![2-{1-[(tert-Butoxy)carbonyl]piperidin-3-yl}acetic acid](data:image/png;base64,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)
| Product Number | 4H58-1-40 |
| Purity | 98.0 % |
| CAS | 183483-09-2 |
| MDL Number | MFCD02178999 |
| Molecular Formula | C12H21NO4 |
| Molecular Weight | 243.303 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H58-1-40
CAS: 183483-09-2
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4H23-1-S4
CAS: 941289-27-6
Molecule Weight: 243.303
Formula: C12H21NO4
![3-Boc-3-azabicyclo[3.1.1]heptane-6-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-BB
CAS: 1250995-41-5
Molecule Weight: 241.287
Formula: C12H19NO4
![Methyl 3-Boc-3-azabicyclo[3.1.1]heptane-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABBDAAAQQwHDBU0eAAACSHpUWHRtb2xTb3VyY2UAAHiclZVpb5tAEIb/ymg/13sCAcs4ihpVqpQ0UpNK/VatYe0gGTYCfP37zkJ8YFNQZWD2eJ+9ZnY8u9/na9iasspsERNBOQFTJDbNilVMfr19m4Tkfj5LUITCoorJe11/TBnb7XY0eTe53tuCJjYnbf90X2UdzU5RW66Y5Fyw389Prw0zyYqq1kVikKqyadU0PtlE180q/jEFy3W5zQrWyllebtvR/kjuHk73VUrOe/mKfQ+IwjJbG1jaMtc1bCWn+PAvsDKFKXVtUlgcsFlRD/c+nz0/2mSTm6LGohshS/T6tS43CTbkdm2SDQ6Ghe+PMckFArq2+UNZ6gO4kmvWArQErUB7oH3QAeg70CHoCLTg+GK/QIFAhUCJQI1AkUCVCPH818Yt4O3wYXAX8ALte/z9aL4v5zY8RBmTiaKRCn2YSKoiZwUN5GUddx2i5TQIcUb0tPCiY01SKRsTReeaR32FxqeKn01AQw9NSFV4rrWGwMGtA0fmSsHRcqoU93C+IPBEf+1/kGvtyUrqew3rq+AO/cJOjpnPFrZIL4qQpTFZCNJ47KdZVvLTaQRsmZoS74EbwEkvAdkFnIuHAdUFXECcANkHeDeAPzyD3wVcsA0DQRdwoTkM3HUBF8jDQHizpBEg6gLungwDgneJ5lqNINfObq7hCCNvzmoUUT3TjESVuHJ6mxmG40T4PYw3Ms+V69vMM8Jceb/NVCNM2MOMBJmIepjesGEXV5kd8zEWb3I1u0jkDP++5n8Bz5T9enSZ+lgAACJrSURBVHhe7d0JtBxlmTdwBBIW2SQkLMKRTUBBFo2oKOAcxANhHIKKEJRhGRZRGUWHAzgDCPqJIrvJJwE/wYHgJAERBdQBFfAkOICyi6xhiYisCUTC/n79Vs/FpLhL36fvvenq+v3OqcO9/RY31d1V9a+q5623lkoAELBU+QUAaIUAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAtOLWW1OaNCmltddOadSo5n/33julW24pzwnYXmpDgAxk+vSUxo1L6YwzUnr44ZReeimlRx5J6cwzU1pzzWY70GR7qRUB0p97701p7NiUbr+93NKUX19jjeZ8UHe2l9oRIP353OdS+trXyq8uLrfn+aDubC+1I0D6s8kmKd1xR/nVxeWjqjwf1J3tpXYESH+WXz6lhQvLry7u+edTWmGF8qv049hjj02bbrpp2n///Tt22nHHHdPUqVPLi05/bC+1I0D6Y4MYcs8++2waNWpUWmqppTp+WqHxvc6bN6/8FuiL7aV2BEh/nJIPuaOOOur1HfSUKVPSnDlzOnI66aSTimX88pe/XH4L9MX2UjsCpD+HHZbSCSeUX12comDL7r///rTccsult7/97cXO+XMd/Lm9+uqraeutt06jR49Of/rTn8rN9Mb2UjsCpD93393sdjhQt8R77im30IuJEycWwXHVVVeltdZaK73zne8sz9JRrr322mJ5J0yYUG6iN7aX2hEgA7noouaNUflGqHxDVL4xau7clM46q/l6bmdAV199dbEz3n333Yvf99prr/SmN70p/fWvfy3N2Vn23HPPYrmvvPLKchO9sb3UigBpxc035z1eahw2N4dmyHfU5t//8IfynPTilVdeSVtssUVx+eq+++4rXvve975X7JhnzJhRmruzPPjgg0UxfbPNNmvsC18qN9Mb20ttCBCG3eTJk4uwyAX0Hn/84x87vg7SI3c7zst6+umnl5ug1gTIUMun6//8zyk99FC5pZaeeuqpNGbMmKLmkbvwLqoKdZBswYIFad11102rrbZaevzxx8vN9WQ9JwmQoff73zc+1cbH+k//VG6ppcMPP7w4ej/vvPPKTZWpg2QXXnhh8T4OPfTQclM9ffKTzfX8+uvLLdSIABkOe+zR3LiuuqrcUit33nlnWnbZZdP48ePTa6+9Vm6uTB0ky8u/3XbbpWWWWSbdUvdhya+5prl+77ZbuYWaESDD4f77U1puuZQ23zyll18ut9bGzjvvXJxhzJo1q9xUqFIdJLvhhhvS0ksvnT784Q+Xm+rj1VdT2nrrlEaPbnbbpdYESNS//VtKG22Ux+YotzQdfXTzKO273y231MJll11WhMM+++xTblpMVeogPfI4Wfl9zZw5s9xUD3l8sLxef+Ur5ZamBQuad5p/8YvlFrqQAIk6++zmhnTkkeWWpueeaz6JbfXVcyW53NrVXnzxxbTxxhunN7/5zemRfC9AP6pUB8keffTRtPLKK6cNN9wkvfDCi+Xm7pbHBcvP+8j3c/Q1