![tert-Butyl 2-amino-6-azaspiro[3.4]octane-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-705 |
| Purity | 97.0 % |
| CAS | 1239319-94-8 |
| MDL Number | MFCD17016203 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-705
CAS: 1239319-94-8
Molecule Weight: 226.32
Formula: C12H22N2O2
PN: 4H56-1-288
CAS: 1251019-03-0
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 2,8-diazaspiro[4.5]decane-2-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABKvAAASrwHEU+9AAAACZnpUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfh/EbYKKQqmo1aVK7SWsr7dvkECdFClABzcu/3xmSJiQZBND5fPfcgc++TO92+Ro2tqqzskgIp4yALdJykRWrhLy9fvc0uZtNU3RCx6JOyHvTfEx8f7vd0vTd5mZXFjQtc9LZJ7s66/lsJS2rlS8Y4/6f56eXlvGyom5MkVqk6mxSt5NPZWqa9i3+k8LPTbXJCr9z9/Nq00X7K5i7Gd3VC3L6lge03SMKy2xtYVlWuWlgIxjFm32DlS1sZRq7gPkepyVV+O2z6fNjmX7mtmhw6CJkqVm/NNVnihN5ubbpJwbDwY/HhOQcAdOU+X1VmT24kZs2HIwAI8EoMAGYEEwERoOJwXCGD9o5OnD04OjC0YejE49w7dfWJX/df1j8AuiuX+3zEx7OrlbD5RMJ8QLKlQrAk1THOgRP0DiWCjxFNZPa6WEgIvA4FSqInWRaocR1wB8cBKcqVCEIKsNYHzVJuURN0TBCEVClTlpnI7B37yAwZixcbK4VczmViGMXO+RtKhFp7WTMAtGaZahPqQOFAmPwwDFRhBr6qghVQTmT0VGcjEGI6kFiHfyvQsym87JYnA0hWyRkzklbod92WYtDkQiU1cJWuO9dAOd6Dog+4Eo6DMgrQA0D6goIhoGgD7jNNQyEfcBtxS9A3AKiK0APZ9B9wG3zYSDuA+2hGCacvVe69hCNMJflbg/dCCOuvmUUkTfSjGwTflH2rg+MMBeV7/rGCHNR/K7PjDAX9T/2pUFG31iDm4x/djD9YzfF4VWn9c/asI9/PrN/8rLruyKhgwkAACz7SURBVHhe7d0HmFTV/cbx5G/DhgooapRoEBuKDVCJSlVBRAN2owGNBo2gBNSICgTFYMGCDaUoKHYJBkEQULASJCAWIBSlY6MIUoPm/Pc9491dDjs7sz+23Jn5fp7nPuj87uxO2Tnv3HtP+YUDAMDgF+ENAACkgwABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQALHy8MMPu8cee8wNHjw4o7ZBgwa5u+66y/33v/8Nn1LWIkAAxEbv3r3dL37xi4zeWrVqFT6trEWAAIiF9evXuxo1avhGuHHjxq5du3YZtbVu3dr93//9n9tpp53cl19+GT69rESAABls06ZN7o033nD169d33bt3D8sZpWfPnj48GjVqFJYyxvXXX++fw3nnnReWshIBAmQYfVMfPny4u/zyy90ee+yRf+pE334//vjjcPeMsGjRIrfLLru47bbbzn3yySdhOWOsXLnSVatWzb8fEyZMCMtZhwABMsDatWvdCy+84C666CK36667bhEaDRs2dM2bN/f/f/jhh/t9M80ll1ziH/8111wTljLO448/7p9LnTp13I8//hiWswoBAsTU999/74YMGeLOPfdct/POO+eHxg477OCaNWvm+vfv777++mu/rxqq3/72t75+5ZVXBj8p3t5//333y1/+0u25557uu+++C8sZR+/F0Ucf7d+Lfv36heWsQoAAMaIGVN1BdUSx44475oeGLsy2bNnSPf30027FihXh3bwFCxb4Rlj7v/jii2E5ln766SdXt25d/5gffPDBsJyx3nrrLf+cdDpr1apVYTlrECBABVu2bJk/7dGkSRO3/fbb54eGrgm0adPGDR061K1Zsya8W5Fefvllf19dG5k/f35Yjp2nnnoq/9Rbto2fUK8sPbdOnTqFpaxBgAAVYOHChf4b96mnnupP30Shsdtuu7lLL73UvfLKK27dunXh3dJy9dVX+5918sknu82bN4fl2FAo7rvvvv6xjh49OixnPHXlrVSpkj/lOGvWrLCcFQgQoJzMmzfPD5RTl9soMLTttdderm3btm7EiBFu48aN4d1KTMFzxBFH+J996623huXYuPnmm/1j1Km5bNW1a1f/HHVKMhsRIEAZmjlzph/fcMwxx2wRGvvss4+76qqr3NixY8vk1M306dP9t1/10nr77bfDcoWbO3euv66j6zyzZ88Oy1njhx9+cPvvv79/z0eOHBmWMx4BApSyadOmuW7durnDDjtsi9D41a9+5a677jo/PkAXj8ua5pSKfm/cejepZ5keW+fOncNS1tE8WXquhx56aJl8WahIBAhQCiZNmuRPyfzmN7/ZIjQOOugg16VLF99VtSJoXiY9jjjNzzRu3Lj8ozB1Vc52//vf//JPW95///1hOaMRIICBGoV33nnHT11x4IEHbhEatWrV8tcepkyZEt6t3OnIQ0cgelw6Iqlouqhfu3Zt/3g0jiVX6AuGOkuod9w333wTljMWAQKkSY3f+PHjXfv27fN7D0XbUUcd5Xr06OE+++yz8G4VTtdAdC1E10R0baQiPfLII/71OvbYY8vlNF6cXHbZZf65q5dctiBAgGJossJRo0a5K664wlWtWnWL0DjhhBNcr1693Jw5c8K7xY6OiPSY1TvL2j14W2kAZJUqVfzj0NFbrlmyZInvpq0wnz7907CckQgQILBhwwY/BYW+MVauXHmL0NB0Iffdd19GDNIrTEdPGhei56DeXxWhQ4cO/vdfcMEFYSln9OrV2+2xx9GuTZvbw1JGIkCAQDSnlDbNDqvpxXXqRd8gM5lCL5q9VyPWy9Pnn3/uR9lrTi9NuZKrNm7c5Bo27OGOPbavGzv2i7CccQgQIHDGGWf4RlZdbrPpgqdojiw9N82ZVZ4NuSZ/1O9V9+ZcN378F+6EE550Z5/9XF6gxHemgHQQIEAgutipkeHZSLP16vk1aNCgXKY6ee211/zvO+CAAzJyqvmycPXVI3yIDBgwNSxlFAIECGR7gKgR1+SFeo6331625+LVCaFmzZr+d2lSSCTMnr3c1avX351yyqC8o9zMDVUCBAhke4CIVi7UVCK6xlOWK+fdc889+Uc7GjuDAnfd9a4/CrnttrfCUsYgQIBALgSIPPTQQ/mnlpYvXx6Wt9lXX33ldt99d99t9aOPPgrLOW/lyg2uUaOnXd26T7pPPkksDJZpCBAgkCsBoiMCzYSr56q5qUqbxs7oZ7dr1y4s4WfPPfepPwq5/PJ/uEw8QCNAgECuBIh8++23+bPFPvroo2HZTNO46MhDRyBaMAtF27z5J9emzUs+REaMyLxZiQkQIJBLASKaniWa6uTTT7d9hLSObHTNQ6+h1j9B8T74YJEPkDPPfNatW5dZs/USIEAg1wJEbrnlFv+cjzzySLd+/fqwXCLPPfec/1nqfVUaC2TlguuvH+1D5OGHJ4elWCNAgEAuBojWqTjxxBP98/7Tn/4UltOmebai2YmHDx8elpHEggWr8l7/Ae7kkwe6JUtWh+XYIkCAQC4GiHzxxRf5U528+uqrYTkt3bt39/dv2rRpWEIK99//oT8K6dLlzbAUWwQIEMjVAJHnn3/eP3et075w4cKwXCztr7muNOdVHKe1j7s1aza5Zs2G+BCZPDkz5l0jQIBALgeIqNutnv8pp5zifvzxx7Cc1IUXXujvpznEYDNs2EwfIF27jg9LsUSAAIFcD5AffvjBr9+t10CnpNLx7rvv+hX3tN5HWQxKzBU//fQ/98orM9yMGd+GpVgiQIBArgeITJ06NX+qk1SLP2llweOOO86/ZnFYNhflhwABAgRIwgMPPOBfB/Wq0mqCyQwYMMDvpy7A5TG7L+KDAAEC117by+2992luzJgPwlJO0YDAs846y4fD7373u7DsrV692u2zzz5+n7Fjx4ZlbANdC9HWt++/wpIX1UPJbo+kqpcEAQIEunYd6erUucdNnDg3LOUcLai13377+YB4/PHHw7Lr0qWLr51zzjlhCdsoaug1PkTjRELJgiDZ7ZFU9ZIgQIBAt25v+w/YO+8sCEs5SUcWmupEXXQLd8+dM2eO23HHHf02dy5hW9qihl5bhw6jwnLSIEh2eyRVvSQIECBAgGzt5ptv9kcatWvXzp/q5Oyzz/a33XTTTcHeKA1RQ9+x4xv+34kT5xdZDyW7PZKqXhIECBAgQLamqU7q16/vA+Oaa65xY8aM8f9dvXp1fx0EpS9q6OfPX5X32g9wrVo97zZtKhiXkywIkt0eSVUvCQIECBAgRZs3b56rXLmyDw4tQqV/Bw0aFO6GUlK4oe/T5wP/34XXUE8WBNHtqbbSQIAAAQIkOa1rruDQpnXVNQYEZaNwQ7969UbXpMkQ16DBIPfVVz9sVS8sDIpkW2kgQIAAAZKc1guJAqRevXphGaUobOhffnmG//+bbx5XZD2S7PZIqnpJECBAgAApmi6ea7CgwkOj1DV1yaRJk8LdUErChl7TnFx44Sv+Nk22GNYjyW6PpKqXBAECBAiQorVv396Hh9YNuffee/1/68K6Bhyi9BXV0EfBccEFLxdZl2S3R1LVS4IAAQIEyNaGDRvmA0MX0bVuiHplRRMuDh48ONwdpSBZQ9+585v5taLqyW6PpKqXBAECBAiQLWmdD60PorDQcrWRkSNH+tv2339/P4MvSleyhn7RotXupJMGJK0nuz2Sql4SBAgQIEAKaD0QrQuioNA6IaHmzZv7WteuXcMStlFxDb3mx0pWT3Z7JFW9JAgQIECAFOjRo4cPCJ2uKuooY9asWW6HHXZwlSpVcl9++WVYRpYjQIAAAZKgRaK0Hoh6XGl9kGQ6derkQ6Z169ZhCVmOAAECBIhzK1eu9OuAKBjuv//+sLyFVatWuWrVqvl933rrrbCMLEaAAAECxPmjCQVCixYt0uqm269fP7//0UcfXaJ11LG1efNWuPXrM2NhLgIECOR6gERhsO+++/r1QNKh0KhTp46/X1HrhiA9H3/8latXr7+77bbMOJIjQIDAq6/OcGed9ZxbsiT3Zpn9/PPP/bofWv+jpCsMTpgwwQeITmfpFBhKRiPNL7tsmP/y8uKLBeuuxBkBAsDbsGGDO+qoo3wIaP0Pi/POO8/f//rrrw9LSOG112b58Dj//JfyjugyY5JKAgSAd+211/rGX5MkaqS5hbryqkuvuvbOnDkzLCOJtWs3udNPf8YHyIcfLg7LsVXuAaI/UG3JpKoDKH3Dhw/3nztNVaJ1P7bFrbfe6n/WmWeeGZaQRDQwsFOn0WEp1sq9pU4VEKnqRdm8ebOfj0ejYrVCmr796N8TTjjBde7c2U2fPj28C4CfLV682FWpUsV/7p599tmwXGIacKjpTfTzXn/99bCMQDQ1ibaFC78Py7FWspa6FKQKiFT10LJly/KX2ixuA7A1LQh12mmn+c/IH/7wh7Bs9swzz/ifqRHsmzZtCsso5C9/GeOPPh56KPOmxi/3ljVVg56qXpjO0+ooQ/tric0nnnjCzZ8/3//Bfvfdd27atGl5b8pD7phjjgnvCuSL5gbSaYSilObcQXHTs2dP//mpVauWW7NmTVg209gRTfuun33fffeFZfxs0qTF/m9L1z90HSTTpNdSl6JUAZGqXlj//v39vgcddFDa/dWBUBQQJ544wC1YsCosZ22AvPfee36qkh133NFNmTIlLG+zf/3rX37RKV1X4fO5NfW0itb1GD58VljOCOm11KUoCohUWzqaNGni99XhMmAVBYS2Dh1GheWsDBCN06hRo4b//JTlEcLll1/uf8dVV10VlnKexnro7+rSS4f5MSCZKL2WuhSFQZFsS0fVqlX9vl9//XVYAtIWBUTHjm/4fydOnF9kPZtE4zXUUyqdqUqsli5d6nbbbTc/MLG4CRlzzfffb3CNGw92des+6aZN+yosZ4z0WupSlCogUtUL23777f2+6oUFWEUBMX/+Kle//gDXqtXzbtOmgvmcsi1AnnzySf+5UU/F8vjyddddd/nfd+qpp4alnHX33e/5v6muXceHpYySXktdilIFRKp6YRyBoDQUDog+fT7w/z1gQMG35WwKkBkzZrhddtnFHxGMGTMmLJcJjXA/+OCD/Wf1xRdfDMs5R5Ml6otKgwaD3Fdfbb3GSiZJr6UuRakCIlW9sMaNG/t9uQaCbVE4IFav3uiaNBmyxYc7WwJEDblmy9Vn5sYbbwzLZerVV1/1v1fXXdavXx+Wc8q11470f09PPFH6HRfKW3otdSlKFRCF6+PHj3dNmzZ1u+++u9tvv/1c27ZttzjaiA7F9e3m22+/zb8dKIkwIF5+eYb//5tvHldkPVNdd911/vNSt27dChmb0ahRI//71XU4V