![(1R,3S,4R)-2-Azabicyclo[2.2.1]heptane-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-019 |
| CAS | 1260604-64-5 |
| MDL Number | MFCD13152236 |
| Molecular Formula | C7H11NO2 |
| Molecular Weight | 141.17 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-019
CAS: 1260604-64-5
Molecule Weight: 141.17
Formula: C7H11NO2
![cis-3-Azabicyclo[3.1.0]hexane-2-carboxylic acid](data:image/png;base64,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)
PN: 4H57-1-V0
CAS: 1279569-17-3
Molecule Weight: 127.143
Formula: C6H9NO2
![(1R,2S,5S)-3-Azabicyclo[3.1.0]hexane-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-0E
CAS: 33294-81-4
Molecule Weight: 127.143
Formula: C6H9NO2
![(1S,2R,5R)-3-Azabicyclo[3.1.0]hexane-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-FF
CAS: 1821712-84-8
Molecule Weight: 127.143
Formula: C6H9NO2
![(3S)-2-Azabicyclo[2.2.2]octane-3-carboxylic acid](data:image/png;base64,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)
PN: 4H56-1-JL
CAS: 109583-12-2
Molecule Weight: 155.197
Formula: C8H13NO2
![(3R)-2-Azabicyclo[2.2.2]octane-3-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-WN
CAS: 146144-65-2
Molecule Weight: 155.197
Formula: C8H13NO2
![(1R,2R,4R)-rel-1-Azabicyclo[2,2,1]heptane-2-carboxylic acid hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABevAAAXrwGQoAIMAAACCHpUWHRtb2xTb3VyY2UAAHiclZRrb5swFIb/ypE/Lzb3SxSoqlTTJrWbtHTSvk0OOCkS2JUht3+/YwgNlI5pCcjm+H1e24djVnfnqoSj0HWhZEJsahEQMlN5IfcJ+fn8eRGRu3SVoQiFsk7IS9O8Lhk7nU40exEVPytJM1WRbnx5rouR5uRSpffMsSyb/Xp63LTMopB1w2UmkKqLZd0GH1XGm3YVf5mCVVwfC8k6Oav0sXP77Vjmsui5zsltL2scu0cUdkUpYKd0xRs4OhbFy/oEeyGF5o3IYXvBsEs93Hu6enpQ2aESssGucSgyXm4afcgwUKlSZAc0w87Xh4RUNgG+rTeN0EIlBFUCHXijqnut+QVMz+i4DdwB7gL3gPvAA+Ah8Ah4DNy28EYfUQoz6/PlVeDSS/gO6/bu/99gjclyEoKLxx94NHDdsG9c6pqgT+Mg9PomxCDaRyjxwr65BgMa2wG+68vN0aG+hyNYAkaAaXJvzcJGLMbWoVYY