Rti//3tzu8j3fdD1BEjUK6+k9K53NS9V9fWAnPPPb25Mn/98uaWrnXzyycVR+oknnlhueoMq1UF6nHrq2WmddXZvLPuvy03d7YgjmuvzOeeUW5rmzGkOqPiOd9T60m2dCJB2/OpX/fe4yoXjbbdNadllBx5krks89thjaZVVVklve9vb0vN55NUBVK0Okr344stp990vSttv/4PGmdOCcnN3yuOB5ZsCc/0j10F609Mz6xe/KLfQpQRIu3p6XP33f5dbmmbPTulNb0rpIx8pt3SlAw88sAiE6YN49nXV6iDZb34zJ73nPVPTscfW5CwkjweW1+Nrry23NP3mN83t4B//sdxCFxMg7XrggeZpe389rj796ebG9ZOflFu6yk033VT0Utphhx3KTf2qWh2kx2GHXZ7Gj5+abrutWss9aHkcsLz+fupT5ZamfEay1VZ6ZtWQABkKxxzTf+Ew37X75jc3e2292L2F1w996ENFgPxhkGMeVbEOkt1331Np223PTfvtd2lxtbIr5fG/Ntus+RCoBx8stzb1dCjpq2cWXUuADIXc42qddZo9rp58stza9PWvNzeyb32r3NIVfvSjHxUhcPDBB5ebBlTFOkiPb33rt8WlrMsv79Ij79NOa663xx5bbml65pmBe2bRtQTIUBmox1V+1Of666e08sop/eUv5dZK+9vf/pbWW2+9tOqqq4YvQ1WxDpLNm7cw/cM/nJ922eWCxufQXaP1vpTH/VpttZTWXbd5f0dvenpmnXtuuYUaECBDZdEeV309UGfGjHR3Y2O76oADyi2VdvzxxxdnEKecckq5qWVVrYNk//VftxdnIZMn/0+5qdLOOvTQdEbje50/bVq5qemuu5o9s7bZpu+eWXQ1ATKU8sByuafKTjuVW173f3bcMa259NLpxhtvLDdV0kMPPZRWXHHFtMkmm7T1vIyq1kGyV155Ne2554z0gQ98P/35z32MTFAxebyvPO7Xrttt1+s4ZoVdd22u79ddV26hJgTIUPvMZ5qn9JdeWm4p3HzzzcWGmQfm63PDrJC999672PFffvnl5aZBqXIdJPvd7x4pzkKOPLKP7twVs2PjQCd3iMjjf/Xqiiv675lFLQiQoZZ7XK20UtHj6rUXXii3Fg455JBiZzmtr0sDFfHb3/62uOy0yy67lJtCqloH6XHEEb8oQuTGG/9cbqqUPM5XXj/zuF+9ebVxpnnrppv23zOLWhAgw+CZb3wj/d/GBnhxHz2u8kOJ8sOJcuE5F6Cr6NVXX03vfve706hRo4qzh6FQ5TpI9vDD89P7339u46xsZuPzqebZ5cKFC9P6669fjPf1lz46e5xx2mnpY431+3+OO67cVBmzZ89Oe+yxRxo3blzxqOWNGgd8+Ww6v94jh+hAWpmnm9X73Q+Tlxob4fsG2AhPa2yEeeU7rqIb4fe///1i+b84hKOuVrkO0uPMM39XnIXMnHlnuakSvtE4+MnfwbdaOPh5vqIHP1OnTi1qdnk9y0/MzEPu5ODYfffdFwuEVsKhlXm6Wb3f/TAa6DJALjhvuummaYUVVkgPVuwywPz589Oaa66Z1lhjjfRMvg9giFS9DpItWPBi2nnn/0z77vvjclPHmzt3blpppZWKo/EXuvTy62233VacYT3xxBPlpsIJJ5zw+s+thEMr83Szer/7YTZQIfKKK64oVsBPVawQeeSRRxbLnc8YhlrV6yDZgw8+U9ylXjWf+cxniu/10i7uAHLQQQelyZMnl1/uVSvh0Mo83aze736Y9XSF7G+D23XXXYvr/tdVpCvkPffck0aPHp223HLL9Eoe0n6IVb0OUlXXX3998bnv1E8X9J4Doip3Qc9nV/f29fiFklbCoZV5ulm93/0IOPTQQ/s95b/rrruKQvQ222xTFKY73cc+9rHi/fz618MzCm031EGyXAf5yEd+mB54oO9LfHmeTpAPbrbddtvi+fW393ETbM8l2QMqfhPs8ssv3+flubL8fluZ6qze734E9BQd11133T57XB1xxBHFinhuhw8H8ctf/rJYzo9//OPlpiHTDXWQLIfDj398V/qXf7msz4EWOyVAfvjDHxaf+ef7GIanlZ5ZVTHYABlIK/N0s3q/+xHS0+Pq2D4GpMuF6LFjxxZdCnOBuhO9/PLLRW0ib4AP5CHsh1E31EF6wuGzn/1ZESS96YQAee6559I666yTVl999fRkHwOBfv3rXy/W3756ZlWJS1hDq97vfoTkHlebbbZZvz2uzj777GJl/EqHDol91llnFcv31a9+tdw05LqhDtITDo88Mj/tuuuF6amn3vh0xk4IkGOOOab4XvP325vcMys/2z7vePOz7qsuF9GnTJlSfrlXrYRDzzy548FWW21VDOszfvz4dM0115Tm7E4Df0IMiSuvvLJY2frqcZXrH3kFzAXquzvsoTz5yDQfoeYj1XzEOty6oQ6yaDhceOGtjeD91SKtTUs6QPKZZD6j3HzzzYszzN58+tOfLr6Ln3TJw9ByN94NN9ywz7OtE0888fWfBxMg++67b7Hd5ntKcr1z7bXXLs3ZnQb+hBgyEyZMKI6sr13ksaC5aPmd73wnnX/++enoo48uVsitt966+L1Tpg984APFcuVr5SOhpw6y3377lZsqY9FwyHel54dOzZ79yCJzLD5Pfrb6z352d9vTzJnXNr6nC9/wHfY2vec97yk+59wtO/+e18Nbb7319WXKN9fl9fUjXfY45nwjYb4ikDsGPP3008VOP/dCG4obCXN95eKLLy56KdbBwJ8QQ+ZPf/rTYj2u8qWtXJjMK2GnT/nMqK+uyMMh9wh6y1veUn65MspnF/m+kI9/fHpauPDvR/qLzvOFL1xR/N7utN56e6dlllnxDd9fq1O+XJV3gov2zLrjjjteX85uMWvWrDRx4sSi9pjX7XyJbtKkSUWQ9Mifx0AWnafnMxwzZkyfvdm6zcCfEEOqp8fVOeecUzw/I/+cV+Seo8J8dJSvS5ePFpfklAMvL+f06dPLb2dY5HtN8r+XxyaqqrwzL5s69aZiqJMei86Tx9Eqn01EpsGcgeR6Vq699fz+iU98ovjcv/nNbxa/55/76plF73