![5-Benzyl 7a-ethyl (3aS,7aS)-hexahydro-1H-pyrrolo[3,4-c]pyridine-5,7a-dicarboxylate hydrochloride](data:image/png;base64,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)
| Product Number | 4H58-5-4V |
| CAS | 1260605-35-3 |
| MDL Number | MFCD13152246 |
| Molecular Formula | C18H25ClN2O4 |
| Molecular Weight | 368.86 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-4V
CAS: 1260605-35-3
Molecule Weight: 368.86
Formula: C18H25ClN2O4
![(3aR,7aS)-2-((Benzyloxy)carbonyl)-5-(tert-butoxycarbonyl)octahydro-1H-pyrrolo[3,4-c]pyridine-7a-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-XC
CAS: 1245647-97-5
Molecule Weight: 404.463
Formula: C21H28N2O6
![rel-5-tert-Butyl 7a-ethyl (3aR,7aR)-hexahydro-1H-pyrrolo[3,4-c]pyridine-5,7a-dicarboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABGJAAARiQHl1i6LAAACyXpUWHRtb2xTb3VyY2UAAHichVVtb5swEP4rJz4P4xewTRVSVa2mTWpXaem0fZsc4rZIASqgefn3O4ckBdKBArHv/DxnH358nl3v8jVsbFVnZZF4jFAPbJGWq6x4SbxfT1997V3PZymCEFjUiffaNG9XQbDdbkn6anOzKwuSlrnXjl/t6qyH2QpSVi8Bp5QFfx7uFweOnxV1Y4rUIqvOruqD875MTXNYxX+mCHJTbbIiaOFBXm3aaH85dQ8lu3rlfeRyi2M3SIXnbG3huaxy08CGU4IP/QIvtrCVaewKlnt0CxJi7vPZw12Zvue2aLDrImSpWS+a6j1FR16ubfqOwbDz/S7xcuaBWdaLxla2TDxEWYxgmjK/qSqzB9dzOMPAcDACTAgmAiPBKDAaTAyGUXxxnCGAIYIhhCGGIYghiiGMIY4jjuN8dm3d6p72bxZThFt4PL638OPw/9E+Hv34w+/ME89nJBY6Bp+SSHDmWqFwctx1EWnghGuckhEWS+UGuVQIRlsJdraPwxxD0BAE0TJkp+bojBCi9KmR6MSMFEIiBjE6tQZNpEBLERpHmNXerU4SoTVOHBEluQA/JFxQDb4gkoahsyMaS/A5oYpr10ahwzMiqLNxWyN5yk4DrlcofjY7NB1+DDOiVAd19lLqvNjGMkIzUjTGvQ3OmzufLcti1elCtkq8pVMEQn7a55ofN96DslrZCg+XC+CgXQLvE5xMxgmiT3CiGieEfYKT4JnAPyNEfYIczuCQrebnv1v20boMJS9CqfHFqj7BHZNxgu4T3KEaJ8SDHaJDRiehbxPpMXqRn3ONTc+GCjmc/wnOQCRtvZjgDHTS1pcJzkAqbT2a4FyqZZIiP1laNMEZCKMtkeM6ZvoTzoT+2FAehxI8cYQHKmhL9gRnKAPtSvwEZygD3V4Jl5ygU5uC062F3YsbLehcdwFe8vN/HJFSwm6E6tkAADNESURBVHhe7d0LvNRz/sfxLZIuCG050iL9a7tYbJf114YUsii5FrluIWq7/NffIlKrInatLvafUmiLSlbkUmpLrYpusoUKFbqgi+4l9fnP5zt+c+Z8z8yvme/MnDPzm9fz8ZhHnd/3O+fMzDnzfc/ve/v9TAAAcPAz+wAAAIkgQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUCAXLZ0qUiHDiIFBSLlyoX/bd9e5MMP7ZpA2hEgQK4aPz4cGi1bhoNk797wv/q1HtdyIIMIECAXrVolUqGCyGmniezZU7RMv9bjWq71gAwhQIBcdNddoXdv6O07ZIhdEjZ4cLhc6wEZQoAAuahOnXBALF9ul4QtWxYu13pAhhAgQC468shwQGzbZpeE6XEt124sIEMIECAXZVmA/Cz0s/QWi19ZPF9++aX07NlT6tevL5UqVZKjjjpKGjZsKJ06dZIFCxbY1VFKkvutAsgOWdaF5RcSfmWxTJ06VY4++mipXbu2TJgwQTZv3iy7d++WuXPnStu2bZP6XsgsfhNALurSJRwQWTKI7hcSfmW2tWvXmrONGjVqyHfffWcXG3379rUPoZQk9lsFkF1WrAh3Y/lN49XylSuLlmWIX0j4ldm6d+9u6g4dOtQuQhZK7LcKIPuMGydy+OEirVqJfPSRyL594X/1a11IqOUlxC8k/MpsdevWNXVXsX4lJyT2WwWQnZYsEbnuOpETTgiHRvXq4a8XL7ZrZpQXEn63RBwZOmvSunt1VT2yXmK/VQDw4RcSfmU2AiS3JPZbBQAffiHhV2ajCyu3JPZbBQAffiFhl02fPl1atmxpZlsVFBTIzTffLBs3bjRl3iD6sGHDIvWRvWL/xgEgCXZIRLPLWrRoIZMmTZJ169bJ9u3bzbTcCy64wJStWbPGBEvNmjVl06ZNkftE69evn30IpST2bxwAkmCHRDS/MrVjxw6pWLFi5GtvIWGdOnVk4sSJsmXLFrOQcN68eSwkzDL8JoBctHChyNix9tFCM2eKTJ5sH80Yv5DwK9u5c6cMHDhQLr300iLHdUGhbmVSr149qVChgjkradCggXTu3Dn01BcWqYvSE/u3CiC7XXihyGGH6cd3uySsYUORKlXso1nFC5Zq1aoxaJ6jCBAgF517rrbAIlu22CVh//Vf4ZXoWW7btm3Sp08fad68uV2EHECAALkoIAGiNER0x13kHgIEyEU5HCDt2rWTxYsXy549e8y27V27di02BnIoOqA+cuRI+zBKGAEC5KIcDpDXXntNmjRpYgbHdbruHXfcYbZsT0bHjh3N+Mkrr7xiF+WkZK5/4jcpwa8sE0ruJwFInxwOkHSYP3++lC1bVmrVqpXz254ke/0Tv5DwK8uEkvtJANInzwNE3XTTTaaxHDBggF2UM1yuf+IXEn5lmVByPwlA+hAgZiV75cqVTQO8fv16uzgnuFz/xC8k/MoyoeR+EoD0IUCM/v37mwZT99PKRS6bR/qFhF9ZJpTcTwKQPgSIoeMfp556qhkPef/99+3irOeyfb0XEn63klJyPwlA+hAgEboxozaa//3f/y0HDx60i7NaKgESi19ZJpTcTwKQPgRIEbrDrzacY8aMsYuyGl1YAEoeAVLE0qVL5bDDDpOTTjrJbNCYK1yuf+IXErHK/K6/kqrYjwJAdiNAirnzzjtN49m7d2+7KGu5XP8kVkh4YpX5XX8lVbEfBYDsRoAUo+sojj32WLPCffXq1XZxqfrhhx/kqaeekm7dusmPP/5YpCzZ65/ECgmPX5nHvv5KKvx/EoCstDwUIPNDDcX+OAHyYShAPsizAFF/+9vfTAN69dVX20Wl5q233oqMdWjA6VmALZnrn/iFhF+Zinf9FVfxfxKArNUjFCAXhBqK7XEC5MZQgLTOwwDRT/raCGsjOmvWLLu4RK1YsUJ+97vfRRr1a6+91nRZlRbvcaTz+isECJCDzg0FiDYG2t0Ry3+FAkSniOYj/cSvr82ZZ54pBw4csIsz7vvvv5devXpJuXLlzOM466yz5N1337WrlYp0X3+FAAFyEAHiT7to9PUZPny4XZQxGlbPPPOM/PznPzc/W/8dMWJEqYSYn3Ref4UAAXIQAeJPu4+OOOII04jrGUGmaXeZnvHo70R/7v/8z/+UyM9NRDquvxIPAQLkIALk0LQR19dIB6czRWd7XXPNNZHxBW2YNbyySTquvxIPAQLkIALk0PQMQAeMdSzi008/tYtTorOZHnzwwchWJL/85S/l7bfftqsFHgEC5CACJDE6BqGvk86GShfdLkVXvOv31Wm5Tz75pJn9lY8IECAHESCJ0QFsnQWlr9Wbb75pFyflgw8+MBs26vfSbVO0KyjeRaDyBQEC5CACJHGzZ8+WMmXKmG4mlzMFvVjVLbfcYr6Hvubnn3++2XsLBAiQkwiQ5OgiPn29/vrXv9pFce3bt89cLldXhet99bojL7/8sl0trxEgQA4iQJKjK8B1FlKVKlXk22+/tYuLeeWVV6RWrVrmNdbL5j7yyCNJXbMjXxAgQA4iQJL30EMPmddMxy7i+c9//mN2qtV62mV10003mV1sERsBAuQgAiR5u3btMrOndAD8ww8/LFKmW6l36dJFDj/8cPO6/uY3v5H58+cXqYPiCBAgBxEgbsaOHRsZCFf79++XwYMHm+m4evzEE0+U559/PucujVtaCBAgBxEgbjQYzjnnHPPa6UJAb+fe8uXLywMPPGCulYHEESDIOsuWLZPTTjtNqlatmjW7mGab6AD55JNPzPUmjjvuOJkxY4YpJ0Di0wFyfe2821VXXSVffPGFXQ0JIECQNXR/nrvvvjvSD+3dSvs6CtnICxDtt/e2DfduunneKaecQoBYdBfae+65x2x26L1Wv//97+1qSAIBglKn/dBDhgwxn6D1TV1QUCDPPfecvPHGG5EruekUTJ1FowOh+U4viapnGF4jqPs9jRw5UqZNm2auYqfHdAaRBjFdMuHV6M8++6xUr17dvDZ6Zjto0CCzvkOn6H799df2XZAgAgSl6p133pH69eubN7b2Q99///1FGj1dOayLv3T+vtbRWTT/+Mc/or5Dfpk5c6b86le/ioSH7jirn6w9Xhh7ZyVeGOfroPCcOXPk17/+tXkt9DXp0aOHbN261ZQ9+uij5njHjh2teyFRBEgJ0Cuk3XrrrfbhvKaX1GzTpk2kIbzyyivl888/t6tF6J5Dt99+u5mCqfV1IFT3JsoX2kevffXe63XZZZeZazzEo9tv6OvldQc2bdpU5s6da1cLLL3GePv27SOvV+vWrc1YUTRdaa5jbXq2Nm/evCJlSAwBkmEbNmwwp866khXhfuj//d//jfRDn3766fKvf/3LrhaXzt/XKZh637Jly5o9ivQ1Dio9G9PZQXp2ps9ZZw1pV1WidEJCq1atzH21odRP20HustEuTr1ka8WKFc1zrlOnjkyZMsWuFvHqq69GAjZfz9JSQYBkkP5BXnTRReYP9OOPPy5Spv37/fv3jzsNM2i0H3rUqFGRfujjjz9enn76adOf72LixIlmoFi/l/ZlDxw40HyiDJIXXnjBrEvQ56jrFJ566inTReVCG0r9tK3fSy9n+uc//9lcoS5Ixo0bJ7/4xS/MczzmmGPkiSeeSGjzRC9gdf0HkkOAZJAO1Okfpvbx27yrmOmlMIPu3//+tzRu3Ng8X+2H/sMf/pCW4NS9ibQh1IFQ/d7aQP7zn/+0q+UcXQF99tlnm+ekXVA600pXSqdKA1b7/Y8++mjzvTWAJ0yYYFfLOZ8uXCi//e1vzXPSLs5OnToltN+VR7cv0ddZw5pJB8khQDJEGzKvv14XLEXbvXu3+RSon8btT+DJ/OFnO73+8vXXX29eA73p2Zh9JpYO2iVz4403Rrbbbtmypem6yTXffrtLevUaEQrEU83z0D2ZtHFLN+3y0zE57QLUn3PeeefJJ9bWHjlh40bZcdtt8mDoeVQOPQ+d2rxkyRK7VkJ0+ri+Fvfdd59dBB8ESAboAGb03Hx73x1vIZMOckbTLi/9FHTFFVcUOZ5rNCAffvjhSD+0Tjl9/fXX7WpppwOhuoeR/sxKlQqkd+9nZdu27N9Bdd++H+XZZxdL8+aj5PTTB0rTpjeHPoC8aldLuwULFkizZs3M63Vn6MPOev17zIULJGlX5WOPSehUKtSC/Uz+ffLJMmf8eLtWUnQNkk4j17UzLCpMHAGSAXrdAC88ateubRfLDTfcYMqmTp1a5Lh29ejxXA6QF198sUg/9OOPP55QP3S6aAhrX3aDBm2kXr0HpEWL52T8+GWhM70DdtWsMGPGF3L55eOkUaPhJkBGjVoSer3cxoVcvT12rEyuWdM0xlKlioheM6MEf2dJmTxZRN9T+lhDZ/HSr59ImsZydPqz/t3qjEAkhgBJM90q2gsPvd17771FyrUfWhtW/bRjN6y9evUy99FrLkdbvXq12fAtmxfRLVq0KNQANjePX7tGdIXvN998Y1crMbt27ZVhw/QSpCNN43zNNRPk/fezZ/bRypWbQ38rr5vH1rjxcOnTZ2bow3/p/X4P6t/WQw+JVKgQbpzr1hVJ8RKwabV8uciFF4Yfm95CH8Lkq6/sWinRCQreQsxkZgbmMwIkjaZPnx7ph/du9loFnVKox3X6qU0HNXV6q7fQyeMtePrLX/5S5Hg20JDQsPD60zVENEyyxbp12+Wee6aZhlpvPXu+LV9+WbjwrqRt3bpHBgyYI02aPGMez623virLlpVe0BajW8Zcd11hQ33JJSKffmrXKjk62aJbN5HDDw8/niZNRN57z66VNjpFWv+OdXq5PT6J4giQNNHZGzowHh0e2pVjzy3XwUsts8cEtD9aj1+ib1hLk9CbRoPJ7pu1z2BKkv5s7Z7Ssyl93CeffLK89NJLdrWssWDBulC7ONE02mefPUKeemq+7NxZctN+tQtt3Lj/mC41fQyXXPIPeeONlXa17DF7tshZZ4Ub7XLlJJS8mn52rczRxnvYMJHjjw8/hhNOEBk9Wvso7Zpp5y1w1Wnm8EeApEnP0BtM/+h04ZKuEtZ1DrptQjQ9RdbjOo3Svjzmn/70J3N/3dMomq6o1fBo1KhRkeOqbdu2cvXVV4cawp12UUZp+Hl7MelAed++fc3AebY7cOCgvPzycmnZ8nnTiF944QsyefKn5ngmzZ37lVx11XjzM7VL7e9/XxB6vdzWc5SoAwdE9O+xWrVwI161qsjw4eHGPZNCZ/LSsGH4Z5Yvr28Oke3b7VoZo7sk6MJN3TMrHdPNg4wASQMdDNcuHJ1BFT0N117Ypvs+aaOrU1tt2iDrXHTdsiPak08+ae6jiw6j6Ypu/SOvWbNmsbOcTNEpuN7CSO956FTdXKMzs5544j35zW9GmEa9Y8dJ8uGH6V/Nvnbt99K9+1uR7rN7733HdKnlnO+/F/njH0WOOCLcqJ9xhkgm1i999pmITiDRn6E3/b8eKwW6W4L+jeuaJcRHgKRo48aNobPrE0yA6BiIH12NvXTpUvMJJ5oe0z9WXb9g8xZIfWr1Q3tXVuvevXuR43qWo2Xp7N7ST2H6RvKmJuuiQJ0xlutWr94qXbu+EWng779/Ruj3mfpCsh079oWCf57pKtPv26HDy7Jo0Xq7Wu5ZuVJCp9eFDXzo7Ddt3Vq9e4fPNvT76tnHId5LmbY9dMaj72v9m8/E2qWgIEBSoJ/8dZM2bVS1C8rVV199Zc403rRmveh6Eg2mhvqGsngb683WvuooGmJ6vHPnzkWOu9BBRO0H1m43/Z76htLtSErqjKekzJ69Vtq1e8k09s2aPSsrVhRd9e0FzKRJxRsSr8zz/fd7Qn8TY8yxVq2el1de+STjXWQl7u23RX75y3BjP2KEXRoW+lAUSk6RgoLwGIr+2769bmZm1wwP0uv30vEOHffIdBdZgnQLeP27v/jii+0i/IQASYHutaN/YLp4LZ2f+D26qlYH9HSwOppO59WxB23Q9awmmm57oY9J94pKhV7ZTmei6PfSmWE6HVk/lQXV/v0H5IUXlprurM8+21ykzAsJHfjWRX+xyjzaPXbbbZPNGYieiQSW7sk1Z074X5su6tPQ0DNqDRId79N/9Ws9HmvR34IF4RlXWUTfWzr2qO8Be9ILwggQRwsXLjQNq85C8tuGPBP0rEP3f7rzzjuLHNc/eL3+g4aLPbA+YMAAM932UDvX6nPRK9p54xw6UP9ZKfVDZwsvJPQ2ZszSmGX4iXbP6lqS004rvsBPv9bjWm5142Yr7arVSSw6OcYe0wQB4mTnzj1yxhnhHTx1B9DSoN1I9hmBBos+plgrafVsQrvDtFssFp2GrPsAeduG64IqHfRHYUhceeV4M4Nr167Cs00CxHLXXeHuqCFD7JKwwYPD5VovR3To0MG8J+yeABAgTh56aGbog9Sdcvfd/eyiUqXbc+t+UPZGgitWrDBvAN33yPbee+/J6NGjzZmL1tEV8rqlg+u24UHkhcSsWavNv8OHLyxWhp+EPqmbgNCV47Ho36aWa70coTMN9axeextKc3eFbESAJOnNN1eZBkMHXXftyo1TWt0KRS9oZW91rluEeyvndQqx7kiqm8qhqOiQ6Nz5NbNnlQ6W22UIOfLIcEBEXWa3CD2u5dqNlUN0c1B9n+hW8ShEgCThq6+2ybnnjjaLwT75JAd2LT0E3XJEu6x023n7rAWFokPi44+/M3tX6SC5XQYJbIDoQlndWUK7gf0uJZxvCJAE6Sydm276p2ksxo79yC7OWbqAUbewRnx2SPTuPcN8iPjmm53FyvJeALuwPLpVj56F6H5vCCNAEqR7J2lD0a3bmyWxHU+JIUAOzQ6JDRt2mADp3392sbK816VL4AbRo3k7Tmfzvm8liQBJwPz5X5ndUy++eIxs3pz9ez4lgwA5tFghMXjw+9K0aXiluV2W11asCHdj+U3j1XJd1Z6DtNtXu7F089Bc2P8t0wiQQ9DA0ODQANEgCRoC5NBihYTu5KsrzWOV5T2d2q7br7dqJfLRR+ErCOq/+rUuJCylqe/pouup9CxENxHNdwSID+2q+sMfwpvhaRdWEBEghxYvJPRKh/HK8p5em1yvK6LbsGtoVK8e/joAA9A6lVd31NbLN+T7dHcCxIcOlmvjoIPnOogeRAQIkDzd2uT+++8P3L5wySJA4tBpujpQqtN2dfpuUBEgAFwRIDHoVhXe7qy6cDDICBAArgiQGB5+eKYJD92yJOgIEACuCBDLwoXrTHiEtypJ/xbt2YYASY5e28Pe0h3Q/bL0stb169c3g+tHHXWUuY6Pbn2yQLeqj+LtdB2LX1k2yp1HWkLWrNlqLkO6cmV+7AlFgCTnnnummQ8XgEcvaa2zsmrXri0TJkww+8npGpG5c+eayyHYgeAXEn5l2Sh3HikyggBJznXXTWTaLiLWrl1rzjZq1Kgh330Xe388e72IX0j4lWWj3HmkyAgCJDkECKJ1797dNPhDhw61i+LyCwm/smyUO48UGUGAJIcAQbS6deuaBn9VEldY9AsJv7JslDuPFBlBgCSHAEE0fe9og79Xr/ueIC8k/G65InceaRx+W0nEK/OOT5r0sV0U9z5BRYAkhwBBtFQCJBa/smyUO480Dr8GP16Zd/ySS/5RbEpmvPsEFQGSHAIE0ejCynF+DX68Mu+43saMWRqzLF8QIMkhQBDNG0QfNmyYXRSXX0jEKps+fbq0bNnSzPYqKCiQm2++WTZu3FikTmmJ/SxyiF+DH6/MO37lleNDv5jniywYjHefoCJAkkOAINqaNWtMw16zZk3ZtGmTXWz069evyNexQsITq6xFixYyadIkWbdunWzfvt1MC77ggguK1CktsZ9FDvFr8OOVecdnzVpt/h0+fGGxsnxBgCSHAIHNW0hYp04dmThxomzZssUsJJw3b15GFhLu2LFDKlasaB8uFf6PNAd4Db7fzRZ9vHPn16R581Hy/ffhq6fFu09QESDJIUAQiy4o1K1M6tWrJxUqVDBnJQ0aNAi1L51l4cLCD6jKLyT8ytTOnTtl4MCBcumll9pFpSL+I80Rfg1+vLLo4x9//J00bjxcnnxyXrGyfECAJIcAQWnxwqVatWpJDdpnUt4HiOrde4a59sc33+wsVhZ0BEhyCBCUpm3btkmfPn2kefPmdlGpIEBCNmzYYQKkf//ZxcqCjgBJDgGC0qYhojv+ZgMC5CeDB78vTZuOiFkWZARIcggQlLR27drJ4sWLZc+ePWbb+K5duzIGki5+DX68sljHd+7cJ61aPR+zLMgIkOQQIChpr732mjRp0sQMzut04TvuuMNsGZ8NCJAo48cvi1sWVARIcggQoFDOBwhSQ4Ak57LLBkmdOj3tw0BeIkDyHAGSnKZNW0ulSqfah4G8RIDkOQIkOaeffrrvQi8gn/BOyHMESHIIEKAQ7wTLokXr5bzzRsuMGV/YRYFEgCSHAAEK8U6wfP75Fjn77BEmRNat224XBw4BkhwCBCjEOyGGF15YaqZq3nLLP+XHHw/YxYFCgCSHAAEK8U6I4eBBka5d3zAhMnTo+3ZxoBAgySFAgEK8E+LYvHm3XHjhC9KkyTPywQfr7OLAIECSQ4AAhXgn+Jg79ysTIK1bj5GtW8PXCwkaAiQ5BAhQiHfCIeh1QrQrq0ePt+yiQCBAkkOAAIV4JxzCDz8ckBtvfMWEyIsv/scuznkESHIIEKAQ74QErF37vbnsrV4zZMWKTXZxTiNAkkOAAIV4JyRoypQV5izkqqvGy+7d++3inEWAJIcAAQrxTkiCXvpWQ6Rfv3ftopxFgCSHAAEK8U5Iwq5dP0jbti+aEJk27XO7OGfs3btX3njjDbn11lulTJkypkF89tln5cCBYC+aTJVe2Kd8+fIECPAT3glJWr78W7PVSdOm/eTLLzfaxVlr9+7dMmnSJOnYsaMcddRRphG0b40aNZI5c+bYd817H3/8sVx44YWR16lp06Z2FSAvESAOhg+fKscd11SaNWsu+/dn73jIjh07ZNy4cXLNNddIxYoVIw3gcccdJ7fccos88cQT5uvDDjtMLr744kh5hw4dzLWX892WLVukW7ducvjhh5vXpXHjxvLee+/Z1YC8RYA4OHjwYOQT6QMPPGAXl6qtW7fKc889J5dffrkZ2/BCoXr16tK5c2d55513IqH31FNPRcr1OU2ZMkXq1KljvtbAefjhh82ZS7758ccfZdiwYXL88ceb1+KEE06QUaNGmdcIQCECxNGGDRukWrVq5tP7v/71L7u4RH377bcyYsQIueiii6RcuXKRUDjppJPMJ+hZs2bFHN+44YYbInV/+OEHc0z/1TOTY445xhz/xS9+Yc5i8sWMGTOkYcOG5rkfccQRcu+998r27cHflRlwQYCk4M033zSD0DVq1JBNm0p2fci6detk6NCh0qJFCxNiXhCceuqp8sc//jGhrhadgeXdzz7T0FDq1KlT5Hv/9re/lYULFxapEySff/65tGvXLvJ6tG3bVj777DO7GoAoBEiKevbsaRqcNm3a2EVpt2bNGvnLX/5iGnNv9pTetNupd+/esmjRIvsucW3evLnI94j3KXvx4sVy7rnnmjply5aV2267TTZuzJ3JA4eiz/u+++6LzK5q0KCBTJ8+3a4GIAYCJEX79u2TX//616bxGTJkiF2cslWrVkn//v2lSZMmkcZeb7oeQccoli1bZt8lIW+//XaR76cDxn7Gjx8vJ598sql79NFHy6BBg8xzz1U6nqFjRQUFBeY56cQCPaPL5kkRQLYhQNJgxYoVUrlyZTNovXTpUrs4aRoKGg7eojXvpiEyYMAAEyqp6tevX5HvrV1Wh7Jnzx7p27evVKpUydxHu8B0bUSumTt3rpmKq89BZ1h17drVnJEBSA4BkiajR482DVK9evVk165ddvEhafeTzujyZkHpTbuYtLtKu620+yqdLrvssiIBsn79ertKXF999VWRAXidkaZrJbLd119/bdbBeF13rVq1kuXLl9vVACSIAEkjXT+hDZNOl02EDnTrgLcOfHuNsQ5a68C4TiPVgfJM0Wm90QHisu5DH7/Xtaaf5HXG16G6wkqDnjnpGZd35lS7dm2ZPHmyXQ1AkgiQNNq2bZvUqlXLNFITJ060i81UWp1Sqw2tTrH1Gm+dLqpTcEeOHJlQV1Kq9GwmOjz09sUXX9jVEqJjCXr2pWsl9Pvo2gkNP11LkQ0mTJggp5xyinlsOnbz6KOP5vTYDZBNCJA0mz9/vlmLUaVKFdNQ66CsLt7Ts5LoT/06XqIzt3QgVxf/lSRtVO0AWblypV0tKTqb6U9/+lNkNpOupdA1FaVlyZIlct5555nHorPHdN+vIM0eA7IBAZIBAwcONA2XLjTU2T1eI61dKLqtiC7M021GSot2m9kBkq4xDF07ccUVV0S+r/5f11iUFD2D07D21q80a9ZMFixYYFcDkAYESAZoV5XXlaWzs3TgVjcytBfrlRZvXUf07aOPPrKrpUTXUuiaCv3eelaiay3irTVJB11Br5MN9MxPf2bNmjVl7NixdjUAaUSAZIhOC9XuKd06PZvo2IQ3mBx90wWD6abdd7q2wttTStdc6HhJuveU0q3p69ata35GhQoVpE+fPk4z4QAkhwDJM7pOxQ4PvX3wwQd21bTRMNW1Ft6utjpzS9dipOrTTz+V1q1bR55D+/btZe3atXY1ABlCgOQZ3XTRDg+9paNBPxRdc6FrL7yfqV17uqYkWTrpQLeQ8TaO1J0AZs+ebVcDkGEESJ7RAWY7PPRWkg2wrsHQtRj6c7U7Tddo6FqNQ9Hut+HDh0vVqlXNfXWSgk59jrXTMIDMI0DyzJlnnlksPPRW0lvS61qMxx57zKzN0J+vazV0v614Zs6cKWeccYapq+tmdCaZrrsBUHoIkDyiA8veOIR9mzZtml29ROjaDN3hV9dq6OPQGWK6hsOzevVqufrqqyOPU7dgSXXNCoD0IEDyiF7v3A4O76bXNilNeq0RXbOhj0XXcOjCv169ekWuqqh7jE2dOtW+G4BSRIDkEV0nYQeHd8uWXXV17Yau4fAe17HHHmsuvcs260D2IUDyyHXXXVcsOLzbK6+8YlcvNdrVdu2118oFF1xQ4ld6BJA4AiSPRO/6a990fywASAYBkid0j6joS9jaN92fCwCSQYDkiSlTphQLjejbCy+8YN8FAHwRIHlC94eyQyP6NmrUKPsuAOCLAMkT0XtGxbo988wz9l0AwBcBkie8HXHj3Z5++mn7LgDgiwDJA3qRJzsw7NvgwYPtuwGALwIkD+gMKzsw7Ntf//pX+24A4IsAyQM9evQoFhj2bdCgQfbdAMAXAZIHzjnnnGKBYd8GDBhg3w0AfBEgAafXCtfLvNqBYd/0mhwAkAwCJOAWLVpULCxi3R566CH7rgDgiwAJuL///e/FwiLW7f7777fvCgC+CJCA04s12WER63bPPffYdwUAXwRIwDVs2LBYWMS69ezZ074rAPgiQAJs+/bt5up+dljEunXr1s2+OwD4IkACbObMmcWCIt6tS5cu9t0BwBcBEmCPPfZYsaCId+vcubN9dwDwRYAE2FVXXVUsKOLdbrnlFvvuAOCLAAmwmjVrFguK6FvZsmWlRo0a5v+62JAdeQEkgwAJqPXr1xcLDO9Wvnx5ufvuu2XlypWm7siRI6VSpUqm7IorrpDNmzdb3w0AiiNAAurVV18tFhw6I+uSSy6R7777zq4un3zyiZx55pmmnp65vPvuu3YVACiCAAmYPXv2mNXn0ReQKlOmjBkP2bVrl129iL1790r37t0jYaPbm/z44492NQAwCJCA2LBhgzzwwANStWrVSHBUq1ZNmjZtav5frlw5efzxx+XgwYP2XYt5/fXXI9+nWbNmsnbtWrsKABAguW7p0qVmBpWOa2iDr4Phd911l8yePTtS56WXXpJjjjnGlF900UUmbA5l3bp10rJlS3OfKlWqyMsvv2xXAZDnCJAc9faUKdKqVavI2UZBQYH0799fNm3aZFc1Vq9eLWeffbapW716dXnrrbfsKsUcOHDAXCdEz170frfffvshu8EA5A8CJJfs2SMyfLjMqVdPWv4UHGeccYY8//zzsm/fPrt2Mfv37ze77ur0XR0X6dWrl7leyKHMnz9fTj31VPPzGtavL+tCZz0AQIDkgo0bRR58UOTnPw/9xn4mm0KN/3OXXSYzpk+3ayZkxowZcuKJJ5pAaNSoUWQ6r59t27ZJ+/bt5YrQfaYfeaTI0KF2FQB5hgDJZh99pPuxi5Qvb4JDKlQQufNOnXNr10yaTuW9/PLLTYhUrlxZnnvuObtKTCtHjZLQHcKPp00bkThdZgCCjwDJRm++KXLRReFGWm8nnCDy5z9rq2/XTNngwYMjA/DXX3+9OdM4pE8/FTnrrPBjO+kk3bXRrgEgDxAg2WLvXpERI0QaNCgMjl/9SmT0aJEExjdS8eGHH0q9evVMiNSqVUvef/99u0px+ph69BApU0bksMNEevfWQRa7FoAAI0BK2zffiPTpI1KtWmFw/O53ItOm2TUzSmdXderUyYSIzrrSnXwTWTMib7xR+NjPOUdkzRq7BoCAIkDSQWcldeggUlAgodY3/G/79vrR3q5ZaNkyCbXYIjogrY2v/nv77SLLl9s1S9SECRPMug8NEp0m/O369XaV4rROqK55HqH7hr6JXQNAABEgqRo/PhwaLVuGg0S7ovRf/VqPa7ntkUcKzzaqVxfp21fk22/tWqVmTegs4pzQ2USl0OPrFzq72K1nGYeiZyuhsxbznPV5aTiyZgQINAIkFatWhWdGnXZaeI1GNP1aj2u51ov26KMiTZqIPPtsOHCykK4ZmdC7t7yn4xs6zqHjHYmMxej4Sa1a4RCpV8//LAxATiNAUnHXXeGGcsgQuyRs8OBwudbLVTrDSmda6fPQmVc6A+tQdCbX9deH76NTkCdOtGsACAACJBV16oQbyXjjFjrOoeVaL5fpWo+2bcPPRdeA6FqQROjaEq3/+9/bJQACgABJhTcAHm/thB7Xcu3GCgJdfe49Z50kEO95R9u9W4Qt4YFAIkBSkW8BonSCQP364ed16qm6UZZdA0CeIEBSkS9dWDadXaVTjvW56ayrAQN06167FoCAI0BS0aVLuBEN8iC6H71GiK770Oeo05bXrbNrFOeyZgZAViJAUrFiRbgby28ar5YnsNttztKrFTZrFg6RqlXDK9PjcVkzAyBrESCpGjdO5PDDwyuxdfdcXSuh/+rX2ihqedDpIPlDD4X3xNJpu3aYKtc1MwCyFgGSDkuWiFx3XXjXXA0NXV2uXy9ebNcMNl1EGG+Kbz6smQHyDAGCkpGvEw6AACNAUDLyccozEHAECEoGAQIEDgGCkkEXFhA4BAhKRr6vmQECiABJl507RTZvto/Cw5oZIHAIkHQ5//zw3lCIjzUzQKAQIOly7LEiJ55oH4WNNTNAYBAg6aCbC2r/fePGdgkABBYBkg66/YYGiF50CQDyBAGSDrNmMYMIQN4hQNJh7NhwgPTvb5cAQGARIOkwaFA4QEaPtksAILAIkHTo3j0cINOm2SUAEFgESDpcc004QOJt0wEAAUSApMM554QD5Pvv7RIACCwCJB1OPlmkcmX7KAAEGgGSqoMHRY44gl1kAeQdAiRVGzeGu69atLBLACDQCJBU6R5OGiAdO9olABBoBEiqXn89HCD33muXAECgESAp+vb//k9WhAJkl14QCQDyCAGSoucefFCuCgXIwpdftosAINAIkBTddttt8rNQgMybN88uAoBAI0BS1Lp1axMgX375pV0EAIFGgKTo9NNPl7Jly8r+/fvtIgAINAIkRccdd5wUFBTYhwEg8AiQFOzevVvKlCkjjRo1sosAIPAIkBSsWrXKjH+0adPGLgKAwCNAUvDuu++aAOnSpYtdBACBR4CkYNy4cSZAHnnkEbsIAAKPAEnB448/bgJkNJeyBZCHCJAU9OjRwwTINC5lCyAPESApuPbaa02ALFu2zC4CgMAjQFLQrFkzEyBbt261iwAg8AiQFJxyyilSqVIl+zAA5AUCxNHBgwfliCOOkDpcyhZAniJAHOzcuVMGDBhguq8IEAD5igBJwtdffy333HOPVKlSxYSHbmNyww032NUAIC8QIAlYuHChdOjQQcqVK2eCo3LlytK9e3f5/PPP7aoAkDcIkDgOHDggr776qpx77rkmNPRWs2ZNs3iQWVcAQIAUs2vXLhkyZIjUrl07EhyNGzeWF198kWt+AEAUAuQn69atk3vvvVeOPfZYExp6kah27drJnDlz7KoAACFAZPHixWYg3Bvf0HUd3bp1k88++8yuCgCIkpcBoms4Jk+eLOeff36km6pGjRoyaNAg2bJli10dABBDXgWIXkFw2LBhZu2GFxx6NcGxY8fKDz/8YFcHAPjIiwBZv3693Hfffeb65d74Rtu2bWXWrFl2VQBAggIdIEuWLJEbb7zRbDmiwVGxYkXp2rWrrFy50q4KAEhS4AJExzdef/11ueCCCyLdVCeeeKI8+uijsnnzZrs6AMBRYAJExzeefvppqVu3biQ4zjrrLBkzZgzjGwCQASkHiNdYx+JX5ufLL7+Unj17Sv369c202qOOOkoaNmwonTp1kgULFhSpu2HDBnnggQekatWq5mfp/lRt2rSRmTNnFqkHAEiv5Ft3i19I+JXFM3XqVDn66KPNSvAJEyaYbic9u5g7d64Z+I7+fjo4ruGixypUqCB33XWXrFixIuq7AQAyJbnWPQa/kPAri2Xt2rUmEHRNxnfffWcXG3379o38f8eOHeaysgMHDpRNmzZF1QIAZFrirXscfiHhVxaL7nCr9YcOHWoXAQCyTOKtexx+IeFXFos3AL5q1Sq7CACQZRJv3ePwQsLvlqgjjzzS1N+7d69dBADIMom37nH4hYRfWSwECADkjsRb9zj8QsKvLBa6sAAgdyTeusfhFxJ22fTp06Vly5ZmplVBQYHcfPPNsnHjxki5N4iuGx4CALJb7JY/CXZIRLPLWrRoIZMmTTIXb9q+fbuZkqtbjnjWrFljwkUvHRtvWm6/fv3sQwCAUhC75U+CHRLR/MqUruPQDQ6jeQsJdcv1iRMnmutz6ELCefPmFVtICAAoPSm3xn4h4Ve2c+dOswDw0ksvtYvMgkLdyqRevXpmhbmelTRo0EA6d+4sCxcutKsDAEpB7NY9w7xgqVatGgPmAJCjSiVA1LZt26RPnz7SvHlzuwgAkANKLUCUhojutgsAyD0lGiDt2rWTxYsXy549e8yW7Xp1wFhjIACA7FeiAfLaa69JkyZNzMC4TtW94447uEogAOSoEg0QAEBwECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBw8v+Z+49LlVVazgAAAABJRU5ErkJggg==)
PN: 4H58-1-XP
CAS: 1245647-99-7
Molecule Weight: 298.383
Formula: C15H26N2O4
![(3aS,6aS)-2-(Benzyloxycarbonyl)-5-(tert-butoxycarbonyl)octahydropyrrolo[3,4-c]pyrrole-3a-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-033
CAS: 1217766-30-7
Molecule Weight: 390.436
Formula: C20H26N2O6
![cis-3-Benzyl 6-ethyl 3-azabicyclo[3.1.0]hexane-3,6-dicarboxylate](data:image/png;base64,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)
PN: 4H58-1-045
CAS:
Molecule Weight: 289.331
Formula: C16H19NO4
PN: 4H58-1-046
CAS: 160809-38-1
Molecule Weight: 291.347
Formula: C16H21NO4
PN: 4H58-1-CJ
CAS: 953079-96-4
Molecule Weight: 305.374
Formula: C17H23NO4
![2-Cbz-2,7-diazaspiro[4.5]decane](data:image/png;base64,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)
PN: 4H56-1-0K4
CAS: 1086394-72-0
Molecule Weight: 274.364
Formula: C16H22N2O2
TSCA: Not listed on TSCA inventory