02YMN//LWmyzg0bMv/Ue/KWvIyUJEB0hDFs2DB/IU591PWHp55XEX0IjjvuOL+/Fr9RoCxYsMCPD1m+fLn7+OOPXd++fd2xxx6bf5+s9f33Wn/UuTp1nNt118SW923TdeumFX/CvVFIGBDqEXPhha/42yZPXrJVXXSNZNSoOW7OnBVb3B5Xr732mu9Sqy9jc+bMCcvl4pNPPvHdhnUKbdGiRWE5623atNk1b/6w/1saM2ZuWM5IyVvyMlKSAAlpigT98RW2ZIk+4InBhMVtWU2T1tWooRev6E01JrZLqqiAiIIj6qcf1qNvktrOPfcF98gjk93nn8dzrIM+I9H1wiFDhoTlcnXNNdf4x3HJJZeEpazXp89jbp99Guf9Td3jyrDjW7nKmJZ17dq1rnfv3q5ly5ZhyR9xPPXUU+6MM87Ie4P28XNh6V8FS5cuXfw3n6y1bp1ztWolgkIj7kePVtLqBXPuzTed09GXatpH+2IrRQWEdO78Zn4trGvFuEcfnezDo/A+LVs+5+6//0O/MFAcGglNVRKdOrrsssvCcrnTDBF77bWXPxp6//33w3LW0pRLOvrbbrvt3bRpmbHWRzoyIkCiowiFwty52XHoV2oeeigREEcckQiOkG47/PDEPn37htWcFA7aKiogJJrkLlk9Mnv2cn9BVOs4FA6T5s2f9d01p0xZutXvLC933nmn/+zUrFmzVKcq2RYPPvigf0y6FqOAywXt2rXzz/mKK64ISxktIwJEVq9e7Xr06EFf8tBppyXCobjukS+8kNinYcOwklM0dcRjj33kTj55oL9+ESkuIKJptpPVQxpLMnDgVD+6uHCYNGs2xN1xxzt+rYf//rd8Gs0PPvjAj5XSVCUfffRRWK4wOmNwRN4XHjWoOnOQ7fTaq9u0jkC++ipzBw0WJWMCRBQiu+risJH+cMty1G2FqFIlEQ7FzTWkP1rtU7VqWMkZS5euyfsWONw35goQHRWUNS2JO2TI9PzfG22NGj3tunef4Ee8Fx6wWJpWrVrl54hTI33PPfeE5Qo3evRo/9i07npcjozKgtqbBg0axPZ92FaxDpDWrVv7GXXVf129Njp06FDkNZB0rFu3zu29997+OsmPP5bNh7ZC5H3D9OFQ3Gh8rS6nfbRvDnrzzXl5B19P+8Zbp5l0yqm8ff31D3kHgp+5q68e4erV658fJqee+pQfjTxy5JS8v9HSGx9xwQUX+Ebr9NNPj+2XJn2W9Rity+dmgqFDh/rneMghh1RI1+myFusAGTFCH7Z6buedd/bddNu3b+9WrLB1m9SHSGsT6M3829/+FpYzVzpHIBo7k4NHILrQ3bPnxPzGulevd2LR93758nVu2LCZfkCZRiQfd9zD7le/au0qV97Xf2nSok462rYaMGCA/zvXNcM4nzKZPXu2P7220047ZeW1TXX80TITei/UjTobxTpAStu///1v/wervuiayjorcA2kSP/5z3fuvPMSF7V1ymj8+C/CXWJBk+r94x/T3EUXdfENadRhRP/dokULf41AY5rSpXXI1dVdvZzeeOONsBw7WjFUz/ecc84JSxmvW7du/rk1a9YsLGWNnAoQ6dOnj39TdUSjKa0zXtQL68gjE113Q7pNNe2TI72wnn/+M3+dQ+FxxRWvuWXLiuidFkM66tDRh45CdNQdhYkuhGtGBi2YVtwRxcaNG/3iabqPGuZM8P333/sjJT3mceMSI/+zgQY06z3Ue/f555+H5ayRcwGiU1laO11/sG3atAnLmUcBccghiYA4/vjE2A/dpjEf+kDqNtWKGgeycKG6iGx5WwZbuXKDu+GG0T44dJ2hX78pvudVJtI1u5deesldfPHFfjr0KEzUm0dL0GqlzXA0d8eOHf0+x+e955l0vj1aGK527dpZM7N2dA1K122zWc4FiGg+LfX+0Busb3UZT6PM846ofFAUtalW1Eh0dYlW/aijnBs4UF9hwz0yhkaOa9yFwqNFi6Fu6tRl4S4ZS51I/vnPf/o1y/fcc8/8MNF20kkn+d49aoR12kpho2sLmURjQTTdkJ7PI488EpYzzjvvvOOfi0b/W6/ZZoqcDBB5M++bur7N6TAzKw4xNd9V9+6J+a803Ys2BUNxc2HlNUr5gwy1Va+uRbKdy6CJKXWEoWlEop5NGj2uGXWzlbqiaxr2P/7xj75XYeEw0fb000+Hd8kIanQVgFWqVMnoRjfbwjCVnA0Quemmm/wbfVReQ6tvebG2dKlz55/v3JVXhpVt9/rrWh+4IEgqVXLu6qu1eES4Z6wsXrzStW1bMLbjpZey4ItACag7+ttvv+17J1bKe880sjuTRad9NGtwpopOx6lNyZbTccXJ6QDRtzl1E9Yb/uc//zksx8fIkS7v62aicT/xxLBaeqZPd+4Pf3Buxx0LwuSss5wbOzbcs8K99NLwvIOny9wxx9zvJzycOzdzv7UiIbrwrF6SWsVw8ODBGbX169fP7bHHHr49yaYOAcXJ6QAR9T/XFAN604cPHx6WK5YuhN5wg8s7tk805hdfnJi2vawtW+Zc166JcSNRkOjUmKadqOCLs5qROZpXqHLlI91ttz3rNm7M/m96ueKqq67y720mb1piIlfkfICIVjTUG6/zr4sXLw7LFWPWrIKZdDV9y6BB4R5lTyvHPfaYc4ceWhAk++6rGfo0rWq4d5mbOnVq/mBQzeiqtWKQXTQFy8knn+zHheiLQiZt559/vu9GPWVK5q80mC4C5GeXX365b5gaNmxY8TOEKiwUGmqw9W3mP/8J9yhfmgpDF9wbNSoIkp13dq59+0TQlTF1vX7ggQf8IFC9R6eccopbqC7IACoUAfIzTeim+WrUQN1xxx1huXzo9NRFFyUaaJ226tSpwk8ZbWXaNOe0rkR0nSTvcf6rZUs3bfz4cM9S8c033/gR2XpfdG68e/fu2TWXGZDBCJBCdOipb7kaPVrui91MmuTcQQclGmVdMB81KtwjXtQr7K9/dauqVHF/y3vMVfM2Hb7rYmJpDWIbO3as22+//Xx4aOaAd999N9wFQAUiQAL33nuvb7B+/etf+/OxZU6ny+66q2BWXc2bo4vYGeLHdevcyEcecbVq1fKvmzY1+upFU5I5nApT7zh1sdY4Hf08Te2RFdPOAFmGAAnofLumfFfDpYtiZWrJkoLxFzvs4NzddycCJQPpupFmHNU1pChI1CXz2muvdf8pwTWcefPm5Xet1v0ff/zxcBcAMUGAFEET1lWvXt03YhoYVBZWjxjhXLVqifD4zW80F0e4S8bSrMeXXnqpX5ter6FGGLdq1coPeiuOptnX6UPdRwOxPvsse9aOBrIRAZKEVkxTw6epsTVFdmnRjKl3duzo7s1rJFcoPPIaWrcNaz/E2ZK8IyydilKX2+ioRAOt1G1ap6kiGtuheZ6ifdTLar26EAOINQKkGF26dPENWp06dUplqhMFUTTddsvddnNfDB4c7pKVtLDOww8/nH90oW3//fd3vXv39kcl0fUTLVesf7N5hTogmxAgxVBvohNOOME3ats6LbNOheloRj9L021n2oyppUEDxKLnHwVJtGmK8oEDB/r//v3vfx/eFUAMESApzJkzx091otNZmlK7pLRgTjRJnH7GX/7yl1Lr5ppp1ClBr4NOD6rLdJMmTfzYDo3i1dgO3aZ6Iw1YBBB7BEgaNLZBDVu1atX8ef10ffDBB747sO6rVdcyYYnRsnTDDTf410JHGkVZtmyZr+uUFoD4I0DSpNMqatwaN26ccqoT1e+88878c/6nn356sUuR5opojE1PrTlSBB2F6DXTtRAA8UeApEnrVdesWdM3gL169QrL+XSEolMw2k/dWNVoamwJnBs6dKh/XbR+RTIHHHCA36dcBnEC2CYESAlMnjzZh4K+JX/44Ydh2Q+k0zKWagAVNh9l0XrjpWHChAn+tTn77LPDUr4TTzzR75MVq0QCWY4AKaG7777bN3AHHXSQv0Au6uKrVdR0uzad7tLkjNiSOiTo9SluvYQ2bdr4fbTkMIB4I0BKSNc3dE1DjdyFF17oZsyY4ceJ6P/VW0uD5FC0devW+ddJHQqS6dixo9/nKS1eBSDWCBAD9RZSI6iGLrpQrvWotbohiqdR6ZokMVlXZg0u1OtZ3HUmAPFAgBjoAm+DBg3yT1ldccUVW0zNgeRq167tXzOtf12UaHVITcIIIN4IkBJ67733XI0aNXwjF00WeOyxx/o5rpBaNNOxxsgU5a233vJ1LWkKIN4IkDRpjELh2WLPPPNMv356NC3H9ddfH94FRdDRml6vl19+OSx5mvpddU0hAyDeCJA0LFq0yM/VpIZNKxb26dMnf2yH5rTabbfd/DQlr7/+enBPhG6//Xb/Oj744INhydPMvKprUSoA8UaApDB8+HBXpUoV36hpig2tdRFSjyHV9957b7dUS70iqX79+vnX6sYbbwxL+SpXruwvtG/evDksAYgRAiQJrUehC7lq7LRpvQp9O07m4osv9vtpgsBUU53kMk1IqddJC04lc8QRR/h9dOQHIL4IkCJoJTytiKdGTN+Gn3322XCXrWhQ4cEHH+zv8/e//z0s42c6gtNrpKVvk2nWrJnfZ9KkSWEJQIwQIAGtwa21uNWAaW1urdGdLjV46pmljcavaJpUUq/tIYccEpbytW3b1u/z6quvhiUAMUKA/GzlypWudevWvuHS+XctxWoZ26GjD/0MHY1EU52ggE7vKWC1uFYyt956q38N+/btG5YAxAgBkufdd991Bx54oG+01Ptn7Nix4S5pUwPZtGlT/7N0XQRbi8bRrFyxIix5Yx591P0xr/76X/8algDESE4HiMZ29OjRw6+KpwatRYsW7ptvvgl3KzH1xFKPLP1M5nTa2n0nneT+mvfafPvZZ2HJWz18uFuQV//hssvCEoAYydkAWbhwoTvllFN8I6+xHQ888ECprtuhMSEaG6IxIhochwIrzzvPrc173d2YMWEpQdPgq964cVgBECM5GSDDhg3zk/opPA499FA3derUcJdSodHp+h2avpypTgrRqH0FxKBBYSVBY2lUz3tvAMRXTgWIxnZoNTw16tratWtX7NiObaXQ0DxZ+l2dOnUKy7nrnnsSAXHHHWEl4ccfndt+e5d3+BZWAMRIzgTIp59+mj8TrMZ2PP/88+EuZWLWrFl+jW+dzho1alRYzk1DhyYCpJilbd0BByT2oScbEFs5ESCPPvqoq1Spkg8PLZn65ZdfhruUqYEDB/rfrTVEtJZIznv77UQ4tGoVVgrUr5/YZ8aMsAIgJrI6QFasWOHOPfdc33hrbMctt9xSYfMrafVCPQ6Nss75qU5mz06Ew/HHh5UCrVsn9tmGLtUAylbWBsjEiRPdAQcc4Bttje0YN25cuEu50qBCraOux6N11XPa2rWJcKhePawU6NAhsc/TT4cVADGRdQGiI4xu3brlj+1o2bKl+/bbb8PdKsSHH37o1xPRSOzJkyeH5dyy554u77DQuWSj/Xv3TgQIS9sCsZVVAaJlUqOlZnfaaSf30EMPhbtUOK31rcdXs2ZNt3r16rCcO2rXTgREkqVt3ZAhifqf/xxWAMRE1gTIG2+8kfeldk/fOB922GFu2rRp4S6xoOsfjRs39o+zuCnNs97ppycCIu+orEjjxyfq554bVgDERKkESDSuIplU9aLoVNTgwYNd8+bNXfXq1f1pH/2rpU47d+7spk+fvsX+9evX97/jyiuvdGt1jj3GlixZ4qpVq+Yfr55jTmrXLhEQr7wSVhJmzUrU69YNKwBiomStehKpAiJVPaSurlEgFLcVpvEWmhQxU4wYMSJ/qpM5c+aE5ex3222JgEh2mnHNmkSdpW2B2Eq/VS9GUQ16YanqhWkKdR1laH/1onriiSfc/Pnz3aZNm9x3333nT03p2sYxxxwT3jXjdOjQwT9PPV89v5zy+OOJgLjpprBSoHJl57bbToejYQVADKTXqqeQKiBS1Qvr37+/31ddXktjZtw427Bhg6tTp45/vjotl1P++c9EgPz+92GlwOGHJ/ZZvDisAIiB9Fr1FFIFRKp6YVpTXPs+88wzYSkrzZw50y+upNNZo0ePDsvZa8qURDg0ahRWCpx9dmIf1kYHYim9Vj2FKCBSbemoWrWq3/frr78OS1krOupSJwEt+ZoTVq50rlIl51q0CCsFdAQ6cWJ4K4CYSK9VTyEMimRbOjTQTvtW1JQjFeX888/3z1sDH3PGkiXOrVoV3gogQ6TXqqeQKiBS1QvLxSMQWZXXkGpwoToOAEAmSK9VTyFVQKSqFxYNssuVayCFafxKTo9OB5BR0mvVU0gVEKnqhT355JN+34MPPjg2c1gBALaWXqueQqqACOvjx493TZs2dbvvvrufKbdt27b5p6w0HkJLwGr/Aw880AeK5rjS+JDly5e7jz/+2PXt29ev9JftSjoaP3ydQ6nqAFASpdKapGqYwrpOU2ld8qVLl7o1a9a4nj17+u67EU31EQ0mLG7LZpbR+EXdVliqeoXRqoM9ejhXp45zu+6a2I4+2rlu3bjIDsRYqbQmqRqmVHWtS66xEIXpiOOpp55yZ5xxhl/JT9++9a+CpUuXLu6TTz7ZYv9sYh2Nn+p1TlWvEDNnOlejhh5c0Ztq2gdA7FR4a6ILx717986t7qspWEfjpwqIVPVyt26dc7VqJYJCYaiBlHlfJvyCU2++6ZxOU6qmfbQvgFip0NYkatB0ZDF37tywnLOso/FTBUSqernTRIp6PEcckQiOkG6LpjPp2zesAqhgFd6aqNtqjx493KmnnhqWcpZ1LEwUEKm22DjttEQ4vPhiWCnwwguJfRo2DCsAKlgsWhOFyK66cArPOho/DIpkW2xUqZIIh+JO02lqF+2TF6oA4qVCWpPWrVv7C8GajXbRokV+WnOugRTY1iOQZFLVy11eUPpwKC4otWa69tG+AGKlQloTLaZUr149t/POO/uxHu3bt3crVqwId8tZ1tH4qQIiVb3cpXMEohDlCASIpRi1JohYR+OnCohU9XLHNRAgo8WoNUHEOho/VUAUVS9uVoAyF/XCOvLIRNfdkG5TTfvQCwuIneStDSqUZTR+UbcVVlQ91awAZUoBccghiYA4/vjE2A/dpjEf48YlblONcSBALCVvbVDhSjoav6iAKCxVXYqaFaBMaZR53lGWD4qiNtUYiQ7EUvGtCXJKhc0KoPmuundPzH+l8NJ21FHMhQXEHAECLzo6YVYAAOkiQJCPWQEAlAQBgi0wKwCAdBEgOY5ZAQBYESA5jlkBAFgRIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+H9mAySoFrFkuAAAAAElFTkSuQmCC)
PN: 4H56-1-94
CAS: 336191-17-4
Molecule Weight: 240.347
Formula: C13H24N2O2
![6-Amino-2-Boc-2-azaspiro[4.5]decane](data:image/png;base64,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)
PN: 4H58-1-BY
CAS: 1363382-19-7
Molecule Weight: 254.374
Formula: C14H26N2O2
![tert-Butyl 1-amino-7-azaspiro[3.5]nonane-7-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABNoAAATaAHrsOFGAAACO3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF79BgERJqqrVpEntJq2ttG+TA06KFHAF5O3f72zShpcMBOjs8z0+23dnFnenbAcHXZSpyZdEUE5A57FJ0ny7JG+v3ycRuVstYjRCw7xckveq+pgzdjweafyuM3UyOY1NRurx+alMWzZHj5piyyTngv15fnpxzCTNy0rlsUaqTOelUz6ZWFVuFf9xwTJVHNKc1eYsKw71bH8lty+npzIh17084Ng9orBJdxo2pshUBQfJKb78G2x1rgtV6QTWZ1R71Me9rxbPjybeZzqvsGlnSGO1e6mKfYyKzOx0vMfJsPHjcUkygYCqTHZfFOoMtmXVSoCSoDxQPqgpqABUCCoCNQMlOH44LtBAoIVAE4E2Ao1EiGe/09b56/lD4w6gfn657yc8NB7Xw+OTGDROPRnNIKJh1BMhlT6KgPrhtefTmeeECFBIGlhc0GiKgtMw5BwmOKm4di/iYlqDBM7oXVLBvRAuwqOBj4LTaXBVXqd02k63r246vqzKo97MLbXhDA+ffZ3+arE2edJoQposyVoQF5bfelPKS2QImCLRBZ6bncCaNgHZBmwchwGvB/jDgN8DpsPAtA3YjBoGgjZg8+8LkLeAsAdEwx6iNmBzexiYtQFXCcOEHW+FzlXOCNMNt6u0EaYT8boyR5hO0OtKHmH8G2sbYzqhr2+LESa44WckYUQnAT5vo0GmnwO3EdYoTPZ5hWKzd72yxt3L8I+z+gdHfuo/oeUOEwAAJe9JREFUeF7t3QmUXGWZ8HFZAmGTTbYBDozOgaDOBAnLAA46bIYdBpAoojLjIDMCR0BHcNARdEAUEBzxGBbZBBQiy1HCEvMJcmBE/CAQkCAiOyiLgUBIQgjv1++t74bum+6u5ElXV9+q3++cOoF6qtNdler61627vSMBQMA7qlcAwOIQEABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREABCBASAEAEBIERAAAgREKB23nrrrTRp0qS07777pvXXXz+tsMIKab311kvjxo1Lxx13XJo2bVqf27/jHe8oLgNpNqd/HjGgVmbNmpXGjx+/8EV/oEtv/V3XW7M5/fOIAbWSlzryi/2aa66ZzjjjjPTII4+kefPmpRdeeCHdc8896eyzz05jx47t8zXNAtFsTv88YkBt3HjjjcUL/eqrr54eeuih6nhAzQLRbE7/PGJAbUyYMKF4oT/11FOro0E1C0SzOf3ziAG1sckmmxQv9Euy9JE1C0SzOf3ziAG1MXr06OKFfs6cOdXRoMpANLuwZDxiQG0IyMhS+0ds3LiJxWW//a5Mb765oDpeOK8a6PpSszkw/HyENbLU/hErX+jz5brrFn1SDRSCga4vNZsDw69ciX7aaadVR4NqFojq/M4770yHHHJI2mijjdLKK6+cNttss3TiiSeml19+uddXMfAjWhO9A7LPPlek+fP7LoUMFIKBri81mwPDr9yMd4011kgPP/xwdTygaiCqqvMddtghXXzxxcX3mDt3bnrsscfSkUcemXbeeedeX8XAj2hNlC/0Bx98VfHnT3/6u37nVQNdX2o2B9qj3JFwrbXWSmeddVZ69NFHix0JX3zxxXTvvfemc845J2255ZZ9vqYaiKpm82zmzJlppZVWql7d1QZ/xGqgfKG/+eY/FH/uueflPU+mNxeZVw10fanZHGiP4T6UyYIFC9KTTz6ZjjnmmHTQQQdVx12t/0esRsoX+gUL3ur5x/1J8d8/+ckDi8yrBrq+1GwOtE8+mOLVV1+d9tlnn+JgiqNGjUrrrrtuygdTPP7449N9993X5/aDBSIbaN47SGPGjEkvvfRS9SZdbdFHrGZ6v9DfdNMjxX+PH3/ZwqWQgUJQXt/sAnS3N954I02fPj3ttttu6bDDDquOu1pHBSQvhRx4YGMp5PLL719k3ls1FANdALJnn302rbbaatWru1pHBSSbPLmxFLLbbpemOXPmLzIvDXR9qdkc6C55S6y11167enVX67iA5KWQAw74cXHdJZdMW2ReGuj6Uu/53Xc/k4466oa0004XFSvpzzzzzvT66/MrXwF0il133TVNmTKlOET8q6++WuwXkjftPeGEE6o37WodF5Dshht+X1y3yy6X9DvPBrq+1Hv+mc9cn2677fE0c+acnifU7HTiib9IJ598a+UrgE4xderUtPvuuxf7m+TNhbfddtt0wQUXFCvveVtHBqT3Ukh/82yg60uDzV95ZW76x3+8