356vw1dmYVHfjU0W2VsS0tVWyXzQhSJPyNZkDiU/xK7GFbTZIaB0LjQWoTEw0iHgjAGTyzfA+Qhwx4D/fgaj7N5c+qWjr09TK29iFcwv1h8D4XvgP+YOJlbR/NzhGDBVNg9EY6CtyXkinuTjX4QZHyJ91c8y9mTrHyNsUGGsP6PYnZxfNjjcDD9p6R8n2IATCLJIfwAAJKdJREFUeF7t3QeUZFWd+HGiZIQBRBaWrK4owSWzoyQ5wrKCYEDCgsCKwMCKBHclLQrLoLui6OIeQJIoQ1L4wyAIEochsyJRRBiUMAxDjhOA++/fa6um+1E10327q+Z11edzzjtCvdtF2zTvO/Xue/fNkwAgwzzlFwBgIAQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiDQLldemdIee6S0+uopLbZYSosu2vvX8Vrsm5155undBmIwY2EI/JZBqz37bEqbbz7rwN5s22KLlJ57rvzVvQYThcGMhSHwWwatNHVqSqut1ntAHzUqpRNOSOm++1J6/fWU3ngjpQceSOnEE1NaZpneMWuskdILL5TfZXBRGMxYGAK/ZdBK22/fezBfe+2Unn66vHeWyZNTWnfd3rE77ljeO7goDGYsDIHfMmiV22/vPZAvsURKkyaV977XE0/0jo2vufPO/vsGE4XBjIUh8FsGrTJmTO+B/LDDynuaO/zw3q85+OD+rw8mCoMZC0PgtwxaZZ11eg/kEyaU9zR38829X7Peev1fH0wUBjMWhsBvGbTK0kv3HsgbTYo3E2Pja2JSva9aFAazQYv5LYNWWWCB3gP5zJnlPc3NmNH7NfG1fZXjMJANWsxvGbRKKz6BDMRgxsIQ+C2DVqnNgcS8xkCZA2EE8VsGrVK7CuvQQ8t7mosrtuJrXIXFCOC3DFrl1lt7D+TuA6FD+S2DVtpuu96D+UDuRI/TVjHWneiMEH7LoJWmTElplVV6D+i1tbDuv793HazaWlhjx6a07LK9Y2ItrOefL7/L4KIwmLEwBH7LoNWeeSal0aNnHdibbbEabwSnkcFEYTBjYQj8lkG7XHFFSrvt1rs6bzwLJLb46913T2n8+PLo/gYThcGMhSHwWwZAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBATmhlg08TOfaX7jIIwAAgLt9sors272O+ec8l4YMQQE2i3WuqoF5Kc/Le+FEUNAoN0EhA4hINBuAkKHEBBoNwGhQwgItJuA0CEEBNpNQOgQAgLtJiB0CAGBdhMQOoSAQLsJCB1CQKDdBIQOISDQbgJChxAQaDcBoUMICLSbgNAhBATaTUDoEAIC7SYgdAgBgXYTEDqEgEC7CQgdQkCg3QSEDiEg0G4CQocQEGg3AaFDCAi0m4DQIQQE2mxmT0Am9MQjtmcFhBFMQKDNXusJyFd64hHbTQLCCCYg0GbP9wRknp54xPZTAWEEExBoMwGhUwgItJmA0CkEBNpMQOgUAgJtJiB0CgGBNhMQOoWAQJsJCJ1CQKDNBIROISDQZgJCpxAQaLNJkyYJCB1BQKDN/vjHP9YD8pOf/KS8mzZZf/3Tim2DDU5LDz74XHl3P7Wx9Ccg0GZ9A7Liiium++67rzyENqhFIbavfvXy8u5+BKQxAYE2euedd9KJJ55YD0hsiyyySDr11FPLQ2mxWhQ+/elzi/+98cZJ5SF1AtKYgECb3HLLLT0HofX7xaPvtuOOO6YXXnih/GW0SC0KF174QPG/O+98YXr77XfKwwoC0piAQIv95S9/Sbvuuut7gtFo22WXXcpfTovUohDRiHjUYtKIgDQmINAib775ZjruuOPSoosuWg/Ekksumb75zW++JxyxLbDAAuZD2qhvFOL0Ve101uuvTy+NFJBmBARaYNy4cWnllVeux2G++eZL++yzT3r22Wf7TaL33Q488MDy29BC5SjERHr8/Y9/fEefUb3KY+klIDCM7rnnnjR69Oh+YYi/v/vuu+tjGgVk1KhRxQ2GjUyZMqX8EsOgHIW4lDcu6d1005/2hP61PiPfO5ZeAgLDIA7y++67b/FJoxaF+ARy/vnnl4c2DMgpp5xSHlaYNm1aWm211dLee++dXn/99fJuhqBRFI466rritWOOub7f643GIiAwJNOnT0/f+973irmNWgxiziPmPmIOpJGnn366XzzWWmutNHPmzPKwwn/+53/Wx8VpMYZPoyhMnvxa8QkkPok8/PDU+uuNxiIgkO3yyy9PH/rQh/rFIK62iquuZqfvWlix/eY3vykPKURoFl988WLMxhtvnN59993yEIagWRR+9KM7ite/9rUr6q81G9vtBAQG6aGHHkrbbLNNvwjE/R0TJkwoD22ob0A++9nPFq+99tpr6cgjjyyCdMEFFxSv7bnnnsWYeeedN91+++1934Jh0CwKcRXW1lv33lx4001PFK81G9vtBAQG6MUXX0wHH3xwcbltLQDLL798OvPMM4s7zAeqFpD3ve996ZFHHknnnHNOWmGFFervGfeCRDBq8yn//M//XH6Lunvvvbf8EgM0uyjUbi78whd6by6c3dhuJiAwB2+//Xax1MgyyyxTP8jHwT/u53jllVfKw+eoFpDdd989bbTRRv0+yWy11VbpscceS5tssknx93EKK05lNRKnvuLTyeGHH55mzJhR3s0czC4KEY2ddrqg2H/xxQ/Odmw3ExCYjd9fd136+Mc/3u8gH6edHn300fLQAbv//vvTwgsvXBz8a++5+uqrp1/96lfF/p/97Gf112MSvZGYdI/J9xiz7LLLFp+OaOz5599I//d/k9+zTMmconDDDZOK/dts87OmY1988a3iJsSZMwf+CbSTCAg00vMpYNJOO6Vjeg7Qa/31YB4H7GuuuaY8csDeeuutdPzxx/e7M32JJZYoFleMq7lCzIXECr2xLy7fja9p5Ec/+lH9PSzE2Nj06W+nM8/8v/TJT55VHPwvuujBfvubRaGv2s2Fzcbuu+//K16PTys33/zn8u6OJyDQ16uvpvStb6W00EI9/3XMk37Zs+03alQ6teeA3exS24G46KKL0qqrrlo/6Menj7322is988wz/cYdddRR9TGXXHJJv301cQosbjyMMWuvvXZxio3+rrvu8bTDDuPqB/64LPfaax/rN6ZZFPqq3VzYbOzRR/feN1Lbxoy5Mk2a9FJ5WMcSEAhxiew556S0wgpFOIptgQXS1AMPTG82uUN8IGKSe/PNN69HIbZNN9003XnnneWh6fHHHy9ObcWYLbbYory7LpY8qb3XddddV95dePLJJ9Mdd7x3SY5O9+ijLxSX3/Y9qO+116Xpvvtaczf/O++8my677OF+p7k23viM9F//NTG98sq08vCOIyBw660pbbTRrHDEtvXWMVlRHjlgU6dOTfvtt1+af/756wf7lVZaKZ133nnloXWf//zni3HxNb///e/Luwux2GLtKrCddtqpvLtut912SwsuuGD67ne/W97VkV5++a104okT0oYbnl4/kG+77Xlp/PhHij8btFpc+vvDH96WNtnkjPo/f6utzu35FPlgEZlOJSB0r6eeSmmPPVKad95Z4VhjjZQuvbQ8csDiaqiTTz45LbXUUvVwxKeKY445ZrZLkUQwauP333//8u66rXvCFmMWWmih4mqtRiZOnFifoI8lUDpZTIyff/79acstz6kfuONO8lNPvTO98Ub7r0z7859fToccclW/T0C77HJxuuuuxlfSjXQCQveJienvfCelxRabFY4llkhp7NiYeS2PHrBf//rX6SMf+Ug9BLF98YtfTJMmTSoPbeiBBx5IBx10UPHppZFLe8JWe99///d/L+8uxN3qG2ywQTEmJugnT55cHtIxbrvtyeI+jb4H6yOOuCY9/fSr5aFt1+x7e+qpwV/2XWUCQne56KKUVl11Vjjmmy+lr3wlFkEqjxywP/zhD2m77bbrF4711lsv3XjjjeWh2WJRxbjUN947bjqMq7UaOeuss+rfQ6eevmr0p/wvf7l6f8qPT0fjxlXn01ErCAjd4Xe/S2nzzfvPc2y2WUoNJrMH6qWXXkrf+MY3irmG2kF7ueWWS6effvqg7kwfiLE9n45q/4y4c72RV199NX3wgx8sxqy55pr1S4PLYqmUBx/sf0nrSPDaa++dZ4glR6o+zxDzM2PHTkgbbTTr+475mSuuaM/8TCsJCJ3tuefiYv6U5p9/VjhWWimln/+8PHLA3nn77XTmaacVN/DVDuoRkUMPPbTnYPFyefiwePjhh4vTW3GnerNFFf/t3/6t/v1cdtll5d2F53p+HjE/E/eixKXFI0GzK53++78n9kSzcSQHKn6Up512d/GpoNURiivE9t+//xVie+7ZuivE2kFA6EyxtMf3v596jpazwrHwwikdc0xcMlMePWDTbrwx/WzdddNmfz1Qx/aP//iPxZpWc9Of/vSnYmI9vp9Pf/rT5d11cWVY7fsezlNsrRJ3kO+++y/7HXQPOmj47rW4997J9feNez7a4frrJ73nHpV4/siUKfm/l3OLgNB54sD4kY/0P131pS+l9MQT5ZEDFxPhX/hC8V7X9WwH9myb9fwzrrrqqvLIuWLHHXcsohCX+MZkfCNxT0rtsuKY3K+yp56akr7xjV/0C0fc7T1hwvDe7f3Tn95TvHdc/hunyNplxox30lln/a5+l3xso0efWXw/06aNnPkRAaHzfPCDs8Kx3nop3XRTecTAxaeVo4/u/fTy1/d8qedTzX0nn5xmVmQBw5jr+PrXv57e//73F6e5mqnd0LjIIosM+MqwdnvjjTfSsccem5Zf/u/TyivvntZZ5796vu+z03nn/b4l600dcMD44uC9xx6/LO9qi6lT30j/8R831O92/+hHj04bbbRP+tWvxpeHVpKA0HkOOST1/JeY0hlnxAn08t6Bi5v+VlxxVoxiHmW//eK/+vLISogrs5qtDnzxxRfXT10dHUFsICb+4x6UP/95eP+UP1C/+MUv0t/+7d8W3+OCCy7V8+eArdKRR15QLFjYCvEp4B/+4cziwP2DH9xW3t1WDzwwJe25Zyx3s3daaqlP9PwM5i1WI6j6cv0CAmWxBMgmm/Q/BRZLi1T8P+ZmYkHG2jpccTd8sxsa4+qxGLP00ku39Sqtu+66q+dA/g/1wMX2qU99qufH3drvIeZXaqePqrIQ4sUX/zattto69Z9DnHKMeatm9wbNbQICNbGw4V579b8zfbXV4r/q8sgR5YYbbiiiEAeknze5+iyuHvvABz5QjPnwhz/clueLxE2Ocad87cFZsa2yyir1JzK22tya/5iTCHx8SqytixZbXDkXKxy049/LYAgI1Xbllb3Ljay+eu+d44su2vvX8VrsGw7TpqUUz92Iu9Fr4Vh88ZSOP753XweIuYXzzz+/6SXAhx12WP1gNX58a8+/x5zNSSedlJZccsn6P3Oxnn+33/72t9Obb75ZHt4yc3v+Y05iniouduj7ySxWOogVD6pCQKimZ599