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)
| Product Number | 4H48-1-02M |
| Purity | 95 % |
| CAS | 75751-72-3 |
| MDL Number | MFCD09864498 |
| Molecular Formula | C8H13NO |
| Molecular Weight | 139.198 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-JW
CAS: 64744-50-9
Molecule Weight: 153.225
Formula: C9H15NO
PN: 4H48-1-04N
CAS: 126822-39-7
Molecule Weight: 125.171
Formula: C7H11NO
PN: 4H18-1-0G
CAS: 7506-66-3
Molecule Weight: 153.181
Formula: C8H11NO2
PN: 4H48-1-049
CAS: 1444-94-6
Molecule Weight: 153.181
Formula: C8H11NO2
![4-Aza-tricyclo[5.2.1.0 2,6]decane-3-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACS4AAAkuAE0VlC/AAAB/npUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfF738DnFKaRkM2g3WDvZtKLaSGmypyM7rv9/JeTReOse20Pl0v5PvIc/udk0NG+3aypqcCMoJaFPYsjKrnPx6/TpJyd18VqARGpo2J29d9z5lbLvd0uJNN2pnDS1sQw7r011bDWy2AbVuxSTngv1+fnrpmUll2k6ZQiPVVtO2Vz7ZQnX9V/xnC9Yot6kMO5izxm0O3v5I7h9Od21JPmJ5wLV7RGFZ1RqW1jWqg43kFB/+BVbaaKc6XcJij+qAhhj7fPb8aIt1o02HovdQFap+6dy6QEVja12s0RkK3x5z0ggEVGebe+fUHrzk1UqAkqACUCGoCFQMKgGVgspACY5DYI5r7Td53b/rnPyAB/iOY3BjamROJoJmIY8A5zAOY5hIGsRZ+vGOseAFggZBkICkcZyEp+mo5OgiTU6mBPboF8NN0a2kXEQZWiQJOkGLMMHXk9PJUX/eIwpxwi8QvbJfOygxD+yciPlsYU15IUJV5mSBUXuTn3rZymOSCFhXapcT6R1400tADgGf0jMgPgOCIeALMA6EQ8CXaxyIhoAv7jgQDwHfCuNAMgR844wD6RDwbTYOZEOgb8pxwq//E8VNRFzvIm4g1/W+iQRX9fgcYRcdyU7HGMWrI84uzj/Dv978LyFyhS8G5NntAAAzGElEQVR4Xu3dB5jVxP7G8WuvKBbs1967YAWxIRZsoH8FVMSGBTsq2LB7wa5YUHCxABZQFCtXBQtiAVGwoKJYQCkKCgoqKM5/33APJJM9e/bMKUlOvp/nmefRZRLY3ZO8SWbml38ZAAAc/Mv+AgAAdUGAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIMX2zz/GjBhhzBVXGNOkiTEbbWTMCisYs/zyxmy4oTGNGxtz2WXGDB++oC8AJBQBUkxDhxqz887VP9V/1a01amTMq6/aewGARCBAikF3EhdfHA6IuraLLuJuBEDiECCF0om/bdtwKDRsaMw99xjz+efG/PqrMb/9ZswXXxjTs2fNdynaByECIEEIkELddFMwCJZYwpg77zRm/ny75yIKirvuWtDXv+3NN9s9ASC2CJBCfPSRMUsuGQyBvn3tXtmpr3/bpZYy5uOP7V4AEEsESCHsR1cnnGD3yO3444P7OPZYuwcAxBIB4mrSpODdh/57yhS7V26TJ4f3o30DQMwRIK4eeCB459Cqld2j7lq2DO6rqsruAQCxQ4C40uMq/0n/vvvsHnV3773BfbVvb/cAgNghQFxtv33wpP/++3aPuhs1KrivHXe0ewBA7BAgrtZdN3jSnzrV7lF3Ggfx72u99eweABA7BIirZZcNnvT//NPuUXe//x7cl+pmAUDMESCuihkg2ta/r+WWs3sAQOwQIK7WWSd40p82ze5Rd5r+698Xj7AAJAAB4soeRB892u5RdxqA9+9rhx3sHgAQOwSIK3sFeSHTeFVg0b8vlxXtAFBmBIir3r2DJ/1CFhJqW/++tEgRAGKOAHE1cWKwmq4KIbqUMtE2lDIBkEAESCFaty780VO7dsF9UEwRQEIQIIX48MPilnPXvlQiHgASgAApVLduwRDghVIAUoIAKZTC4JhjgkGgplfaqkiiXmOr19nOnr3gvzVbi1faAqgABEgx6G7jggvCoVDX1qkT4QEgcQiQYnrlFWMaNQoHRLamuxRtAwAJRIAUm+4khg835rLLjGnc2JgNNlhQHFFN/73HHsZccsmCPtx1AEgwAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCJC4e+01Y7p3N+brr+0/AYBIESBxNmSIMYsttmDV+hprGDNzpt0DACJDgMTZFVcES59UVdk9ACAyBEicDR4cDJAWLeweABAZAiTO/vjDmHr1FgXI0kvzGAtAbBAgpTZ9+oI3D44fb/9J3bRpE7wLyeeNhwBQQgRIKc2aZcx66y048S+7rDEffGD3yG3gwGCAtGxp9wCASBAgpaQpuP6T/ymn2D1y05sMVQo+s4/lllvwNQCIGAFSStOmBd97vvrqxvz9t90rtyOPDAbRgAF2DwAoOwKk1PbeO3jyf/VVu0du/foF99G6td0DAMqOACm1Hj2CJ/8zz7R75KaxlGWWWbSPFVdcMEMLACJEgJTapEmLVpOrrb22MfPn271yO+SQYBA984zdAwDKigAph913D5789T70fPXpE9xHu3Z2DwAoKwKkHG6+OXjyP/98u0duWk+y5JKL9lG/vjFz59q9AKBsCJByUCVd/2Os9dc35p9/7F65NW8eDKKXXrJ7AEDZECDl0rBh8OT/3nt2j9x69gzu49RT7R4AUDYESLnccEPw5N+5s90jt6lTi7OuBACKgAApl88/DwbIppvaPepmr72C+xk61O4BAGVBgJTTttsGT/5jxtg9crvzzuA+Ona0ewBAWRAg5XTVVcGTf9eudo/cirWuBAAKRICU09ixwQDZemu7R90UY10JABSIACm3zTYLnvzHjbN75GavK7ngArsHAJQcAVJul1wSPPlfd53dI7cJE4L72GADt3UlAFAAAqTcRo0Knvx33NHuUTc77RTcz8iRdg8AKCkCJAobbhg8+X/1ld0jt+uvD+6jSxe7BwCUFAEShU6dgif/G2+0e+T22WfBfbiuKwEARwRIFN56K3jy3203u0fdbLNNcD8u60oAwBEBEgUNeK+zzqITv9Z1TJxo98rtyiuDAaL/B4AyIUCictZZwZP/HXfYPXKz15XojgQAyoQAicqwYcGTf9Omdo+60diHfz8aGwGAMiBAoqIqug0aLDrxL764MVOm2L1y0+wrf4BodhYAlAEBEqUOHYIn/3vvtXvkpvUf/n1ofQgAlAEBEqUhQ4In//33t3vUjVai+/ejleoAUGIESJTmzTNmlVUWnfj1znO9+zxfqoXlC5B5N91k9wCAoiNAonbCCcG7h6oqu0dub71lfqve9pvqNqq6veO6rgQA8kCARG3w4GCAtGhh98ht/nwzdJ11zCPV299W3a5YbDHzs8u6EgDIAwEStT/+MKZevUUBsswyxsycaffKaXDHjqZD9fatqtte1a2v3lwIACVEgMRBmzbBu5C+fe0eOY0eOtRsWb1tg+q2mEJE704HgBIiQOJg4MBggLRqZffI6e+//zYNGjSo3vxfXltiiSXM1KlT7W4AUDQESBzMnm3M8subn6pP/J9Vt7eXW878ra/l6dRTT10YIGo9e/a0uwBA0RAgMTHuyCPNoOqTfq/q1q26jRkwwO6S00svvRQIkP1d15UAQB0QIDHxcb9+5oLqk/4J1a1Fdbu8dWu7S07z5s0zq6yyysIAWXLJJc10l3UlAFAHBEhMzJ450zReZhmzUfWJv151W3HFFc0fmqGVpxNOOCFwF9KnTx+7CwAUBQESI4ccckjg5P/MM8/YXXLSNv59aJ8AUAoESIzobsF/8m/Xrp3dJSfdtdSrV2/hPpapvquZ6bCuBAByIUBiROMVGrfInPzr169v5s6da3fLqXXr1oEg6tevn90FAApGgMRM8+bNAyd/zazK14ABAwL7aOWwrgQAciFAYkZrN/wnf63tyNfs2bPNcsstt3Afyy+/vPc1ACgmAiRmtHpcq8gzJ3+tLtcq83zprsMfRAO12h2I0D///GNOP/10c+KJJ5r58+fbf4wEIkBiSHWs/Cf/oUOH2l1y0riHfx9tVG8LiMi7775rVlpppcBd8Ztvvml3Q8IQIDF05513Bk7+HTt2tLvkpJlXmoGV2YdmZrmsKwEK8cMPP3hrkxZbbLHAZzrTNOHj22+/tTdDQhAgMTRp0qTAAbf22ms73fK3aNEicLAO1rtHgDL4888/zfXXX+8tiLVDw24ar7vyyivNnDlz7N0g5giQmNp9990DB9nw4cPtLjlVVVUF9qErQaDUnnzySbPRRhuFgiJX+/e//2369+9v7w4xRoDE1E033RQ4uC7Qe8/zZK8rUZ0s1csCSmHs2LFm3333DQWDmv0I67DDDgtMFvG3Jk2amFGjRtm7RwwRIDE1YcKEwEG1wQYbeLNY8qWKvP79uKwrAWrz008/mTPOOCNrIDRu3DgwgL7ssst643EKnH322SfUX23xxRc3J510kpkyZYr91yFGCJAY22mnnQIH1ciRI+0uORVjXQlQk7/++svccccdgQrQ/rbeeut5swE//PDDwNf33nvvwH5qe+Sl4OnevbtTRQaUHgESYxqE9B9MXbp0sbvkpCu4YqwrAfyGDBlittxyy9AJX80eFFfI+P/8qquuCu7M5B5033TTTZ2Ki6K0CJAY++yzz0IHkYumTZsG9jNs2DC7C1AnX3zxRahqtL8dc8wxoWm5LVu2DPR57bXXAn/up2m/KiJqj5lkmh7JfvLJJ/ZmiAgBEnPbbLNN4AAaM2aM3SUn+wrwrLPOsrsAtdK6ogsvvNAsvfTSoZO6mh63vvHGG/Zm3vTzVVdddWG/zPhHLu+8847ZbbfdQn+PmiaG6DM8Y8YMezOUGQESc3oU4D949P/5mjhxYuCKbp111nEakEf6KAB69+7tPfq0T+Rq+rr+PNs6pVzjH7XRZ/Thhx/2Pq/236umYLrrrru8sRhEgwCJOc1U8R80uiNxYV/NvfXWW3YXIEB3FPZEjkzTnYjuSHK9a8a++61p/COX3377zVx++eWBygr2MfHKK6/Ym6EMCJAE0NiH/4DR2Ei+irGuBOmgMQyNZdgn6kzTGIjGQuoin/GPXL7++mtz1FFHhf49mXbEEUeYr776yt4MJUSAJIBmX/kPFM1WyZcOLP8+tK4E8NOsKT0i9b8KwN8060qzr+rKdfwjF00C2X777UP/PjXdGel4+fXXX+3NUAIESAJo/Yf/INFjBRc77rhjYD+s9kWG1mto3YZ9QlbTOg89isp3rKGQ8Y9cNBVda5xWX3310L9Xba211vJeEc1YX2kRIAmgg0B3DP4DRCvV83XdddcF9nHJJZfYXZAyujjRSnH7BKym9UNaYa6SOC6KMf6Ryy+//GLOO+88s9RSS4X+/Wo777wz430lRIAkhMYs/AeGxjTyNW7cuMA+NttsM7sLUkILTPViJ5UMsU+6aqpppQkchSjm+EcuGhc88MADQ99Hph177LHebEQUFwGSELqK8h8QqtZbkxdeeMG7fVfr2rWr+f777wN/vvXWWwf2U+hJAsmikiDdunXz3g9jn2TVVFJEpUUKVarxj1yef/55s/nmm4e+LzW9xOqaa64xv//+u70ZHBEgCaED0j8fXus69N4QP93O1zTVUdVNb7nlFvPNN994oeL/M5d1JUimp59+2myyySahz4eaSohocoZKihRDKcc/clHFaX3eV1555dD3qabHwY8//ri9GRwQIAmiNxP6DwS9udDv6KOPDh0sdrPvQFzXlSA5VPqjWbNmoc+Cmi5E9J4YlRAppnKMf+Ty448/esVDs1UJVomfDz74wN4MeSBAEkTvRvcfAHp3eoZWA9sHSF3bc8895/tbUClU6kMlP/zvhPE3PQbVu8pLoZzjH7koJHSs2N+/msaATjnlFDNt2jR7M9QBAZIgmrroLymhK6upU6d6A4grrLBC4MDQ62xPP/10byzEPmhqahpQ12pfpvYmn6bbqsSHfwzC39Zdd13zyCOP2JsVTVTjH7nosZU9mzHT9Ljr5ptv5oVreSJAEka35P4Pvk4UO+ywQ+BrekyVKaWtKcAqSaGpjnplqH3g1NQ23HBDr0wF0x+TRyU97MeUmaYTuS4SVBqklKIc/8hFQaaBdPuCK9N0IcUded0RIAmjNwr6P/B2KOgkUdvMKlU57dy5c9b3LthNV6tnn3229wgiW8E8RO/LL780hx9+eOj3l2kqAaJSIOUQh/GPXDQB5bjjjgv9nDLtgAMOcCoZlDYESMJoGmb9+vVDH/hM0x1JXelqVYsJs70YyG5rrLGGdwf08ssvc6sfE7NmzfIuCLKVWVfJj3KPP8Rp/COXESNGmF122SX0c1PT4sRzzz3X/Pzzz/Zm+B8CJIE0a8b+sKvpCtSVFhlee+21ocdh2ZrKW2ghmm73izX1E3Wnu8Gqqiqz5pprhn43airxcd9995X97ZNxHf+ojR7zPvjgg1nHC1dbbTWvbEq5f5ZJQIAkkObz2x9yPWpyLTlhU+FFLTazS8Bna3ocppW+AwcOXDj2gtLR2FSjRo1Cvwc1XTWff/753pqgKMR5/CMXFWDUHXlNa6nUtttuO97maSFAEkiDgPaHu1SPCb777jtz++23e3Pms71m1N+02lfP21Wcj4qoxaVSHG3btg39zDPtoIMOivy5fRLGP3LRBZRKw9s/30w78sgjnWrRVSICJGE0CG4XjtN7osth8uTJ5t577zX77bdf1rUF/qYrOb07Qo8HeP2oO5XeuPrqq71wtn/GairdoRI2cZCk8Y9cXn311dArpf2f7csuu6zkM9rijgBJEL39TbWK/B9klWjPt8x2Mfz000/eM3hd9WYbwPU3hZ6CrlevXizaysNjjz1m1l9//dDPU01rF2699dbYTGhI4vhHLjq27r77bm8cxP75q6m80EMPPZTasvEESIK0adMm8OHVbCzVt4qagk0L03Tbn+1lRP6m1b96Nt6jR49QsUcsMHr0aLPnnnuGfnZqWkDaoUMHr1RHnCR5/CMX3UFrOnu2O+9dd93VezqQNgRIQuhq3/7QPvHEE3a3yM2ePdtb8du6deusi7XspvdRaBVwHMIwaro7U2mNbGXWVZJDJ+o4qoTxj1w+/fRT707a/r2oaYywXbt2qbooIkAS4PPPPw+djHWSiTs9vtCMMR1U2Sqj2k2zi1QVtq7v3K4UWt+jd7xk+zmpOkAcLxj8Kmn8I5fBgwebTTfdNPR7UtOxqpe3Jf3xXV0QIDGnNRZ6ha3/A6qFf0mbLqsTpFbRn3zyyVlfQ2o3DWDqKvajjz6yd1dRnn32Wa+Ehv39q+lkpPU5cT8ZVeL4Ry76TN94441mpZVWCv3e1BT6mtpeyQiQmNOcfv+HUgfmmDFj7G6JogVZqiys16WuvfbaoQOvpqarPc160StYK4UWb6pkhv29Ztrxxx8feudLXFXy+EcuKmiqC6Nsjx332WefxB+z2RAgMaa3q9lrL+x3gCSdZq+8+eabXlBmm21kN1VU7dSpkxk+fLi9u0RQaQyVyLCnY2eaSmu8/fbb9maxlobxj1zef/997+Vt9u9TTRMfTjvtNG/2YiUhQGJKay78pdvVDj30ULtbxdH7Kbp06WI23njj0EFYU9M0Sr3zQs/b415qQv8+raPJNiVUd2NaM5PEKaFpGv/IpX///qEip5mmmZO33XZbbKZeF4oAiSE9T7ZneuhEWWlXL7nosYhewbvVVluFDsSamgJXxR7/+9//xu4A1SM7lcKw/81qWpSmEhpJXbmfxvGPXDRGqbuwbNPat9hiC/Piiy/amyUOARJDqkPl/7Dp2apOQGmmEh0aTNbCSftgrKnpSq99+/beAHWUJzOVvGjVqlXo35dpunJX6YwkS/P4Ry4qBWSv3/K3gw8+2JtlmVQESMzoEY79bPzSSy+1u6WaTsrdu3f3XslqH5A1NRV7VA2pAQMGlG32mkpc6PeWrTDftttuWzEXBYx/5KZxvoYNG4Y+B2o63jWmF1UBzEIQIDGidzvYz/51koyiVElSqMCgTmBaYGdPOKip6ZGCiuH17du3JI+MNH6h0hbZZpdp/OOee+6J/XhNPhj/qBs96nvggQe89+rYnws1PYJVqZ8kvbiNAIkRlUT3f6C0qKxcb5GrBFOmTPHe29CsWbOsJSf8TXcHend8nz59ilLsUTOnVNLC/nvU9O8555xzKu7lRIx/5E8XihdffHHWGnJ6TPv666/bm