InmPx8nO23377c1JUEyAibN29ecdSThwFZZZVVKjGg4mOPPVYs69ve9rbidH+45e7MeeeVH5NbVb0FyEsvvdo4yr24EZDNu9R7m2dJyt11N9hgg2I4kzxUTa575bGiGJxnn322KKbXgQBZAvJZRs/pblV2kieffHKxvIuOFTRccuE2X3t/9NFHy02V0Vc43HHHX9MBB/ykqIv0Nc+SdMkll7y+bn73u98tN9OHPEZYfrhaPkDMA6TusMMO5Vm6kgBZAm666aZiA833fVRF7sK58cYbF9fIH3lk8WLwUHvrW99aDDRZZf2Fw6mnzk7Tp9/R7zxLUu5BlNfPRYc2p38XXHBB0btr1VVXLTrLDPe9Up1CgCwB+egkjymUg6RKfvrTnxY7ln322afcNGR66h95CJgq6y8cciF9n30u6XeeJSn3xMpjuOXedyPZcWJJyI8l6PQRIDqZABlhuRCdd5AHHnhguakSPvrRjxaXl3IvluHQDfWPbvDZz362+B7ykXU3e8c73lF06SVGgIygXIDOhehckM6F6Sq68847i66d+W7b4Tg67Yb6RzfIz8vI3ajz5cQFCxaUm7tGDo+qXy5dkgTICMp3ueajulyQrrLDDz+8eB8/+MEPyk1t64b6R74pcO7czhzTbDDOOOOM4nv+j//4j3JT1xAg7REgIyQXnnMBOheiqz6mUO7amW+WyoMe5i6LQ6Ub6h/PP/9yMfZVFZ9IWJZvdM2XePIYbnPmzCk3dwUB0h4BMkJy4TnvHC+77LJyUyXlAeny+znqqKPKTWHdUP/43vduLIrj06bdVm6qpJ///OfFd/LJT36y3NQVBEh7BMgIyAXnfF1/5513LjdVVn4a4RZbbJGWW265dN9995WbQ6pe/3j00efSdtv9v/SJT0xPL7/c+Q8Ha9Vuu+1WhEg3jjArQNojQIbba6+lo8ePT29ZdtmiAN1Nrr766mLHkgehGwpVr38cddRVxdnHrFkPl5sqLY8ym8eLyqNFV+GpmYMhQNojQIbbeeelWxo72asOP7zc0hXyOF45RK666qpy06BUvf7x+98/WoTHv/7rz8tNXSE/p6a4vDi1M+9diRIg7REgwykXmNdaK6UxY3LludzaFe6///7iMla+nNXXMyVaUeX6Rx6WJI9x9f73n5sefLDvZ6BX2fx589Ih48alH40dm159pnveowBpjwAZTrnA3NgppsmTyy1dpec5JpPbeJ9Vrn9ccskfi7OP0067vtzUVZ4+55zm+nzEEeWmyhIg7REgwyUXlhtH5o1D81xxLrd2ldyVN4+flLv2RkdvrWr947nnXkw77/yfxZR/7mq5/rHNNimNGpUfblNurSQB0h4BMlxyYTkfrV19dbmlK5133nnFWcgXvvCFctOAqlz/yGcd+ewjn4XUQn6aZuNMMU2YUG6pJAHSHgEyHHJBOYfHxInllq6VhzV573vfG3qCXVXrH7nekeseuf6R6yC18alPNdfvK68st1SOAGmPABlquZCcL1vly1f3319u7WrR+12qWv/IPa7y2UfugVUrDz6Y0gorpJR3vC+9VG6tFAHSHgEy1HIhOR+dDeEd2lWSw2Cwd9xXsf6R7/XI4ZHv/ailY49truennVZuqRQB0h4BMpRyATl32V177WYX3hoa7JhfVax/vPzyK2m33c4s7jrPd5/XUn4M87rrprTaaik9/ni5tTIESHsEyFDKBeR8VHbeeeWWWukZdfjb3/52uekNqlj/OPPMyWn11d+bTj31knJTvUyb1lzfKxT+ZQKkPQJkqOTC8bLLpvTe9xbDl9RZfu7J+uuvXzz35C9/+Uu5eTFVq3/k52Ss1jjqXrdx9L1gwd/KzfWS1/PttktpmWVSuuWWcmslCJD2CJChkgvHuXvjMD2pr2pmzJhRnFkccMAB5abFVK3+kS+15fd14YUXlpvq6YYbUlp66ZR23LHcUgkCpD0CZCjkgnE+lW8cTfN3Az37vWr1j1saR9l1eVb4oOy/f3P9v/jickvHEyDtESBD4fjjU1p99VxBLrfU2s0331wEyAc/+MFed7hVq398+MMfLt7PDfmom7/LlynXWCOlY44pt3Q8AdIeATJU5s0rv0LDwQcfXITERRddVG6qVP3j4sbRdX4f++ejbd6oouu/AGmPAGFYPf7442nVVVdN6623Xvpb7vq5iKrUPxYuXJg22GCDtPLKK1ci7GidAGlPOEDy0dhAWpknmz17dtpjjz3SuHHjiqHBN9poo7T33nsXr3eEW29NadKk5v0deSC5/N/G8lW158lIO/XUU4t14bjjjnv9tSrVP77xjW8Uy3rSSSeVm+hNhbaXTg6QVvaLrexjW5knKvyXW1moVuaZOnVq2mSTTYpeO3kk19wFNH9A+Sl3rfz/w2769NT4BlM644yUHn64OXRDrnWceWZKa67ZbKdfLzU+s7yRrrjiiumhhx4qXqtK/WPu3LlppZVWShtuuGF64YUXys2UVWx76dQAaXW/2Mo+spV5osJ/uZWFGmie2267rbhfIPet780JJ5xQfmlk3XtvSmPHpnT77eWWpvx6Lh7m+ejX5ZdfXqwPe+21V/F7Veof++67b7Hcl156abmJsgpuL50YIIPZLw60j81amScq/JdbWaiB5jnooIPaegjRsPvc51L62tfKry4ut+f5GNAuu+xShMZ1111XifrH9ddfXyzvTjvtVG6iNxXcXjoxQAazXxxoH5u1Mk9U+C+3slADzZOv6d3bQUcjb9A4hSzuMO9PPqrK8zGgu+66K40aNSptvvnmxbrRyfWP3O34fe97XzE8fT4ipAUV3F46MUAGs18caB+btTJPVPgv54VqZerP8ssvP+jrynmwvjlz5rQ8zW1MLzWm1Mr0v9fnX9dYvrRw4eKvlT3/fHNoa1rypS996fV146yzzlrsu+qk6fTTTy+W8XMddLTc8aLbS66VND7z6JS378fnNL+3wU55Z53rW+XXR3IqX6oazH6xvL/taxou4b/cykINNM9gPqjs8MMPf8MHM9D09sZ0V16OVqf99vv7PxjdIOjTM888UxzVl7+nTpzy+vnkk0+W3wJ9iWwvBx30xm1wkNM9jWnPpd