741/jbY4tRT3euT65S97g1R7v/j0EY+QjXWyukRcghxPWIwD1LbbblvePazi/pS4ybHvQTGezBirB7dTleY/5iQut46VDfr+zGLlg1gBYW4TEKonzvfGqaM4oI8aldIJJ8QytL1XRPX8STrFZaonnpjSMsv0jokFEF94ofwusxfvt+WW/WO08caxiFF5ZMfbddddi4NS3AwZNyw2cvfdd6cddtgh+1x8XFoc96f0PQjGml2x8OPcUMX5j9mJZ77EHFWsdFD7+bX65tWBEBCqZ/vtew/oa6+dUpPngRdi/ap11+0du+OO5b2NxbM9DjigeNZHPRx/8zcpnXtu723JXSgm2c84I+7s/u/yrrrRo0cXB6349DCYB1i90BP2MWPG1Jegjy2WWzn77LObnk5rh6rOf8xJO5fPGQgBoVpuv733oB7zEQO5VyFuDqzNXcxuXas46J1ySkpLLz0rHPHUwSOPjOtfy6PpY9y4cfWD1XHHHVfe3VA8vfF//ud/6k9OjC3ulI/lVmLNrrmt6vMfc9KOBTwHQkColp4/rRYH98MOK+9p7vDDe7/m4IPLe2aJA18tHLHtvHM8ArA8ipKYfF955ZWLA1T870Amua+99tr0sY99rN/BLe6Uj+VWqmAkzX/MyVAfITBUAkK1rLNO7wF+woTynuZuvrn3a+Ku82bi00eMidNi119f3ksTsYx8rP67/vrrN728tvas+AhEbUmV2hYh+e1vf1v6irlrpM1/zEnuQ8yGg4BQLbVTTIOZFI+x8TUxqT47cWXVXDzv3qniRre4f6N2JVdsceoqTmHV4lIlI3X+Y04aPUY55puOjNO0LSIgVEttcnswB564uSq+Jr6WtnrooYfqj8+NLSbLYz2umDyvqpE+/zEnsfxJbd2z2tZs+ZqhallA5jltnmIbiIGMvfO5O9O/TvzXtN4l66Vlzl0mLXjGgmm5c5dLW12xVfrBfT9Ir85478TcQN6XimnlJxCG3U033VQszlj71NHOJVBydNL8x5zEqgO1gBxxxBHl3cOiZUfXwRy8Zzf25ekvp89f8/n6mGbb0ucsnc5/9Px+Xzu796WianMgMa8xUAOZA6Flttlmm+IgNbvnkFRFp81/zE5cAFELSJxObIWWHV0Hc/BuNjbisdZFaxX7Rp0zKh1717Hpjil3pBenvZhmvDMjPfvms+nqJ69OY24ZkxY7c7H3vEez96XCaldhHXpoeU9zccVWfM3srsKiZUZSQDp1/qORrg/IztfsXLy+4a82LGIxO1Pfmpp2+e0u/V5r9r5U2K239sZguO8DoWVGUkA6ff6jr64OyF3P3VX/5DH5jcn99g1Uo/dlBNhuu94gDORO9DhtFWMHeic6w26kBKSb5j9CVwfk4IkHF68ddedR/V4fjEbvywgwZUpKq6zSG4baWlj339+7DlZtLayxY1NadtneMbEWVixRwlwxUgLSTfMfoasDsu4l6xav3TYl/08Kjd6XESKezTF6dG8gZrfFarwRHOaakRKQbpr/CB0RkMFsfcWpq3gtJsxzNXpfRpgrrkhpt916V+eNZ4HEFn+9++4ptfi5FQzMSAnIv/zLuPT3f/+Trpj/CF0dkAXOWKB4beY7g7ihrKTR+wLDayQEZMaMmWnNNXdNq666Vxo79tLy7o7UEQEZiEZjfQKBkWEkBGTChIlpkUVWTEsu+dF09dWDWGdtBOvqgJgDgZFhJATk+OOPL77HWCdqbj6AqZ26OiCuwoKRYSQEZOutty6+x1hVuFt0dUBi7at4zX0gUG1VD8j06dPToosuWnyPhw3mOTMjXFcHJHzuN58rXt/o0o3meCf68289n7782y