uHo10AZ5i6vf/a7v/l8Mj44MSPaznz3csoA8/vjMtO++V1avBobZ/Pnz0yqrrJLe9a53VUcMg44NSF4K2X//KwecD3R9abB5/gjrwgvvqV4NDLPXX3+92Edj+eWXr44YBrUPyHDLmwd/7nM39HvkX2B4CUh7CcgSuOyy+4oV6nnzYKD9BKS9BGQx/fznD6dPf/raNHv2G9UR0CYC0l4Cshjuuuvp9MlPXptmzZpXHQFtJCDt1XEByesmqucEWVof+tBFfbboKi+CAu0lIO3VcQGZMOHqYusr+/tA5xOQ9uq4gGyzzXnF0kHvc4IAnUlA2ktAgNoSkPYSEKC2BKS9BASoLQFpLwEBaktA2ktAgNoSkPYSEKC2BKS9BASoLQFpLwEBaktA2ktAgNoSkPYSEKC2BKS9BASoLQFpLwEBaktA2ktAgNoSkPYSEKC2BKS9BASoLQFpLwEBaktA2qvjArLpphPSxht/NM2d+0Z1BHQYAWmvjgvI6NFrp1Gj1khz5sytjoAOIyDt1XEBWW655Yon1Jw5c6ojoMMISHsJCFBbAtJeAgLd5q23UrrqqpT23DOldddNadSoxp977JHSj3/cmNdEXQPyVs9jPGnSpLTvvvum9ddfP62wwgppvfXWS+PGjUvHHXdcmjZtWp/b5/uYLwNpNm+V4f+OLSYgMIhXX22EI7/YDHTJIcm3q4E6BmTWrFlp/PjxC1/0B7r01t91vTWbt8rwf8cWExAYxIEHNiKxxhopnX12Sk8+mdIbb6T01FMpnXNOSmuu2Zjn29VAHQOSlzryz7xmz2N9xhlnpEceeSTNmzcvvfDCC+mee+7p+Wc5O40dO7bP1zQLRLN5qwz/d2wxAYEBTJnSiMMqq6Q0fXp12pCvz/N8u1/8ojodceoWkBtvvLH4eVdfffX00EMPVccDahaIZvNWGf7v2GICAgP4+McbYfja16qTvvI83+7QQ6uTEaduAZkwYULx85566qnV0aCaBaLZvFWG/zu2mIDAADbdtBGGBx6oTvrKSyH5du9+d3Uy4tQtIJtssknx8y7J0kfWLBDN5q0y/N+xxbolIHlROG+58a53vavndWHTWl7WWmuttPLKK6f777+/evdohdGjG2Fo9rvR86Jc3G6lld6+bvbslLbbrhGhIbj8sOfywU0XfU4s6aV8Qc6X6mykXD71qU8tfBhH9/wbRF6fyvvY7DLchv87tli3BGSbbbZZ5MlT18v+++9fvXu0wpIGpCfuC/3lL6mn+I3rh+Byds9l03cs+lzoxMsOO+yw8GEUkBGuGwJyzTXXFPdxjTXWKLbaeOyxx2p5ue2229KKK66YlllmmXTnnXdW7yZDrefdcMovMtGPsPJSSM+/21BcXum5PNVzeWwpL/mjoPy7kH/vq7ORcnnzzbcP7OojrBGu0wMyd+7cnt/rdxf38Zy82WXNnXDCCcV9yUtUeecqWuhjH2uE4eSTq5O+rERvmXIl+mmnnVYdDapZIKrz/IbskEMOSRtttFHxMfFmm22WTjzxxPTyyy/3+qqlN/BPVFOdHpC89Ua+f1tssUWaP39+dVw7eaeqDTbYoLhPF110UXXMULr55kYYVl3VZrxtUm7Gmz89ePjhh6vjAVUDUVWd54/NLr744uJ75DedeUnoyCOPTDvvvHOvr1p6A/9ENdXJAXn22Wd7fvdXLe7fTTfdVB3XVg5Hvk85JDkotNB++zXikHcYzEuweQfCvCPh00+n9N3v2pFwGJQ7EuaNSM4666z06KOPFjsSvvjii+nee+8tPlnYcsst+3xNNRBVzebZzJkz00q9N4wYAoN/xxrq5IDkrTnyfdt7772ro1rLH12VGwXkj7RooRzoj3ykEYmBLuPHO5RJCw33oUwWLFiQnnzyyXTMMcekgw46qDpeKv1/xxrr1IDcddddadllly023f39739fHdfeHXfcUaxMzyvV8zsyWiiva8oHTcyhWGedlPKLb/4z//+VVzqY4jDIb5quvvrqtM8++xQHUxw1alRad911i4MpHn/88em+++7rc/vBApENNO8dpDFjxqSXXnqpepOlsuh3rLG8P0H5YN1+++3VcW3lJ9v2229f3K8vfOEL1XHHOPTQQ4v7aLNeFlddAzKc3njjjTR9+vS02267pcMOO6w6XiodE5Acj3V63kWVAckrqX7zm99Ub1ZLl112WXGf8juUV155pTruGE899VRaZZVVivv6ixqswKX9BGTx5XWoq622WvXqpdIRAekdj1zZvFjYKRF57bXX0oYbbljcn/PPP7867jinnHJKcV//9m//ts/289AfAVl8eUustddeu3r1Uql9QHrHY/fddy/WfeRFtv32268jInLSSScV92OrrbYqVoZ1uvyCUO5sde6551bHRF1zTX4FqV5bewLSv1133TVNmTKlOET8q6++WuwXkjftHeqNVGodkP7iUeqEiOR3DHmzu7xy+Ve/+lV13LGuuuqq4t8tv1v6Sz6EBkvnRz9qbF31T/9UndSegPRv6tSpxWtifu3Lmwtvu+226YILLhjynXVrG5DB4lGqe0TyJnf5Z897lHabnXbaqbjvRx99dHXEknjttZQ22qgRkA78CFRA2quWAVmceJTqGpFbb721+JnzEsgTTzxRHXe8vENV3mw5vzA8+OCD1TGL66STGvH4wAfyDgHVae0JSHvVLiBLEo9S3SKS13XkU1rmn/erX/1qddw1/vVf/7V4DMaP76wdJ4dNXueR9zxeZpmUOvQjUAFpr1oFJBKPUp0iMnHixOLn3HjjjdPsfATULvXnP/85bbDB2LTeerulqVP77ljFYjj44MbSx0c/Wp10DAFpr9oEZGniUapDRPLxasr7ecUVV1THXef8829M73vfKemAA37c8+/XeR/BtMyttzbikZdAHn+8Ou0YAtJetQjIUMSjNNIjcuyxxxY/24477jjkW0zU0fz5C4p4jBs3MV1yybTqmP7kdR35YHw5IB3+EaiAtNeID8hQxqM0UiMyY8aM4pg4eeXx3XffXR13rdtvf6IIyE47XZReeun16piqiRMb8dh448ZJoDqYgLTXiA5IK+JRGokR2WOPPYqf5/DDD6+Out7RR08uInLKKbdVR/SWTxiUD4yYA3L55dVpxxGQ9hqxAWllPEojKSKTJ08ufo53vvOd6bnnnquOu95jj81M2213ftpmm/PS7373QnVM6bjjGvHI5+Hugo9ABaS9RmRAhiMepZEQkfwzbL755sXPcPrpp1fH/H9nnnlnsRTyL/9yfXVENmNGSiuskNKyy6bUJR+BCkh7jbiADGc8Su2OSD4rWf7ef/M3f1OcmYz+zZo1L+266yVFRG6++Q/