| Product Number | 4H58-1-355 |
| Synonyms | 3-(4-Benzyl-1,4-diazepan-1-yl)propanoic acid |
| CAS | 874801-03-3 |
| MDL Number | MFCD05664857 |
| Molecular Formula | C15H22N2O2 |
| Molecular Weight | 262.353 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-355
CAS: 874801-03-3
Molecule Weight: 262.353
Formula: C15H22N2O2
PN: 4H58-1-HE
CAS: 174525-87-2
Molecule Weight: 248.326
Formula: C14H20N2O2
![3-[4-(4-Methoxybenzyl)homopiperazin-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H58-1-353
CAS: 874801-15-7
Molecule Weight: 292.379
Formula: C16H24N2O3
![3-[4-(3,4-Dichlorobenzyl)homopiperazin-1-yl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABRjAAAUYwGia+BFAAACr3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+MHsE0VUlWpJk3qNmntpL2bXOK2SAEqoHn49jtDmgbKQCGcH/4/n82d7eX1Id/CzlV1VhYJ4ZQRcEVabrLiOSG/H74uDLleLVMUobCoE/LSNK9XQbDf72n64nJ7KAualjnp+q8OddbT7CUtq+dAMMaDP9/v7ltmkRV1Y4vUIVVnV3XbeFemtmln8R8XQW6rXVYEnTzIq1032l/B/MPood6Qj7Wsse8GUXjKtg6eyiq3DewEo/iwL/DsClfZxm3g8YjNkoa49tXy+22ZvuWuaLDoR8hSu71vqrcUG/Jy69I3HAwL324TknMEbFPmN1Vlj+BLvtlysAKsBBuCjcAqsBqsARuD5Qz/2M9RwFHBUcJRw1HEUcVRxlEnUCc4xmLr/GQejq8uIT9hDf6/hh/t+8O2v+35BWv8sCIhC0GlVDEsOFXKaMB6JJWABaNcSgYMq5EAQZlmMRoTogmpVFJDRMNYKDRS6wgU1RznfDKGsjCM302/7wTg1wyl+ahxFnH0oKSMCBxxbpxRrbWCmMqYcRyLc62xJnTEQFNjENMoESE2cqa4V8pIoVIY07qLRIQOYiO8gzBEI6nSaAQuDw3HlaDxq/WT6LeepBF6atcgpYkxnME5nqvlY1lsLoqQbRLyiEHxkl/uqRanWBMoq42rcE1+AC+9BEQf8JlxBsQYID8B4bSHsA/4rJsGoj7gc3QaUH3AZ/Q0oPuAz/9pwPQBv1umgbgPtHtrmvD9vdC1e3GGGYa73bszzCDi3V4/MzejzCDo3dkwwwzi3p0lM8wg9N3ZM7MeNcLoGT+DBOjOthk/ZoSJZ/zEI996hhEjeSBmckcM8uD9fJ5kxKddM44EFwdN8H7JYPHTBRRc3E4B3smrf/yIOFzWrx2eAAA73klEQVR4Xu3dCbzM9f7H8RQJJUULldyrUqS6FUoJrdJy27SKytJ26592KUuiDdFKiFDa7ClEInRly54t2fcte+jzP5/v3N+vM19zlvnOzDm/mXk9e/we1Xy/M+fMnJnfe76/73aIAADg4BD7BgAAcoMAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4CS+AXLIIaEjOznVmTdP5OGHRSpUEClWTKRoUZEzzhB56KFQGQAgELI5kzvIKRxUdnVee03ksMP+rmMfWvb66/a9AAD5IIszuaPswsGTVZ3OnUO3Fygg0qiRyOTJItu3i+zcKfLzzyKNG4fKtE6XLva9AQB5LMKZPAZZhUNmkeosXy5y+OGh2z/6KLwsMy3TOlp3xQq7FACQh3I420cpUjjYItV54YXQbbfdFn57JLfeGqrbooVdAgDIQzmc7aMUKRxskepUqRK6beTI8NsjGTEiVLdaNbsEAJCHcjjbR8kLh9wcmR1zTOi2TZvCb49kw4ZQ3ZIl7RIAQB4KRoAULBi6bd++8Nsj+fPPUF29DwAg3yQmQLITqQ4tEABIOjmc7aMUKRxskep4fSCjRoXfHon2k2jdqlXtEgBAHsrhbB+lSOFgi1SnefPQbfXqhd8eiY7U