![tert-Butyl 7-oxo-3-azabicyclo[3.3.1]nonane-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-125 |
| CAS | 909135-31-5 |
| MDL Number | MFCD22416302 |
| Molecular Formula | C13H21NO3 |
| Molecular Weight | 239.315 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-125
CAS: 909135-31-5
Molecule Weight: 239.315
Formula: C13H21NO3
![6-Boc-2-oxo-6-azaspiro[3.5]nonane](data:image/png;base64,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)
PN: 4H56-1-129
CAS: 1359704-84-9
Molecule Weight: 239.315
Formula: C13H21NO3
![2-Boc-2-azaspiro[5.5]undecane-9-one](data:image/png;base64,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)
PN: 4H56-1-229
CAS: 1434142-14-9
Molecule Weight: 267.369
Formula: C15H25NO3
![(3aR,6aS)-tert-Butyl 5-oxohexahydrocyclopenta[c]pyrrole-2(1H)-carboxylate](data:image/png;base64,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)
PN: 4H51-1-4G
CAS: 146231-54-1
Molecule Weight: 225.288
Formula: C12H19NO3
![2-Boc-7-oxo-2-azaspiro[4.5]decane](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABNbAAATWwGdNfF1AAACdXpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfh/EbYFdJqqrVpEntJq2ttG+TS5wUKUAF5O3f7wxNE5IMAuh89j0+23e+TG53+Qo2rqqzspgSThkBV6TlPCuWU/L68j3Q5HY2SdEIDYt6St6b5uMmDLfbLU3fXW53ZUHTMifd+M2uzno2W0nLahkKxnj45+nxuWWCrKgbW6QOqTq7qdvOxzK1TbuK/7gIc1ttsiLszMO82nSz/RXMv4zu6jk57uUex+4QhUW2crAoq9w2sBGM4su+wdIVrrKNm8PbHrslVbj32eTpoUzXuSsabPoZstSunptqnWJHXq5cusbJsPHjYUpyjoBtyvyuquwefMt3Ww5WgJVgFdgIbAw2AavBGrCc4YfjHA04WnA04WjD0YijFdd4/ivnF/Cy/3C4C+ieX+33E+7PHuzHQxRTEkSUKxVBIKk2OoZAUGOkgkBRzaT2ehyJBAJOhYqMl0wrlHga+INPwamKVQyCytjogyYpl6gpGicoIqrUhdaZENj7pQic2gjvgmvFvGsljPEuYt56FInWXhoWiXZYxvq4gkihwDl45JkkQQ1tVYKqoJzJ5CCOg1Es261pk6iDjsEJv6Izm7yVxfykCdl8St44acP22y1q8Rk5AmU1dxVeBj+BNz0FRB/wcR4G5AWghgF1AUTDQNQHfMYNA3Ef8Pn5BYhrQHIB6GEPug/43B8GTB9ob8ow4cd7oWtv1ghzHu72Jo4w4mIvo4i84mYkTfhZ2LviMMKcRb4rJiPMWfC74jPCnMW/K1bDKcP1FWYka7i5cm5XmfDkMoeHsozNi5IdntTzEP/FZv8A9qD/Rn/TRmMAAC+SSURBVHhe7d0HuFTVucZxY+yNomDB2LBgiwVF5GosoIJRiYJiN8YSKwoogXA1KNgFsUYNdgzVHhEELFHBCmLHGlFRUUQQxZp1511z9zlzFmfax5Q9M//f88wDnLXP4cyemf3uvfZa31rGAQBgsEz4BQAAckGAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAqDi9OnTx62wwgpuvfXWcxtttFHFPTbccEO38soru7Zt24ZPraIQIAAqyvz5891qq63mlllmmap4TJkyJXyKFYMAAWrA7Nmzwy9VrLPPPtsfeHfZZRf3wQcfVOxDV1F6Httuu637+eefw6dZEQgQoEq99dZbbtCgQW6rrbbyB6qtt9463KTivPnmm2755Zd3yy67rJs+fXrYXFEWL17su7P02txwww1hc0UgQIAqMnPmTHf++efXhUb0+NWvflXRB6pI586d/fM48cQTw6aKNGbMGP981lprLffVV1+FzbFHgAAV7rnnnnP9+vVzrVu3bhAaTZs2dccee6y7//773R133OG/phu3r732WvgjKsK//vUv/xyaNGniPv/887C5Yu2xxx7+efXs2TNsij0CBKgw//3vf91TTz3levXq5UfzpIZGixYt3AknnOAmTJjgfvjhhwbf98c//tFvs8022/juk0ry448/ui222ML//ldccUXYXNFmzJjhfv3rX/uuuddffz1sjjUCBKgAusn62GOPudNOO80PXU0NjXXXXdd/Xe2ZbsZ+8803bvPNN/ffc+qpp4bNsTZkyBD/e+v3D4OxGpx88sn++e27775hU6wRIEBM6UCpKwldUejKIjU0NthgA38FoisRXZHk6qWXXnIrrrii/xn33ntv2BxLc+fO9d1W+p0feuihsLkq6Dmqy7HSniMBAsSIupZ0z0L3LqIDSvTQPQ7d69A9j6UxdOhQ//OaN29eEcN7TzrpJP/77rfffmFTVYmusjbbbLOKucoiQIAy+/bbb93o0aPd4YcfvsQEOY2m0qgqja4qFF2xdOnSxf/83/3udxm7vcpN9wc0ZFf3B954442wuapU4n0eAgQogwULFri77rrLHXzwwX5kVGpo7LDDDn7+huZxFItGMa2zzjr+/xs4cGDYHBsKOP2OZ511VthUlR5++GH/fNdYY42KGGlGgAAl8uWXX7pbb73Vn/1H9yGix6677uouv/xy9/7774ffVjSPPvqoP7vXCCDdS4mbSp8jYRVdHereV9wRIEARffrpp+7GG290HTt2dMstt1xdYOjArfH/V199tfvoo4/CbyuZvn37+t9HN+XjdJD+7rvvKn6WtlXqbHsNeogzAgQoMN2YHjZsmO9+0UEgCg0FiILkpptucp999ln4bWWhfvedd97Z/37dunULm8vmwgsv9L9TJdeJWhpRva/dd989bIoVAgQogPfee89ddtllrn379g26ptRVtf/++/uuq3nz5oXfFgvvvvuu73PX76urpXLTFdmqq67qfx/NbalFqjgcDd0eNWpU2BwbBAhgpK4GnSnrpndqaOim+CGHHOJvki9cuDD8tlgaMWKE/91XWWWVss+GPuqoo/zvon1YyxTm2g/qXlSXXhwRIEAetHbDeeed57bccssGoaHht0cccYS/8athuZVIc0/0XNRtVK5SJ1OnTvWFH1daaaWSDiiII3Xdbbfddv41ietIOQIEyNE111zTIDQ00e+4445zDzzwQNkOuIWkUieaxKbndvrpp4fNRaf5KdH9mP79+4fNNenxxx+vuzKM46RPAgTIkSZ36cOsekwTJ070N6CrzYsvvuiXitXz1Iz4Urrtttv8/6taXwozJGlwg/aLrnDjhgABcnTLLbf4D7Kq2lazK6+80j/PNddcs2RDjHWvSEUh9f+q9DzqafVCdempa+/pp58Om8uKAAFyVCsBoq4k1Z3Sc9VclV9++SXcpOBU40v/X7t27fIqDlkrBgwY4PdP27ZtS/J65IoAAXJUKwEimqey9tpr++erkWbFpCHQGu6sM+xp06aFzUhYtGiRa9WqlX899D6MCwIEyFEtBYiolLwmQmoC5DPPPBM2F8wf/vAHv1+PPvrosAkpNCxc+0k1zOIyPJwAAXJUawEi55xzjn/OWvlQk9sKbfLkyf7naxj0xx9/HDYjhbr2oomqKkETBwQIkKNaDBCtS7HTTjv5533ooYeGzUtF8xy0vK5+9uDBg8NmNEJrweiqUF1+77zzTthccgQIkKNaDBDRgWr11Vf3z/3mm28Om82uv/56/zNVNLEa5tGUSjTh86CDDgqbSo4AAXJUqwEid955p3/umtBWiIWdVBdMw4T1M8eOHRs2I4NPPvmkbuExleQvJwIEyFEtB4joJreev8prfP/992FzXs4880z/s/bcc8+wCTm4+OKL/f7beuut3U8//RQ2lwwBAuSo1gNEI3823XRTvw8UAFYq1qiRXVrI6uWXXw6bkQMF+MYbb+xfi2uvvTZsLhkCBMhRrQeIPP/8877UieZsPPjgg2FzTvbdd1+/H//85z+HTcjDPffc4/dj8+bNy7ZUAAEC5IgASdLSu9oPWmo236G3Ch19rwpRzp07N2xGnvbaay+/P8tR/FIIECBHBEiS5iNEVxE6gOVaWkNDgqMusKFDh4bNMJg5c6bvClSX4Kuvvho2Fx0BAuSIAKmntd5btmzp90eucziiK5c2bdpUZSXjcjn11FP9fu3UqVPYVHQECJAjAqSh8ePH+3shOvvVQlCZqLZWtGyuvg+F88UXX7hmzZr5fVvqEvwECJCjW2+9zS277PLu+ONPCJtqVu/evf2BS5MBv/7667C5zgknnOC30/rwKLxhw4b5/du6dWvfVVgqBAiQo5EjH3XrrnuAO/vsq8KmmqWD1Y477ugPXj169AibPS1SpfIbyy+/vHvrrbfCZhSA5oJEyyxfeumlYXPRECBAju6//w23ww7Xub/9bXLYVNNmzZpVNzN6+PDhYbPbbbfdfFuvXr3CJhSQqidrP6vsjO5RlQIBAuTogQfecm3b3uQGDnw8bKp5t99+uz94rbrqqu7NN9+s+/rIkSP911u0aJGxiwuFccABB/j9ffzxx4dNRUGAADkiQDI78sgj/cFr++239zOlv/32W7fBBhv4r910003h5igCXQ1qoqe6DF944YWwueAIECBHBEhmCxYscJtssokPjLPOOiuxnwbWBUquc0Ww9Pr06eP3e4cOHYq+PDABAuSIAMlO61XoZrmG92rNCh3InnjiiXAzFJGCPJqjc/fdd4fNBUWAADkiQHKjUUA6eOmhGesovX/84x9+/yvEi1mtlwABckSA5CaacKmH1jtH6Y0bN87vf5U5KeasfwIEyBEBkp3meURDenXwomR76ZWy1DsBAuSIAMlMB64ddtjBH7gOP/zwukWj9thjj3BTFNFFF13k93spFpsiQIAcESCZaaKgDlw6+9Wcj6+++opla0ssdbnbSZMmhc0FR4AAOSJA0nv44Yf9yCuNwJo2bVrd16+//np/MFOtrMWLF6d8B4rh2GOP9fu7a9euYVNRECBAjgiQxs2ZM6du2KjW6k71888/u2233da3DRo0qEEbCuvZZ5/1Ewg18uqdd94Jm4uCAAFyRIAsSRME99lnHx8Qe++9d6MTBqdMmeLbVeYk3xUMkRtNGGzfvr3fz3379g2bi4YAAXJEgCwpmvOhWlfqf0/n4IMP9tsdffTRYRMK4M477/T7d5111nELFy4Mm4uGAAFyRIA0lDrr/KGHHgqbG3jvvfd814q2Tb1HgqW3aNEi16pVKx8gt956a9hcVAQIkCMCpJ7KZWjxIh20evbsGTY3ql+/fn77du3aFb1GUy0ZMGCA36877bRTo12IxUSAADkiQOodddRR/qAVVd7NhbpW1l13Xf99Kv+Opff++++7lVZayV/ZPf3002Fz0REgQI4eemiWD5BBg54Mm2pKurU/chF973rrree++eabsBl56tatm9+fRxxxRNhUEgQIkKMFC753Q4dOc++8My9sqhlvv/22X/FOB63GVh/MRl1XO++8s//+/v37h83Iw+OPP+734yqrrOJmz54dNpcEAQIgJ1r/vG3btv6gddhhh4XNOZs6dWpduXfdXEf+NL9mu+2286/FBRdcEDaXDAECICfRQkWaVb60y9NG91A0vBf5u/HGG/3+23DDDd13330XNpdMWQJET1yPdLK1N0aXxiphfNBBB/mx0FrWce211/ZnTL1796YiKLAUHnnkEX/VsNxyy/kriKX10Ucf+Xso+pxroiFyN3/+fD/vRvtu1KhRYXNJ5XeULpBsAZGtPaTRHZ07d677vnQPAPn79NNP/cmYPkODBw8Om81U2kQ/U6VO1CWD3Jx99tl+v+2+++5hU8mV5aia7YCerT2kqw5t36xZM3fllVf6OjDqr/3iiy/c9OnT3bBhw3x/IZAPjbjSo2vXkYkD3JLj66P2aqYre60qqM/XnnvuWdB5BiquqO4w/ewbbrghbEYjNOpNkzdV8+qll14Km0su96N0AWULiGztqXRprW2bNGmS95BCIJMoIPS4//4l31u1ECCXX365/3ypLHsx6liNGTPG//y11lrLl39HZl26dPH768QTTwybyiK3o3SBZQuIbO2ptHCNtg2rgAJLKzVADjzwn+6nnxqefVd7gLzwwgv+XqLufTzwwANhc8FowSl9hnOd0V6rVDI/Oln+/PPPw+ayyO0oXWDZAiJbeyqNQtC2XH2g0KKAOPTQMf7Pe+55o9H2aqT7iptuuqn/bJ1xxhlhc0HNmDHDL32rrpnXX389bEaC1jXfYost/OtxxRVXhM1lk9tRusCigMj2yIWm8WtbFqtBoUUBMXHiu/7P/fe/2/3wQ/3N3moOkGOOOcZ/rn7729+W5LN18skn+/9vv/32C5uQMGTIEL9/Nt98c39/Ny5yO0oXWBgU6R65IEBQLFFA/PLLf1337qP930ePfm2J9moTlQbXDOc33mh41VUsc+fO9V0z+n+zVfatNXHeN7kdpQssW0Bka09FFxaKJTUgJkx4x/+9c+e76q5CqjFANIIxKlVy8803h81FFZ1lb7bZZrE6yy63k046ye+XOF6d5XaULrBsAZHarklLPXr0cOuvv74/I9IlnGroRDNho5vol1xySeqPAJZaakDoKqRbt+RVyN13v7JEezVQP3tUp6p79+5hc9HFtZ+/nFLvD5XqajAf6Y/iRZRPgHTo0MFX8Jw1a5YvG/3BBx+4U045xS+fKdEw3qZNm/ptgEIJA2L8+ORVyD773OkWL/5pifZKd+655/rPkq7qNdu5HKKRRmussUZsRhqV0+9+9zu/P+I6Qi39UbyI8gmQxujNvfLKK9f9O5pI2Lx5czd06FBfoE2XwF9++aVP8KuvvtqvW1AztFjPmDHO7b+/cy1busTpS/LPLl2cU+kDFvPJSRgQugo5+OBR/mt33PHyEu0RXaEMGzbNTZ/+acXs6okTJ/rJaSpVUo51JVLFba5DuVTCHJn0R+kiyhYQ6do1C1Zli5XGqZfYlDJJoTUWFBx6vukeChLWYsiqsYB4+OG3/dc6dryj0XbZb7+76tr090suecq98MInPoDi6LPPPvP14/QZufDCC8PmkovbbOtyUIHESpilX5ajarYDemPtqUHQpk0bN29ewzUZVHJh7Nix7sADD/QfBr0BWybOulVMUVVEZ86c2WD7qtWtWzIkmjZ1idNg57ROwI8/qnqdS1yKOdesWbJd2yGjxgIi9SqksXZ5++15bsiQqe6AA+5usJ1C58ILn3RTp36UeEkKVxJkaehzE518aUJfIUuVLI041XsqBwW5nn/c64SlP4rHkG6yvfrqq26fffbx49QRmDQpGQ6rruoSOypsTdLX1a7tJk8OW2va++/Pd99//1Pdv9MFRLQyYbr2VK+/Ptddd91z7g9/GNnge/bY4zZ3/vmPuyee+KDB3JJSU+04HajU/asKuXERp4qzpVZJlYorKkAic+bM8UMNETjyyGQwDBwYtjSkdm131FFhS03SDfHBg5/0B/b//d/6D2y6gNBVSGog5EpXJjfe+ELdzPbosdtut7j+/Se7Rx99z333XX2AFduLL77oS5XoQHXfffeFzWUXrXmxwQYblHXNi1KrpLVSKjJANBJLxd0sdIP9ww8/DL9cHTbaKBkMr9VPdmuUrkK03SabhC01Rwf16IC+667DE2d874ebFMWHH37thg9/KXGwuKdBmHTocIvr02eiv9eyaNEP4bcVjNYj13wLHahOO+20sDkWUlfdG5jtpKhKRKs1aoL0+++X5r24NGIfIJ06dXKTJk3ypdn1ptcO1tDefv36hZvmRPdHdPWitZ2rTuJN54Mh26x8nc1pu5SRbLVIs8oVGjpwa47HrFlfhpuUxCefLPSjuo4//v4GYdK+/T/cmWeOd+PGPevmzVu6FQBDxx13nD8wb7PNNrGu4hCHdb9LpRLXi499gKgPUOsRaJ6H+mnbtWuXOHMb7ne2xZFHHulfIN1cr7rZrvkGSOJDWYu+/nqx69VrQt2BetCgJ303Vhx8/vkiN3Lkq+6kkx5MHExu9r/fhhse49ZYo7Xr2LGj+/vf/+4XeFoaI0aM8J8BDYV/LdvVagx069bN/75HHHFE2FRVbrvtNv8811tvPX+yXAliHyCFpptz0fA4jc6qKnRhZfXii5+4Ll1G+AOzbmTrvkNczZv3nRs7doY77LC/Js4NkrWQ9NDwVk0w00Jp+Z6Vv/vuu36Snn6O7jFUAnVZq0tHXTvlnqNSLJqKsO666/rX5Y477gibY6vmAkSeeeYZP2FKH8QJEyaEzZVLZ2gKhgsuCFsaqsGb6FpR8Prrn687q1d3kbqOKoWGresM9fe//71bccUV68JEj/bt27tLL73U39/LRKMYdQWv7znkkEPC5lgbMGCA/73VcxCXocaFpC55PT+9PtbelXKoyQCRaD1mrfWsiVRVYeLEZDCstpptGO/06c59+23Dr1UBBUV0f0EBoiBpbInaSqGz1bvuusuHgLqhUsNEFRc0h6Cx4qJ/+ctf/Da/+c1vYjuzOZ1Fixa5Vq1a+d//lltuCZsr2iuvvOLnrekKa9q0aWFzrNVsgOgsRms86w2pKpeVlPoZde2aDAdNGNTEQY3t10RCLUd6zTXpJxKqa0Bf1wTEc85JTkCsAuqiUleVwkNdV+rCqibfJgJfJS90f2C1xIlDaphsueWW7rzzzvPlfDQQRVfcKsz31FNPhT+mIkRl5jUQRiFaLVQgNrq6qjQ1GyCiNZ41HFgvXtVU/9QHS2WfFQbpHp07L1nKRFdhmvUbbaP6WYcfrnVNG25XITSfQrO+oxvlummum+fVTKOpHnzwQT/CSoNOUsNEwaE/K3k4rE7y1F2n59G3b9+wuSJNnjy57jXS6NBKKyBZ0wEiWutZl46aUKU1oCvGddc516OHcwsWhC3JYomavaugaNHCueWWS/6pf48cmbmY4nPPOXfYYcnvicJkt92cu/deXbaFW8eShuNGpdc1TDd1EahaofsdKpCogoTNEledOkDpJm2cy2Lk4rnE+1NXUroPpLVLKpleC5Uq0WsTzcnR2h+VpOYDRE4//fS6FzH2l8Y6Q1ExRB3YEx8kV6w1AjTZsndv55o0qQ+S1q2T3WCLFoVbx8bNN49LfCj/6sNDEwQ1UbDW6UB1zz33+OrU1eDYY4/1n1dV4a5k119/vX8eGhWqbsaogOR03YusEASIS176a+1nvZixrrH16KMucRqZPJjrXoauCopNgXrVVfVDhKP/+9xzk/dVYkITTQ844AC30kpru/XWO8gNHDg+NnM7UFiffPJJ3VLW1fBQEVg566yz/L81RLtSECD/7/XXX/ezXfUCaoRLrOgmuPp8dcWR+P38vYpS3+RW14fe6O3bN7xPovpbL74Ybl1SmmyqyVd67dT3f//9VTQ0G406+uijlzgQV+JD3YoRzVHT2h/6+ujRo1OebXwRICluuukm/+JpopUmXMWCfo+dd04esHVfQjdBy92PraGGWo8l9T7JHnu4xJG7pPdJfvrpJ1/yQZf9et3+53/+p3rrnKGiXXTRRf49qtIxet+mo0oD2k6rQlZCAUkCJBCVTVBNGt2ILKsRI1wizZIH6A02cC5uwy8/+MC5Xr3qf0c9NtvMLbj2WvdjkeeTqNDcLrvs4l8rjTA6//zzK/4GMaqXusk33nhj/369TgNg0tB7OOpOj8PiXtkQIAFNsFL5aL2AWiO6LDTE9thj6w/KmjUc54lfGgk2ZIhLnDb53/f+xKN78+Z+4pr6qwtt5MiRrkmTZGmP9ddf3z3xxBPhJkDsjBs3zr9nNXUgXBAv1WOPPea305ogcVqjpTEESCM00Upnteoa0VDIktL9hMRZvA8OFTuskHpFXuLS/PsxY9zwdu3cOssk+3g1PFr91YUYWaLZyMcff7z/uXp07do14wcRiJto8vIZZ5wRNjWgKgPaTsVf44wASeOCCy7wL6BmvZZkco/mZlx5pUsccZPhse222Ysixpjqjak7MJrApoc+PJp3Y5n1rwDaYost/M9R+Q4NgQQqjZbW1mdCtfgyVUJWF21UQFKfpbgiQNJQqRMNp9MBq0uXLqaDXs40C1yT/BQcemiBn2wl2SuEPgganqhZtlGQqHSDAiDXm4QqxxGtnLf11lv72kFApTrllFP8e1lLc2fy17/+1W+30047Fff4sxQIkAzU/6g1SPQiDlEffxG8OWGCe3XttZPBoVUWNZKpCn399dd+/W0V8ouCRH3Bmnmrde4bM3fuXD9qJdpeH7xcQweIK81ZikrN6Io8Ha0JEg1PVyXmOCJAstBa0XoBVTrhpZdeCpvNNMLrnHPOcdsmLlEvT/z8rzQMNuY3zApBQxhHjRpVt/KaHrpM1+zil19+uW47Ff+L1kfQY//990/5KUBlu+qqq/z7etNNN824sJ3WBtF2cS0gSYDk4NRTT/UvorpeCrFSmGr46LJUP1N9oSMuvND9twaHoN577711ARE99tprL9e9e/e6uR1t2rTxfx588MHhtwMVSyeQ0Xv7sssuC5vrqOsqGq6uUY1xQ4DkQGO4o64UVTpdGipJHd0P0GShON8gKzZdjUSj3VSPLLUcub72t7/9zT355JP+3/oQAdXkkUce8e9tTVzOtEzxs88+66/S1QsSmwnO/48AyZFGTESL99x9991hc1a6/Ewtv6CzbJUuqHVRN9V//vMfvz969uzpF/lSN5foJrzaNd8DqDZaYVLv7z/96U9hUwOq0aftNHQ9TgiQPERlBnTGkG350FTPP/+8a926tf9e1du6+eabw01qVtSVl+5K7Pvvv/dnX+rqY6Y5qs2sWbP8CENdcb+YoaacJuRGV+i6PxgXBEie1BcfdalkK3Wi/svLL7/cl2nW92y33XbujWKVX69QOqPSvtGqeulEBeaKMasdKLfevXv797dquWUyePBgv12PbbZxv2Sop1VKBEieVOokGoqa6aaW+jT33Xdfv50eZ555pj+bRkPRAIVhw4aFTXUUvNpGV3JAtdEQ95YtW/r3+D//+c+wuc73ixe7czfe2A1PbDc/Qz2tUiJADP7973/X3fxt7HJy/Pjxvh9fbwidPWuZUTQuOqvKVHdMQ3i1zf1VOkcGULe23uM6OdU69+nMGzeufs5YDMr4ECBGGiGkF1w3gTXhTdSlpctR9dmrTUNSte460tMEKe2rTDV/tCyrtqF8CaqVKl9sv/32/n2uY0tGe+6ZDJEs9bRKgQAx0g3d3Xbbzb/gOkPWzbC2bdv6f+uGr86s9aZAZo8++qjfZ3toImUaUVirtANQraIh6xpo82mmdW1mznTu179OrseToZ5WKRAgS2H27NmuWbNmdaGhP7W+8dSpU8NNkYZWgtR+04zcdKLL+6WdgwPE3WmHHuqOTrzXJ/XoETY19Oc/J69CstTTKjYCZCksWLDA7b777v7gpoeKo+mGGHKn/RWddaXz8MMP+206deoUNgFVZcF//uOmrryyc7/6lW62hs31vvjCuaZNkyGSoZ5WsREgRs8995zbZJNN/IEtKruhcuNaswL50cI52n8a4dYY1chS+5Zbbhk2AdXnvPOSwbDjjpmXiL7qquR2unrPUE+rmAiQPOm+xqWXXlo3t0M3vmbMmOHLjOvfWvAI+VGNMe27TFV51a5VCIGqp5NQVV5QOAwfHrbW0zy0Nm2S22Wop1VMBEge5syZ47tRoi4rrXMRze3QGhVaAEZf15KryJ1Gq2m/TZgwIWzyNCFTdYC0TSGKWQKxN2JEMhi01IOWjE7nkUeS262xRnJdoRIjQHKkfvhosk+LFi3cQw89FG7ih5lGZ8qq4YTcRDXCbrnllrCpzsYbb+y3eeutt8ImoPpoAakOHZLhcM45YWtDv/99crss9bSKgQDJQrX6zz777Lq5HR07dsxYUiMqzdG+fXtfbRbZaUa/9tmgQYPCpjrRkOkpU6aETUB1UuWFZZdNLnP99tthaz2dVGkbbZuhnlYxECAZ6Gx3hx128Acu3fO4+OKLs87tmDdvnq8cq+/p379/2IxGXH311X5/acXBdHr06OG3UTl8oGb88Y/Jq4sDDghbGurdO7ldlnpahUaApHHrrbfWVb9U94lq8ufqiSeeqCt1whlzduPGjfP7+cADDwyb6vTq1ctvowEMQM2YM8e51VdPhkOae4Sepg+0bJncLkM9rUIjQAKa23H44Yf7g5Ue+ru+lq/zzjvPf7/WNNYayEhv2rRpfl/tqGGLaWg9dW2jopRATbnkkmQwbLWVVmELW+tpmQht95vfOJehnlYhESApdJUR3azV1YeuQqxU6kTlmfWzDsh2+VnjNKNf+0kFKNO5b+RIt1limz6HHBI2AdVNIz1bt06Gw9VXh6311L2+/fbJ7TQ6qwQIEJec26H7G9HcDp0JF2K0j1bZa9q0qf+Z6udH4zTYYNtll3UdEo+f0qyx8vG//+3LWE9iaVvUovvuSwZDs2bOffll2FpPN9uHDOEKpFQ0omrvvff2B3mNtNKIK428KpSxY8f6n605IppRjcaNXWcdd19iPy1OV0ROK0BGl+dALerYMfkZOPXUsKVsajpANJcjWu1Oczw016MYTjrpJP9/tGnTJmOt/5rWtm3yw5GuEOXixcn6QKpAmmUkHFCVVKlB739V4n3llbC1LGoyQDR7vGfPnv6groeKIGqWebEoNFTHSf/XCSecEDZDDjooGSCJK7a0tIiOtiniawXE2mmnJT8D2ar1lkjNBcibb75Zt3CL7nlcdtllvlRGsc2cObOu1Mno0aPDZuiyXB+MDEvbut/+NrnNCy+ELUBt0P2P9u2du/jisKUsaipAhg8fXlf5VZV0VVG3lK699lr/f+vG+gcffBA217bBg5Ph0Ldv2FKvS5fkNixtCzROJ8Njxmgd6OS8kMRJsv9Tn51Ro5LtBVQTAaI1Jw499NC6LqujjjrKNLejEA466CD/O3To0IFSJ6k0ZFrhkHht0jrxxOQ2LG0LLEmFRhUc+oykeyhICliQtOoDRKsDapVAHbQ1t+P2228PNympLxOXoK1atfK/z4ABA8Lm2jVxYvINrvWe09Fa0dqG/QYsqVu35OdDC02pK3j27GTJ948+Ss4f0RBgtWu7AqnaANHcDq1LHi01q/XK385UkKyEHnvsMV/qRI/HH388bK5NWttZb+7NNgtb6t10U3Ib1QcCUG/SpORnY9VVk6O1GqOvq13bTZ4ctppUZYB8/PHHiRPZPX1waG5H7969E0Hc+AS1ctHVh34/XY3oqqTmzZ9f/wFI51//Sm5T5nWggdg58sjkZ2PgwLClIbVru0xdxXmougB54IEH3JprrukPziqN8UiJpvTnS/c/dt11V/976r4IXP3ZkcKkMTNmJNtVEwhAvY02Sn42dCWfia5CtN0mm4QtJgULkOgGdTrZ2guhb9++df/Pvvvu6z799NNwk1jRSKyo1IlGaNU8dV9l+hDMnZtsZ2lboKGVVkp+NjThNpPvvktut/LKYYtJwY7o2QIiW3tjND9Dpb51hr7OOuu4FVZYwV9V6H6GuqVSS4MsTuw43VPQ3I4rrriiJHM7CkFzQrRfNEdEc0Vqmm6g6z2iG+qN0Wu64orJbbRuNICkfANklVXCFpP8jugZZAuIbO2hhQsXus6dO9