQEACAFQICALBCQAAAVggIAMAKAQEAWCEgAAArBAQAYIWAAACsEBAAgBUCAgCwQkAAAFYICADACgEBAFghIAAAKwQEAGCFgAAArBAQAIAVAgIAsEJAAABWCAgAwMr/Bwz/ktDOnFM8AAAAAElFTkSuQmCC)
PN: 4H56-1-194
CAS: 1148044-31-8
Molecule Weight: 212.293
Formula: C11H20N2O2
![(3aR,6aR)-tert-Butyl hexahydropyrrolo[3,4-b]pyrrole-5(1H)-carboxylate](data:image/png;base64,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)
PN: 4H51-1-RB
CAS: 370882-39-6
Molecule Weight: 212.293
Formula: C11H20N2O2
![(3aS,6aS)-tert-Butyl hexahydropyrrolo[3,4-b]pyrrole-5(1H)-carboxylate](data:image/png;base64,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)
PN: 4H51-1-SM
CAS: 370882-55-6
Molecule Weight: 212.293
Formula: C11H20N2O2
![1-Boc-1,7-diazaspiro[4.4]nonane](data:image/png;base64,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)
PN: 4H56-1-140
CAS: 885268-47-3
Molecule Weight: 226.32
Formula: C12H22N2O2
TSCA: Not listed on TSCA inventory