8USARITmn1jf5BUSA9u9G4UlX/RM+ZsB6q/6QSviQv333+/N68/HypdoTUb2e6Amjdv7q35qESMf7gbP368N7PS/rxk2tFHHx378j4ESAx88cX40DvKTzrpJLsbHOmKT8Ue9agl26wYf8sUe9Sam9oW8ulKWwP7dpmZTNPiRw3iVzLGPwqnWYPZZhrqjk4zEVVjLo4IkIjNnfuXadr0qOqr5FUWfmg0xS+uH5ik089VNaU0Mybbid9ue+yxh1enyv84UQPyKlVh91VTaQv1V6mLSsf4R3FonFMXLHpVtP15UtMbRzVuFzcESMSuv/5xs9ZaB1d/cBpWXx2vU33Fsbz54IMP7G4oAd1BPPPMM9475rMVMbTbJptskrWWl+5cVNIi30dgScX4R/Hp0euZZ56ZdQxPNdPiVF+LAInQiBETzbbbXl19Ujqz+grjyOoTUxNz99197G4oA90tDBkyxKtynC0gamt6d4dKWaQJ4x+lowKievOn/TnLNI3vxQEBEpHp0+eY5s0fMY0a3W+23/5Gs/nmnUz79jcnsoxFpdEU22HDhnlXgtmm42aa6nc9+uij9i5SgfGP0hs0aFBoar+apq3HAQESAWVEx44veOGRac2bV5kZMxj3iJtMsccLLrjA1KtXL3AQa4W53leeVox/lIfujjWpxv+z1qy/OCBAIvDww2MC4bHLLr3Me++l5y1mSXXNNdcEDuKnnnrK7pIajH+Ul2Zq+T97WkcSBwRImX366Y9m9917BwKkR4/37G6IIQJkEcY/yosAgZkzZ5454ojHAuHRvv3T5q+/klO6IM0IkEUY/ygvAgSma9dhgfDYa68Hzfffz7K7IaYIkEUY/ygvAiTlnn/+i0B4qL300pd2N8QYAbIA4x/lR4Ck2HffzTRNm/YJhMdVV71md0PMESALMP5RfgRISs2bN9+0azcoEB6tWj3ujYcgWQiQBRj/KD8CJKXuuOOdQHhoBta4cel6NW2lIEAWYPyj/AiQFHr77UneGg9/gPTrN9buhoQgQBj/iAoBkjIzZvy+sFRJpp1zzoveKnQkEwHC+EdUCJAUUUicfXawVMkBB/T1QgXJRYAw/hEVAiRFHnlkbCA89BjrnXeyv5gIyUCAMP4RFQIkJWoqVXLnne/a3ZBAaQ8Qxj+iQ4CkgKbmaoquPzw0hZdSJZUh7QHC+Ed0CJAUuPLK1wLhocWDEydSqqRSpD1AGP+IDgFS4V54YXwgPNT0NVSOtAcI4x/RIUAq2KRJs7zCiP7wUOFEVJY0BwjjH9EiQCqUxjfsUiUtWz5GqZIKlOYAYfwjWgRIhdIMK394aAaWZmKh8qQ5QBj/iBYBUoHefTdcqkRrQFCZ0hwgjH9EiwCpMFpVrtXl/vDQ6nNKlVSutAYI4x/RI0AqzD33jAyEh+peUaqksqU1QBj/iB4BUmF69HhvYXjoMdaIERPtLqgwaQ0Qxj+iR4BUmJkz//Cq62rl+VNPjbP/GBUorQHC+Ef0CBAg4dIYIIx/xAMBAiRcGgOE8Y94IECAhEtjgDD+EQ8ECJBwaQwQxj/igQABEi5tAcL4R3wQIEDCpS1AGP+IDwIESLi0BQjjH/FBgNTCv6JbLV/5bG/3VevZc5TdLSt7W6RH2gKE8Y/4IEBqUehJOZ/t7b5qTZpUmR9/nGN3rZG9LdIjTQHC+Ee8ECC1KPSknM/2dt9Mu+aa1+2uNbK3Q3qkKUAY/4gXAqQWhZ6U89ne7ptpqmc1fvwMu3uIvR3SI00BwvhHvBAgtSj0pJzP9nZffzvrrBfs7iH2NkiPNAUI4x/xQoDUotCTcj7b233t9vbbk+xNAuz+SI+0BAjjH/FDgNSi0JNyPtvbfU877bnA/7duPbD6AMr+Vih7e6RHWgKE8Y/4IUBqUehJOZ/t7b6ffDIt9LXBgz+3N1vI7ov0SEuAMP4RPwRILQo9KeezfU19L7745cDXDjqob/Ut+1/WlgvUtD3SIS0BwvhH/BAgtSj0pJzP9jX1/e67mWbXXXsHvt6792hrywVq2h7pkIYAYfwjngiQWhR6Us5n+2x9b7jhzcDXmzbtU+M7zrNtj8qXhgBh/COeCJBa2CflQlttsvWdPn2O2XPPqsCfKVRs2bZH5UtDgNx2222B75Hxj3ggQGphn5QLbbWpre8994wM/JkWF06Y8HOgT23bo7KlIUA222yzwPfI+Ec8ECC1sE/Khbba1NZ39uy5plmzhwN/ft55LwX61LY9KlsaAkRjHv7vcfr06XYXRIAAqUWhJ+V8ts/Vt3//j0J9Ro78YeGf23+G9EhDgGyzzTaB7/Hll1+2uyACBEgtCj0p57N9rr7z5s03hx32aKDPscc+Zf7539rCXNujcqUhQO65557A93jZZZfZXRABAqQWhZ6U89m+Ln1feGF8qJ++JvbXkR5pCJBPPvkk8D02btzY7oIIECC1KPSknM/2demru422bZ8M9GvRor+ZO/fvOm2PypSGAPmn+sO/xhprLPwel1pqKTN79my7G8qMAKlFoSflfLava98RIyaG+j744IehryE90hAgcvTRRwe+T8ZBokeA1KLQk3I+2+fT94wzgoUW99rrwby2R2VJS4AwDhI/BEgtCj0p57N9Pn0//fRHs/POwf52Q3qkJUAYB4kfAqQWhZ6U89k+n77SpcsroW3y2R6VIy0BwjhI/BAgtSj0pJzP9vn0lYkTZ5nddgsWWsxne1SOtASIMA4SLwRILQo9KeezfT59M7p1Gx7aLp/tURnSFCCMg8QLAVKLQk/K+WyfT98MVeW1Cy3msz0qQ5oChHGQeCFAalHoSTmf7fPp63fffaNC2+azPZIvTQHCOEi8ECBAwqUpQIRxkPggQICES1uAMA4SHwQIkHBpCxDGQeKDAAESLm0BwjhIfBAgQMKlLUCEcZB4IECAhEtjgDAOEg8ECJBwaQwQxkHigQABEi6NAcI4SDwQIBVm2rTZpl27QaZJkyrTp8+H9h+jAqUxQIRxkOgRIBXm9tvfCaxIf+WVCXYXVJi0BgjjINEjQCpMr16jAwGyzz4PmsmTf7O7oYKkNUAYB4keAVJhfvttrjnssEcDIXLyyYPN/Pn/2F1RIdIaIIyDRI8AqUBjx041u+4afFdIz56j7G6oEGkNEGEcJFoESIWqqvogECC77NLLjB492e6GCpDmAGEcJFoESIXSI6vTT38uECIHH9zPzJz5h90VCZfmAGEcJFoESAXTlN5mzR4OhEinTv+1uyHh0hwgjINEiwCpcG+88a3ZeedFAaL2xBOf2N2QYGkOEGEcJDoESArceONbgQDZY48HzJdfzrC7IaHSHiCMg0SHAEmBuXP/Nm3aDAyEyNFHDzB//vmX3RUJlPYAYRwkOgRISnz99S9eeRN/iNxww5t2NyRQ2gOEcZDoECApMmjQZ4EAURs69Gu7GxIm7QEijINEgwBJmc6dXwkEyL77PmSmTKHUSZIRIIyDRIUASZlff51rDj20fyBETjmFUidJRoAwDhIVAiSFxoyZEip1cv/979vdkBAECOMgUSFAUqp372DVXkqdJBcBsgDjIOVHgKSUHll16PBsIERatOhvZs360+6KmCNAFmAcpPwIkBRTqZP99guWOrnoIkqdJA0BsgDjIOVHgKTc669/EwgQtYEDP7W7IcYIkAUYByk/AgSme/fhgQBp3LjKTJjws90NMUWALMI4SHkRIPBKnbRuHSx1cswxA72vI/4IkEUYBykvAgQe3XHozsMfIt26Dbe7IYYIkEUYBykvAgQLPfXUuNB4yLBh39jdEDNXXnklAfI/jIOUFwGCgIsvfjkQICp1MnUqpU7i5o8//jBPP/20adeunVl66aUDB/F+++1nZsxIb7l+xkHKY+bMmeaoo44K/KzbtGljd4sEARIRrQM55JBgqROtF6HUSfR0Jf3444+b1q1bmxVWWCFw4Npt1VVXNXfddZf566/0lexnHKS05s+fb3r37m0aNGgQ+tztvffedvdIECAR+vDDKd7KdH+IUOokGrrKe+SRR8wRRxxhlltuudABm6ttvfXW5pVXXrF3W9EYBymdN954w+y0006hz5naYostZgYOHGhvEgkCJGIKDH+A7LDDjeb99yfY3VACP/30k6mqqjIHHXRQ6PFUTU3P+XfZZRez6aabhv4s0w4//HDz5Zdf2n9VRWIcpPi+/fZbc8wxx4Q+V5m26667euESFwRIxPTI6tRTB5uGDe+tvoq9ymy88enVH5IO5pdffrW7oggmT55sevbs6Y1fLLnkkqED1G7LLLOMOeSQQ8yDDz4YGO947