| Product Number | 4256-1-32 |
| Synonyms | trans-tert-Butyl N-[(3-hydroxycyclobutyl)methyl]carbamate |
| CAS | 952029-48-0 |
| MDL Number | MFCD16660647 |
| Molecular Formula | C10H19NO3 |
| Molecular Weight | 201.266 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4256-1-29
CAS: 917827-92-0
Molecule Weight: 201.266
Formula: C10H19NO3
PN: 4256-1-32
CAS: 952029-48-0
Molecule Weight: 201.266
Formula: C10H19NO3
![tert-Butyl 6-hydroxy-2-azaspiro[3.3]heptane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-8J
CAS: 1147557-97-8
Molecule Weight: 213.277
Formula: C11H19NO3
![tert-Butyl ((3-(aminomethyl)bicyclo[1.1.1]pentan-1-yl)methyl)carbamate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABowAAAaMAHjRsLcAAACO3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/yonPi995i0KqqtWkSe0mrZ20b5MDTooUoALy9u93Nl0aEgYCdMf5njvj85nF3bHYwt7UTV6ViccJ88CUaZXl5Sbxfr1+nUXe3XKRohM6lk3ivbXt+5zSw+FA0jdT6GNVkrQqvG58fmzyns9BkqreUMEYp7+fn14cM8vLptVlapBq8nnjjE9Vqls3i/+koIWu93lJO3da1Psu2h/B7M3Iscm8z295wLF7RGGdbw2sq7rQLewFI3izL7Axpal1azJYndAsicJvXy6eH6t0V5iyRdVGyFO9fWnrXYqGotqadIfBUPn2mHgFR0C3VXFf1/oEVrNmzUEL0BK0Au2DDkCHoCPQMWjO8MFxjg4cPTi6cPThAa771tjEr6d3g7OH7vrhnu/wcL6cjgsnEm/GSSTDAM4SPy62UhIZ9u0+kzEwEok4un79tAo/5rdW58tJzKMQBWcC98jJZg9JFCqMHhAph6QiYdxJJi7fBVGRcrMLuXKz4zYOwxRKgSCMSQmS+AqFIpKj+BjrBK46PS/7crGqyuxChTxLvBX3XD1+mnUjPkriQVVnpsZdbgNY10tA9AFbwHFA3gBqHFA3gD8O+H3AbqVxIOgDduOdATEEhDdANJ4h6gN2U48DcR9wLTBO2PFe6VzLTDDX5XYtNsFcVbxryQnmquhdC08waiDPROW5P7AGU0wwkGdiw/BwIM8gQy+6jP47CFG9OSTpxQlK8b+x/Asbu9kscTN2eAAAKxpJREFUeF7t3QuUFNWZwHFeA4goDxFElscqBiOS3QCiMWIMICBrgsDZjYlBk6A5wUfcnDgoSY4BYSMY110VRHxC5BETWVD0KEEh4ANRIAEFogIK6A4QUZDnMAPfzi22m6o73dNd1V1dt279f+fUOWb66yYw1fWfnttVXU8AAAignv4FAADyQUAAAIEQEABAIAQEABAIAQEABEJAAACBEBAAQCAEBAAQCAEBAARCQAAAgRAQAEAgBAQAEAgBAQAEQkAAAIEQEABAIAQEABAIAQEABEJAAACBEBAAQCAEBAAQCAEBAARCQAAAgRAQAEAgBAQAEAgBAQAEQkCQWL16TU9vufiZzcR9/6997TGpqNinj6QV+mcBpUJAkFh+DtR+ZjNx319t48Yt1UfSCv2zgFIhIEgsPwdqP7OZ6AG54IJHZPPmz/QxR6F/FlAqBASJ5edA7Wc2Ez0garvttkX6mKPQPwsoFQKCxPJzoPYzm4n7/r17n/jvd9/dqY8W/GcBpUJAkFh+DtR+ZjNx33/MmMXp//7JTxbqowX/WUCpEBAklp8DtZ/ZTNz3V2sfag0k9b/ffHN71lnAZAQEieXnQO