0ro6cgsAkG9yONtHKVI42CLVWbZMpFCh0O19+oSXZfbxx6E6Og9E544AAPJNDmf7KEUKB1tWdTp0CN2us82bNAnNPtdZ6Lt2iUyZItK06d8z0Tt1su8NAMhjEc7kMcgqHDLLrs4rr4gceujfdexDy9q1s+8FAMgHWZzJHWUXDp6c6syZE1p59/TTQyvxFikS+u8HHwyVAQACIZszOQAAWSNAAABOCBAAgBMCBADghAABADhJngBZty60QyEAIBCSI0A0PHT2ecWKIvv326UAgHyQHAGyY4fI0UeH5o98+qldCgDIB8kRIMrb9rZyZZG//rJLAQB5LHkCZP360Mx0DZHBg+1SAEAeS54AUU88EQoQ3T8EAJCvkitAVq4UKVw4FCK6sRQAIN8kV4AoXVRRA6RmTbsEAJCHki9AliwRKVgwFCI//miXAgDySPIFiLr33lCA1KljlwAA8khyBsi8eaHNpXSHwqlT7VIAQB5IzgBRt90WaoXcfLNdAgDIA8kbINOnh1og2hJhp0IAyHPJGyCqbt1QK+See+wSAECCJXeATJwYChAdlbV4sV0KAEig5A4QVbt2KEQaN7ZLAAAJlPwBMnp0KEB0uffly+1SAECCJH+AqIsuCoXI44/bJQCABEmNABk6VPZkBMikokVl59q1dikAIAFSI0D++kv6nHuu3J0RIm8+95xdCgBIgNQIkAxff/65HJIRIMWLF5fNmzfbxQCAOEuZADlw4IBUqFDBhEjr1q3tYgBAnKVMgKjevXubADn22GNl+/btdjEAII5SKkD27dsn5cqVMyHyxhtv2MUAgDhKqQBR77//vgmQE088UXbt2mUXAwDiJOUCZM+ePVKmTBkTIu+8845dDACIk5QLENWxY0cTIGXLlpU///zTLgYAxEFKBsiOHTukVKlSJkR69uxpFwMA4iAlA0S1bdvWBEjJkiVphQBAAqRsgHz33XcmQPR477337GIAQIxSMkB09NUZZ5zhB8jZZ58tf/31l10NABCDlAyQxx9/3ATHcccdJ0WLFjX/PWjQILsaACAGKRcgY8aMkUMPPdQPjWbNmpn/rlKlil0VABCDlAqQbdu2yamnnmoCo0GDBua2lStXSqFChcxtlSpVkquuukruu+8+00q55ZZb5JVXXpF+/frJ2LFjZcaMGbJ06VLZu3ev9cgAAFtKBcgDDzxgguKUU06RrVu3+rdfeOGFfn9Ibg8NHV0W5dxzz5VatWrJ3XffLY0bNzYLNb711ltm3a2RI0fKhAkTTOiwAjCAdJMyATJs2DBz4i9QoICMGjUqrGz37t3Sv39/09L48MMP5cEHH/Qvc2mrpHr16iYsSpQocVCQRHvoLPjTTjvNhM6///1v09pp3ry5aelo6AwcONC0dhYsWCArVqwI+z2BRNL5UdrK/uKLL8wwd/1SpF+ujjjiCPPe1fcpEI2UCJCNGzdK6dKlzYfg4YcftovD6FInGhpa97rrrrOLDb3stXDhQnOi134UPfG3a9dOXnjhBRMIN910kwmI008/XU466aSDQiTa4+ijjzYBdvHFF8uVV17pX2LT1k63bt2kb9++5neZPn26ae3ocwCysmjRIhk+fLh07txZHn30UXPZNjfvU/3y9eabb9oPB2QpJQLk9ttvNx8A/eav37Ky88wzz5i6OsFw9erVdrGzLVu2mJP7xIkTTQtIQ0c/wBoCTZo0kXvuuceEznnnnWfC4vDDDz/oAxzN0aNHD/tXQBrRL02TJk0yKy08++yzcvPNN5vh6jm9r4488kg5//zz5Y477pCWLVualvmUKVOkadOmfp3n2NUTuZT0AfLZZ5+ZN/1hhx1m+iOyo+VaT+vr/fKbzpDX0Pnll19MC+OTTz6R7t27m9B54oknTEvk6quvlksuucSEzjHHHON/yPXSA1KbXnqdNWuWDBgwQF599VVp2LChVKtWzex3YwdD5kNbEjoPSlvYOgpRV6jW0Yk5fWHSQPEeQwNFN2kDspPUAaIfCG1J6BteWxbZ0ZZJ+fLlTV399pWs9PKEF4L6DRTJb9myZTJixAizerReuqxTp4784x//OCgY7EPnOWn/nbZwdf+bwYMHy9y5c2NaukdbzV7/YL169RiRiGwldYDoNyx9o2ufRk79Ato3onW1r0Sb/8lMOz/1uWTVh4Pg0UuckydPNv1Z2ll92223mRF+RYoUOSgYMh9arvW0vt5P76+Po4+XKH369JGCBQuan68t4JwuCyN9JW2AaB+AvsF1uO20adPs4jA63Fab9VpfR2sluzlz5phvifqcdFQNgkG/+WsLQFsC2iLQloG2ELSlYAeDfeglSm15aAtEWyLaItGWSX4ZMmSIH246uINh6ogkKQPk999/l+LFi5s3d5s2beziMDof5OSTTzZ1dZ5IqtBOU31O+s0U+aNFixamNagtQe1z8L6kZHVo34X2YWhfhvZpaN+G9nFoX0cQ/fDDD/7nrHLlyjn2oSD9JF2A6KKItWvXNm9q7UjWfdCzozPSta7OUNeZ6qlCR87o89KWyPz58+1iJNinn356UEDooaOgdDSUBryOjtJRUtpXlayXTadOneq3oLQPccmSJXYVpLGkCxDt5NM3s05+mjdvnl0cRudweCfZ77//3i5Oetdcc415ft6yLcgb+qWlYsWK5rXXsND3pM670AEOqejXX381qzvo89U+xNmzZ9tVkKaSKkD0jeytrtuhQwe7OMz69evl+OOPN3X1unIqGj9+vHl+2uH522+/2cVIkLffftu87rpygb7P0sHy5culQoUK5nnrpThGAEIlTYAc2L9f6lSrZt7ANWrUyHGMui6UqHX12rTuD5KqLrvsMvM8dXkWJJ5eivLmYXTq1MkuTmkalhdccIF57sWKFTODU5DekiZAFrdrJ09nvHEvO/LIHK/D6lBHfZPrfImffvrJLk4p+iHW51q4cGGzBAsSS5cG0df7zDPPjGm+RbL6448/pGbNmuY10P4eXVcL6Ss5AuSXXyTj3SqzM960s7t2tUvD6EnUm7GdLovD6V4n+nx11jESR6/9e/MjvvnmG7s4beiosRtvvNH/kqYLlCI9BT9AdCbsOedk/KaHaK+xXXoQr2NZJ1+lyyxab7CAXlZIl2vy+eGKK64wr3PdunXtorSjAwnuvfde83ro8dprr9lVkAaCHyDaitDwyGhVSA6XaLpmtE68prWuL5UudGizjtPX564rBiP+vJDWias6mAOh9523fbQeOS0nhNQT7ADR/ouMJrIJkL597dIwK5YsMSuN6htZl15PN968BF0aPpHLXKQjXSbHW0eNy4QH08m8Xojopmv79++3qyBFBTdAdOTUGWeEwuOWW+zScAcOyKc1akjdjLqXVauWlm9gfc66P4l+iHWzIMSPzhrX11Un1GXe6RJ/0+VXvEUYdXWEdLl8nO6CGyA6d0PD4/jjdfygXRquQwdZm1H3y6JFZW0aX17QWc/6AS5VqhQL4MWJLt9x1FFHmddVN/dC1nTHT2+QgW5ixXsw9QUzQHTWeMa3GRMggwbZpeF0NvoRR4Tqdulil6YVHVZatmxZ8wHu2LGjXQwHuieLvp66EVhOc48Q2lraW4Txoosukk2bNtlVkEKCFyC6XtWpp4YCIaclOnQdLN1YSevWrq29enaNtKOXEvTDq3uz57TEPbL3888/+5dldGFB5M64ceNMX5y+brrVwqpVq+wqSBHBCxBdMVcD4eSTdSlduzRc69ahusWL6xK9dmla0ln3J554ovnw6k50cKMjjHQpdu+aPqIzffp0fykh3Rxr8eLFdhWkgGAFiO7VoYFQoIDIqFF2aTjdA6RQoVB99gcPo3tR6AdX95jIabViRKbX8/U11Msxuu0wordgwQKzCra+jvqlZubMmXYVJLngBIgud126dCgQHn7YLg2nl2YymsamLrvyHWT79u3+ek29e/e2i5GDnTt3ZXxrDs2refHFF+1iRGHFihVy1llnmddSV4iYOHGiXQVJLDgBovuUayCcdppuYG6XhtMJS1q3ZEkdJmOXQvTqXmvzodUVVOn8jU7nzsOlTJkb5MwzazOSKA42bNhg9u7R96Oupv3tt9/aVZCkghEgn30WCgSdNDhhgl0aTsu9yYV6P0SkW5B6u8l9/vnndjGysHr1dqlevadUrvyqDBqU2gtx5iVdhNHbCE5n83/GZzcl5H+ArFsXakloIOS0FIJ+G9QWitbVFguy9dxzz5kPrK4Lpp3CyNlzz30nF1zQTe6/fzCD+uJMF2G86aabzHtSR7d98MEHdhUkmfwPEJ3noYGgfRo5DTvVvhGtq30lSbpFaF5au3atvwHX0KFD7WJYpk1bbcKjSpUPZc6cdXYx4kBXTPDm1ujRvn17uwqSSP4HiI4S0j0Fli+3S8LpqCwdnaUBoqO1kCveYnc6qQtZO3DgL7nrrq9MgLRqNdYuRhxpa1jXFPNC5KmnnqKFnKTyP0ByQ+eD6LwQDQ+dJ4Jc061IdXVi/aCOHj3aLsb/DBw434RHjRofyYYNO+1iJICu2eaFyP3335+Wa9glu+QIEJ2RruGhM9R1pjqioiuk6odUOzFxsO3b98pVV/UxAfLRRzPsYiTQe++958/2v/nmm1k9IckEP0C8PhJdG2vMGLsUuaCzgL1F7hiHf7BOnX4y4XHjjf1l716+Bec13YpAR2bp+/Pyyy8385iQHIIfILoLoQaIrs4LZ/fcc4/5gLKbXrhly7bKRRd1NwHy/fdL7WLkkeHDh/sDPqpWrSobGSSTFPImQHTFXB1BVaGCSLFikvFOCe318dBDobLs6Mq8LVuG9geBszlz5phLBQUKFDDrFCHk//7vWxMeDz3EwIz89uOPP0qJEiVMiFSsWFFW5rADKfJf4gNE90r2Jv5FOrTs9dfteyEB9BqzfjhZHDBk4sTlJjyqVu0uixax7HgQzJgxQ0444QTzPtX1s7jkGmyJDZDOnUMhocNvGzUSmTxZeyx1sSFdK1t7d/8empvme3nkhalTp5oWiLZE5uXU8ktx+/YdyAjSz02AvPrqj3Yx8tHChQuldOnSJkS0RYLgSlyA6LyOww8PhcNHH9mlf9MyraN1V6ywSxFnderUMR/Me++91y5KK598MsuER+3avWXr1t12MfLZu+++a96np+nKEwisxAXICy+EgiE3l0tuvTVUt0ULuwRxpteZ9YOpo7KWLFliF6eFLVt2S61avUyA9O8/2y5GAHgbo11//fV2EQIkcQFSpUooFEaOtEsONmJEqG61anYJEqBmzZrmw/nggw/aRWmhffsfTXjUq/eF7N/PSsVB5K0mrcueILgSFyDHHBMKhdzsibxhQ6iuLqqIhBuZEer64SxcuHDajXRZuHCTWetKA+Snn7hkGlT/+c9/zHtUlzlBcCUuQAoWDIVCbnbE+/PPUF29D/JElYwWon5An3jiCbsopTVtOsyExxNPsCdFkN11113m/clii8GWuAChBRJogwcPNh9Qnby1fv16uzglrVmz3YSHThzUCYQIrquvvtq8P7t162YXIUASFyBeH0hOe5sr7SfRulWr2iVIEF39tHLl0LatL+iAhzSgK+727Dk94+222C5CwFxwwQXmvfnVV1/ZRQiQxAVI8+ahUKhXzy45mI7U0rppciILCl2DSD+kRx99tGzZssUuBvJNuXLlzHtz7NixdhECJHEBsmyZSKFCoWDo08cu/dvHH4fq6DyQnPYEQVzp8tmnn366+aDq0tpAUBx11FHmfTlr1iy7CAGSuABRHTqEwkFnmzdpEpp9rrPQdV2rKVO0R/PvmeidOtn3Rh7o2bOn+aCWLFlSduiWwUlI+zX0uPzyjzOew1672PDqIPj27t1r3pN6rFq1yi5GgCQ2QNQrr4SWYteQiHRoWbt29r2QR/78808pW7as+bB20MBPQl446NG16xS72CBAksfq1av9AGF/kGBLfICoOXNCK++efnpoJd4iRUL/rRPZtAz5yls2Qtcf2r07+Zb1yBwguqOgzjS3ESDJY/bs2eb9qJexEGx5EyAINA0N7Uj3vvXpKqjly5eXWrVqyQ033GBmAz///PPy8ssvS+/evWXAgAGmc3P+/Plmy9z85oWDzu3Qf3fsOMmuQoAkEX1v6ftQO9IRbAQIjIYNG/oB4nLot0X9wF900UVmVzkNnccee0zatn1N+vT5VoYNmytTp66SefM2yKpVf8R15z8vHBYs2CgXXthNLr64h6xbF96fQ4AkDx26q+8pHcqLYCNA4Nu2bZssXbpUJk2aJKNHjzatjS5duph1iXTdrPr165tWyfnnn2/CQpdCsYPEPgoXPl5OPvk2+de/3g671KSHLilyww2fyh13fGlmiDdvPlratPlBunWbKn37zswInQVmz45p01ab0Mlq1dzM4fD889+Z/27bdlyWdRBsOnlQ3zs6mRDBRoAgJjoUWENn5syZ5tJD//79pUePHiZ0nnzyyYxgaJYRPO2lUaNBJix0+XQ7SKI5tHXxzTeLwn4Hr0z9/vsWE0y6SVTm2eaZ6yDYdPkSDRBdzgTBRoAgX2zcuFNWrNhmLmuNG/e7aW306jVDPvhgSkb4jJVnnhllWiW33vq5XHfdJ2Ehont5ZGaHg95f/19bNFnVQXDpAooaILqgIoKNAEHS2LnzT1m7drt980HhsHr1drPelfaHaL9IpDoILu0/0wBp1aqVXYSAIUCQ9CKFw+uvTzC3Pf54aNXdSHUQTDryTwPk7bfftosQMAQIkl6kcNiwYadUr97T3D5jxpqIdRBM1133uJQqVUO++mqkXYSAIUCQ9LIKhy5d/mtub9x4SJZ1EDzXX99VKlVqIxMmhA+WQPAQIEh6WYWDDvu97LJefnmkOgieK6742PytdM4Qgo0AQdLLLhx0TgkBkjx0zxZvy2Gd+4NgI0CQ9LILB12dV1fpza4OgkNbjd7fSkfdIdgIEACBoZM/NTx0GDaCjwABEBgzZ641AXLNNX3tIgQQAQIgMMaPX2YC5Pbbv7SLEEAECIDA0CVtNECaNBlqFyGACBCkhUcfHS61avWS9et32kUIkH79ZpoA0bXQEHwECNKCN5mwe/dpdhEC5L33fjZ/p1deCV+OH8FEgCAtDBo035yYdEl5nWuAYGrXbrz5O7377mS7CAFEgCAt6JwC3S9dT04//bTCLkZA6KUr/RvphmIIPgIEaUN3KdST03PPfWcXISB0Dxj9Gw0dusAuQgARIEgbs2ev8yepbd4ceXtc5C/d3lj/RrrJGIKPAEFa8U5QXCIJpjp1+pq/j04oRPARIEgr/fvPNico3SoXwaN73uvfR/e2R/ARIEgr27bt8U9S06evsYuRj3Sgg/5d9NiyhUuMyYAAQdpp0WKMOUm1bDnWLkI+0gDRcK9duzdDrZMEAYK0M2XKKhMgl1zSU7Zv32sXIx8tXLhJVqzYZt+MgCJAkHb+yvhye9NN/U2IfPHFXLsYQC4RIEhLvXrNMAFy990D7CIAuUSAIC1t3LhTqlXrbkKEvbcBNwQI0tbTT480AdK+/Y92EYBcIECQtiZMCG1eVLNmL9m9e59djATyhuvqfvW6b30kXh0EFwGCtKVDRevW/cScpFh7KW954aBH165T7GKDAAk+AgRpTU9eepJ64IEhdhESKHOA6CrJkSYOEiDBR4Agra1evV2qVPnQnKiWLNlkFyNBvHB44olvzb87dpxkVyFAkgABgrT34IOfymmnPSpt2vSyi5AgXjgsWLBRLrywm5mBvm7djoh1EFwECNLesGHj5eijz5YyZc6QPXv22MVIgMzh8Pzz35n/1v1asqqDYCJAkPb27t0rxx9/vBxyyCHy2Wef2cVIgMzhoCvv6mXEqlW7y7JlWyPWQTARIIDonJCnTYBceeWVdhESwA6H1q3Hmv9v3nx0lnUQPAQIkOHXX3+VAgUKyKGHHiq//fabXYw4s8NBBzPoTpHaH6L9IpHqIHgIEOB/atSoYVohLVq0sIsQZ5HC4fXXJ5jbHn/82yzrIFgIEOB/Pv74YxMgJ510kuzfv98uRhxFCocNG3ZK9eo9ze0zZqyJWAfBQoAA/7Nr1y4pUaKECZGhQ4faxYijrMKhS5f/mtsbNx6SZR0EBwECZPLoo4+aALnxxhvtIsRRVuGwdetuueyyXn65XWft2u3yyCPD5b33fjY7GCJ/ESBAJjNmzDABUrBgQVm1apVdjCjt3btfOnf+Sa66qo+MH7/Mvz1SOHi6dZuaZYBMnrzSv/2aa/rKsGELzAZhyB8ECGC58MILTYi0a9fOLkIU5s/fIPXqfeGf8IcM+dUvixQOHl2dV1fpzarOyJGL5brrQotg6tGgwSCZOXOtXQ15gAABLF27djUB8s9//jPj2y1fb6O1f/8B04rwNuzSMBg1aoldLSZ79uwzP0P3tdefocN/X3rp+4OWQ0FiESCAZdu2bVKsWDETIqNH/z2xDTlbsmSz3HvvQL91oIsl6uiqRNE+kRdeGOP/vEsv7Sk9ekwzl86QeAQIEMH9999vAuTOO++0ixCB7q3St+9Msyiinsi1I3zw4Pl2tYT55Zc1Ur/+AD9IbrjhU/nuu/i2enAwAgSIYOLEiSZAChcunPENmj3Ts7Ny5bawYbcPPjjMzCzPaxpi2s+iHfbe79KkyVB/ZjvijwABslCxYkUTIp06dbKL8D9ffTXXbAilJ2vtj+jff3a+j4rSTnidT6JLo+jvpQs1tms3PuKmVYgNAQJkQYNDA0QnF37++eeyfXvef6sOKu2s/s9/hvvf9Bs2HBS2km4QLF++TZo1G+H/jrVq9ZJPPpkl+/YdsKvCEQECZEEvXekCixoi3uWsa665xozSWrlypV09bQwfvtCcjPWkrN/yP/pohrl8FFQ6dyTzcOJbbvlcJk5cbleDAwIEyMaXX34pd911l5QtW9YPEu+oWrWqtG3bVmbPnm3fLSVt3rxbnnlmlH8ivuuur5Kmf0GHFn/22WypXbu3//s/9tg3smQJ80diQYAAuTR9+nRp1aqV/Otf/zooTHTOSLNmzWTs2LEpuRDj2LFL/c5p3fjp3XcnJ+WloG3b9shrr/1onkOlSm3klFNukKefbiFbtmyxqyIXCBDAwbJly+Sdd96RK664QgoVKhQWJscee6w0aNBAvvrqK9mxI7kntm3duj2j1dHP/9