d9X7pHKpUFj8uN8nxodrqey1ZbbVXbpU7UL6vXNFMV5OhSfdassAWoXXRhNRTNl2jWrJlfC+Kdd97xRQ61tsb06dPdsGHD3HbbbRd+W0ValDibVp0sPd+TTz45bK4dmkSo90iGpW39imva5rHHwhagdh1xRPJzccEFYUtDcb2Jni0gsrWn0o1vbdukSRNfeqQWzJgxw6244or+eauCb03SWHW9RzIsbesOOyy5zV13hS1A7YrmUa22WmUO480WENnaU0UrAmqNjloSrQ2uq64P05U1r2YKTr1HMo1K69Mnuc3QoWELUNu6dk1+NjRhUCdjmkCo6Qsff+zcNdfEeyJhFBDZHrnYcMMN/ba1cvWRSqsX6rlrNUOtalhTVJtM75Hddgtb6uneh65QajFggUwWLnRuv/2Sn6F0j86d41nKJAyKdI9cRFVrNbKq1ugej9ZR1/M///zzw+bqpnU+VILhySfDFgC50EhFFU1UULRokVw/RH/q3yNHxreYYraAyNaeqpYDRKZMmeKWXXbZxOveImwCgNjI7Yieg2wBka09VS13YUXGjx/vHwAQV7kd0XOQLSBS21Uht0ePHm799dd3q6yyitt8881d//79fdl1iW6iX3LJJak/AgAQI+mP+HnKJ0C0FobKqs+aNcsvL6uSHqeccorbe++9fXs0jFdlPrQN8puVL/m8HrFU4oVxAOSvYEeQbAekbO3z5893K6fUZ4kmEjZv3twNHTrUvffee34ioSrXas6EhrxqadpaYJmV39jXUmVrL6syLIwDIH8FO4JkOyCla9e6HbNnz3Y9e/Z03bt3r/u65aBZrSyz8rPtn2ztZVWGhXEA5K+sR5DUIFApj3nz5jVoV7eNZmUfeOCBvttGhRJbtmzpu2369OlTE8UHrbPyswVEtvayKdPCOADyV/YjiBZ6ejVxQNhnn33cMcccEzbXPOus/GwBka29bMq0MA6A/MXmCDJnzhy3+uqrh1+uedYhzdkCIlt72ZSpqiiA/MXmCKKRWFpJEA1ZJ1VGAZHtETv5rmtQoIVxAOSvLEeQTp06uUmTJvmbwN98842fF6Khvf369Qs3rXkESBoFXhgHQP7KcgRRqQ4tOat5Hhqm265dOzd8+PCKWUWwlOjCSoMuLKDsYngEQSrrrPxsARG2Z6sOUDJlWhgHQP7SH2EQC9ZZ+WFAhML2bNUBSqZMC+MAyF/6IwxiwzIrPwyIULZ2CasDlEwZFsYBkL/MRxDEgmVWfmNfS5WpPV11gJIpw8I4APLX+BEEsZPvrPxMASHp2lMDqbHqACVT4oVxAORvySMIah7VAQDkggBBWlQHAJAJAYK0qA4AIBMCBB7VAQDkiwCBR3UAAPkiQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/B54eSXZlD/OSAAAAAElFTkSuQmCC)
PN: 4H56-1-222
CAS: 1421313-98-5
Molecule Weight: 253.342
Formula: C14H23NO3
![tert-Butyl 4-oxohexahydrocyclopenta[c]pyrrole-2(1H)-carboxylate](data:image/png;base64,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)
PN: 4H56-1-301
CAS: 879686-42-7
Molecule Weight: 225.288
Formula: C12H19NO3
PN: 4H56-1-302
CAS: 879687-92-0
Molecule Weight: 239.315
Formula: C13H21NO3
![tert-Butyl 7-oxo-2-azaspiro[4.4]nonane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-709
CAS: 1319716-42-1
Molecule Weight: 239.315
Formula: C13H21NO3
TSCA: Not listed on TSCA inventory