74/VVlyjenLlpjG8x+Mf//A2llnqjwX25loQaaZzCnatnVV19d3Mg1mOmoxvRovvmr1elnP/v7P1jBU/IqyAcCuUhY/q46acrDlZxyyinlRac/ke0lP9Vw/162w0FMjzWmKfu/8TtsZcrdY/NUfn0kp3wpN5+J9BjMfnGgfWzWyjxR4b/cykINNE8uFk2ZMqX8cuc47LDc5aH86uI6rCgIS0wFt5dOrIEMZr840D42a2WeqPBfbmWheubJp2dbbbVVcR/A+PHj0zXXXFO8nouT+fpjX5cJ8nMllqi77252OxyoW+I995RboH4quL10YoAMZr84FPvhdgz8r/dhMAue+9Lf3Vi58s0w06ZNS2vnO1P/V75hJn+JM2fOTE8//XQxT+4+Wb5hZonJYzjlG6PyjVD5hqh8Y9TcuSmddVbz9V7GeILaqtj20okBkrW6X2xlH9nKfjhq4H+9D4NZ8B65MJQHpdtyyy0Xe33WrFlp4sSJaezYsWn06NHFNcBJkyYVH1hHuPnmlPINcGut1RyaId9Rm3//wx/KcwIV2l46NUCyVvaL5X1sb8rz9LUfjhj4Xx8i+U3kacyYMY0z2T5OcQFGUCcHyHAY6v3wiAVINn/+/HT88cen7bffvtwEMOLqFiDZUO6HRzRAsmeffbYo4gAsaXUMkGyo9sMjEiCHHHJIMQrrvHnziiG986NOAZa0OgXIcOyHRyRALrjggqJbWn6w0IQJE9IDDzxQngVgxNUpQIZjPzwiAQLQieoUIMNBgAC1JUDaI0CA2hIg7REgQG0JkPYIEKC2BEh7BAhQWwKkPQIEqC0B0h4BAtSWAGmPAAFqS4C0R4AAtSVA2iNAgNoSIO0RIEBtCZD2CBCgtgRIewQIUFsCpD0CBKgtAdIeAQLUlgBpjwABakuAtEeAALUlQNojQIDaEiDtESBAbW255ZbpXe96V/llWiRAgNq67rrr0rXXXlt+mRYJEABCBAgAIQIEgBABAtTO7Nmz0x577JHGjRuXlltuubTRRhulvffeu3i9x1JLDbx7bGWeblbvdw/UztSpU9Mmm2ySZsyYkZ566qn0/PPPF8Gx++67LxYIrYRDK/N0s3q/e6BWbrvttrT++uunJ554otxUOOGEE17/uZVwaGWeblbvdw/UykEHHZQmT55cfrlXrYRDK/N0s3q/e6BWcq3j3nvvLb/cq1bCoZV5ulm93z1QK8svv3x64YUXyi/3KodDK1Od1fvdA7Uy2AAZSCvzdLN6v3ugVlzCGlr1fvdAreQi+pQpU8ov96qVcOiZ59JLL01bbbVVWnHFFdP48ePTNddcU5qzOw38CQF0idyNd8MNN0xPPvlkualw4oknvv7zYAJk3333TXfffXdxT8m0adPS2muvXZqzOw38CQF0kXwjYX4OyMyZM9PTTz9d7PSvv/76IbmRMNdXLr744mKY+DoY+BMC6DKzZs1KEydOTGPHjk2jR48uaiOTJk0qgqRHORx6Uw6cPI0ZMybdfvvti8zVvQb+hABoyfz589Pxxx+ftt9++3JTVxIgAEPo2WefLYrpdSBAANp0yCGHpIceeijNmzcvHXfccWmHHXYoz9KVBAhAmy644IKid9eqq66aJkyYkB544IHyLF1JgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAEAECQIgAASBEgAAQIkAACBEgAIQIEABCBAgAIQIEgBABAkCIAAEgRIAAECJAAAgRIACECBAAQgQIACECBIAQAQJAiAABIESAABAiQAAIESAAhAgQAEIECAAhAgSAkP8PTptxQut99b8AAAAASUVORK5CYII=)
PN: 4H58-1-BC
CAS: 1363380-75-9
Molecule Weight: 255.314
Formula: C13H21NO4
![3-Boc-3-azabicyclo[3.2.1]octane-8-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABMjAAATIwGdoo0nAAACYHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi7GNDSZKUlWtJk1qV2ntpL2bHHBSpAAVkKdvvzPkCchAgM6c/7/DvrPN7OGQbmBnijLJs7nDCHXAZFEeJ9l67vz++D5RzsNiFqEIhVk5dz6r6mvquvv9nkSfJtWHPCNRnjpN//RQJi3N3iN5sXY5pcz98/ryXjOTJCsrnUUGqTKZlrXzJY90VY/iP59wU13sksxt5G5a7Jpofzm1NyWHMnauc3nCvkdEYZVsDKzyItUV7DgleNNvsDaZKXRlYlge0e0RgXNfzF6f82ibmqzCpo2QRHrzXhXbCB1pvjHRFoNh48fz3EkZArrK08ei0EewLevWDDQH7YEWoCVoH3QAWoEOQTOKD/YzFDBUMJQw1DAUMVQxhfnfGDuAj+OXwVlAc73Vz0946lxv8IZJ5Fg6SmQoPAgJlT0TEMnQ+CQQ1zeJmUAjiPR8Bh6hngiAEeXRizk5TxJOfMoZ9lEfDSYyvBgHjjiGCSVMSAVny4gXCg4TRnzVcjMVKAwnOc79+hZID03IFEVnKNFJiWBBDUrBvTpAGAZn5GTOYZt4WBL3UpPFbJln8U0TknjuLHG4VvLLrEp+qpcDeRGbAvNoA1jpLcDbgK3uMOD1ADEMiB4ghwHZBuw6Gwb8NmBX5QXg94CgB6jhL6g2YFf8MBC2gXp/DBO2v1W6ej+NMN1y1/tvhOlUvNmvI0yn6M3+HmFEL2ejiLzzmZHFwvw7aRtjOvVvjqkRprMEmmNthAnvMOre0nRvNrN7Poyx2Tuo3ZtT3MV/1+If4HD9dKVO0toAACtbSURBVHhe7d0JlBTV9cdxF0A2WWTToAYVkBBQBCEIRhICgkYWkQSDwUPcYoyoB/8oHIxKUDAsBgz5q39EkMQNjYoKCogxRnBJZAkCQSGIIC6A7KvK/fd9nR573kx3z9zpraq/n3PqoH0LZrq7qn716r16dYQAAGBwhP8CAABlQYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIkBCbP3++7Nq1y38ZANKCAAmhQ4cOSceOHeWII46QI488Utq1ayc33nijPPnkk7Jx40Z/dQAwIUBC5pNPPpFzzz3XhYcuRx11VNF/x5aTTz5ZBgwYIJMnT5YlS5bIV1995f8zAJASARIib775pjRu3NiFROXKld2fr732mvztb3+TsWPHSu/evaVu3bolAqVGjRrStWtXue2222TOnDmyY8cO/58GgBIIkJCYOnWqHHPMMS4QtAWil66OPfZY+fLLL/1VZdWqVTJt2jS58sor5Tvf+U6JQNGldevWcs0118iMGTPk/fff9/8JACBAgu7gwYPuQB878A8dOtT1deh/9+zZ01+9VF988YU8//zzMnz4cOnSpYtUr169RKDUr19f+vbtK+PHj5c33nhD9u/f7/8zAAoMARJgH3/8sZxzzjnuAK8H/UcffdS9/utf/9q9ds8993h/o2y0E/6dd96R3//+99K/f3/51re+VSJQtLWjP1sD69lnn5XPPvvM/2cAhFzuAuTwYZFZs0QuvFCkYUORypWjf15wgcgTT0TrSGjRokVywgknuIN5kyZNZOnSpUW17373u+517RNJl/Xr18tjjz0m119/vbRp06bUzvnTTjtNBg0aJPfff78sX77c/yeQb9gHUUG5CZDdu6MbbeSgk3DRjVjXQwkPPPCAVKlSxR20u3XrJlu3bi2qaUsgWf9HuuyOfDcLFiyQUaNGuUtltWrVKhEo+prWdB1dV/8O8gT7INIgNwFyySXRDbROHZFJk0Q++kivm4joPQqTJ4vUrRut63oocuDAAdfxHTtADxs2rMQQ3KeeesrVytr/kU7a6tDWh7ZCtDXiB4q2Ws466yzXitHWzIcffuj/E8gW9kGkQfYDJHIm6jbMGjVEVqzwq1H6utZ1vVde8asFadOmTfK9733PHYh12O0TeomhFBXt/0gnbQ0988wzrp9E+0tio8TiF+1f0X4W7W/Rfhftf0GGsQ8iTbIfIAMHRjfKO+/0K8VpXde77DK/UnBef/11Of74490B99RTT03av5CJ/o900ZFbOoJr3LhxbkSXjuzyA0UHA3To0EF69Oghe/bs8f8JpAP7INIk+wHSpEl0o3zvPb9SnJ4B6XqRA2YhmzJlStFNgXpQ1SG3iWSr/yOd1qxZ4+410aHIrVq1KhYm2ppCBrAPIk2yHyBVq0Y3ylT3EezbF12vWjW/UhD0bH3w4MHuQKqhoPdofP311/5qxeSy/yNd9C740aNHu/eho8y43yQD2AeRJvkfINWr+5XQ++ijj+Tss892B9GaNWu6YCiLfOr/qKj27du79/LHP/7RL6Gi2AeRJtkPEJrPSencVQ0bNnQHz6ZNm0Y+hgSdnKXI5/6P8nruuefce/n2t79Nx3q6sQ8iTbIfID/7WXSjHDXKrxRXgB14OjtupUqV3IHzggsukO3bt/urJBTE/o9kDh8+7Obj0s9i+vTpfhkVwT6INMl+gMybF90oa9ZkCOF/7du3z907EevvGDlyZMr+Dl8Y+j98eq+IvqfmzZuX+/NAEuyDSJPsB4jq0ye6YerNSnrTkt68pJcpNm0Sue++grqJacOGDdK2bVt3oNTWg943YRGm/o8YvUmyWbNm7n0luu8FRuyDSIPcBIg+ZrVHj+gGmmjRM+mQT6OwcOFCadCggTtA6ln2ypUr/VXKLEz9H/F02nl9X2eccYa7rIU0YR9EGuQmQJQeDPSsUjfSyEFUKlWK/qn///jjoZ/IbeLEiUX9HRdddJHs3LnTX6XMwtb/EU870PUJivo5zZ492y+jIgp8H0TF5S5ACtTevXtl4MCB7oCoc0PdfvvtFT6zDmP/Rzy9mVLfn96hDiB/BCtAdGqLu+4SqcClnlzSKdF1KnQ9GOpMtek6ow5j/0c8vZkwNpWLzuqLMoqcrMi4cSJr1/oVIC2CFSA6GkSvzbZurT2sfjWv6YGvXr167iDYokULWb16tb+KWVj7P+Lp/Fn6Hn/wgx/4JSRy003R/eWWW/wKkBbBCpCDB0WaNYvuFAG6Q1kPfkcffbQ7APbp00d2aQdmmoS5/yOePkvkuOOOc5+hTsiIFPQERR8Qpf0aiYbqAhUUrABRzz8fDZDI2bwkmVgwH+hssgMGDCjq79AHK1W0v8MX9v6PePr56XvVmyyRgm4Pup8wISUyKP8CRIcNvv++/2px558f3TmGDPEreWPdunVu6Kke8GrXri0vvviiv0pahL3/I57ORKx9R9rievfdd/0yYnRb0/0j0mKTuKdVlrBtm8jmzf6rQJnlX4D8+MfRZneyA4R2ous6uuRhh/rLL79cdLmlZcuWbsryTCmE/o94t956q3u/Awde65eg9GbA00+PBojeEJiITpTYtKlEzm5EQnzpE5mVfwEycmR04z/3XL9SnLY+dD1tjeSRMWPGFPV39OvXL6PPAS+U/o94n3++VU4+uYeceupgWbv2c7+MiROj+0XkxCJpMPz2t9H12rf3K0CZ5V+AaAfzCSdEN269mSkR7f/QfhBdT/tFckyDQh/NqsGhAXKXDjfOsELq/4g3ZsxL0q7dg/Kb37zqlwpb5ITCtSh0n5g/369+Q6ct0XmuIicfwoAEVED+BYiaMSO6E5x8cnQseyI6EkvX05FZOkIrRxYvXiynnXaaO5jXrVtX5s6d66+SEYXU/xHvs8/2SMeOU6VDh6myaZP9Dv7Qufrq6P7Qu7dfKS72SFudlReogPwMEB2ppE1r3cjvuMOvfkPvBdF7QnQ9vWEqRzQ09EB++umnywcffOCXM6bQ+j/i3XXX31wrRP9ExNKlIkcdJXLMMSLJtsFFi6ItD31I1Ecf+VWgXPIzQFTkrL5oQ9+wwa9+I3ZzYa1aIp9+6lezQh96pAfybI4MKsT+j3gbN+50LRBtiWiLpOCdd150Pxg2zK98I/7ETJ/1AVRQ/gaI0gfZ6MZ+6aV+pbi+faPrXXmlX8mKWEtg1apVfiljCrX/I95tty10rZAJExb5pcIya1Z0+2/UKNqHmIg+mEvX00vDOgoLqKD8DpD4zr6//92vfmPdumjTXZvwWWwFxOQiQAq1/yPeunVfRE6o/086d54m27YV6AFRgyDSAnbBMG2aX/1G/OAUnq2CNMnvAFGjR0c3+nbtRJI9lW748Oh6qYb/ZkAuAqSQ+z/iDRs237VC/vCHt/1SYYgNx021f9x6a3S973/frwBm+R8g+/eLNGkS3fgfesivfqOsw38zINsBUuj9H/FWrdoiZ5/9oJx33nTZufOAXw61w2Udjquz8eawhY7wyv8AUfHXeJM9eOm/13g/OPlk+TLZ8N80y3aA0P9R3JAhc10rZOrUwjo4Pn/ZZbJY94s87yNEeAUjQFSXLtGdIMUok1fat5frI+vdn8VRJtkOEPo/ilu69BMXIF27PiJ79x7yy6G0aNEi+Xak5fGL6tVld7LhuPGjFPVGQyCNghMgOs796KNFqlRJOs79vcWL5ejIjlU9smN9lGzHSqNsBwj9HyVdffXzLkRmzlzul0JHZ3RuHzlR0m3gzmQnSnqfVKtW0QAZP96vAhUWnABR11wT3Rl69fIrxVwWadrrznVpqqZ9mmQzQOj/KN1bb210AdKjx5/k4MFgPWysvKZPn+62N31WvD4iOaEpU6L7S45nakB4BStAPv+8aK6fvfPm+dUiGzdulBo1argD7d+TDf9Nk2wGCP0fiV1++bMuRJ588j2/FBr6MLITTjjBbQNPJBmOu3/bNlmSR3PFIZyCFSAR+yZOlGf0+n/LlvJVkjPw3/72t24na9eunXydbHhjGmQzQOj/SOy119a7ALnookcjrbPMfue5Mnz4cPf9n5tiuPqoIUNkcGS9l/Nstup00kt5Tz/9tPTu3VuOP/54qVKlijRq1Mjt80OHDpVly5YVW18/N10SSVVHSYH7tL4+dEh+cfrpckzki74vyfMO9u3bJ02aNHEbxLRkN1ilQTYDhP6PxHSmjgEDnnIhMnv2v/1y4OlDyo455hj3dMtk0+a89957UqlSJalcubKsy8Pn5aSDtsS0FR476Cda4pX2WrxUdZQUyE9rzpw57ovWhzZtTfLEtVmzZrn19KxkZ7LhvxWUrQCh/yO1efPWugC59dYFfinw+vbt67azK1MMx+3evbtb74YbbvBLoaGtDn2POpHphAkT3CSmBw8elC1btsiSJUtk0qRJcuaZZxb7O6kCIlUdJQX209LnYuuXfd111/mlYs477zy33rBkw38rKFsBQv9H2bzyyjr56KPMnTDkwiuvvOK+e32k76dJJg2dPXu2W69+/fruEcBh9NJLL7n3qI+KXr16tV9OKFVApKqjpMB+WrrhaBNdm+orVqzwy0WWLl3qHvCk10czNdV6tgKE/o/C9NVXX0mrVq3cdz8+yXBcPQNv2rSpW++P+qyckNLRlfoe9emf5ZEqIFLVUVKgP62bbrrJfeE/+tGP/FIxV199tVtPm72ZkK0Aof+jME2ZMsV9782aNXMhkci4cePceq1bt3ahE1axxyeUp/WhUgVEqjpKCvSntX37dmnQoIH70p999lm/XOTzzz93zV1db36yR30aZSNA6P8oH+0H0aVPn8cjB9OSI7Ji9Xy3bds2qVevntu+nk8yHFcva+nlLV1v4cKFfjlUqlat6t7nfp0nrxxiAZFqQdkF/tN64IEH3Jd+6qmnyoEDiSfTmzhxoluvZcuWaT8AZyNA6P8on1hA6PLccyXPVIMSIEOGDHHf+/kphuNeccUVbr2LL77YL4UOAZI/Av9paVNdR1voFz927Fi/XOTQoUPukbO6XrLhvxbZCBD6P8onPkB69XqsxH0hQQiQlStXFg3H1f9O5J///Kcb2qtDfHWob9hxCSt/hOLT+utf/+q+eL28s3nzZr9cpKzDf8srGwFC/0f5xALiJz+Z5f78y1+KfzdBCJCyDsft3LmzW2/EiBF+KZRinejJThhLkyog/PrixYtlwIABcuKJJ7q59Zo3b+4+4x07dsT9rcKW+NMMmEsuucR9+YMHD/ZLxcSG/+oZfVDQ/1F+sYCI3Rdy4YWPFpsjK98DJDYcV/s/kg3Hffzxx916Or3J7t27/XIoxYbx1qlTR9asWeOXE/IDwufXO3XqJDNmzHA/Qy+Pr1+/Xq699lrp2rVr3N8qbIk/zYDRL1evjWpT/p133vHLRco6/Def0P9RfrGA+Prrw9K//5Puv+PnyMrnACnrcFydSPGkk05y6+mBrpDEbiTUqwn33nuvu3Snn5teWdCh+5MnT5Y2bdoU+zt+QPhS1ZUO3KlWrZr/csFK/mkFzMiRI90GcM4557h5cmL0zlSdQ0h3Ml20Q1LX0w712Gv5vOi8R/r70v9RdvEB8fLLH7j/7tnzm5l6SwuQHTv2ywsvrEnLMnv2ikhgzY98f4+U+D5TLXrZRL9vvXTy8MMPu9d+97vfudZGvDvuuMOt16FDh2LbeyHI9lQmOp+ePh5CLyf279/fLxes0j+tgNqzZ480btzYbQR//vOf3Wv6xWtT19+wgrg8lOyRvigmPiC0FXLJJdFWyKOP/qtEPWbMmL8XvV7RpXXre6RRo/PlyCMrlfgeK7L85z//cb/rhg0b3HV5vbSp1+oLkYamts579erlJlPUKwsNGzYUnUzx5ptvluXLiz8bJvYZJpKoHv/5t2jRwg2tRlTJTyvgZs6c6b5oPXvTQHnwwQfd/2v/weWXX+76SHTRs5e2bdsWey1fF9059D0ku5yB4mIH8pi5c6OtkO7dZ8r+/V+WqKvVq7fIqFGvyZ13/rXCy223zYmcrU6QX/ziihLfZ6pFr7Frx3j8a3oToW4D/fr1c79rrJXy85//vNh7QGboKE695K0DGwYNGuSXC1boAkTPSjp27Oh2Lp3/Knaj4TPPPOOvGhja8tD3oAcNlI0fENoKufjiJ9xrjzyyrEQ9333yySfuJEi3A72+ry0PfebNpk2b/FWRQTrKU78HRIUuQNTbb7/tOtO1o1x3uKCPmtA5vPR9aEsEZVNaQMyZ87577Uc/eqTUer7TfhDdDrQTV/8cPXq0vwoyTAfr6Mg4RIUyQFRs6msNkn/9K3rdO1OycR+IXpLL9M8Ik9ICIr4VUlo93+koo9jTCPUgVt47sVE+3bp1kwULFrgp4nWItPY16dBeHZCDqNAGiE6wqDuaXs7KtGwEiF7r1p9x//33+yWUIlFA6AipoAaIik2YqHO7Jbs/BBWnc4rpiE0dhKPDhXW0m15OLrQRb8mEMkDmzp3rdjJ92Ew67zhPJBsBQj9I+SQKCG2F9O37eMJ6EOiZsW4LN954o18qSHpAv/XWWzP+5FGUFLoAiZ/zSjsbsyEbAUI/CGLiH1mbyW0uKD7++GO3b5xyyil+CRkWugDRu1J1Y8rErLuJZCNAFP0giLn++uvdttCjRw+/VHD0Bj/9LHSSRWRXqAJEn/sRu2lw3rx5fjljshUg9IMgJv45IS+88IJfLigESO6EKkB++ctfug1J70zNpmwFCP0gZbNx4053s2DY/eEPf3Dbg84Sm+xJhWFHgOROaAJk2bJlRc8+f//99/1yRmUrQOgHSW358k+lffv/k9/85lW/FDp6iTb2rPQJEyb45YJBgOROaAKkS5cubiP6n//5H7+UcdkKEEU/SHJDhsx1o6umTn3XL4WS3qeg24MO69Vp/wsRAZI7oQiQ2HTnjRo1kp07d/rljMtmgNAPkpjOZXX22Q/KeedNj2wHiR9vHDZ9+vRx28RVV13llwoCAZI7gQ+QA/v3S5MmTdwGlKvZarMZIPSDJDZs2HzX+rjvvrf9UqitXbvWPc5WZ11YtWSJXw49AiR3Ah8gr48eLV0jG8/Zbdu6qdtzIZsBQj9I6dat+8L1fXTuPE22bdvnl0Pv7ltukUsj28Uz3/++Xwo9AiR3gh0gmzbJ9po15dkjj5R1r7/uV7MmmwGi6AcpSTvNtfUxfvwiv1QQDu7aJW/pSUVku5Ann/TLoUaA5E6wA0SfhaA7TI4v52Q7QOgHKW7Tpp3SocNU6dhxqnz22R6/XDgefji6P+iBdF/htMIIkNwJboC8+aZIpOUh1avr49n8alZlO0DoBynu7rtfd62P0aP/5pcKi17CPfvsaIiMGuVXQ4sAyZ1gBojOhtmhQ3RHueMOv5p12Q4Q+kG+oS2Oc855yLVA9AbCgrdoUfTEqkYNPbL61VAiQHInmAEyY0Y0PE46SWTvXr+addkOEEU/SNSECYtc6+O22xb6pcI1cGB0/9A/CwABkjvBC5Ddu0W+9a3oDvLYY341J3IRIPSD6HxQ+9yoKx19paOw8F/a8tAWiLZEtEUScgRI7gQvQEaMiIZH585+JWdyESD0g4hMmfK2a33o/R/waB+I7ifaJ5Kj4e3ZQoDkTrAC5D//EalaVeSoo0T++U+/mjNNmzbNeoAUej/Irl0H3R3neuf5qlVb/DJ0FJYeUDVEdHRWiBEguROsALn44ugOccUVfiWnatas6TbgiyO/374sDp8s5H4QnetKWx869xUS0PtBdH/Rk4xdu/xqaBAguROcAFm4MLoz1Kol8umnfjWn7r77bjeVhG7Ebdu2lQ1ZGlZcqP0ge/cekq5dH3EBsnTpJ34Z8fTOdN1vbrnFr4QGAZI7wQiQr74Sad06uiP87nd+NS+sXLnSPZdBN+QGDRrIq69mfjrxQu0HmTlzuQuPq69+3i/Bp3Nj6SXfyAmOrF3rV0OBAMmdYATI//5vNDyaNhXJ4wfn7NixQy666CK3Meszq/XxuplUiP0gBw58Kd26PeQC5K23NvpllEZn6dX9p08fvxIKBEju5H+AfPGFSP360R1g9my/mnd0Qsfbb79djjzySLdRX3bZZbI3g/eqFFo/yEMPPSmNG/eVfv0m+iUkos8JqV07ug8tWOBXA48AyZ38D5C77opu+N27+5W8NjsSdrVq1XIbdps2bWT9+vX+KmlRSP0ghw4dcgeJypVry5w5mb9EGCr6xELdj1q10kcZ+tVAI0ByJ/8DZNYskU6dRP79b7+S91avXi0tWrRwG3e9evXc0+PSrZD6QR5++GH3Xlu3bi2HdToblJ1e+m3ePBoiIZutlwDJnfwPkIDTJyTGnhinz2wfN26cv0qFFEo/iF4ajA1SePzxx/0yyuKNN6I34C5d6lcCjQDJHQIkC/RsedSoUe6JcbqhX3rppbJnT/qmHS+EfhANDX2PzZo1k690VB7wXwRI7hAgWfTiiy9K7dq13cZ+xhlnyLp16/xVTMLeD6IBrJ+Xvsdp06b5ZRQ4AiR3CJAsW7NmjbRs2dJt8Mcdd5zMmzfPX6Xcwt4PogMSYgcI7UgH4hEguZO+AIl8gW5JJFldO0S1s/zCC0UaNhSpXDn65wUXiDzxRLQeIrt27ZJ+/fq5jV77RcaOHeuvUi5h7wfp0KGDe39TpkzxS6iIkOx3QQ0QbVk//fTT0rt3b7fvVqlSRRo1aiTt2rWToUOHyrJly4qtr+9Rl0RS1TMhfT8tWUCoRHWdnl034Fi9tEU3aF0vRHTjueuuu4r6RX7yk59E3qL9PYa1H2T+/PnufekOtn//fr8MqxDtd0EMED2J7Nmzp/u9ky3xSnstXqp6JqTvp8U2ukQS1S+5JPp6nToikybp1qAD/kU2bhSZPFmkbt1oXdcLoblz50beeh33xbdq1cq1JizC2g/SpUsX977Gjx/vl1ARIdrvghgg2urQ37lu5HOeMGGC2+8PHjwoW7ZskSVLlkS+kkly5plnFvs7qQIiVT0T0vfTEgVETGl1vS9CX9OH36xYUbwWo69rXdd75RW/Ggq68Wh46JevYaKhUl5h7Ad544033HvSe2gq0jqDJ2T7XdAC5KWXXnK/rw6o0XvFyipVQKSqZ0L6flppARGvtHrs0Zt33ln8dZ/Wdb3LLvMroaEHSL2MpRuAXtbSy1vluVkujP0gF1xwgXtPOgQaaRSy/S5oAaLD+PX3HTNmjF9KKlVApKpnQvp+WmkBEa+0epMm0dfee6/46z49G9L1Tj3Vr4SOdqhrx7puCNrRrtdKyypM/SDvvvuum09Mp4P5QudDQ/qEbL8LWoDo76m/b3laHypVQKSqZ0L6flosIFIt8fTpgvpaqs5RfUiTrletml8JJR3aq0N8dWPQIb869LcswtQPEhulNnz4cL+EiqrIfqejtjSA0rDMiSwXR5YmFVwaN27sthU94fBr+bC0b99etm/fXvQRVo18/vr7lndQSCwgUi3ZlL6fpr94WZZ45d2Qq1f3K6GlNxnGbp7Ta6UvvPCCv0oJYekHefvtt91lvOqR7/sznUkW6VWR/U6HnPv7tHGZFVk6HlHyABi2pUaNGrJp06aij5AAKY3+4sl++dLqkXR2r4WkKZ1uOt1J7HqpHlC1LyBZv0hQ+0HWrl0rM2fOlF/96ldu5ElsR9Cp8JEBFd3vPv5YRGeXruCyJ7JsjizrK7gsXrzYbS/aEvFr+bDofHjxuIRVmtICIl5p9Z/9LPpaqk7SgHTmZYpOwBjrF9GJGf0NMl6+94PoUMU333xTJk6c6J4hrzdO+WdQekOVPtXx3wGcgTkQQrbfBa0PJHZSWN4biFMFhF/XYNWrEXpM0Na8TkY6YsQI9+C7dEn825SX/uJJ3lypdZ3GQ1+rWTMUwwkzSaeC1+GsuoHoFPGJzl7yrR9Ex7U/99xzMmzYMOncuXNR8z1+0RaThok+wfGtt95yIYMMCtl+F7QAiQ3j1SH7Ze3fVH5A+Px6p06dZMaMGe5nHDhwwLWGrr32WunatWvc36qYxL9NeekvnuTNJazrYzb1db1xSW9g0huZ9IYmvWZ4332BuqEp03QD0IdT6Uaio5P0wOzLdT/IisiB58EHH5TBgwcXTb8ev2hHp16muu666+RPf/pT2iaURDmFaL8LWoCo2I2EOlhGT5x0P9ATp61bt8rSpUsjX8lkt6/H8wPCl6qutDO/WhoHIyX/aeWhv3iyXz5RXYep9ujxTb20pWfPQEypkA379u1zfQOxg7E+PleflRGTzX4Q7aN59dVX3T0rF154YdEd9fHLscceK927d5c77rjDjS5LdvkNWRSi/S6IAZLtqUz0GKGf0w033CD9+/f3y2al/zSL2EaXSLL64cPRydt0g23QQKRSpeif+v/68CCtoxg9a6kU+Zx0g/nxj39c7LpmpvpBdAN8IvI93XjjjdK2bduifpn45ZRTTpGBAwe6iQ/1TCpZpz9yLCT7XRADROm+8dRTT0mvXr3cCV/lypWlYcOGbjLFm2++WZYvX15s/WQBoRLV4/dPvfy9bds2fxWzkj8NgaFn/9rZrBuGXi5auXKlez0d/SD60Ca9mU+b0j/96U/lpJNOKhEWusHrTLk33XSTm1V08+bN/j8DZFxQAySb9DEIenlZrwYMGjTIL5sRIAG3YcMG1xrQHUgvF/3lL38x9YNoC2bOnDkycuRI+eEPf+jGrvuBoddr9drtPffcI6+//rq7nAbkGgFSdnqSp8eJdCFAQkBvSLr88svdTqT9ItpBrf+drB9ER2ZMnz5drrnmmqKJHP1F74K/6qqr3FMAE436AnKNACk7HYijoznThQAJEb3cFOsXiQ2X1X4QDRid2VbvJ9H7SOrXr18iLHScuE6druPE9a535p9CUBAgpevWrZsb/q9D6XWyVr0vRIf2pnN6IAIkZF577TXXERcLBu1Q1xvz/MDQu3Z1NIY+d+Af//iHfPnll/4/BQQCAVK6hQsXyvnnn+9GR+rlZ+2v1Mvb6RzYQoCE0MaNG93lq1hY6DQoZ511lgwZMkQee+wx+fDDD/2/AgQWAZI7BEhI6T0a+jwNvROVhzEhzAiQ3CFAAAQaAZI7BAiAQCNAcocAARBoBEjuECAAAo0AyR0CBECgESC5Q4AACDQCJHcIEACBRoDkDgECINAIkNwhQAAEGgGSOwQIgEAjQHKHAAEQaARI7hAgAAKNAMkdAgRAoBEguUOAAAg0AiR3CBAAgUaA5A4BAiDQCJDcIUAABBoBkjsECIBAI0ByhwABEGgESO4QIAACjQDJHQIEQKARILlDgAAItF27dkmtWrXk3HPP9UvIMAIEQOBt27ZN9u7d67+MDCNAAAAmBAgAwIQAAQCYECAAABMCBEAgHT58WJ5++mnp3bu3HH/88VKlShVp1KiRtGvXToYOHSrLli0rtr4O9dUlkVR1lMSnBSBwdOhuz549iw76iZZ4pb0WL1UdJfFpAQgcbXXowb5u3boyYcIE+eCDD+TgwYOyZcsWWbJkiUyaNEnOPPPMYn8nVUCkqqMkPi0AgfLSSy+5A33t2rVl9erVfjmhVAGRqo6S+LQABMqll17qDvRjxozxS0mlCohUdZTEpwUgUHTOKz3Ql6f1oVIFRKo6SuLTAhAoVatWdQf6/fv3+6WkYgGRakHZ8WkBCBQCJH/waQEIFC5h5Q8+LQCBEutEHzt2rF9KKlVA+PXFixfLgAED5MQTT5Tq1atL8+bNZcSIEbJjx464v1XYEn+aAJCHYsN469SpI2vWrPHLCfkB4fPrnTp1khkzZrifceDAAVm/fr1ce+210rVr17i/VdgSf5oAkKdiNxIed9xxcu+998q6devcjYRbt26VpUuXyuTJk6VNmzbF/o4fEL5UdbV9+3apVq2a/3LBSv5pAUAeyvZUJl9//bV7dO4NN9wg/fv398sFq/RPCwDynE6m+NRTT0mvXr3cZIqVK1eWhg0buskUb775Zlm+fHmx9ZMFhEpUjw+kFi1auKcfIqrkpwUAKObQoUOyYsUK6d69uwwaNMgvFywCBADKaPPmzXLsscf6LxcsAgQAykhHYtWrV89/uWARIABQim7dusmCBQvcFPG7d+9294Xo0N7hw4f7qxYsAgQASrFw4UI5//zz3f0mOly4Q4cO8tBDD7nOe0QRIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/D/yqevYteHulAAAAABJRU5ErkJggg==)
PN: 4H58-1-CA
CAS: 1250997-29-5
Molecule Weight: 255.314
Formula: C13H21NO4
![5-Boc-5-azaspiro[2.4]heptane-1-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-AF
CAS: 150543-61-6
Molecule Weight: 241.287
Formula: C12H19NO4
PN: 4H01-1-FZ
CAS: 146667-84-7
Molecule Weight: 229.32
Formula: C12H23NO3
PN: 4H58-1-8B
CAS: 1241675-48-8
Molecule Weight: 287.312
Formula: C13H21NO6
TSCA: Not listed on TSCA inventory