Z+882fZbS41tnVks7ixZvknnvelOLFzzJ/s+OOO066deuWkuGfSAQIEKOtW7dKv379zJyRo446KixMjjjiCKlbt650795dVq9ebd810EaOHJnRsjpPSpeuK2ef3Vo6dJhoZoCnksGDh0r58uX9v9e5554rP/zwg10NWSBAgDjS/dVHjRolDz30kJx88skHXeq6+OKLzRpb8+bNs+8aGNpqeuSRR/wBBBUr1pJJk+ba1VKG/s1effXVsPC/7bbbZOnSpXZVWAgQIIGmTJkiL730kpxzzjkHhclpp51m9mIfN26cHDgQjP6ECRMmhH0jb9SokVnaJR2sWbNG7rvvPrOtsdd6fPHFF5P+MmQiESBAHtFvtJ07d5batWub5eIzh0mpUqXMyWvQoEGyc2fi1o7Kyp49e0yYHXbYYeb3KV26tAwbNsyulhZ+/vlnqV69uv+30R0q+/bta1eDECBAvti8ebP06dNH6tWrJ0ceeWRYmBQpUkRuuOEG6dmzp6xdm/hhptOmTZNKlSr5P/+OO+6QTZs22dXSjvZrZb4MqZcfJ0+ebFdLawQIkM/02/+3334rTZs2lTJlyoSFifZDXHLJJeYa/YIFC+y7xmTfvn3SunVrfxRZyZIlzYx7/E1bgy1btjSh7v09GjZsmHQDIhKFAAEC5qeffpIWLVqEtQq844wzzpDnnnvO9FXEslfJ3Llz5YILLvAf9/rrrzd9AIjs999/l9tvv91/vbTDXQdDaPinMwIECLAlS5ZIx44dpWbNmn7/hHccf/zx8sADD8jQoUNl165d9l0j0s76Dh06mA5ifYzixYtLjx497GrIgg54yDyRVF/H5cvTd1kUAgRIEhs3bpTevXvLLbfc4m945R1FixaVm266SXr16pXl8vMaRpdeeql/H+3M12/WiI6GsM7r8UZrjRgxwq6SNggQIAnt3r1bvv76a2ncuLGceOKJYWGiJ7YaNWrIG2+8IYsWLTL1P/jgA7+zXsOmS5cuMV0Cg/ivu15yTFcECJACdAOs5s2bS4UKFcLCRI/MrZVq1arFvTM+XelQZwIEQEpZuHChaX1oK8S7zKL/bt++PWs9xREBQoAAKW39+vVmguDo0aPtIsSIACFAAMAJAUKAAIATAoQAAQAnBAgBAgBOCBACBACcECAECAA4IUAIEABwQoAQIADghAAhQADACQFCgACAEwKEAAEAJwQIAQIATggQAgQAnBAgBAgAOCFACBAAcEKAECAA4IQAIUAAwAkBQoAAgBMChAABACcECAECAE4IEAIEAJwQIAQIADghQAgQAHBCgBAgAOCEACFAAMAJAUKAAIATAoQAAQAnBAgBAgBOCBACBACcECAECAA4IUAIEABwQoAQIADghAAhQADACQFCgACAEwKEAAEAJwQIAQIATggQAgQAnBAgBAgAOCFACBAAcEKAECAA4IQAIUAAwAkBQoAAgBMChAABACcECAECAE4IEAIEAJwQIAQIAETtt99+k4IFC5oAeeONN+zitEGAAEAubd++XVq0aCGFCxc24eEd1113nSxYsMCunvIIEADIwV9//SUff/yxlClTxg+NCy+8UK699lo57LDDzP8ffvjh8tRTT8nWrVvtu6csAgQAsvHf//5XqlWr5gfHKaecIp988olfPmvWLKldu7Zffvzxx0v37t3lwIEDmR4lNREgABDBqlWrpEGDBlKgQAETDEWKFJFWrVrJzp077arGgAED5J///KcfJP/6179k/PjxdrWUQoAAQCZ79uyRV155RY488kg/DO68805ZtmyZXfUget927dqF3feOO+6Q33//3a6aEggQAPifr776Sv7xj3/4J//zzz/fqRWxevXqg1ovLVu2zLL1kqwIEABpb+bMmVKrVq2wfowePXrE3I8xefJkueiii/zHPfnkk6Vfv352taRFgABIWxs2bJAHH3wwbCTV008/Ldu2bbOrxqRPnz5y0kkn+UFSvXp1mTJlil0t6RAgANLOn3/+KW+99ZYcc8wx/kn9+uuvl4ULF9pV42bHjh3y4osvyhFHHGF+3qGHHir333+/rFmzxq6aNAgQAGnl22+/lTPPPNMPjrPOOktGjhxpV0uYpUuXym233eb//KOOOkpee+012bt3r1018AgQAGlBZ4rXrVvXP3Fr66NLly6yb98+u2qeGDt2rJx77rn+71O+fHkZPHiwXS3QCBAAKU1nhusMce3f0BO1rmH18MMPy8aNG+2qeW7//v3SrVs3KVWqlB8kV1xxhcyZM8euGkgECICUpCOodEb4cccd55+cL7/8cjNzPGi2bNkizZo1k0KFCvkh9+ijj8qmTZvsqoFCgABIOePGjZPzzjvPDw6dIT5w4EC7WuD8+uuvUqdOHf/3PvbYY+Wdd97Jt8tsOSFAAKQMnfF9++23h3VQt2/fPuk6qIcPHy4VKlTwn0fFihXlu+++s6vlOwIEQNLTGd4vvfSSmfGtJ1ydAd6wYUMzIzxZ6VDjjh07SokSJfwgufHGG2XRokV21XxDgABIajqzW2d4eyfZiy++2MwAjyft7J43b54ZJdW7d29p27attG7d2j/0//X2IUOGyPz582OewZ6ZTnZs0qRJ2GTHZ599Nu6THV0QIACS0s8//2xmdHvBoTO9+/bta1dzsnnzZrMu1iOPPCJnn322v/tgbg/tDK9cubI89thjMnToUPnjjz/sHxG1GTNmSM2aNf2fccIJJ8hHH30U17CKFgECIKnozO377rvPzOTWE6nO7NYZ3jrTOxZ6GUyXHLnyyiv9x7ZDoVKlSmbNLL08pr/DAw88YP6t/6+3a3mksNH76uUn7cjXS1Ox+OKLL6RcuXL+Y+vGVhMmTLCr5QkCBEBS0I7wV1991XSMeyfPevXqmZndsVixYoU8/vjjYUuw66Ejt/TSUf/+/c3oKN2VMDe0RaCXsbQ1pOGiG1BlflwdVtymTZuYdi7cvXu3vPzyy1KsWDH/ce+++25Zvny5XTWhCBAAgTdo0CAzU9s7WeoM7h9++MGuFhU92TZt2tSfYKiH9qU0b97cBEY8TZ8+3VzOKlmypP+zdCa8BkksLaeVK1dK/fr1/WXjixYtavpkdu3aZVdNCAIEQGDNnj3bzMzO/O1dZ25rp7YrnVPxxhtvhLU4dMn1YcOG5bqV4UpbUb169QoLQ70cpcN2YzFp0iSpWrWq/5hly5Y1LadEI0AABI7OwNYObK8/QfsQdKa2ztiOxbRp00w/hXeirVKlSr7Mr9AQ0yApU6aM/7voroexjKzS8NORYKVLl/Yfs0aNGuY5JwoBAiAw9MT69ttvmxnY3knw2muvjcslpXfffVcKFy5sHlMvH73//vv5OoJJaT+IBqXXaX/66afHvNSKjvjSy3Dec9XHbtSokaxbt86uGjMCBEAgvPfee6bj2gsOnYn9zTff2NWipv0BmWen61Iha9eutavlK116xWuNaMe4jrSK1ZIlS+Tmm2/2n3fx4sXNaLFYR4FlRoAAyHc6Wc470enM606dOsXlRKeXvPQyjj6uXg5r165dwvs5XOnwZG+eh04a1C1142HMmDFmLov3+uqlwHghQADku1WrVvknuHgtP6InZJ3Mp4+pHeajRo2yqwSOXsJr0KCB+Z11ZFXnzp3tKk500IH3WmiIxgsBAiDfZQ6QeLU8vBOmjtxKpv3HtYWk/SJeiMRrdr1u2auPqZcK44UAAZDv4hkg2ufhXbbS8IhHB3x+8EJE56l8//33dnHUCBAAKSmeAeJ1mOtlq2Rqedh0hJguf6LPRfuFYp1xT4AASEnxChAdqquPoR3mydDnkRNdn+v88883z0kXjoxlAiUBAiAlxSNApk6d6s990E2kUsXChQv9WfOtWrWyi3ONAAGQkmINEL2PN1RV53kEdaiuq549e5rnpjPy586daxfnCgECICXFGiC6tpXeV2eYB22SYLx4e6VfddVVdlGuECAAUlIsAaKr6nqXeHR5klSlS8RrC0Sfp+6MGC0CBEBKiiVAdEl2vZ8ujJjfa1slms4i1+eqy9lHiwABkJJcA0Q3g/L288iPVXXzmi6IWKRIEfN8R4wYYRdniwABkJJcA0Q3adL76H4e6eKhhx4yz1n3SYkGAQIgJbkEiO7k521vq5tBpYtFixaZJdp1mZPFixfbxVkiQACkJJcA0TWitL7uOZ7qfR82b9Xetm3b2kVZIkAApCSXALnyyitNfd08Kd107drVPPeKFSvaRVkiQACkpGgDRLe81T0ztL4Ob003Gzdu9Lf7XbBggV0cEQECICVFGyADBgwwdXUHw3RVrVo18xp8+OGHdlFEBAiAlBRtgHhLnTdp0sQuShvPPvuseQ3q169vF0VEgABISdEGSKVKlUzd/v3720Vp4+uvvzavQbly5eyiiAgQACkpmgDRbV+9JT10pdp0tXLlSvMa6JBe3UQrJwQIgJQUTYDoDoNaT2egx7I/RrLTFYeLFStmXotZs2bZxQchQACkpGgCRBcS1Hp6GSvd6ZpY+lrooIKcECAAUlI0AeLNgbj22mvtorRz3XXX5ToUCBAAKSmaAHnzzTdNPd37PN3deeed5rV