1nNhP9/mPHvpz+3yNH/o8cO5Z9FjAVAUFiuQ/UfrYg9Pt/+OHnnlchixdvzjoLmIqAILH0MOS7BZHp/r/61Svprw0f/rQcPXr8ZUimWcBEBASJ5edA7Wc2k0z337p1j+dVyPz5G7POAiYiIEgsPwfqTLNqMXzatLfluuvmS79+M51LlAwb9nv5r/9aIXv2HHLdO/P9lTvvXJr++hVXzJLKyuqss4BpCAgSy8+BOtOs+2v6NmTIbNmx48T1rjLdX9m+fa/06fNo+rannlqbdRYwDQFBYvk5UGea/dd//YM89thq52TAzz8/JPv2Vcorr2yRQYOecubUO63qun/K+PF/Tt+mXsnUNQuYhIAgsfwcqP3MqvM61Nxllz2Z/lpd9//kky/kwgtPvAqpaxYwCQFBYvk5UPuZPXiwyplTayIpue4/ceKyWvHINrt790G5//43PW/9BaJAQJBYuQ7Ubn5m167d4cz98IcL0l/LdX/1+SAXXVT7VUgm99zzevp29WesX79LHwFKgoAgsXIdqN3ynVXncowa9awz9+KLH6S/ns/9f/ObV/MKyAsvvO+5IKN6K7BaR/n00wP6KBAqAoLEynWgdst3NvXqYPTo5z1fz+f+O3fud37tlc/sunU7nbcPu2f79n1CZsz4ixw5clQfB0JBQIAiefjht50D+be+NUc++8x7HkgY1PWznn/+PRk8+Pi7vlLb0KFz5c9//lAfB4qOgABFMH36Kufgrd55le2TBsNy4MARmTr1rVqvXtSroFL/f0GyEBCgQKl4XHzx4/KXv1ToN5eMejtwefmfPBFRJylOnvya7N17WB8HCkZAgAKkfm2l3kH1xhvez/WIyttvfyLf+c4fPSH55jdnyNNPvyvV1ayPoHgICBBQKh7qJMBlyz7Sb46UejfYM8+sl/79vWe2q7PnV678WB8HAiEgQEDuA3O2TV3iJErqV1f33vt6rTPdf/azl2Tbtr36OOALAQEC0mORaYs6ICnqA6xuvvkFz/839Wu3Bx5YKfv3V+rjQF4ICJAgy5dvdS457w7JwIFPybPP/s3zsbpAPggIkDBVVUfld79bK9/4xpOekKjPZl+9eqs+DmRFQICEUhdlnDBhWfpTEf/pn+6Tf/zHH8mPf3ynbNtmxjvKYDYCAiTc3/72d7n++melW7dyad9+iDRr1qlmaybjxo2TgwcP6uNAGgEB4Fi4cIX06DFEGjQok3r16jlbp06dZO7cufoo4CAgANIOHjwk48ePd16BpCKitr59+8rq1av1cSQcAQFQy/bt2+Waa67xRKRBgwYyatQo2blzpz6OhCIgALJ6/fXXpXfv3p6QtGjRQn7729/KkSNH9HEkDAEBUKdjx47JE088IWeccYYnJOecc44sXLhQH0eCEBAAefniiy/k9ttvl8aNG3tCMnDgQNmwYYM+jgQgIAB82bRpkwwdOtQTkbKyMvnpT38qn33G548kCQEBEMjLL78s3bt394TktNNOk4ceekiqq6v1cViIgAAIrKqqSqZMmSKtW7f2hKRHjx6yZMkSfRyWISAACrZ79265+eabpVGjRp6QDBs2TDZv3qyPwxIEBEDRrF+/XgYMGOCJSJMmTeSOO+6Qffv26eOIOQICoOgWLFggXbt29YREvTpRC/CwBwEBEIrKykqZNGmSNG3aNB2RBx98UB9DjBEQAKFS19ZKBeSll17Sb0aMERAAobrvvvsIiKUICIBQERB7ERAAoSIg9iIgAEJFQOxFQACEioDYi4AACBUBsRcBARAqAmIvAgIgVATEXgQEQKgIiL0ICIBQERB7ERAAoSIg9iIgAEJFQOxFQACEioDYi4AACBUBsRcBARAqAmIvAgIgVATEXgQEQKgIiL0ICIBQERB7ERAAoSIg9iIgAEJFQOxFQACEioDYi4AACBUBsRcBARAqAmIvAgIgVATEXgQEQKgIiL0ICIBQERB7ERAAoSIg9iIgAEJFQOxFQACEioDYi4AACBUBsRcBARAqAmIvAgIgVATEXgQEQKgIiL0ICIBQERB7ERAAoSIg9iIgAEJFQOxFQACEioDYi4AACBUBsRcBARAqAmIvAgIgVATEXgQEQKgIiL0ICIBQERB7ERAAoSIg9iIgAEJFQOxFQACEioDYi4AACBUBsRcBARAqAmIvAgIgVATEXgQEQKgIiL0ICIBQERB7ERAAoSIg9iIgAEJFQOxFQACEioDYi4AACBUBsRcBARAqAmIvAgIgVATEXgQEQKgIiL0ICIBQERB7ERAAoSIg9iIgAEJFQOxFQACEioDYi4AACBUBsRcBARCqe+65h4BYioAACE11dbW0bds2HZC+ffvqI4gxAgIgFCoe3/ve99LxSG3jx4/XRxFTBARA0WWLBxGxCwEBUFR6PJo3by5nnXUWEbEQAQFQNJnisXz5crnlllvSX2vQoAERsQQBAVAU2eKhzJs3L/31ESNGSMOGDYmIBQgIgILVFQ/l73//u9SvX9+5bcCAATJz5kwiYgECAqAgueKR0qNHD+f2Zs2aSWVlJRGxAAEBEFi+8VDc6yCvvvqq8zUiEm8EBEAgfuKhuNdBJk6cmP46EYkvAgLAN7/xUPR1EDciEk8EBIAvQeKRoq+DuBGR+CEgAPJWSDyUTOsgbkQkXggIgLwUGg8l2zqIGxGJDwICIKdixEOpax3EjYjEAwEBUKdixSOlrnUQNyJiPgICIKtix0PJtQ7iRkTMRkAAZBRGPJR81kHciIi5CAiAWsKKh5LvOogbETETAQHgEWY8UvJdB3EjIuYhIADSShEPxc86iBsRMQsBAeAoVTwUv+sgbkTEHAQEQEnjoQRZB3EjImYgIEDClToeKUHWQdyISPQICJBgUcVDCboO4kZEokVAgISKMh5KIesgbkQkOgQESKCo46EUug7iRkSiQUCAhDEhHimFroO4EZHSIyBAgpgUD6UY6yBuRKS0CAiQEKbFQynWOogbESkdAgIkgInxUIq5DuJGREqDgACWMzUeKcVcB3EjIuEjIIDFTI+HUux1EDciEi4CAlgqDvFQwlgHcSMi4SEggIXiEg8lrHUQNyISDgICWCZO8UgJax3EjYgUHwEBLBLHeChhroO4EZHiIiCAJeIaDyXsdRA3IlI8BASwQJzjoZRiHcSNiBQHAQFiLu7xSCnFOogbESkcAQFizJZ4KKVaB3EjIoUhIEBM2RQPpZTrIG5EJDgCAsSQbfFQSr0O4kZEgiEgQMzYGI+UUq+DuBER/wgIECM2x0OJYh3EjYj4Q0CAmFDxuOqqq6yNhxLVOoibHpHy8nJ9BP+PgAAxcdFFF1kdD0Wtg6T+jh06dNBvLhk9IjfccIM+AiEgQGy0adMmfUDr1auXHDx4UB+JvaqqqvSB++STT9ZvLpmKigpp3759+t+7Z8+e+giEgACx8ac//ck5qKYOav3797cuIitWrEj//a6++mr95pJQ8Tj33HPT/z/atm0r77//vj4GISBArKxfv17atWtnbUQmTZqU/rs9/fTT+s2h0+Nx/vnny65du/Qx/D8CAsSMzREZPHiw83dS54Ps2LFDvzlUxMM/AgLEkI0RUesfp5xyivP3+fKXv6zfHCriEQwBAWLKtoi41z9Gjx6t3xwa4hEcAQFizKaIRLH+QTwKQ0CAmLMlIqVe/yAehSMggAXiHpFSr38Qj+IgIIAl4hyRUq5/EI/iISCAReIakVKtfxCP4iIggGXiGJFSrH8Qj+IjIICF4hSRUqx/EI9wEBDAUnGJSNjrH8QjPAQEsFgcIhLm+gfxCBcBASxnekTCWv8gHuEjIEACmBqRsNY/iEdpEBAgIUyMSBjrH8SjdAgIkCCmRaTY6x/Eo7QICJAwJkWkmOsfxKP0CAiQQCZEpJjrH8QjGgQESKioI1Ks9Q/iER0CAiRYlBEpxvoH8YgWAQESLqqIFLr+QTyiR0AAlDwiha5/EA8zEBAAjlJGpJD1D+JhDgICIK1UEQm6/kE8zEJAAHiUIiJB1j+Ih3kICIBawoxIkPUP4mEmAgIgo7Ai4nf9g3iYi4AAyCqMiPhZ/yAeZiMgAOpU7Ijku/5BPMxHQADkVKyI5Lv+QTzigYAAyEsxIpLP+gfxiA8CAiBvhUYk1/oH8YgXAgLAl0IiUtf6B/GIHwICwLcgEalr/YN4xBMBARCI34hkW/8gHvFFQAAE5icimdY/iEe8ERAABck3Ivr6B/GIPwICoGC5IqKvfxAPOxAQAEVRV0Tc6x/XXXcd8bAEAQFQNNki4l7/6NChA/GwBAEBUFSZInL55Zen/zfxsAcBAVB0ekQaNmxIPCxEQACEQo8I8bAPAQEQGhWRsrKydDxatWpFPCxCQACEauTIkemAPPbYY/rNiDECAiBU9913XzogL730kn4zYoyAAAgVAbEXAQEQKgJiLwICIFQExF4EBECoCIi9CAiAUBEQexEQAKEiIPYiIABCRUDsRUAAhIqA2IuAAAgVAbEXAQEQKgJiLwICIFQExF4EBECoCIi9CAiAUBEQexEQAKEiIPYiIABCRUDsRUAAhIqA2IuAAAgVAbEXAQEQKgJiLwICIFQExF4EBECoCIi9CAiAUBEQexEQAKEiIPYiIABCRUDsRUAAhIqA2IuAAAgVAbEXAQEQKgJiLwICIFQExF4EBECoCIi9CAiAUBEQexEQAKEiIPYiIABCRUDsRUAAhIqA2IuAAAgVAbEXAQEQKgJiLwICIFQExF4EBECoCIi9CAiAUBEQexEQAKEiIPYiIABCRUDsRUAAhIqA2IuAAAgVAbEXAQEQKgJiLwICIFQExF4EBECoCIi9CAiAUBEQexEQAKEiIPYiIABCRUDsRUAAhIqA2IuAAAgVAbEXAQEQKgJiLwICIFQExF4EBECoCIi9CAiAUBEQexEQAKEiIPYiIABCRUDsRUAAhIqA2IuAAAgVAbEXAQEQKgJiLwICIFQExF4EBECoCIi9CAiAUBEQexEQAKEiIPYiIABCU1FRIRdccEE6ILNmzdJHEGMEBEDRVVZWyt133y2nnHJKOh5qmzdvnj6KGCMgAIpq/vz5cvbZZ3vC0bJlSykvL9dHEXMEBEBRvPPOO9K/f39POJo0aSK//OUvZd++ffo4LEBAABRk9+7dcuONN0qjRo088RgxYoRs2bJFH4dFCAiAQKqqquSBBx6Q1q1be8Lxla98RZYuXaqPw0IEBIBvixcvlvPOO88TjjZt2sjDDz8s1dXV+jgsRUAA5O2DDz6Qb3/7255wlJWVya233iqff/65Pg7LERAAOe3du1fGjBkjjRs39sRj0KBBsnHjRn0cCUFAAGR19OhRefzxx6Vdu3aecHzpS1+S559/Xh9HwhAQABm9+eZa6dOnryccLVq0kHvvvVeOHDmijyOBCAgAjx079smYMc9Jx45XyymnnOuEo2HDhnL99dfLrl279HEkGAEB4Dh8uEqmT18lX//649Kr13Tp1u02addugPTvf6WsWbNGHwcICACRRYs2yb/8y2wnHKntiisel+efX6mPAmkEBEiwjRv/LqNGPesJxyWXPC6PPLJaKis5nwN1IyBAAu3efVDuumuZXHDBI554/OpXr8jOnfv1cSAjAgIkyJEjR2XmzL/KpZc+6QnHyJH/I2vX7tDHgToRECAhli37SIYN+70nHAMHPiXPPfeeHDumTwO5ERDAclu2fC433viCJxxf+9pj8uCDK+XAAc7nQHAEBLDU3r2H5Z57Xpc+fR71xOPnP18k27fv1ccB3wgIYJmjR4/JH/6wXvr1m+kJx7/92x9l5cqP9XEgMAICWOSttz5xQuEOhwqJCkp19VF9HCgIAQEs8MknX8htty3yhEP96mry5NecX2UBYSAgQMypt+ZefvnvPPEYPfp52bz5M30UKCoCAvjgPkjnks+se0a9M6qiYp8+kpbt8dQZ49/85gzn61ddNdd5uy5QCgQE8CHbQTyTfGbdM2obN26pPpJW1+Nt3bpHXnlli/NqBCgVAgL4UNdBXJfPrB4QdWmRbL96yufxgFIiIIAPfg7i+czqAVGbWgzPJJ/HA0qJgAA++DmI5zPrnund+8R/v/vuTn00r8cDSomAAD74OYjnM+ueGTNmcfq/f/KThfpoXo8HlBIBAXzwcxDPZ9Y9o9Y+3JdXf/PN7VlnARMQEMAHPwfxfGb1mbFjX07/b3WJdfdVcvVZIGoEBPDBfRD3s2Wjz3z44eeeVyGLF2/OOgtEjYAAPuhhyHfLJtOM+lTA1NeGD3/auThitlkgSgQE8MHPQTyf2Uwz6qRA96uQ+fM3Zp0FokRAAB/8HMTzmc02c+edS9Nfv+KKWc7lSrLNAlEhIIAPfg7i+cxmm1Ef+OT+IKinnlqbdRaICgEBfPBzEM9ntq6Z8eP/nL5N/3AowAQEBPDBz0E8n9m6ZtRnfFx4offjaLPNAlEgIIAPfg7i+czmmpk4cVmteGSbBUqNgAA++DmI5zOba0Z9PshFF9V+FQKYgIAAPvg5iOczm8/Mb37zKgGBkQgI4IOfg3g+s/nM7Ny53/m0wnxmgVIiIACAQAgIACAQAgIACISAAAACISAAgEAICAAgEAICROzQoSrZs+eQ/mXAeAQEiNC+fZXO5drV2earV/+vfjNgNAICRGjdup3pkwMfeWS1fjNgNAICRGjt2h3pgEyfvkq/GTAaAQEiREAQZwQEiBABQZwRECBCBARxRkCACBEQxBkBASJEQBBnBASIEAFBnBEQIEIEBHFGQIAIERDEGQEBIkRAEGcEBIgQAUGcERAgQgQEcUZAgAgREMQZAQEiREAQZwQEiBABQZwRECBCBARxRkCACBEQxBkBASJEQBBnBASIEAFBnBEQIEIEBHFGQIAIERDEGQEBIrR2bYX07DnV2aZPf0u/GTAaAQEitHr1B9Klyw+c7b//e4F+M2A0AgJEaOXKv8qpp3Z3trvvnqrfDBiNgAAReuONN6RevXrONm7cOP1mwGgEBIgQAUGcERAgQgQEcUZAgAgREMQZAQEiREAQZwQEiBABQZwRECBCBARxRkCACBEQxBkBASJEQBBnBASIEAFBnBEQIEIEBHFGQIAIERDEGQEBIkRAEGcEBIgQAUGcERAgQgQEcUZAgAi5A3LLLbfoNwNGIyBAhObMmZMOSMOGDeW2226TPXv26GOAkQgIEKGlS5emA5La2rZtK48++qgcPXpUHweMQkCACLl/hdW0aVNPSL761a/K8uXL9bsAxiAgQITcARkzZoz8+Mc/dn6V5Q7Jd77zHfnoo4/0uwKRIyBAhDK9C+uvf/2rXHbZZZ6InHTSSXLnnXfKgQMHtEcAokNAgAhlCkjKH//4R+nSpYsnJB07dpTZs2d75oCoEBAgQioGqTjceuut+s1y+PBhmTBhgjRv3twTkosvvljefvttfRwoKQICRGD37t1y8803e9Y7hgwZoo+lffzxxzJy5EipX79+er5Bgwbywx/+UCoqKvRxoCQICFBCVVVVMmXKFDnttNM8ryjUK4yVK1fq47WsWLFC+vTp47nvqaeeKpMmTZLKykp9HAgVAQFK5MEHH5T27dt7Dv4qJA899JBUV1fr41kdO3ZMZs6cKWeeeabnsc4++2xZsGCBPg6EhoAAIdu0aZNceeWVnoO9+tWV+hXWZ599po/nbd++ffKLX/xCmjRp4nns/v37y7vvvquPA0VHQICQfPHFF3LHHXfUOsCntl69esmrr76q3823LVu2yPDhwz2P3ahRI7npppuctRYgLAQEKDL1K6Ynn3xSzjjjDM9B/ayzzpKBAwfWOlHwu9/9rmzbtk1/GN+WLFkiPXr08Dx269atnV+dqbUXoNgICFBEr7/+ulxwwQWeg7ha5L7nnnvSi9xr1qyRSy+91DPTrFkz5zyQgwcPao/oj1pLmTZtmrRp08bz+N27d5dlixfr40BBCAhQBNu3b5drrrnGc9BWb7MdNWqU7Ny5Ux93PP3009K5c2fPfTp16iRz587VR31TayvqvJKysrL0Y/er2RYMHSqVH3ygjwOBEBCgAIcOHZLx48fLySef7AnBJZdcIqtXr9bHayn0/rls3LjR+bXZWTWPeUvN9lLNJo0bi9x+u1qk0ccBXwgIEFAxX0EEeQXjx1sLF8rcc86R7Sogqe2MM0SeeEIt2ujjQF4ICODTByGuYeSzhhLUsSNHRH77W5EWLU5ERG29e4u89po+DuREQIB87dolG66/Xn7esKF0cx3gi/UuqpRs7+I6p+YVxHPPPaeP+6de0dT8PWpe4nhD8r3viRTx7wH7ERAgF/WT+733Oj+5V9QcaB+r2YbXbF/r1avmB/fwfnLPdh7J5ZdfLhs2bNDH/at5JSV9+3ojUvNKStRVgQt8JYVkICBAXZ5/XuRLX/IcZFe1ayerH3+8ZB85q85kv+qqqzwRUScK3nLLLQWdyZ72+9+LdO7sDUmnTiIB1nKQLAQEyGTjRpFBg7wHVfXupTFj5Njevfp0Sbz88sty/vnne0KirqU1depUX9fSyki94hg//vgrEPffWb1CKcK7wWAnAgK4ff65iPpcjrIy74H0298WMeD8CXVGuQqGfjVfFZZXXnlFH/dPrYGotRD3312tlYwadXztBHAhIICifoKfNk2kTRvvwfO880QMPIM79Xki6ldZ7pAMGzZMtmzerI/7p9Z21Luz3P8W6t1b6l1cak0IEAICiCxdKvKVr3gPlq1bizzwgPqRX582yvr162XAgAGeiFzYpIn8aexYqS70REF1fog6T0SdL+L+tznnHJGFC/VpJBABQXJt2SIyYoT34FjzE73ceKP6EV+fNtqzzz4rXbt2lVY1f4fv12xza7Z97duLzJhR+ImCKkTqzHW1BuT+txo4UKQYr3YQWwQEybNvn8gvfylS85O654DYv7/IO+/o07GhTjScPXmy3HfqqbLO/ffq00fkjTf0cf82bRIZOtT7b/bP/6xPIUEICJJD/SQ+c6bImWd6D4Jnny0yf74+HVuHd+yQYz/6kfdEwfr1Rb7/ffXh6vq4f2pNqHv3449bx+e4w34EBMnw5psiF17oDccpp4jcfbf60V2ftsOqVSJf/7r373zyySJ33aWu4qhP+6PWhtRnuNv6b4e8EBDY7ZNPREaOPP4TeOogqn4y/8EPRCoq9Gk7zZkj0rGjNyRduoj84Q/6JOALAYF51E/Hjz0mMnz48QOd+qlZneCm/vuqq0QeeST3T9CHD4tMnCjSvLn3wHnxxSJvvaVP2+/AAZFf/1rkpJO8/x7f+IbIX/6iTxeuGN9DGI+AwCwLFoh06OA9yGXa1IyazUb/ddU//IPIrFn6VPJs3Spy9dXef5uGDUVuuMG5WGRRFOt7COPV078ARObBB0/8qkmdCf6zn4m8/fbxt5Gqd06pS2rcdtuJt5OqX0Wp++jUSYGpVx7qJ+477zz+EzhOePVVkZ49vQf0li1F/vM/CztRsFjfQ8QCAYEZXn75xLuG1IFMLdBmoxaHW7U6cQDKdAkPdXLgf/yHyEcf6bcgRV0MUv2aqW1bb0i6dRN54QV9Ordifw9hPAKC6KkDWdeuJw5g+bylVn0uRmpenRldoivjWkldHLK8vPaJgoMHi/ztb/p0ZnwPE4mAIHrz5p04kFxyiX5rdpdeeuJ+6jFQmPffF/nWt7wRUb+G+vd/P36RybrwPUwkAoLoqZPeUgcR9e6cfKnZ1P3UJ+yhOBYtEvnyl70hyXXGOd/DRCIgiJ664m3qILJunX5rdmo2dT91ZjSKR50oeP/9J9Yp1AUV68L3MJEICKKnrnybOojs2aPfmp36tUrqfqedpt+KYvj00+OXuc/1Ebp8DxOJgCB66gq4qYOIn0/WUz8lp+6nHgPR4XuYSAQE0eOn1/jje5hIBATR4/fn8cf3MJEICKJXjHfwqM/sRnT4HiYSAUH0OIcg/vgeJhIBQfTUoqv7LOZ8LrCnPpM7Nc9ZzNHje5hIBARmUJ9y576OUl2XXFcX5Est2qr7qGswIXp8DxOHgMAcDzxw4kqu6rpM6kqu6qJ76iqu+/eLrFnjvZKrmlX3gTn4HiYKAYFZ8v0sCfW55vlcsA+lx/cwMerpXwAipz6p7tFHj39yXefOxz/JTn2uh/rvoUNFpk8XOXhQvxdMwvcwEQgIACAQAgIACISAAAACISAAgEAICAAgEAICAAiEgAAAAiEgMNuRIyLbt+tfBWAAAgKz9et3/KzlyZP1WwBEjIDAXMeOnbiu0uDB+q0AIkZAYC4VkNR1kwYN0m8FEDECAnMREMBoBATmIiCA0QgIzEVAAKMREJiLgABGIyAwFwEBjEZAYC4CAhiNgMBcBAQwGgGBuQgIYDQCAnMREMBoBATmIiCA0QgIzEVAAKMREJiLgABGIyAwFwEBjEZAYC4CAhiNgMBcBAQwGgGBuQgIYDQCAnMREMBoBATmIiCA0QgIzEVAAKMREJiLgABGIyAwV01ANtfEQ23/S0AA4xAQmKsmIBNq4qG2OQQEMA4BgbGO1QTkvJp4qO0GAgIYh4DAWCog9WriobZBBAQwDgGBsQgIYDYCAmMREMBsBATGIiCA2QgIjEVAALMREBiLgABmIyAwFgEBzEZAYCwCApiNgMBYBAQwGwGBsQgIYDYCAmMREMBsBATGIiCA2QgIjEVAALMREE3qgKW2XPzM5uvAgQPy8MMPy7Bhw6RLly7SvHlzadq0qXTq1ElGjBghM2bMkMOHD+t3s1KSA1LIfuBnv/QzC+jYazR+nlB+ZvMxZ84cadeunedxM23t27eXZ555Rr+7dZIakEL3A/dMLn5mAR17jcbPE8rPbC4TJ05MP1ZZWZmMHj1ali1bJp9++qnzk+amTZtk6tSpcu655xbtzzRdEgNSjP3Az37pZxbQsddo/Dyh/MzWZcGCBenHOf3002XVqlX6SFplZaWUl5cX/GfGQdICUqz9wM9+6WcW0LHXaPw8ofzMZnPkyBHp2LGj8xj169eXxYsX6yMZTZgwQf+SdZIUkGLuB372Sz+zgI69RuPnCeVnNpu5c+emH2PgwIH6zYmWpIAUcz/ws1/6mQV07DUaP08oP7PZXHfddenHUO+swQlJCkgx9wM/+6WfWUDHXqPx84TyM5uNezF0w4YN+s2JlqSAFHM/8LNf+pkFdOw1GvcTys8WVKtWrdKPsXfvXv1mX6qqquT++++XcePGWbH9+te/Tv/bqPMf9NvjvD377LOe710x9wN938x3A/xir9HoT6p8t6AaNWqUfozq6mr9Zl+efPLJWv+/2MzcGjRoIB9//HH6e1fM/UD/s/LdAL/YazR+nlB+ZrMp5k+er732mnPugH5gYDNvU++42r9/f/p7V8z9wP3n5OJnFtCx12j8PKEyzb7zzjsyduxY6d27t7Ru3VqaNGkiXbt2dU4I27p1q+vex3Xr1i39GIX+7lvZtWuXfPjhh1ZsW7ZsSf/bXHrppbVuj/O2b98+z/etmPtBpv0ym0yzfvdhJFfuPSxhMj2hssk06/6avrVo0UJWr17tegSRa6+9Nn17oe++sU2SFtGLuR9k2i+zyTSr77fuLdM+jOTKvYclTKYnVDaZZnv06CF33XWXc/mJbdu2yaFDh5yf6AYMGODM9e3b1/UI3vf/236Q9CtJASnmfpBpv8wm06zffRjJlXsPS5hMT6hs/Mxu377dmTvppJM8X9fPQF6yZInn9mzUNZNsl6SAFHM/8LNf+pnNtg8juXLvNQnj5wnlZ7aiosKZU29H1c2fPz/9OOoqrGvWrNFH0tSB5vbbb8/rz4y7JAVEKdZ+4Ge/9DNb1z6MZMq91ySMnydUPrPqLZnvvfeeXHnllc7cpEmT9BGH+yqsjRs3lptuukmWL18uu3fvdq7CqhaU1edDdO/ePeefaYukBUQpxn6Qz36Zks9svvswkif7XpNQ+TyhUnLNum/v0KGDc5JfXWbPni1t27b13C/TduaZZ8q8efP0u1sniQFRCt0P3DO55Jp1357PPoxkybzXJFiuJ5Rbrln37epEsX79+smKFSv0MQ91bsC0adNk6NCh0rlzZ2nWrFn6k+iGDx8uM2fOdC7lnQRJDYhSyH6Qa790yzUbZB9GcmTea1A06vIi6r3zU6ZMcd5T37Bhw7wv1Z10SQ6ISdiHkQ0BKaEXX3zRORiqE7SQGwExD/sw3AhICR04cMB58vE2yPwQEPOwD8ONgJTQokWLnCef+p02ciMg5mEfhhsBKbJevXrJ9OnTZd26dbJnzx5nMVS9BXLy5MnSsmVL58mn3r+P3AhINNiHkS8CUmSpA162Tb2LRf0aALkRkGjo+6y+sQ8jhYAU2dq1a6W8vFx69uzpXKJbXV69ffv2MmTIEJk1a5YcPXpUvwuyICDRYB9GvggIjEVAALMREBiLgABmIyAwFgEBzEZAYCwCApiNgMBYBAQwGwGBsQgIYDYCAmMREMBsBATGIiCA2QgIjEVAALMREBiLgABmIyAwFgEBzEZAYCwCApiNgMBYBAQwGwGBsQgIYDYCAmMREMBsBATGIiCA2QgIjEVAALMREBiLgABmIyAwFgEBzEZAYCwCApiNgMBYBAQwGwGBsQgIYDYCAmMREMBsBATGIiCA2QgIjEVAALMREBiLgABmIyAwFgEBzEZAYCwCApiNgMBYBAQwGwGBsQgIYDYCAmMREMBsBATGUgGpX7++E5DBgwfrNwOIGAGB0S677DInIHfffbd+E4CIERAYrbKyUrZt26Z/GYABCAgAIBACAgAIhIAAAAIhIACAQAgIACAQAgLjHDhwQB5++GEZNmyYdOnSRZo3by5NmzaVTp06yYgRI2TGjBly+PBh/W6O1ImHasvFzyyA2njmwChz5syRdu3aeQ7umbb27dvLM888o9/dVxT8zAKojWcOjDFx4sT0Ab2srExGjx4ty5Ytk08//dR5xbFp0yaZOnWqnHvuuVkP/H6i4GcWQG08c2CEBQsWpA/mp59+uqxatUofSVMnF5aXl2c88PuJgp9ZALXxzEHkjhw5Ih07dnQO5OraV4sXL9ZHMpowYYL+JV9R8DMLoDaeOYjc3Llz0wfygQMH6jf74icKfmYB1MYzB5G77rrr0gdy9Q6rQviJgp9ZALXxzEHk3IviGzZs0G/2xU8U/MwCqI1nDiLXqlWr9IF87969+s2+uKPgZwPgH88cRK5Ro0bpA3l1dbV+sy96GPLdAPjHMweRC+sVSC5+ZgHUxjMHkevWrVv6QM4aCBAfPHMQuWuvvTZ9II/6XVjvvPOOjB07Vnr37i2tW7eWJk2aSNeuXZ2z4rdu3eq6N4DczzIgZO7zQAYNGqTf7EumKGSTadb9NX1r0aKFrF692vUIQLLlfpYBIdPPRF+yZIk+kpG6dpYuUxSyyTTbo0cPueuuu5xrcKnPYj906JDzqmTAgAHOXN++fV2PACRb7mcZUALz589PH8zV1XjXrFmjj6Sp4Nx+++0ZI5EpCtn4md2+fbszd9JJJ+k3AYmV+5kDlIj7aryNGzeWm266SZYvXy67d+92rsa7ZcsW53NCunfvnvXA7ycKfmYrKiqcOfWZJACOy/3MAUpo9uzZ0rZtW8/BPdN25plnyrx58/S7+4pCPrPqvJT33ntPrrzySmdu0qRJ+giQWNmfOUBE9u/fL9OmTZOhQ4dK586dpVmzZulPJBw+fLjMnDnTuaR7JvlEISXXrPv2Dh06yP3336+PAImW+ZkDwBMQdbZ8v379ZMWKFfoYkFgEBKhDVVWVc/7HlClTnPNCGjZsmPfnlQC2IyBAnl588UXn1Yg6yRAAAQHyduDAAScgvJUXOI6AAHlatGiRExC1sA+AgAAevXr1kunTp8u6detkz549zjvC1Nt4J0+eLC1btnQCok5iBEBAAA/3O68ybeqdWOpXWQAICOCxdu1aKS8vl549ezqfU1JWVibt27eXIUOGyKxZs+To0aP6XYDEIiAAgEAICAAgEAICAAiEgAAAAiEgAIBACAgAIBACAgAIhIAAAAIhIACAQAgIACAQAgIACISAAAACISAAgEAICAAgEAICAAiEgAAAAiEgAIBACAgAIBACAgAIhIAAAAIhIACAQAgIACAQAgIACISAAAACISAAgEAICAAgEAICAAiEgAAAAiEgAIBA/g/rMcvVDPjv8QAAAABJRU5ErkJggg==)
PN: 4256-1-94
CAS: 1638768-06-5
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl ((3-(hydroxymethyl)bicyclo[1.1.1]pentan-1-yl)methyl)carbamate](data:image/png;base64,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)
PN: 4256-1-95
CAS: 1638761-29-1
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4156-1-21
CAS: 75178-87-9
Molecule Weight: 189.255
Formula: C9H19NO3
![tert-Butyl N-[(3-aminocyclobutyl)methyl]carbamate](data:image/png;base64,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)
PN: 4256-1-12
CAS: 1334499-53-4
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4151-1-01
CAS: 75178-90-4
Molecule Weight: 203.282
Formula: C10H21NO3
TSCA: Not listed on TSCA inventory