VMXvu2Vj66KKPQAWkvUZUQNoRj1K7IvL8888X3y9/3+uuu646pmLSpAeLgOy11+U9z4/6nxN+yEye3IhHPlx3F30EKiDtNWIC0s54lNoRkSOOOKL4fvnomTS3YMFb6WMfm1REZOLE31bH3anneZvGjGkE5JvfrE47moC014gIyEiIR2k4IzJt2rTiFLz5yf/AAw9Uxwzgt799pgjIjjte2PNmux7n7m6p73ynEY/3vCelLvsIVEDaq+0BGUnxKA1XRD70oQ8V3+Ooo46qjmjii1+8pYjIiSd295kL5z3/fJrb8xwtAtKFH4EKSHu1NSAjMR6lVkfk6quvLv7ufM6LoT7RfTd45plZafvtL0hbbz0x3Xtv93zmX/WDz342fafnefRwl34EKiDt1baAjOR4lFoVkXxfN9100+Lv/d73vlcds5jOPfc3xVLIJz7x02LdSLcpPwJ9b8+L5zNd+hGogLRXWwJSh3iUWhGRr3/968Xf9/73vz/Nn29LoqjZs99Ie+zxoyIi118/ozrueB/+8IeL59HnPve56qhrCEh7DXtA6hSP0lBG5Omnn06rrLJK8XflcxazdG644fdFQHbb7dL02mvdswK5/Ag0n660mz8CFZD2GtaA1DEepaGKyCc+8Yni78h/F0svH63jU5+6tojIHXc8WR13pN4fgf7P//xPddxVBKS9hi0gdY5HaWkj8r//+79pmWWWSSuuuGL6wx/sST1UXnxxdrruuoe6Zj3IN77xjeI5+L73va/rPwIVkPYaloB0QjxK0Yjkc3tsu+22xdd96Utfqo5hseSPQFddddXieXTLLbdUx11HQNqr5QHppHiUIhG5+OKLi9uvv/76adasWdUxLJbyI9B99923OupKAtJeLQ1IJ8ajtCQRefXVV9Nf/dVfFbf94Q9/WB0zRPJ6kHzZb78r05tvLnr623JeV70/An3kkUeq4640d+7c4vdqhXwUYoZdywLSyfEoLW5ETjzxxOI2W2+9tdPUtlAZiHzJ60Sq6hyQ/Lz5wAc+UDyP/uM//qM67mr5SA4ek/ZoSUC6IR6lZhF59NFHi3eM+Z3jHXfc0WfG0OodkH32uaI4n3p/8zoq34SstNJKPgJlxBjygHRTPEqDReSAAw4orv/4xz/e6ytohTIQBx98VfHnT3/6u37ndZM/Al1vvfWK51F+I/LrX/+6ehNoiyENSDfGo9RfRKZOnVr8f95x8Mknu2MfhXYqA5FPNpX/3HPPy9O8eW8uMq+bcumjjMjf//3f+yiUEWHIAtLN8ShVI5LPMJj/++STT67elBYoA5H3BznooJ8U//2Tn7x9jKg6BuSPf/xjGj16dLHkcfPNNy+MyKWXXlq9KQy7IQnIgw8+mEaNGtXV8Sj1jki+5KjmTQ1pvd6BuOmmR4r/Hj/+soVLIf0F5PXX56cjjvhZsc5kKC677HJ62nLL/Ys9xZf08s53vrNYWt1kk00WXlce9mbChAnFz3vBBRcU/7/hhhum1157rc996SZ5CWzSpEnF5sx50/i8FVaO67hx49Jxxx1XHGiyt/L3cSDN5vRvSB6x8rg8+fKtb32rOu4655577sLHI/+iMzx6ByIvhRx4YGMp5PLL719kXnr++dnFYeHL2dJexow5Ia211nYL//2H4pKXPh56qLFV2YIFC9JWW21VXP+f//mffe5Lt8gbEYwfP36Rx6l66a2/63prNqd/Q/aInXnmmcUTPf8jnHXWWdVx1/jBD36w8HHIW1/lP6+99trqzWiB8kW8NHlyYykkH2gxnz+9Oi/NnDmnOL/IUFyefvov6Yknnk2PPfbYEl++//3vF8+XNddcM917773FdXl/j/xnb7fffnvxHMsfbVVn3SAvdZSP0xlnnFE8RvPmzUsvvPBCuueee9LZZ5+dxo4d2+drmgWi2Zz+Dekjln8BujkivePx7W9/O33nO98p/vs973lPscMTrVUNRF4KOeCAHxfXXXLJtEXmI9HinqUyf6SVb3fggQdWRx3txhtvLO736quvvnCpbHE0C0SzOf0b8kesWyNSjUeW14eMGTOmuO6b3/xm5SsYav0Fojzc+y67XNLvfKQpTxKVD83xwCAniXriiSfSyiuvXDy3fvnLX1bHHasM56mnnlodDapZIJrN6V9LHrFui0h/8SiV75hWW2219Nxz3Xvq1eHQXyB6L4X0Nx+JjjjiiOI5s2uT09T+13/9V3G7/HHNm2++vblyJ8sbGOT7vCRLH1mzQDSb07+WPWLdEpHB4lHaa6+9ivmnP/3p6oghNFAgfvazh2sVkOeff77YDDw/Z6677rrqeKHZs2enjTfeuLhdfh52g7zeJ9/fJd3SswxEswtLpqWPWKdHZHHikc2YMaPYzHDZZZdd5FAnDJ2BApGXQvbf/8oB5yNR/n3Jz6u8L1FeQTyQK6+8srhd3lx85syZ1XHHEZCRpeWPWKdGZHHjUcrbpufb7rDDDvYipqm8/mzzzTcvnjOnn356ddzHBz/4weJ2n//856ujjuMjrJFlWB6xTovIksYje/nll9O6665bfM3ll19eHcMiJk+eXDxf8g6Gg60/++1vf1ss3eadeZf0hbVuypXop512WnU0qGaBqM7vvPPOdMghh6SNNtqo2Fhhs802Kw4pk3+PedvAj+gQ65SIROJROu+884qvy0/Kbt6LeKjlj6jyaW070R577FE8Zw4//PDqqI9//ud/Lm6Xb9/Jyo1S8jqihx9+uDoeUDUQVdV5/qQgnwQuf4+8CX7e3+bII49MO++8c6+vYuBHtAXqHpGliUeW9yLecssti6//yle+Uh0TdOqptxfrNu65Z+B36XWV15/lJYu8hHH33XdXxwv96U9/KpZU8nPrhhtuqI47Srkj4VprrVW8juRTJuT1RC+++GKxA+Y555xT/J71Vg1EVbN5ltcx5cPp87bBH7EWqGtEljYepdtuu634O/IT8fHHH6+OWUIzZryQttnmvLTdduenp556pTruCMcee2zxnNlxxx0HXX+WDyOUb5fXneR1KJ1quA9lkt/45aNpH3PMMemggw6qjrta/49Yi9UtIkMVj9LBBx9c/F0f/ehHqyOW0Gc+c32x9PHtb3fuybryO9/ySNdXXHFFdbxQfhdeHgE6H1qok+WQ5mPw7bPPPsXBFPNSWl7HmA+mePzxx6f77ruvz+0HC0Q20Lx3kPJOwS+99FL1Jl1t0UdsmNQlIkMdjywveeQlkPz35iUSYsrzfuS9zF95pbMPFTNx4sTiOZj3+8j7fwzk+uuvL263yeqrp5eff746JiAvzU2fPj3ttttu6bDDDquOu1rbApKN9Ii0Ih6lvA4k/735s9q8iMySmTt3ftp778uLgFx99YPVccfJz5G8x3l+znz1q1+tjvs4tueF7sSe200/4ojqiKXw7LPPFkeU4G1tDUg2UiPSynhkeSusvDVW/vvz1lksmfPO+79FPA455OpiK6xucOuttxbPl7z0mo+FNZCXH3wwPb788iktt1xK995bHROUt8Rae+21q1d3tbYHJBtpEWl1PEo/+tGPiu+RP7u1ffni+9OfXk0f/OCFRUDuvvuZ6rij5ZW4+TmT91EY1NFH5w/wU9ppp+qExZCPQzZlypTiEPH5nPR5v5C8ae8JJ5xQvWlXGxEByUZKRIYrHlleEZiflPl75RV/LJ4vf3lqEY8vfOHm6qjj5XfB5fqzO371q+r4bXllb363nCNy1VXVKU1MnTq1OLtq3t8kby687bbbFmeDHGwruG40YgKStTsiwxmPUj42Vt7GPx8ra0l2jOpW06Y9l7beemJxFsF8AqdudNJJJ6Xte56jZ2+1VXprsPVn3/teIyCbbprP3VudwlIbUQHJ2hWRdsSjlI/Sm79vPmovA8vrOg477Jpi6eN737urOu4ac197LV214YbpDzkO559fHb8tH+L9/e9vROTrX69OYamNuIBkwx2RdsYjK7fuyN8/H6qB/l1//YwiHuPHX5Zmz+7cHeUWy2WXNcKw7ropvTLIDpS/+EXjdqusktJTT1WnsFRGZECy4YpIu+NRygeHyz/DFlts0dF7EUflYOy++2VFQH7+cx/1pfxZ/PbbN+LwhS9Up33tv3/jdoceWp3AUhmxAclaHZGREo8sH7Atnzs9/yz5XOr0dc45vy7i8clPXlu8dtLjrrtSWnbZlFZYIaXf/746fdujj6a04oqp58meDzNbnULYiA5I1qqIjKR4lK699tri51lzzTWLzQdpyMe4yivN88rz++//c3Xc3T71qcbSxd57Vyd9felLjdtts01j6QWGwIgPSDbUERmJ8Sjtsssuxc+VDx1Nw3HH3VwsfXzlK/+nOuLZZ1NaddVGHG66qTp926xZKW2wQeN2F11UnUJILQKSDVVERnI8snzMneWXXz4tt9xyixwQrhvdddfTRTz+4R9+mP78Z+dQ6deppzbCsMUWKc2fX52+LYcj3y6HJAcFllJtApItbURGejxK//7v/178jB/+8Iero64yf/6baa+9vpW22urcdOGF91THlObOTend727E4ZxzqtO35Y+u8kdY+Xb2qGYI1CogWTQidYlHlk+Mk/d+zT/rpEmTquOu8f3vn9/zOGyTtt/+6OLgiQzimmsaYVhzzZQGW392xx2Nlel5pXpeuQ5LoXYByZY0InWKR+m73/1u8fP+9V//dZozZ0513PHyeRfKiF5zzc+rY/qTT7eaI/Jv/1ad9PXxjzdu9/nPVyewRGoZkGxxI1LHeGTz589P733ve4uf+7//+7+r44531FFH+RhvSd1/f+MIvPmS/3sgecV7PrNeh5/6ltarbUCyZhGpazxKt9xyS/Gzr7rqqumZZ7rnqLMPPPDAwg0Jpk2bVh0zmLz0kZcu8tIItFitA5INFJG6x6OUT9mZ70M3nQktH0o73+fPfvaz1RHNvPhiYz1IjkheLwItVPuAZNWIdEo8skceeaQ4Um++P7/+9a+r445z3XXXFf9u+TDazzsla0zeEisH5D3vqU5gSHVEQLLeEemUeJS++MUvFvdnu+226+jzEcybN2/h4Vz6+0iSxZT3BRk7tnE+EMdVo4U6JiBZjkh+8emkeGSvvPJKWm+99Yr7demll1bHHeP0008v7uOYMWMcUHJp5S33PIa0WEcFJMsvQl/72teqV9fehRdeWLy4brjhhsUpNjvNc889t/CQ9pMnT66OGUp5KTafpXDPPRuHgx81qvHnHnuk9OMfO1YWi63jAtKpFixYkMaNG1e8wH75y1+ujmvv8MMPL+7bnvlFjdbJbz7yY5zXkQx0ySHpwDcpDD0BqZHbb7+9WL8zevTo9Mc//rE6rq277767OK3vqJ53wjNmzKiOGUoHHtiIxBprpHT22Sk9+WTjo658sqm88r3cgivfDpoQkJqZMGFC8U79wA75Bc8bBey4447FfTr22GOrY4bSlCmNOOSzE06fXp025OvzPN8un80QBiEgNfPEE0+klVdeuXjB/eUvf1kd184VV1xR3Jd11lknvfzyy9UxQ6k8hEmzdYR5nm/nDIY0ISA1lDcSyC+6Y8eOTW+++WZ1XBuzZ89OG2+8cXFfJk6cWB0z1DbdtBGGBx6oTvrKSyH5dvkIvzAIAamh/MKbt8bKL7ybb755cbyoOl7ygSLzffi7v/u7YiMBWmz06EYYmh2c8/XXG7dbaaXqBPoQkJo65ZRTihffTrhcdtll1btHKyxpQFZeuTqBPgSkxm6++eY0ZcqUYl1IHS833XRT8SfDxEdYDDEBgW7xsY81wnDyydVJX1ais5gEBLpFzxJrEYZVV7UZL0NCQKCb7LdfIw55h8G842DegTDvSPj00/k0mHYkZIkICHSTWbNS+shHGpEY6DJ+vEOZsFgEBLpNPlhiPmhiDsU666S0/PKNP/P/X3mlgymy2AQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAIERAAQgQEgBABASBEQAAI+X8qF2OfBJ6BVwAAAABJRU5ErkJggg==)
PN: 4H56-1-940
CAS: 1100748-84-2
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl 2,8-diazaspiro[4.5]decane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-715
CAS: 236406-39-6
Molecule Weight: 240.347
Formula: C13H24N2O2
![cis-5-Amino-2-boc-hexahydro-cyclopenta[c]pyrrole](data:image/png;base64,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)
PN: 4H56-1-633
CAS: 863600-81-1
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 2-amino-7-azaspiro[3.5]nonane-7-carboxylate](data:image/png;base64,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)
PN: 4H56-1-706
CAS: 1239319-82-4
Molecule Weight: 240.347
Formula: C13H24N2O2
TSCA: Not listed on TSCA inventory