![racemic cis-4,6-Dioxo- hexahydro-pyrrolo[3,4-c]pyrrole-2-carboxylic acid tert-butyl ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABNzAAATcwErl9iEAAACaHpUWHRtb2xTb3VyY2UAAHicnZVtb9owEMe/ysmvh+NznKeKUFWtJk1qV2l02t5NJrg0EomrJDx9+51JoYSwIA2Izr78f5dz7mzGt9tiCWtT1bktU4ZcMDBlZud5uUjZz5evo5jdTsYZiUhY1il7a5r3G8/bbDY8ezOF3tqSZ7Zg7f2bbZ13NBuf22rhSSHQ+/30ON0zo7ysG11mhqg6v6n3zkeb6WafxT8e4RW6Wuel18q9olq30f5I4X6Cb+s5+1zLPd27IxRe86WBV1sVuoG1FJx+4gssTGkq3Zg5zHbk9rmitU/GTw82WxWmbGjoIuSZXk6bapWRo7BLk60oGA2+PaSsQAZ6Vk8bUxmbMlIZiqAbW9xVld6BGzmdRtAStA9agQ5Ah6Aj0DHoBDQKuug+kgBJgSRB0iCJMKJiLI3L5mX3bmhJ0H6f99d3uIdPj5s90/uUKRuFXCaBhJHiUXDJ+lyis5IrdToXPBGtFfQB5CpU4cEcvJInMvGBXpgIkEzsK9V1Mti5LCQPoiSEo1Uc0VlqMv/Uj1yqIAEKH0fxceqSSzB2VqCbC66iVuay6KbYg3yeBKGianjHckzGM1vOT4aQz1M2czUkyQ/zWsuPUjGw1dxUtB1cACc9BWQXcIUdBvweoIYB1QOCYSDoAq7FhoGwC7iGPALyEhD1gHj4CXEXcM0+DCRndRDnhJO2W23yq8U/Zv1YKPrBEIefj+eNsN+U/52B7K0fr/QV+hcSuNJaeNYq7QkyXEoMLjBXGgzPGqY9oa4w0YUiXGPO2uZwCvbX451sZu9wMNOwd2h7Jye6R/9jk7+buQYikR422wAAMPVJREFUeF7t3Qu8VXP+/3GlUimKSpJB+YUZ1KAot1CpSKZSKrlHzRBqQjGU62QSMeNWo0Ki9KNcKiEyGv1QKJcUqcgllNIN+fz357v++1y+56yzz/m0z26vtV/Px2M9Tu3P2nXOPnt933ut9b3sJAAAGOzkPwAAQGkQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAYDy9NtvIpMni3TsKFKvnkjlysHXDh1EnngiqEcUAQIA5WXDhiA4dtopfNMg0f0iiAABgPLStWsQErVqidx9t8jKlSI//yyyapXI6NEitWsHdd0vgggQACgPs2cH4bDrriKLFvnVgD6udd3vpZf8atYjQACgPPTqFQTDsGF+pTCt6369e/uVrEeAAEB52H//IBgWL/YrhelZiO7XqJFfyXoECACUh6pVg2DYvNmvFLZpU7BftWp+JesRIABQHsoaINWr+5WsR4AAQHngEhYAwKRnzyAYhg/3K4VxEx0AUMisWUEw1KhBN14AQBl17hyEgw4Y1IGDOoBQBxJ+8YXIPfcwkBAAEGL9epFTTw1CImxr356pTAAAxdDJEnXSRA2KunVFKlUKvurfJ01iMkUAQO4hQAAAJgQIAMCEAAGAdHn6aZGzzw5unucAAgQA0kFvhu+7b9Cz6v33/WosESAAkA5vvhmEx957i2zb5ldjiQABgHS4+uogQPr39yv5Xn896MY7YYJfiSQCBADSoXHjIEBKmpIkucjUiBF+JZIIEADYXgsXBsFQp47Ir7/61cCWLSK77Rbs9/HHfjWSCBAA2F7XXx8Ew0UX+ZV8zz4b7HPooX4lsggQANhehxwShMMLL/iVfOefH+xz441+JbIIEADYHh98EARDrVoiW7f61YDOwLvHHsF+MeriS4AAwPa46aYgGPr08Sv5kmuDNGniVyKNAAGA7dGsWRAOOgo9zCWXBPsMGeJXIo0AAQCrZcuCYNBVBzdt8qsB7ZVVr16w39tv+9VII0AAwErHc2gwdO/uV/LNmRPss//+fiXyCBAAsGrRIgiHJ5/0K/kuvzzYZ+BAvxJ5BAgAWKxYIVKhgki1auFL0uoEi/vsEwTIG2/41cgjQADA4q67gmA480y/km/evGAfDZEIL10bhgABAINfjzsuCIdHH/VL+QYNCva57DK/EgsECACU0brVq+WOihXlmSpV5Ne1a/1yvgMOCAJEb6THEAECAGV03333yV6JYPhrhw5+KZ922dXw0C68YRMsRhwBAgBldMoppySyYScZO3asX8rz5dChskEDpG9fvxQbBAgAlMGaNWukUqVKbtM/hxl80EEyPBEgq2fO9EuxQYAAQBnoWYeefehZSJhFixa5ffarXVt+0YkUY4oAAYAy6NChgwsHvQ8SZtiwYW6f8847zy/FCgECAKW0du1aqVKlilSsWFFWr17tl/McdthhLkCmT5/ul2KFAAGAUnr00UddMBynY0BCLFmyxO1Ts2ZN2aLL2MYYAQIApXTmmWe6cLhLR6GHuO2229w+PXv29EuxQ4CgZDr9wuTJIh07Bv3ZK1cOvmr/9yeeiOX0DEBxNmzYINWqVZMKFSrICp0HK8RRRx3lAmTKlCl+KXYIEITTCeI0OLQve9imQRI2kRwQI08++aQLhhY6A2+I5cuXu4CpXr26/PTTT345dggQhOvaNQgJXev57rtFVq4M1nZetUpk9GiR2rWDuu4HxFz37t1dgIzQNUBC3HnnnW6fLl26+KVYIkBQvNmzg3DYdVft1O5XA/q41nW/l17yq0BsbN68WWrUqOHCYZmuQhiiVatWbp+JEyf6pVgiQFC8Xr2CYBg2zK8UpnXdr3dvv4IdYOHCha6n0M8xHry2IzzzzDMuGJo2beqX8nz55Zeue+8uu+wiP/74o1+OJQIExdPlNzUYFi/2K4XpWYju16iRX0GG6TX3gw46yDV0++67r4waNcrd+MX269Onj3tdb7rpJr+U595773X7nH766X4ptggQFK9q1SAYEqfuJdq0KdhPV2XDDnXBBRe4BqzgVrt2bRkyZIh8/fXX/u4opa1bt0qtWrXc6/nBBx/45TytW7d2+4wbN84vxRYBguKVNUCqV/cryKBJkyYVCY+Cm15W6du3r3z88cf+U5HCCy+84F7DQw45xC/l+fbbb2XnnXeWypUry/fff++XY4sAQfG4hBUZn332mey+++5FQqO4Ta/R62C4ebrUKkrloosucq/d9ddf75fyPPTQQ26ftm3b+qVYI0BQPB1Fq8EwfLhfKYyb6DuU9g7ae++9iwRFabZjjz3W3Rz+jcGgoX799VepU6eOe720g4IOIBw6dKi71zR37ty8/U499VS3zwMPPFDg2fFHgKB4s2YFwVCjBt14s1jLli2LBENZt4MPPthNUa7X+lHYS4n3tb5Ge+yxhxtAWPB122effWTTpk3yww8/uEtXegkr1+41ESAI17lzEA46YFAHDuoAQu0e+sUXIvfcw0DCHWzkyJFFwmB7tvr168vf//53N+NsrtOb5cMTZ9/Js4/kplOZdOrUyb1W+vd+/frJ+PHj3Z9PPPFE/5+JPQIE4dav13PzICTCtvbtmcpkB9AZX/UTrx8C6dh0FtmBAwcmPi+s8v/bWHvnnXfcfY5kV+jkpveNtGuuTmWyceNGt+9bb73lpnXXevPmzd3Xe/RDVY4hQFAyvT6ukyZqUNStK1KpUvBV/z5pEpMp7iB77bVXkYY/3Zteljn33HPl/fff9//72NDOBIMHD5YDDjig0M+u3Xb1Z582bZq7z1Scf/zjH25fnftKt1wLXEWAABGj8yz5jX15bx07dpRXXnnF/1YiZ9u2bfLqq6/KgAEDpGHDhoV+xrqJD0ba42rmzJmlGsmvnQ+SM+/qWZvecM81BAjKx5o1erT6j2I76SdmvaTiN/CZ2rTB1GnKo9RY/vLLL+5m+CWXXFLkzK1Bgwby5z//2YWj5WfSS4k6867+W7qMba4hQJB+b74piVZO5OKL/Qq2g05Voj2mtLG68MIL3aDAxx57TK644go5+uijpWrVqkUa/PLaGjduLP/85z9DL+/saLoS4PPPP+9G52sPqoLf+3777SdXXXWVvP766/7TTGbMmOFCXe9JpevfjAoCBOm3fLlIlSpBiMyf71dhlBzQpiFS3FoTetllwYIF8q9//cs1nLout16b9xv/dG562Uc/ea/RM84dTLvUTp06Vc455xx3Sang93nggQe6KV3+7//+z39aWgwaNMj9P7/73e9ct95cQYCgfAwcGPTSatmSG+1pkFzMSKck0QFtpaWTKc6ZM8d1+dV7J9rA+SGQjk0v41x++eVuVHwm6c/3+OOPy1lnnZV3KSm5/f73v5cbbrhB3nvvPf9paadjaI488kj3/+bKWiCKAEH5WLcuWPo2cUDJY4/5VZSBrnKXnMzvbl3YazvpvE3au0i7rHbo0MFNuOgHgnWrVKmSW3hJu8SWFx2nomMvdDyGf9nuiCOOkJtvvtndm8i0Tz75JO/MJ1dGpBMgsEkcpO4eR0k3yh98MAiQhg31Ar5fRSnoDeDkaPPTTjut3KYd0cZPJ2S88sor3f+nA+b8cCjrdsopp7j7A+mgoTdmzBhp166d615c8P/R7/eOO+7I+NlPcSZMmOC+J339Spq5Ny4IENgcfngQDomDOpSGS7NmwX4lTESHcNddd51rkLS3kDaimaI9kvRS2f3335/4nHBx4td9uLn3lz7XssiVLtCkN+pPOumkQoMm9fvQUd+jR4/OyrEXvXv3dt+n3oPK1k4G6UKAwCbRICSOkuAylV6uCvPaa8F+ul6I3lxHqWnXUm04tcHUbqg7mt64fy3x+9R1v7t16yb7779/kbAoadNFru66664SF7n6/PPP3b9/3HHHFeoAoGcdbdq0SZzUPpj1803paoTaS02/b+0iHGcECGz0UsoxxwThMGiQXy3srLOC/fQrSuX773+UAw44zDVC1157rV/OGt99951Mnz5dbrzxRneJze8yW9zmL3K1dOlSufXWW/OmBElu2mFA/01doClqa2zMnz8/71KbzngcVwQI7LSLrnbV1S67Jd20THyqdGcgGiKvvupXUYz+/cdLgwadpHXrLmW+9LOjLVu2zPUa07EWOmW83zsquenZlb+Oid470F5Meslrvc7FFmEjRoxwP9Oee+6ZlZfa0oEAwfY599wgGBKfFEv0t78F++k9kZJuvCPR+C6WI498MHGCN1JWrPjGL0eOTh/y7rvvustPOhq8WeI9UPCehgZMz549ZfLkyXmTFcaBdnjQBaaqVKktnTr9JfE6lE8HiB2JAMH2+fLLYM0QDYeSetxoLyztjaX7ae8sFOuTT76Xli3HugCZOXOpX44NDQq9J6IBUl6D+7LB119/K4ce2lOaNBkkY8aUX9fmHYUAwfa77bYgGHTN6JIut+h4EN1PZ/Mt6cZ7jtq8+Rfp1u1JFx7Dhs3xy7GTnJYlEwP9dqS5c5fKUUc9KC1ajEmciX3llyONAMH227JF5IADgnAoaaCb3njXkem631VX+dWcd8str7nw+NOfnkh8Qi8hiGMiVwJE3XnnPPe7Pf30ibJ+fXxWfiRAkB5TpwbBoKsUljQvkl6uSN54//hjv5qzXnrpU9fA6OWrjz4q4fWLkVwKkJ9/3ia9e091v+NrrpntlyOLAEH6nHRSECL9+vmVws4/P9ivY0e/kpNWr94grVuPc43LxInxXbzJl0sBolasWCfHH/+w+z3/7/9+5JcjiQBB+mhDsPPOwVZSo7B6tfxWs6bMTTQey154wa/mFO2Zc+GF01yjMmDAjJyadzLXAkRNn77E/a6PPfbf8tln0V97ngBBevXvH5xd6NlICRbcfrv0Sux3UqIRido4h3S6//63XINy6qmPyvffb/LLsZaLAaKGDn3Z/c579nxKtm4t+yJW2YQAQXrp/Q+9D6IhovdFQmzdskUaNWrkGpBRo0b55ZzwzjurpXnzh9z25pvxHGhWklwNkJ9+2ipnnDHJhcgdd7zhlyOFAEH6aU8sDRDtmaU9tEI8/fTTrgHRqcozOVFgNvjxxy3SocNjrhEZPfpNv5wTcjVA1KJF38jRR49x3Xtfe+1zvxwZBAjS75dfgjEhicbhi1tv9auF6JTf2ohceumlfinWBg6c5cLj3HOfTrxcuTkyP5cDRI0bt9C9B045ZYJ88000lzsgQMqRTmXw1FNPJU5Xz5D69etLlSpVZK+99hJduWzgwIFueoeCklM7hElVzyY/zZwpYzQYatSQb3S0eoj333/fLUKkU1v4r0dcTZ78gWs4TjhhnKxa9aNfzhm5HiDagaJ//+fce+HSS5+N5FQn0WiNIkgngmvfvn1eox+2FVTcYwWlqmebK08/3X2/5+p8WSXQKa91v9atW/ul2Fm6NH+qkhdeiO9UJaWR6wGi1qzZKG3aTHDvh3//e4FfznrRaY0iRs869ODQqat1PWqdslrXTV6zZo0sWLDALU3atGnTQs9JFRCp6tlGlxXVsy5dz+LNN8Ov8+uU4MlpwKdMmeKXY2PLll/krLMmu8bihhvm+OWcQ4AEXn99Rd5UJ++9l91rnfii0xpFiC7jqQeGTlX90UelHzCUKiBS1bPRoEGD3Pd8zDHHlLgc6z333OP200WK4rqKW3KW3VyZqiQVAiTfyJFvuPdG377T/VJWi1ZrFBFnn322OzBu00kGyyBVQKSqZyNdna1evXru+37kkUf8ch5d+/v3v/+92++WW27xy7HwwQffyuDBL7oZd0GAFKTjQW677XWZNi1a0/tEqzWKiP32288dGGU5+1CpAiJVPVuNGTPGfd/77LOPWxY1zKxZs9x+NWrUkC+++MIvI2YIkOiLXmsUAVWrVnUHRlkvxSQDItUWNbqg0B//+Ef3vV933XV+uZBOnTq5/c455xy/lJX0soNunTtPkl9/LdodN1lHUQRIOOv7KuzxpFT1sopeaxQBBEhRc+fOlQoVKrjXZvny5X45zyeffOJuvOu+//3vf/1y1kkekLo980zRM850H7BxQoCEs76vwh5PSlUvq2i2RlmOS1jF6969u/v+u3bt6pcKGTx4sNvv6KOPLvHGezYoeKB36vR4kUGB6T5g44QACWd9X4U9npSqXlbRbY2yWPIm+u233+6XSpQqIPz6vHnzpEePHtKwYUO3rnSTJk1kyJAhsi5LV/tbsWKFVKtWzf0Mc+bM8ct59Ma7DrjU/SZMmOCXs0rygEx2z5069cNi6yiKAAlnfV+FPZ6Uql5W4a0VzJLdeHWOJx0LUVp+QPj8eqtWrWT8+PHu/9iyZYu7NNSvXz85+eSTCzwru9xwww3uZ9AxML/+Gj4T6dixY91+DRo0kA0bNvjlrJE8IGfNWua+duw4sdAMq+k+YOOEAAlnfV+FPZ6Uql5W4a0VtktyIKEOkNPZZj/99FM3kFAHzS1cuFBGjx4tzZo1K/QcPyB8qepq7dq17lN+ttq4caPsu+++7ud44IEH/HIevfGuU77ofnpWla2SB6ROQ5Fcz1zHe/h1FEWAhLO+r8IeT0pVL6uSWyOYZXoqE21wV65cKQMGDEi84br55awyceJE93PUrVvXBV6SBuyIESNct189sxo6dKi7mV65cmX5xz/+4R4r6zZhwqOJA2+2TJu2SJ59dsl2b19+ub7AT1L4gJw5c6n7c/v2j+Z9Wkz3ARsnBEg46/sq+XiqLV2Kb42QFnoDWKfm0K6pOpmiNoQ6qE4/WesIbf/AKSkgVFi9YCDpQfn999k9UE1fF738pt/vlVdemfd4ly5dCv0s6dh23rlq4rXvIIcfPqLIQWTZdAr2gpKPK/202LVr8GkxuTRtwToKI0DCWd9X/vs1bEuXoq0RIklX9Vu0aJG0bdtW+vTp45ezzltvveXmyNJQ1d5qq1atch0BtEHRS3s6saJuGjR77723G0eSfKws28knt0sE0zVy4YWT5JJLnt3u7bHHCjd2/gGpEyTq39u2fUQ2b/6lSB35CJBw/vumtO+rsMeTUtXLigCJmdWrV0vNmjX9h7PSBRdc4BqQDh06SK9evdyfzzzzTH+3rOYfkPppUee60scmTHi3SB35CJBw/vumtO+rsMeTUtXLigCJGe2Jteeee/oPZ6WvvvrKhZ02InqvY5dddnGdDaKkuAPy+ec/cY/pQkHF1REgQMIV974pzfsq7PGkVPWyIkAirE2bNjJ79mw3Rbx2ddVxIXrJ59prr/V3zVo6ViZ5v+Kaa67xy1mvuAOy4KfF4uoIECDhinvflOZ9FfZ4Uqp6WREgEfbyyy9Lu3bt3HgT7S7cokULN34i20dvF/TQQw/9/5vdO7uea1ETdkBqj62SDnQQICUJe9+kel+FPZ6Uql5WBEiGfPbZZ3LRRRfJBx984JdylgaG9k7TRmTcuHF+ORLCDkj9tHjmmZNC6yBAShL2vkn1vgp7PClVvawIkAz5+9//HtnLNOVFXwt9TZo3bx6psyakBwESfQRIhujiUnqw/PWvf/VLOWnZsmXuprnePH/jjTf8MnIAARJ9BEiGECCFde7c2b0e2n03V2j//XnzVhW7vkMuIkAKW7DgqyIzHWQ7AiRDCJB82nNMX4tdd93VDSDMFck10YcNm+OXchIBku8//1khRx31oJx77tN+KasRIBlCgAR07fNDDz3UvRY33XSTX461Tz/9QVq2HOtCZMaMpX455xAggTVrNroR5vq+ePjhhX45qxEgGUKABP75z3+610EX3dq0aZNfjr3kWcgJJ4yTL7740S/nFAIk6FXVv/9z7j2hU+Xo36OEAMkQAkTcJI86Sl5fhyeffNIv54yrrprpGozzznu6yEpzuYQAERk/fqF7L5x88gT55puf/HLWI0AyhAARueGyy9xrcMIJJ/ilnLJu3WY3q682HPfeO98v54xcD5DFi7+Ro48e4+59vPrqcr8cCQRIhuR6gGxcvFhGVKoknSpWlPcXRus6b3l4++0vpXnzh9w2f/4Xfjkn5HKA/PTTVuncORgQOGLEf/xyZBAgGZLrASJt2shabSz69vUrOeu++95yDcippz4qP/yw2S/HXi4HyHXXvex+9z16TCm0VG3UECAZktMBMm1a4p2WeKvtvrvIN9/41Zyl40EuuOAZ15BcccUMybXB+LkaIMn5rI499t+uZ16UESAZkrMBsnWryIEHBgFy551+NeetXr1BWrce5xqUxx9f5JdjLRcDZMWKdXL88Q+73/fUqR/65cghQDIkZwNkxIggPJo00WUT/SoSXnzxU9eg6BiRJUu+88uxlWsB8vPP2+Scc6a63/XgwS/65UgiQDIkJwPkq69EdtstCJDnnvOrKODmm19zDUuXLk/Kpk2/+OVYyrUAGTXqv+53fNppE+XHH7f45UgiQDIkJwPkgguC8Gjf3q/Ao/Nkde36pGtghg9/1S/HUi4FyBtvrHTddbXX3cKFX/nlyCJAMiTnAuTtt0UqVhSpXFnko4/8Koqhl6+SU53MmrXML8dOrgTId9/lT1Xy0EPv+OVII0AyJKcCRLsTHXtscPZx5ZV+FSWYNGmRa2hOPHFc5GZmLatcCBA9FP7yl+fd77Rv3+mRm6okFQIkQ3IqQB5/PAiPOnVE1q71q0jhyitnuAbn/POfjtXU75s3b5Y333xTRo8eLb1793bLGOsx0a1bNzdDs060GTcTJrzrfpcnnTQ+klOVpEKAZEjOBMjGjSL77hsEyP33+1WUwtq1m6V9+0ddwzNq1PN+OTLef/99efjhh+XPf/6zHHHEEVK5cmV3DIRte+yxRyI0z5fnnntOtmyJ/k3mBQs+lCZN+knTpnfKnDnL/XIsECAZkjMBcsMNQXgcfriOlPOrKKX581dI48YXSd26x8orr7zml7POihUrZOrUqTJo0CBp3bq11KxZs0hAFNwaNmwod955p7z66qsyZMgQOfDAAwvV9fnnnHOO+zejOGvz+vXr5X/+p4nsttsfEj/fGL8cGwRIhuREgCQaEalePQiQOXP8Kspo+PC7Ei9lBWnQoIGsWbPGL+8wP/zwg8yYMUNuvvlmOeOMMxIhV7dIQIRthx12mDzyyCPyczFjgvReyI033ih/+MMfCj2neuI9ddZZZ8nEiRNlw4YN/tOykoaffu+69s3mzdE/mwpDgGRITgRIjx5BeHTt6ldgoPcEjjnmGPe+6dSpk1/OCP30P2/ePLnrrrukZ8+eiU/V/1MkFEqznXTSSfL886W/HLdkyRK55ZZb3KWvgv9O1apV3Wsxfvx4WZul99c0IPV7rVatmixevNgvxwoBkiGxD5C5c0UqVJDEES7y2Wd+FUafJV7L3Xff3b137rnnHr+cVr/99ps7Cxg7dqz069dP/vjHP0qlSpWKhEFpN71JrmcOb2uX7u2gr8Edd9whrVq1KvTv6z2Vdu3ayZgxY+Tbb7/1n7ZDLF26NO/y3f05cA+QAMmQWAfItm2S+KgYnH0MHepXsZ0mTZrk3jv66fvdd9/1y2bLly+XKVOmyMCBA90aLTVq1CgSApZNP3n/5S9/kU8//dT/L7fbqlWrXJCeeOKJUrFixbz/U8NK773oipdffvml/7SM2Lp1qxx11FHu+/nTn/7kl2OJAMmQWAeINmqJn00aNBCJyDXqqLnwwgvd++eQQw6RjdrTrYx0NUjt3TR8+HB3CSi5MmQ6tzp16rh7GJm6X/P111/Lgw8+KG3atCnSw+u4445zN+k///xz/2nlRo9t/b/33Xdfd58oFxAgGRLrANEbonfcIfLf//oVpMlPP/0kBx10kHsPXXzxxX65EA2Y//znPzJq1Cjp3r27NG7cuEhjn86tUaNGcu+99+7Q3lIakOPGjZPTTjtNdtlll0Lfn54V3Hrrre7yUnmZNWuWOyPSM6G5ejk3RxAgGRLrAEFGLFiwIK9xnDx5snts27Zt7rKWfhK/5JJLpFmzZnkD9Mp7O/LII93a9r9mWXdt7UL72GOPSZcuXVwProLfs/YCGzZsmCxalL6p8/VMqH79+u7f1zOwXEKAZAgBgnQYMWKEex9pkDRv3rxIA5mJrUOHDvLyyy/731pW0rMxvc/Tq1evIvd4tEfZddddt103+bXjQbKnnF42y7YwLW9pC5DkLyVMqnpx9Jfz1FNPub7mmvBVqlSRvfbay33y0Rt/6byhWN4iGyA6mY9+2u3YUaRevWByRP2aaETkiSeCOjJGzzjqJV5/v1Ev703vMejYhijPW6Wj26dPny7nnXee1K5du9DPt//++7tj84033vCfVqL+/fu752vbtHLlSr8ce2Vr0UuQ/EWESVX36Wlo+/bti7yR/S0qIhkgekNcg0Nf57BNg4Qb5xn10UcfFeqBVJ6bfmq/6qqrYtc46kDGF1980d1P8gN5n332kcsuu8yNktfADqNnLsmb99rzTOf6yjVpa4GTL36YVHWfnnXo/vpJYeTIke4GmHaT0x4eei347rvvlqZNm/pPy1qRDBAdEKi/s1q1JPGCi2gjojfMV60SGT1aEr+coM7AwYxLXsoqr03P+PU9mwu9iTQk5syZ47oea3gUfB10fi69Ca892AqOntcR8clBlbqPfp02bVqBfzU3lL5FTyH5godJVS9Ip0nQfXUAlX7aioPIBcjs2UE47LqrSNgNR31c67rfSy/5VZSz5LX3dG7a0+uhhx6KxWSGVtqDTef00staBV8b/TCrkz0+++yzbjZhfUynXdH7KPpnvTSWa0rXopdC8kUOk6pe0Nlnn+321UY3LiIXIL16BcEwbJhfKUzrul/igEJm6Q1i/8awdWvZsqU8/fTT7r4j8v3tb39zr49eovJfM73voTMOa48u/bsGTHFzfMVZ6Vr0Uki+qGFS1Qvab7/93L5xOftQkQuQxKcv0d9Xqrl89CxE92vUyK8gA/Q6fYUKFYo0bqXZ9HmdO3d2n7hRvO+++85N56Kbju/Qbro6k7C+fnrJKyk5RmfmzJkFnh1/pWvRS8F/c4ZtpaFTNui+lptSOq20TtGQbdvgwYPdz9S3b98iNev2TWLbnNgkHZv/yUnntNLfV6rfgQ4e0/0Sn9CwYzz66KNFjrOSNu0CrDeP4/QBrTydcsop7nXTOcKS/O66Q4cOzTu+c0npWvRS8N+kYVtpWANEr936/1+ctz8ltlcTm6Rj69On8ItZ1gDRadyxw+i1ef/94W+1atWSa665Rr766iv/6SjBfffd514/Hf8S5p133nH76NT2frjE2U7+A1bJN2mYVPWCrJew9HReTyX15le2bckBXxqOfs26XZrY3kxsko5Ne1UVpI/p74tLWJGgvYKaNGlSJDR0Sy7epF3jUXYauNptWu95lDSF/AEHHOBe71deecUvxdZO/gNWqQIiVb2g5E3022+/3S9FVuTugfTsGQTD8OF+pTBuomcN/RRccB4onbZjwoQJOXdjtzwcf/zx7jXVtT7CJCdTLHhvJO5K16KXQqqAKFjXBWp69OjhPhnpJ3P95KTLWq5bt87Vk9149ZRbF5aJg8gFyKxZQTDUqEE33gjRM42yLt6E1HTcmR6/2ukgjLZruo+uIJkrvdnCW/wyKkuA6MIwuqKYhoP2N1++fLlbwObkk0/O2z85kFAH6eisorq2gA4k1F4RCxculNGjR7uJ46IicgGi9GDR35kOGNRLXDqAUD/NfvGFiC5uxEBC5Agdia+91rQ7b9iyuhoayYGIZZ0SJarCW/wyKkuAFEevLeovJ4mpTLKAXjM/9dQgJMK2xO+IqUyQC1q0aOGOYZ2BOMzll1/u9tG5+nJB2lrgVA16WF2nEdB0HzBggHTr1q1QTRNdZ9LUBXB0agWdd0bnrdHJFHWkaJQmdotkgCg9FddJEzUo6tYVqVQp+Kp/nzSJyRSRM5LTx+gaK2G0I4/uo51cckHRFj2DCp5JHHzwwW5RmLiKbIAAcJYtW+aOYR39H7Z4lnbh1RnDdb+33nrLL8fODg0QpT1EdCqAtm3bSh9/LEKMECBA9Ol9Vz2OddqXMJdeeqnb59prr/VLsbPDAyRp9erVUrNmTf/h2CBAgOi7+eab3XGsa6OE0WnidR+drTfusiZAtCfWnnvu6T8cGwQIEH0ffvihO451iIH2Ci3OL7/8kjfFu062GGc7JEDatGkjs2fPdmt7aJc47T+tXXvjfMpHgADxcMghh7hj+YUXXvBLeZJTy8R9jfQdEiC6nnK7du1cimtSa/c4nagszoNvCBAgHq6//np3LF900UV+KY+uGaL7HHrooX4pVnZIgOQiAgSIBx3IrMdynTp13OWq4ugA6d12283t9/HHH/vl2CBAMoQAAeKjcePG7nh+qYQpfK7o1UvaJfaZeeutfik2CJAMIUCA+Lj66qvd8dy/f3+/lGfZ1KkyI7HPqiOO8EuxQYBkCAECxMf8+fPd8dygfn03m0axNm4MJhutUEHks8/8aiwQIBlCgADxoR1+Lv7d72RQ4phePXeuX86nE40m9pGRI/1KLBAgGUKAAPGy9Ior5EsNh8TXUI8/HgRIy5Z+JRYIkAwhQICY0TMPDYfEmUjopKI6o7UuD62XsXQZhJghQDKEAAFiRu991K8fhMj8+X41X6dOwT66hk7MECAZQoAAMaS9sDQcrr7ar+QbPz7Y58QT/UrkESAZQoAAMaTjQDQcGjf2K/l++EGkcmWRnXcW+eYbvxppBEiGECBADOlI9Dp1ghBZuNCv5mvXLtjngQf8SqQRIBlCgAAxpXNiaThcf71fyffgg8E+GiQxQoBkCAECxJTOyqvhcMghfiWfXrrSS1h6KStGK68SIBlCgAAxpeuC1KoVhMiHH/rVfK1bB/uMG+dXIosAyRACBIgxXaFQw+Hmm/1KvnvvDfY5/XS/ElkESIYQIECM6RrpGg7NmvmVfDqQsGJFkV12EfnxR78aSQRIhhAgQIxt2iRSo0YQIsuW+dV8rVoF+0yc6FciiQDJEAIEiLnu3YNwGDHCr+TTSRV1n0sv9SuRRIBkCAECxNyTTwbh0KKFX8mngwo1PObM8SuRRIBkCAECxNyGDSLVqgUTJ65c6VdjiQDJEAIEyAFdugRnIa+84ldiiQDJEAIEyAHffisyfXowU28OIEAyhAABEDcESIaMGDHCBcg111zjlwAgkgiQDFmxYoX07dtXPv74Y78EIM50tcLJk0U6dhSpVy+YD0u/dugg8sQT4asZRgABAgDlRXtmaXDojfWwTYNE94sgAgQAykvXrkFI6GSLd98ddO/9+WeRVatERo8WqV07qOt+EUSAAEB5mD07CIdddxVZtMivBvRxret+urphxBAgAFAeevUKgmHYML9SmNZ1v969/UrWI0DK0W+//SZPPfWUnHHGGVK/fn2pUqWK7LXXXnLkkUfKwIED5d133y20v/bS0i1MqjqALLL//kEwLF7sVwrTsxDdr1Ejv5L1aI3Kyfr166V9+/Z5jX7YVlBxjxWUqg4gi1StGgTD5s1+pTCdyVf302lQIobWqJzoWYc29rVr15aRI0fK0qVLZevWrbJmzRpZsGCB3H333dK0adNCz0kVEKnqALJIWQOkenW/kvVojcrBjBkzXEO/++67y0cffeSXQ6UKiFR1AFmES1iwOPvss11Dr9OXlEWqgEhVB5BFevYMgmH4cL9SGDfRUdB+++3nGvqynH2oVAGRqg4gi8yaFQSDrlRIN16UVtWqVV1DvznVtU9PMiBSbQAionPnIBx0wKAOHNQBhDqQUNdHv+ceBhKiKAIEgLN+vcippwYhEba1b89UJsjHJSwAeXSyRJ00UYOibl2RSpWCr/r3SZOYTBGFJW+i33777X6pRKkCwq/PmzdPevToIQ0bNpTq1atLkyZNZMiQIbJu3boCzwKA8hHeWsEs2Y23Vq1asmTJEr8cyg8In19v1aqVjB8/3v0fW7ZskeXLl0u/fv3k5JNPLvAsACgf4a0VtktyIOEee+who0aNkk8//dQNJPzuu+9k4cKFMnr0aGnWrFmh5/gB4UtVV2vXrpVqERzRCiB6Sm6NYJbpqUy2bdsmK1eulAEDBki3bt38MgCkXfGtEdJCJ1OcMmWKdOrUyU2mWLlyZalXr56bTHHQoEHy3nvvFdq/pIBQYfWCgXTwwQfL999/7+8CAGlXtDVCJP3888+yaNEiadu2rfTp08cvA0DaESAxs3r1aqlZs6b/MACkHQESM9oTa8899/QfBoC0I0AirE2bNjJ79mw3RfyGDRvcuBDt2nvttdf6uwJA2hEgEfbyyy9Lu3bt3HgT7S7cokULGTt2rLt5DwDljQABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEz+HyqPqMMUoGORAAAAAElFTkSuQmCC)
| Product Number | 4H56-1-635 |
| Purity | 97.0 % |
| CAS | 1251003-99-2 |
| MDL Number | MFCD12198658 |
| Molecular Formula | C11H16N2O4 |
| Molecular Weight | 240.259 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-635
CAS: 1251003-99-2
Molecule Weight: 240.259
Formula: C11H16N2O4
PN: 4H56-1-02C
CAS: 122684-34-8
Molecule Weight: 214.265
Formula: C10H18N2O3
![2-Boc-7-oxo-2,6-diazaspiro[3.4]octane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-031
CAS: 1234616-51-3
Molecule Weight: 226.276
Formula: C11H18N2O3
![tert-Butyl 1,3-dioxo-2,7-diazaspiro[4.5]decane-7-carboxylate](data:image/png;base64,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)
PN: 4H56-1-850
CAS: 1160246-76-3
Molecule Weight: 268.313
Formula: C13H20N2O4
![tert-Butyl 1-oxo-2,7-diazaspiro[4.5]decane-7-carboxylate](data:image/png;base64,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)
PN: 4H56-1-851
CAS: 923009-50-1
Molecule Weight: 254.33
Formula: C13H22N2O3
![tert-Butyl (3aR,6aS)-hexahydropyrrolo[3,4-c]pyrrole-2(1H)-carboxylate](data:image/png;base64,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)
PN: 4H56-1-TK
CAS: 250275-15-1
Molecule Weight: 212.293
Formula: C11H20N2O2
![Octahydropyrrolo[3,4-c]pyrrole, N2-Boc protected](data:image/png;base64,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)
PN: 4H56-1-581
CAS: 141449-85-6
Molecule Weight: 212.293
Formula: C11H20N2O2
![tert-Butyl octahydropyrrolo[3,4-c]pyrrole-2-carboxylate hemioxalate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAAozAAAKMwE1B9wPAAADa3pUWHRtb2xTb3VyY2UAAHicjZZtT9swEMe/ipXXq+PzUxxEQQg0aRIwaTBp7yaTBojUJCgNLXz7neu2ad0ST31wzv7/7Nh3tu/88qOek2XZLaq2mSZAWULKpmhnVfMyTX4/fp+Y5PLivEARCpvFNHnt+7ezNF2tVrR4LWv70Ta0aOvEt599LKoDzUrQtntJOWOQ/rm7fVgzk6pZ9LYpSqQW1dliXXnbFrZfv8UXQ6S17ZZVk3p5WndL39tfztyX0Y/FLBnmco1tV4iS52pekue2q21PlpxR/LJv5KVsys725Yw8fWK1oBLnfnF+d9MW73XZ9PjoeqgKO3/ou/cCK+p2Xhbv2Bk+/LiZJjUgYPu2vuo6+0nck6u2QCwnVhAriVXEamIzYg2xObHA8IftgAJABaAEUAMoAlQBygB1HHXc9YM6jjqOOo46jjqOOo46jjqBOoE64QZEnUCdQJ3Q6Md56Sby+PlWTpOf5Jr4n/v3H2/fb6z7Xf1IKzqMT5MJo8IoRjYF0JxjEdRONtWaCldk1OijIqeSuQ4YhWzPBJqBKznVnHEC6BojDQFFlcwlAU2lknqwt+0b/URRAJGTiaAqO1VyyoQrgXK9Z2NoZBpwOmDQN9iZVDmR2BdTRFEGKttamzavTMgnrgn2wbCFUa212RaTbblpnQz1eWbYUHKqwLilUziDXTWupFI4T6pNLvYsfBU3Nh+sTRuCJncrwKgEKQfb4EyVHMqcGuZKTTO+X69pLjAOcQVV7t5rsLVRxtmgD23fbtCBGY6f0YwNNm6PdLc/Ls6f2ma290iq2TR5gmS9cX6Vzwu+2TsJabtZ2eFx5Dpw0n2AHwIu8HcAPwWII0COjyAPAbeLxwF1BOjxV9KHgDsexkfIDgF3mIwD5ggANk7kxwSME67HA9+tD7YIE/p7fRCOrxbwE0zEhxB43R+0ESZwvD+YI0zge3+QR5jA/f7gjzBBBPiLIsIEQeAvlgiTH88nxvAgDvzlFWHCOJD/wYRbf305Rphw968v0wgjTzCR2OHqBBOJHR7Egb/cI0wQBz4ZGN8/3JxgIrHDgzjwycY4I4I48MlJhAniwCczESaIA5/8RJggDnyyFGGCOPDJVYRRJ+YTY4I42CZwo0wYB/lXTLp37abbFBYfj9LbdC/3TTHjv/gHoutfdr3CNKkAACehSURBVHhe7d0JlBTluYBhOUEDyCJKVPRKVDAiYUtQIeGyCoYoORjwDkGCEOOCERMOcDWag0EURSABD0ZQVlkuMICsbmiCQRj0MIqAQowgsggigsi+KN/tryYz0/NPzfTMN91dVcz7nFOHmb9agaan3q6l6z9LAAAwOMsdAACgJAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgAAATAgIAMCEgKTbWT5PefzYyZMigwaJ1K4tcvHFOV/rGACEjM/WDCmVKCBDh4p06CCyY0fO0q6dyGOP5a8HgJDw2ZohpRIFpF49kQ8/zP9+w4acMQAIGZ+tGVJKY+G35KpUSeTYsfzv9evKlfO/B4CQICDplmgPpG5d9kAARILP1gwplSggQ4YUPAfSvj3nQJA+XMSBUvDZmiGlEgXkxAmRAQNELroo5wd44EB+gJE+XMSBUvDZmgEot7iIA6VAQADk4yIOlAIBCbuFC0V27nRHgdQ4gy/i+Pzzz6VJkyYyadIk2bt3r7s61E6fPi0rVqyQW2+9VR566CF3dWAISNg9/LDILbe4o0BqnMEXcXTp0kVat24d++t1iO1UVY791drLuHHjZPfu3e5DQ+HUqVPy97//Xfr27Su1a9eWyy+/XG6//XapVq2arFu3zn14IAhI2B08mHMy/Y033DVA8p2hF3E888wzcvXVV8vhw4e97/fv3y9TpkyRzp07S6VKlaRVq1YyevRo2b59u/NfpteJ2PP/8ssvyx133CG1atWSq666KvYe8mFZs2ZN3mOefvppueaaa+TIkSNx/2UwCEgUTJ4s0rChyDffuGuA9ProI3ck9NavXy81atSQ9957z13lOXTokMyYMUO6desmVapUkebNm8vw4cNly5Yt7kNT4ujRo7JgwQLp1auX9+dsGPtZHxLbE9yghw+LoOG766673OG0IyBR8O23Is2a6dsodw2QXj/9qcTeurujoaUb5wYNGnh7FyWh7+rnzp0rPXv2lKpVq0rTpk1l6NChsnHjRvehZaJ7QrNmzZLu3bvLueeeK9dee608/vjj8u9//9t9qC89h3PJJZd4f9YgEZCoWLlSYvu0Ivv2uWuA9Hn99ZxDW3poNQLuueceuemmm7yT0KV1/PhxWbJkifTp00dq1qwp9evXl8GDB8vatWvdh5bIgQMHZNq0ad65GD0H07JlSxk1apRs3brVfWiJ6PmR888/Xz799FN3VdoQkCjp0UPk/vvdUSB1Yhs7ycoqPPbggwXHQmjevHneyecvvvjCXVVqJ0+elGXLlnmHjS688EK58sorY0/Bg7J69Wr3oQXonoJe9dWpUyfvXEvbtm1l7NixsjNJV1bqFVkaom8COrxNQKJET/DVqFHwMksglfSw6bXX5hxGzbV5s0j16jm/htT27TvlggsuiO0wve6uKrNvY8/F8uXLpV+/fnLppZfKZZddJn/4wx/kn//8p7ens2vXLnn22We9q7w0Gh07dpQJEybInj173P9VmemVWi1atPD2jIJAQKLm0Ucl9op0R4HU0He2egGHXsgR74EHQnt5+bffnpbbb58R+1H5m7sqJVauXCkDBw70LrM9++yz5ZxzzvFOck+dOtW72ivVPvnkE+8Q25tvvumuSjkCEjVHj8riOnXkzUWL3DVAaugl5O55jxBfXv7cc9nSu/eC2LvzuL2mNKlXr5533iTdMjMXSsuWD8nXXx93V6UUAYmg2bNney9UvWYcSAvd29C9jni5l5efOlVwPEDvvrtL2rWbKjt3fu2uSotmzZp5J7eD8Oijb8qAAa+5wylFQCJKP/g0YsQIdxhIDT3fUa2ayMcf54/peRE9PxKSy8v13fdNN82UV16J+zOmWZABOXr0lHTtOie2N5K+c6QEJKLeffddOe+887z7+wBpoVde6RVYcb5dtUpG16ol+0NwefmgQa/Jn/+83B1OqyADov71r73Sps2UWOfT8+9BQCKsd+/e3gtWP7Va0mWZ3uso0TJsmH6iKuc3YYIh5NLzHvo6cK5s6tGjh3dFUpDmzv1QfvnL2bGXbbCvzaADombOXC//8z+Zcvx46g8tEpAI+/jjj73LBO++++5CoShqKVFA9EqvQ4dyfhMmGEK8KVMk+4c/lG/iznvo/aP0FhwffPBB3APTZ8uW/d677k2bgr/DbhgCop+Z/P3vX4m9D1zhrko6AhJxI0eO9O7dkzJMMBQq+qG0xo0be7e/0HsmzZkzJ2/dWT6zXfqNlYV+zuG6667zPgwX79HYmw79vEO6nTjxjWRkzJUZM8Jxd9owBETt339Mfvaz6bE/yyfuqqRK7qsLabd582apWLFi6m78xgRDoTF+/HgvHllZWd49m/RmexkZGXnr/WLhN1ZWq1at8j6kty/uvIfec+r73/++LErz5eXbth2QJ598y3vXHQZhCYjKzv5MJkx41x1OquS/upBWejM2/RRsypzBEwxFjd4UMP623i6/WPiNJcNtt91W6LyH7g2V98vLwxSQdEjNqwtpMX/+fPnOd74jderU8T4FW5LlidgiiRaNRu5tF/ScyBk6wVDU6K3Gi5sDQmPht6TCjthrwe+8h15e/tRTTxUYS5ZmzZ6TxYsL3k5ex8IkjAFJ9Lz5PYd+Y35S8+pCyun9eH784x/LE0884d3Ns6TL/tgiiRYNRa4zdIKhKArTHojS25zr7H7xdM6NVF1erhu1e+5ZIrt2/ecCj/+MhUlYA1Lc8+b3HPqN+UndqwsppTdn0+PhQd2FE+mXew5E7wCbew5ED2Hm8otF7pj+qufK3A1+WeSe91i4cGGB8TvvvNObUS/ZdKP2ySdfyf33v+zd7yp3LEzCGpDinje/59BvzE/hVxxC7+uvv47tEFwk//jHP9xVOMNNnDhRGjVq5F2Fpb9mZmbmrSsuIKpChQoyTD/jk0R63qNu3breeQ/dQ3IPnxW31K//oLehKm5p23ZK3j2tcjdq+jmH6dNzrroq6YYuXcIaEFXU8+Y+57lLSRR+xSH0Bg0aJF27dnWHgWJlZ2dLdb0Ne5K1bt3a2+PQW5vnzjmeCrkbtdOndVqcl2Xz5n0l3tClS5gDUtTz5vcc+o35ISARo1Ne6kZAb+EMlJS+49dZ8Pr37++uKjM9L6MXc+jeUSrFb9T0eP5ddy0u8YYuXcIcEOX3vPk9h35jfghIxOg8Aw8//LA7jHJk8uTJciz+szkBGzNmjHduxjJtbGm4GzW9ssgdC1rYA6Lc581dX9SYHwISIa+++qpccsklcij3NiMoly6++GLZtGmTOxwInbJV5+V+++233VXlUhgDkkoEJCJ06ko9SfnCCy+4q1DOhCkgffv2ldtvv90dThv9JLrOg5F7dVHQwhSQ1at3eJNrpRIBiYinn37au+dVqg8TIPzCEpB169Z5Hyb87LPP3FVpo/fCuu22+TJ58lp3VSDCEpC9e49Ix47TZMWKbe6qpCIgEfDll1969x7S6/+BsASkXbt2Sb8s2OLTT7/yLvddv/4/d08IUBgContj9967VEaOXOWuSjoCEgH33nuv9OrVyx1GORWGgJyaP1+evuIKOX48vXNwF2XRon/JL37xf3Lo0Al3VVqFISBTp66VHj3meXtnqUZAQm79+vXeYYKdO3e6q1BOBR4QjUYsHhKLSJg89NAb3hKkoAPywQd7vL2xrVu/clelBAEJufbt28vjjz/uDqMcCzwgethKJxYLGd370L0Q3RsJSpABOXz4hHTpMksWLkzfa4OAhNiLL74Ye6N3Raiu+UfwAg2InjCP7RHLunBM4OTS8yD6DlzPiwQhyID86U9/lz/+seB0w6lGQEJKjy1feeWVMm/ePHcVyrlAA6KX7Pbt646GyqRJ73lXZqXjHEA8vUJSf2Z1moV0W7Lko0DOARGQkNLbtLdt29YdBoILiH5Y8Pzz9RpRd02o6FVIffsukb/8JctdlXR6N2zd49DPw9SuXVu++93veoseeh43bpzs3r3b/U+SbvPmbdK8+bDYTmHyb6GfCAFJROe+GDRIYq+OnPkw9Ov4+TDee08ve0i4HIotM2LL1BIsemuIqlWryvvvv5//+wD/EUhA9PNHLVrofUvcNaG0Z89B+cEPbpSXXnrJXVVmeufhV155xbuBZK1atbxZGPX2QrlztehUv1OmTJGbb75ZKlWq5N1sUn+mt2/f7vyfyk7/LHrY7MknR7mr0oKAJDJ0aMEZ+fTkYfyMfNOmifTpk3DZG1vuiS19SrDoC7JNmzb5vwcQJ5CA6Ov8mmsiNZnYkiVL5MILL5Rdu3a5q0pNz0MuWLDAu5xer4ps2LCh/PnPf/aukizOwYMHZcaMGdKtWzdvRkn9MPDw4cNly5Yt7kNNBgwY4B2p0AnmgkBAEtH5v9M4J3hWVpZ3byG9xxDgJ5CAaDxefdUdDb3f//733iRalg2s3pp+9uzZ3qRdOv+KvtPXKyL1jtgWOgnY3Llzvfnk9QhD06ZNvVkdrf+Wuhf0ve99L9BL/AlIIrFdUIm/Ckq/rlw5//ska9Gihdx0003uMJAnkIDs2+eORIJejNKkSRPvXX9JHDhwILazNU1uueUW7/b3LVu2lJEjR8pWneo5ifTPtXjxYundu7fUrFlT6tevL4MHD5a1a0t2SxY9t6KTyi1atMhdlVYEJJG6ddO6B/LRRx8x3weKFUhAIkyfK52n/Z133nFXeXRvf9KkSdKpUyfvnIUeEho7dmza3tmfPHlSli1b5k0FrIfc9EquBx98sMg7HOvVXjfeeKP069fPXZV2BCSRIUMKngNp377gOZC//EVEr5ZKsOyOLZ1ii744Ey2XXXaZd4wVwUo0RWw83QDpnBh6qEP/7XSq11RJaUASXTQSURMmTPCm3tXpoJWeF9GrpPRqKY1Gx44d5fnnn5c9e4K9n5Yealu+fLncd9993gyPderU8SYBW7FiRd6NVEeMGOG91sLw+TD/nwbkO3FCz1RJbH8x5wdq4MCCP1Aaldg/eKLlWGxZEVv0xZFoWbp0qXfzRP0awfGLhd/Y+PHjvR9oPX+lx7k3xPZSMzIy3IclTUoDkuiikQjTf5Prr79eWrVq5UVDJ2fTq6X279/vPjQ0Vq5cGdvkDJTLL7/cu0xYT8ZXq1ZNNm7c6D40EIV/GhAK+o5Jj93qdeYIhl8s/MZ0npbcSzjTIaUBSfNFI+mkh6r0RLheFRXFSdn0NdazZ0955JFH3FWBKfzTgFDQXdkf/ehH3m42gqGx8Ftcenmm7nn40UMPZ599dqH/R7qWB2KLJFqqVhX54oucP3CaLxpBtBX+aUBo6MZHL9P76qtg7utT3ukG2OU3lmgP5NNPP/Wu4knWoh9ee+ONNwqN+y37Y4skWuI/J5Hmi0YQbYV/GhAqetxWT6Ih/fxikTumv1asWNH7jEHuORCd8Cv3HIh+diBVUnoIK9FFI0Ccwj8hCBV996qX9aZsg4EiFRcQVaFChbwZ+SZOnCiNGjXyrsLSXzMzM/Mel2wpDUiii0aAOIV/QhA6Mx55RN7v1MkdRsCys7O9uKdbSgMClAIBiQI9Qftf/yWydKm7BgHRPRH9pHIQhxcJCMKCgETFzJkiV1/N4QQQEIQGAYmK06dFfvrTnE++o1wjIAgLAhIleqlozZr51+yjXCIgCAsCEjW/+Y3IXXe5oyhHCAjCgoBEjU6RWaOGSAlv+4wzDwFBWBCQKBoxQuT2291RlBMEBGFBQKLqwAF3BOUEAUFYEBAgYggIwoKARFWiiX98bsPhO4bIISAIC7YoUZVo4h+/WPiNIXIICMKCLUpUJZr4xy8WfmOIHAKCsGCLElWJJv7JnSzIXRB5BARhwRYlqhJN/OMXC78xRA4BQViwRYmqRBP/+MXCbwyR07VrV/mC29kgBNiiRFWiiX/8YuE3BgBGbFEAACYEBABgQkCACJk0aZI0btzYm3u9YcOGMmfOnLx1ieZwB5KNVxcQEePHj/fikZWVJUeOHJENGzZIRkZG3nq/WPiNAcnCqwuIiAYNGsganVSsCH6x8BsDkoVXFxARVapU8fY8iqKx8FuAVOHVBUQEeyAIG15dQETkngNZvXp13jmQ7t275633i0XumP5asWJF6aAfPgWSpPArDkBoTZw4URo1auRdhaW/ZmZm5q0rLiCqQoUKMmzYsLi1QNkUfsUBOCNlZ2dL9erV3WHAjIAA5YDuiVSuXFn69+/vrgLMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCAgAwISAAABMCEhxTp4UGTRIpHZtkYsvzvlaxwAABKRYQ4eKdOggsmNHztKunchjj7mPAoByiYAUp149kQ8/zP9+w4acMQAAASlWpUoix47lf69fV66c/z0AlGMEpDh1656ReyCnT5+WBg0aSIsWLWTSpEny5Zdfug8JraNHj8qCBQvkV7/6ldSsWVP279/vPgRAmhCQ4gwZUvAcSPv2Z8Q5kJEjR3oB+dvf/hb763WI7VRVjv3V2su4ceNk9+7d7sMDd/jwYZk1a5Z0795dzj33XLn22mvl8ccfl65du3oLgGAQkOKcOCEyYIDIRRflXIU1cGDkr8Jas2aN1KhRI7Zjlb9ntW/fPpkyZYrcfPPNUqlSJWndurWMGTNGtm/fHvdfpteBAwfkhRdekC5duniBa9mypYwaNUq2bt2a95iDBw/KVVddJePHj8//DwGkDQGx+uijnENaEaIb3Hr16slzzz3nrsqjj5kxY4Z069ZNqlSpIs2bN5fhw4fLli1b3Icm3d69e71Dap06dfKi0bZtWxk7dqzs3LnTfWgevyACSA8CYjVvnsgPfpCzlxIRvXr18sJQUkeOHJG5c+fKbbfdJlWrVpWmTZvK0KFDZdOmTe5DzXbt2iXPPvusdwhN9346duwoEyZMkD179rgPLZIekmvUqJEci7/gAUDKEZCS0o3T0aMFx1q2FBk1quBYSE2fPl3q1KljPul8/PhxWbx4sfTu3ds7eV2/fn0ZPHiwrF271n1oQtu2bZPRo0dLq1atvGh07txZpk6dav6z6UUBP/vZz+R3v/uduwpAChGQkpo0SWJbqYJj2dkS25qKlOLdchA+/vhjb6P/1ltvuatMTp48KcuWLZM777xTLrzwQrnyyivlwQcflLffftt9aJ7NmzfLk08+Kddff713aOzWW2+VmTNnyqFDh9yHmnz++edy8cUXy8KFC91VAFKEgJTUkSMSewsvsbfhBcfvuENiW9KCYyFy6tQ3ct1118ujjz7qrkqKb7/9VpYvXy733XefXHrppd5eTv/+/WXFihXeeQn9fZs0aSLVqlWTnj17yrx587xLcVPh1VdflVq1askOvWIOQMoRkNKYNUvkqqsKnveIvfOV884Tee+9/LEQefrpt6VHjzHehj4dVq5cKQMHDvRObFesWFH69OkjS5cu9Q6BpcOgQYOkTZs2sb/vaXcVgCQjIKX13/+tZ20Ljj31lEjr1gXHQmD16h1yww0vyJ49h91VKaefMfn1r3/tDqfciVjcf/GLR2XChHfdVQCSjICUlp730D2O+PMeukein1CfMyd/LGD79h2VG2+cLsuXb3VXpUVQAVHbth2Qdu2myvvvh+9DkcCZhIBY/Pa3OUu8RYtEvv99OZ2i4/ulcfq0yP33vyxPPpmck+YWQQZELV36kXTuPFMOHozOZdZA1BAQi9zzHu8WPEwyp2NHGZWik9WlMWPGOsnImBvbMfrGXZU2QQdEDR78D3nggdfdYQBJQkCsRowQadWqwNAHH3zgnTwO8hYgGzfulTZtpsiWLbbPVCRLGAJy5MhJ6dJllrz4YvI++AggX2QDore8aNy4sXdzvYYNG8qcuPMPZ51V+K/lN1YmJ07Ie1ddJatmzy4w3K9fP++T20HQDeYvfzlb5s0L/rYeYQiI+vDDL6Rt2ynyySdfuasAlFGSt6rpoTfP03hkZWV5t9vYsGGDZGRk5K33i4XfWFnpJ7P1cw/xn2vQGxPqZxFWrVoV98j0GDr0nzJo0GvucCDCEhD1wgvvy69+NZdLe4EkS/5WNQ30VuR6E72i+MXCbywZbrzxRhmit32P88wzz3i3HNdbbKTT3Lkfytdfp+fzFomEKSD6z6DnhYI8JwSciVKzVU0xvRWG7nkURWPht6SCftq6evXqBc57nDp1yjusNnny5LhHli9hCgiA1EjNVjXFwrQHou6//37p0aNHgbHXX3/duzeT3h492Zo1e04WL/6o0FiYhDUgiZ47v+fRbwxARAOSew5k9erVeedAdLa6XH6x8BtLFr2LrJ730Nt4xNPJkPQmg8mmG7R77lkiu3bl34gwbBu5MAekuOfO73n0GwMQ0YCoiRMnenNA6FVY+mtmZmbeOr9YxI/p13qfJp3ONVl0g9msWTPvnlN6t1qdR0PvNquH2/RXveFgUcuqVeskO/uzhIteZaV0g6ZXFemHBXNPDIdtIxfmgBT33Pk9j35jACIckLKqUKGCDBs2zB02++abb7yQ6eXFelL9ggsu8GbU0xkAdVy/Lmrp2vUBufvuJQmXlSu3eb9X7gZt5sz1Mn36ugJjYRHmgKiinjv92m8BUFi5DUh2drZ38juZ3njjDW9+DJ1745133nFXJ03uBi33liWbN+8L3UYu7AEp6rnzex79xgCU04DoISydc1vnrUg2nVypRYsW7nBSxW/Q9Fj+XXctDt1GLuwBUX7Pnd/z6DcGIOIB0dnn5s+f7w4HZt26dd6tTD777DN3VVK5GzS9qsgdC1oUAqLc585dX9QYgIgH5OGHH5YHHnjAHQ6Mns944okn3OFyKawBAZA8BCRJdKpWPXyVrpn3/PzmNwslKysc07mGKSC7dx+Sn/98hhw9espdBaAMCEgSHDt2TK644orAD6e9+eZWbxIpnUwqaGEJiF6q+9vfLpKxY1N3UQNQXhGQJBg1bJi0a9fOHQ7E8OFvSb9+L3lXGQUpLAEZP36N9O69QE6dSs+c8EB5QkDK6rPPZFONGrJj/Xp3TSD0hoHdu8+VadNyPuMQlDAE5N13d3lT2+7c+bW7CkASEJCy6tVL5N573dFA6WRSbdpM8ebCCErQAdG7Et9000x55ZWP3VUAkoSAlMXbb4ucf77I3r3umsDNn7/Rm1wq9/Yn6RZ0QHRelCFDlrvDAJKIgFjpSYbmzUXGjHHXhMb//u8yeeSR5e5wWgQZEJ0XJch4AuUFAbGaNk3kmmt08g93TWjoYZybb54pL730b3dVSulVaTqtr86J8uWXX7qrU0pvTaKH7zZtCt9eIXCmISAWhw6JXHKJyKuvumtCZ+3a3d6J5E8//dxdlVSHDx+W2bNne7fV1zsk600k9XMxesuYG264wbsF/+7du93/LKl0auG2be/1Zh8EkHoExCL2+0rnzu5oaI0YMVmuu+467zbzyXTgwIHYjtg0b94TDUXLli1l5MiRsnXr1rzH6BzxU6ZMie0J3SyVKlWS1q1by5gxYwrM4Jgsffv2lZ///Odpn0oYKK8ISGl98omI3sX33+k9LFQWeqv5Vq1aJeW52rt3r3fL+k6dOnnR0Nu3jB07Vnbu3Ok+tBCdnXHGjBnStWtXb54UvenkU089JVu2bHEfWmovvviiNwPknj173FUAUoSAlNbo0SJ/+pM7Gnr6jl/nKFm2bJm7KqFdu3bJuHHjpH379l40OnbsKM8//3yZNtY6k6ROuqXnSqpWrSpNmzaVoUOHyqZNm9yHJlSWvxsAOwJSjpTmXfq2bdtirRzt7bnooafOnTt7h6J0+t5k0/uHLV68WHr37u3NpXLNNdfI4MGD5f3333cfWkgy964AlA4BKWeKO0+wefNmGT58uDRv3tw7xNStWzfvkNMhvWggTfQ8je5J3Hnnnd7kXHXr1vXmlX9bP3PjQ2d/TMX5HQCJlSggieYYd+kx8saNG3tX4+ilnHPmzHEfkhQpD4hulAYNEqldW2Jv3XO+jviGSq9U+uEPfyh//etfve83btzoHTpq0qSJdyipZ8+e3p2F9RBT0HTvQueMv+++++TSSy+VOnXqeJOArVixwgvgW2+95e2xaPgApF/RFYjjFwu/MaWXa2o8srKyvI3Qhg0bJCMjw31YUqQ8ILENq3ToILJjR86iN0x87DH3UZGj/ya6h6GX2eoGuE+fPrJkyZJAb0VfEitXrpSBAwfK5Zdf7h2K08m7pk+f7j4MQJr4V8DhFwu/MdWgQQNZs2aNO+z54osvvEs8k7XcfffdcscddxQa91t2xpbTsUUSLfEb0Xr1RD78MP/72IbXGzsDPPvss96eYVQP/eghrT/+8Y/uMIA08q+AQ2Pht/jRd7ZFHf74yU9+4r17TNZyzjnneIs77re0jS0nY4skWmJ7UHkqVdKPVed/r19Xrpz/PQCUY/4VcPjFwm9MFbcHkmwpP4RVt+4ZuwcCAGXlXwGHXyxyx/TXihUrSgc9VyD550BWr16ddw5Eb2+RCikPyJAhBc+BtG9/RpwDAYBkKFwGH8UFRFWoUEGGDRuW9/3EiROlUaNG3lVY+mtmZmbeumRKeUBOnBAZMEDkootyrsIaODDyV2EBQLIULoNBdna2VNfbe6RZygMCAChSmQOieyJ6ewu9Pj/dCAgABKfMAQkSAQGA4BAQAIAJAQEAmBAQAIAJAQEAmBAQAIAJAQEAmBAQAIAJAQEAmBAQAIAJAQEAmBAQAIAJAQEAmEQ6IK+//rq89tpr7jAAIA0iHRAAQHAICADAJLIBmTRpkjf3uk6b27BhQ5kzZ07eukRT8AIAyi6SW9Xx48d78cjKypIjR47Ihg0bJCMjI2+9Xyz8xgAAdpHcqjZo0EDWrFnjDufxi4XfGADALpJb1SpVqnh7HkXRWPgtAIDkieRWlT0QAAheJLequedAVq9enXcOpHv37nnr/WLhNwYAsIvsVnXixInSqFEj7yos/TUzMzNvnV8s4sf064oVK0qHDh3iHgEAKI3CW9pyokKFCjJs2DB3GABQQuU2INnZ2VK9enV3GABQQuUyIHoIq3LlytK/f393FQCghMplQAAAZUdAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAmBAQAYEJAAAAm/w8CymDgF7wwZgAAAABJRU5ErkJggg==)
PN: 4H22-1-77
CAS: 1630907-05-9
Molecule Weight: 514.62
Formula: C24H42N4O8
TSCA: Not listed on TSCA inventory