bXXzPbbbx/qr6Yw6tKli5k1a5bvb65MjIMUx5w5c0zXrl2z3v1uueWWZsiQIfZmkSNAYmDKlF+rQ+Nqs8EGJ5i11jrQ1K+/g2nT5lS7Gxx999135vbbbzdNmzb1bv/tg9Nuyy+/vDdo2a9fP/Prr9mD/O+//zb33XefWX311UP7UFtrrbVMnz59vCv1SsU4SOH0OVtvvfVCnx+1VVZZxdxxxx2xHWMjQGLipZfeMw0a7GXq1dvCLLVUfe/Do5MT3Hz11Veme/fuZrfddgsdlDW1FVdc0Rx77LHes2VdDebjl19+Meeff773CMfer9rOO+9s3nrrLXuzisA4iLuRI0d6Py/786K2xBJLmDPOOMNMnz7d3ixWCJAYOffcy8ziiy+z8EOkK+FPP6VeVl2NGzfOXHvttWaHHXYIHZA1NV3dtW/f3jz77LPmzz8Lr4782WefmQMPPDD092SaAmrixIn2ZonGOEj+pkyZYk488cTqY33x0GdEbd999zVjx461N4slAiRGfv/9d7PNNtsEPkzbbbedtxYBNfvwww+9Z8d6RmwfiDU1nexOPfVU71n9vHnz7N0VxfPPP28233zz0N+tpouCq6++2vtdVwrGQepm7ty5plu3bqZevXqhz4XaRhttlLjFqQRIzHz88cehgbSzzjrL7pZq77zzjuncubPZeOONQwdhTW3dddc1Z599tjfwrbn15aBwuuWWW8zKK68c+veorb/++uaxxx6zN0skxkFy02LUTTbZJPQ5UNPj0xtuuKEod8HlRoDE0L333hv6kD3zzDN2t9TQYxJNXTzvvPPMv//979DPpqa24YYbmgsvvDDysYcff/zRu+PRM23736imgf3Ro0fbmyUK4yDZ6YKwWbNmod+7miZ0nHDCCeaHH36wN0sMAiSmWrZsGfiwrbbaambSpEl2t4qlWSevvvqqOf30073ZTPbBV1PbbLPNvKvfUaNG2buL3AcffGD22muv0L9ZTc/CTznlFDNt2jR7s0RgHCRMU747duyYdar47rvvbt599117s8QhQGJKH0D7alvlC8r1CCYKekb84osvmpNOOskLTPugq6ltu+223piCrvSS4IknnjAbbLBB6PtQ0+Oum2++uWRjM6XEOMgCuvDp0aOHV+LG/v2q6XGqKh5UCgIkxvTYxn70oVlGlUSDyYMGDfKKFa600kqhA66mpmmx119/vRk/fry9u0TQpAj9HrPV2dKd1HPPPWdvFmuMgxgvNFXSxv59qi277LLmiiuuqLg7MwIk5uwS4rolHjFihN0tUXQQaQBZJRuynUTt1qRJE29Q+ptvvrF3l1h6JHnccceFvtdMO+CAA7ypyUmQ5nEQla5RCRv795dp//d//1dRn1s/AiTmtNp5zz33DHwg9QhEi9eSRMUKH374Ya9Yoa7G7IPMbrrz2meffbxKt99//729u4qiCwLV2LJ/BmoaTzj33HPNzz/H+9XHaRwHUakazQbMVkdN65E086+SESAJoFIcWvTm/3DqmXPcqVjhAw884C2uy3aQ+ZtOOs2bN/dKWCd1QNmVTsCqt5VtwoDGhDQ7TxcUcZWWcRCNQ6oI55prrhn6PamptI2qSMT5d1UsBEhCPPnkk6EPaq9evexukVOxQj0P12pae/ympqa7kUMPPdQ89NBDsb/KLgfV3rrkkku8Io72z0pNC0uHDRtmbxYLaRgHGT58uGnUqFHo96KmCyCVtEna04FCECAJctpppwU+sFrVHIdn5LpDuu222/IqVqjnwv379ze//cZbGGuiWl72VG5/a9WqlZkwIV5l/yt5HEQlaNq2bRv6PWSaXgnw+eef25tVPAIkQTRjyZ7loeesUaxg1QlOZRn0fgL7YKqpqXyDBox1J1VJZTxKTWthNFXZ/nmq6S5FV/lxCeFKHAfRZ1XTxHXRY//81VSy5oUXXrA3Sw0CJGE++uij0CD0OeecY3crCRV2vOaaa7K+B8NumguvonGakhpFyFUKPUvX46Fsa2PWXntt7xFgHMrGV9I4iGYKquSM/fNWq1+/vrn11lsTuWanmAiQBLr77rsDH2Y9NlJF2VJQmQ3NX99iiy1CB1FNTQOLHTp08F7vmvaDq9i0uFQ1vbKtbtbdoOqERakSxkH0mbdnPmaaxvX0+VaJGhAgiaXpsP4PtmZ+FKumzttvv20uvvhirzqofQDV1PQyHN0Fvf766xW9Uj4udCe4//77h34ParqYOP744yOb+pzkcRDN/Dv55JOzlllXJQhVf8YiBEhC6UUz9lvMNPPJ5QSubbTqXesN7H1maypWeNFFFyV+UWOSDR48OOv72bVA87rrriv7qwCSOA6iEjo33XRT1koI+qwPGDDA3gyGAEk0LVKyp8qqLHRdZIoVamZXtvnsdlOJjcsvv9y8//779u4QEZ38brzxxlid/JI0DqJHv/pc2z83NYWwSs6UO4SThABJOI1P+D/0ej6uR1A10UC2ZoyoWGG2Ym9207oDzULRownE19SpU3M+fhkzZoy9WUkkYRxE09+1aNX+OWWaHgOmqfq1KwIk4XQnYb9XWVedKh0imoaot5zpgMj2JjS7qVih7mRU4wfJorvD2gaAdcepCgGlFOdxEC1W1XhdtokIKimT7QIMYQRIBfj222+9aYX+A2GPPfbwHiXUtVihTjqalqh9IfkeffTR0OsAMk2fFS38LNUsuTiOgyRpKnSSECAVQs+57YOitpYpVqgpwcWavYV4mTNnjrnqqqtCr0jONE3N1vtXSiFO4yBDhw6tdTHmpZde6pWQQf4IkAqiV6faB4i/6UpQJcJVrJB57OmhUjNt2rQJfR4y7eCDDy56GY44jIOo1ItKvtjfb6bFsRxM0hAgFURXnPYjK61aP+yww7zb8zQVeUOYCgE2bNgwdCJV08XFBRdcULTPSJTjILqb0F1FtoKUuhvRXQkKR4BUGK1E3njjjb2mx1NxqZOEeNCaH5XYzzZ1u0GDBub+++8vuBR5FOMg+jt1oaTxDPv7UtP4h+6MCv3esAgBAqSQXoakagPZ3tOiIp2qLFCIco6DaOZUtpdyacaVZl7xuoDiI0CAFNN75fWI0z7pZppCwPV1rOUYB9FaDU1Rt//dmaa1HnF45UGlIkAAeHcHW221VegErKZxNC1YzfcRVCnHQbQ6XKvE7TG/TNPq8lIVGMUiBAgAjxal3nnnnaHXJ2fauuuua/r27WtvllWpxkE0ZV2LZe1/n5pKuqiulUq8oPQIEAABKtR55plnZl2trUWq7733nr1ZjYo5DqJKuCrJYv971FTCRaVcVFEX5UOAAKjRxx9/bPbbb7/QyVpNZePbt29vJk+ebG8WUIxxEK1Z0js47MKhmaYqCnqHB8qPAAFQq0GDBnnTwu0Tt5rqq6luWrY3ThYyDqJSKyqvY5fpyTS9LVAlWxAdAgRAThpT+M9//pO1IKcCRkFjcx0HUdXobG/B1PvJVSFahUIRLQIEQJ3pkZUeXekRln1iV9Mjr48++iiwTT7jICqpctBBB4X2m2lt27Y1EydOtDdDRAgQAHnTILoG0+0TvJoG3zUIr8F4qcs4iEqonH/++d4dir0/tUaNGnmlWBAvBAgAZ5rWm+01yJoOrGnBY8eODXzdPw6isiIqnbL66quHtldTyZWqqiqnVzWj9AgQAAXRmEbXrl29BYd2AKhpgaJ/IDwzDqJXMqtkit1fTSVWOnfu7JVcQXwRIACKQiVP7PGObK1p06ahr2Xa4YcfztswE4IAAVBUKsK44447hoIhV9t6661rHWBH/BAgAIpOYxa9evXyysPbQWG3VVdd1fTo0cMrpYJkIUAAlMzMmTNNp06dapxdpdlaHTt2NDNmzLA3Q0IQIABK7osvvgi8xEoztFQqBclGgAAoGz2quuWWW+wvI6EIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADj5f4YjAf5w0Mo3AAAAAElFTkSuQmCC)
PN: 4H48-1-54
CAS: 1221715-77-0
Molecule Weight: 151.209
Formula: C9H13NO
![7-(Hydroxymethyl)-2-azaspiro[4.4]nonan-3-one](data:image/png;base64,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)
PN: 4H48-1-014
CAS: 1782480-53-8
Molecule Weight: 169.224
Formula: C9H15NO2
TSCA: Not listed on TSCA inventory