/3e63Z+wLDp+oBufnmm+sH0iviqr4u0fUBeWn6S+nvLvy7Yl+swBtrYcUnk1gjK67OmvLmlPSbJ3+TDrrlIGthwVxS9YB04/xH6PqAhIhI7ZPI7LYIzLg/jev3tbN7X2B4VD0g3Tj/EQSkj1iFNz5prHPxOsW8SN/ngfzw/h+m12a8Vv6SAb0vMDRVDki3zn+EER0QoDtUOSDdOv8RBASovCoHpFvnP4KAAJVX5YB06/xHEBCg8qoakG6e/wgCAlReVQPSzfMfQUCAyqtqQLp5/iMICFB5VQ1IN89/BAEBKq+KAen2+Y8gIEDlVTEg3T7/EQQEqLwqBqTb5z+CgACVV8WAdPv8RxAQoPKqFpBp06alBRdcsPieDj300PLuriEgQOVVLSDjx4+vHziPO+648u6uISBA5VUtIHHgjLmP+J4OP/zw8u6uISBA5VUtIGGLLbYovqeNNtqovKtrCAhQeVUMSJy6iu9pgQUWSK+++mp5d1cQEKDyqhiQG264oX7w/PWvf13e3RUEBKi8KgbkrbfeSgsvvHDxfX3zm98s7+4KAgJUXhUDErp9HkRAgMqrakC6fR5EQIDKq2pAun0eRECAyqtqQLp9HkRAgMqrakBCN8+DCAhQeVUOSDfPgwgIUHlVDkg3z4MICFB5VQ5IN8+DCAhQeVUOSOjWeRABASqv6gHp1nkQAQEqr+oB6dZ5EAEBKq/qAenWeRABASqv6gEJ3TgPIiBA5Y2EgHTjPIiAAJW31lprVT4g3TgPIiBA5S2zzDKVPz3UjfMgAgJUXi0g8847b/re976X3n333fKQSui2eRABASqvFpDaFnMikydPLg+b67ptHkRAgMorByS2D3zgA+nKK68sD52rum0eRECAymsUkNiWXHLJ9Nprr5WHzzXdNg8iIEDlNQvISSedVB4613XTPIiAAJXXKCBrrLFGmjZtWnnoXNdN8yACAlReo4Bcdtll5WGFF154Ib388svll9umm+ZBBASovHJAZndD4de+9rW06qqrpokTJ5Z3tUU3zYNcccUV9X8nRx99dHn3sBAQYEhWWGGF+oEqTg3df//95SGFe++9N80///zFuC9+8Yvl3W3T6fMgjz76aPrsZz/bL+rf+ta3ysOGhYAAQ7LlllvWD1Rjxowp766rHbgXWWSRNGnSpPLutunUeZBXXnklHXHEEel973tf/d/HUkstlfbff/+W3dwpIMCQ1BZTHDVqVHr++efLuwuXXHJJy0+nDFSnzYO888476cwzz0zLL798/f/XggsumA4++OD04osvlocPKwEBhqQWkB//+MflXYWYd4h5jxiz4oorptdff708pHD77benN998s/zysOukeZAJEyak9ddfvx6O2OLfx0MPPVQe2hICAgxJHLA+9rGPpZkzZ5Z3FU444YT6we28884r7y7E6Ze4e/3jH/940zmU4TTS50H+8pe/pF133bVfOD70oQ+lyy+/vDy0pQQEGJIIyDXXXFN+ufDUU0+lxRdfvDjAbbLJJk3PxR9++OH1A2FcPdRqI3UeJD6hxfe+6KKL1n9eccd/LGI5ffr08vCWExBgSJqdugp77LFHcZCbb7750h133FHeXfjjH/9Yn/j9zGc+U97dEiNxHuT8889PK6+8cv37jp/pvvvum6ZMmVIe2jYCAgxJs1NXt912W7HEexzs9tprr/Luun/6p38qxsTEb7vO3Y+keZC77747jR49uh6O2OLv77nnnvLQthMQYNjFqaqNN964ONjFKaxnnnmmPKRw9dVX1w+KX//618u7684444ymocpV9XmQZ599Nu2zzz7FJ43azyg+gYwbN648dK4REGDYnXvuufWD3oknnljeXYggfPSjHy3GLLvssk0vOb3ggguKMZtuumlxUB0uVZ0HibmMmNOIuY3azzDmPOL7bcdVaoMhIMCwik8f66yzTnHgW3311ZsuqnjKKafUD5D/+7//W95diANm7bx//G+s7zRcqjgPEldRxdVUte8rtrjaKq66qiIBAYZdROOss85K1157bXlXYerUqWnppZcuDpARm7fffrs8pFD7lBDbcJ+6qdI8SMz91O6nqW1xf8ctt9xSHlopAgK03QEHHFA/UF5//fXl3YX4U3ftctWYNG6FuT0PEqft4o7xOI1W+3nEHeVxZ3ncYV51AgK01X333VdfVHHnnXcu766r3SgXk8hxJVIjDz/8cDr55JOb3l8yJ3NrHiQ+cZ166qn9VjKOS5njk1DcVDlSCAjQVjFJHHekf/KTn0yPP/54eXchTt3ULgGOK5Ga2XbbbYsxO+64Y3nXgMyNeZDrrruuuOO+9s+NbYcddihW0R1pBASolDh1U1vfKa5Eanbl1fjx4+sH4MMOO6y8e0DaOQ/y2GOPpc997nP9wrHWWms1nScaCQQEqJQ4/187wMblrI3MmDEjffjDHy7GxBpaQ3nKYavnQeLUWDyPY6GFFqr//4qVi+MO/uG+t6XdBASolPhkEetmrbnmmk3Xd/r+979fPxiffvrp5d2D0qp5kJiXOfvss9/zwK0DDzyweLRvJxAQoJKaHcxj7af3v//9xQH5E5/4RNOrlU466aTihsY5acU8yK233po23HDD+vvGtvXWW7dlpeF2EhBgRPnqV79aHJBjkv2mm24q7y488cQTxZMPY1wsJz87wzkP8uSTT9YXkKxta6yxRrr00kvLQzuCgAAjRtyguPnmmxcH5i996Uvl3XXxzPUYE5cLx7PY52So8yARoe985ztpscUWq4djiSWWSGPHjm16Gq4TCAgw4vzud79LTz/9dPnlwo033lg/iO+3337l3Q0NZR7kwgsvrD9xMba4b+UrX/lKmjx5cnloxxEQoGPEfMh6661XHMiXWmqp9Nxzz5WHNJQzDxIR+9SnPtXvdNVmm22W7rzzzvLQjiUgQMfoe29I3KHeSJxSiqu8+j75cDDzIBGlmIep3U0f20orrZR+/vOfl4d2PAEBOkoslRL3XcS9Io1897vfrR/4+y5WOKd5kHi/uHw4PtnUvj4m6o899thhXSV4JBEQoGvEvETtORsbbLBBvzW0ZjcPcuWVV9ZvXKxtMYkfV3t1MwEBusbee+9dHPzjEuCJEyf229doHuQPf/hDfb2t2hb3njS7fLjbCAjQNeK5G2PGjCnmMMr6zoPE43UPOeSQ4jnttXAst9xyxaN1m9242I0EBOCv1l133fpprFo4Ypn1WKxxKOttdSoBAUi9z+ioPSWxtm2//fbpkUceKQ/lrwQEoMdLL71ULLce8yNxR/lVV11VHkKJgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFkEBIAsAgJAFgEBIIuAAJBFQADIIiAAZBEQALIICABZBASALAICQBYBASCLgACQRUAAyCIgAGQREACyCAgAWQQEgCwCAkAWAQEgi4AAkEVAAMgiIABkERAAsggIAFn+P6DM6XZJd/+JAAAAAElFTkSuQmCC)
PN: 4H33-5-1W
CAS: 921755-46-6
Molecule Weight: 177.63
Formula: C7H12ClNO2
PN: 4H58-1-EC
CAS: 80875-98-5
Molecule Weight: 169.224
Formula: C9H15NO2
TSCA: Not listed on TSCA inventory