4/fXX7aKDECAAUlI0AfLSSy+Zeo0aNbKL0k7jxo3Na6GvSU4IEAApKZoAefrpp009XYk33XmrET/11FN20UEIEAApKZoAadmyJS2Q/6EFAiDtRRMg9IH8jT4QAGkvmgDxRmHVqVPHLko7jMICkPaiCZAhQ4aYetEsZZ6qzjnnHPNaMA8EQNqKJkB0+XKtpzPRdVmTdKUz0YsWLWpei9mzZ9vFByFAAKSkaAJEQ0PDQ+vmdi+MVLR8+XLzGuhaWLt377aLD0KAAEhJ0QSIqly5sqnbr18/uyhteJfycrsnCgECICVFGyCPP/64qXvffffZRWnjySefNK9Bw4YN7aKICBAAKSnaAPG+fZ9yyil2Udo4//zzzWvQq1cvuygiAgRASoo2QLZt2+bvCTJt2jS7OOXp6+XtCb906VK7OCICBEBKijZA1I033mjqp+OSJh07djTP/YILLrCLskSAAEhJLgEycOBAU79UqVKyd+9euzileZevOnXqZBdliQABkJJcAkTrHXfcceY+ue0HSAU///yzec56CWv16tV2cZYIEAApySVA1Msvv2zuU758+bSZVHjzzTeb53zHHXfYRdkiQACkJNcA2bp1qxxzzDFp0wqZN2+emThYoEABmT59ul2cLQIEQEpyDRDVpk0bc78yZcqY0VmpzAsBl+18CRAAKSmWANmxY4eUK1fO3Pfhhx+2i1PG0KFDzXMsWLCgzJw50y7OEQECICXFEiBq+PDh5r56eWfcuHF2cdLbvn27WbJEn6POwndBgABISbEGiLrrrrv8S1lr1qyxi5Na/fr1zXMrXbq06fdxQYAASEnxCBA9sZ5++unmMWrWrJkyo7I++ugjv3U1evRouzjXCBAAKSkeAaJmzZrl75HRoEEDs2dGMhs/frwUKVLEPJ8XX3zRLo4KAQIgJcUrQNQXX3zhrxP1yCOP2MVJQ8OwRIkS5nlcc801sn//frtKVAgQACkpngGievToYeZK6OM9+uijMZ9885qGh/Z36O9fpUoVM9IsVgQIgJQU7wBRnTt39kNEF17cuXOnXSWQ9LKV1/I488wzZcOGDXYVJ9qK0cd899137SJnBAiAfLVs2TL597//7QfIAw88IOvWrbOrOenbt6+//a0uQLhw4UK7SqBoh7nX56Etj/Xr19tVoqaDCd555x3/dYjnXBkCBEC+0BZBq1at/BNm5uPoo4+WN998My6tke+//97/Rn/kkUdKz5497Sr5Tud5eEN19dDWQjwuW3333XdSsWJF/3GLFSsmP/74o13NGQECIM99+umnZjdB78RWrVo1+emnn2TMmDFy9tln+7frsNxhw4bZd4+abrpUvXp1/3Hr1Kkjv/76q10tX+gMc2+SoA7V1dFWsfbZLFq0yN8vRQ8NUN1DJB6BnBkBAiDPTJ06VS655BL/xKaT/j7++OOw4bZ68tSO3pIlS/r1rr76apk/f36mR4qePq62eLydDPXfzZo1i8tlIhe6MKLXsa2HdppriyEWuhbYs88+61+u0tFoTZo0iVs/io0AAZBwa9euNX0b+g1bT2yFCxeWFi1amEs3Wdm8ebPZbVDXfvJO+P/3f/9nbo+FnrivvPJK/8R9xBFHmH4B/daeF3Q/D12S3Xst9Pnp8iSuM8zVgQMHTP/JCSec4D8vnUw5Y8YMu2pcESAAEkZ3Cnz99delePHi/ont1ltvld9++82umiU94V911VX+/bVl8sEHH8R8mWfw4MFy7rnn+o+rI7b0pNu1a1fZuHGjXT0mOsqsQ4cO/k6C3qGr6rosjJjZhAkTzNa23mPqwpI6FyYvECAAEmLIkCFy2mmn+Se2c845x3Rou9K+Am+pEj0qV64c0+N5RowYIVdccUXYiV1bBdovo5eDvv76axMA0Vi5cqUJKL1EpqHhDSfWQy8r3X777TG3DpYvXy533323/7jaQd62bVvZvXu3XTVhCBAAcTV37tywS0S6Z3k8WgxKWzRvvPFGWIvmlltukSVLlthVo6aPoTscnnXWWWFhkvkErS0WfW733XefOfSynPfferuGpLeUin1oK0H3MI9mG9pIdu3aJa1bt/Z/joaTjuDS0MprBAiAuNi0eZP85z//OajPYsuWLXbVmEXqU3nhhRey7VOJxoIFC+TDDz80J2ZvhFS0h7a+GjZsaHZKjOaSXXb69+8vZcuW9X9G1apVZdKkSXa1PEOAAIjJvgP75L0f3pOSl/w9akrnMcQ6aio3dFTXpZde6v/cSKO64kG/9evyIgMGDDCd1doCsA+9feDAgaZevC8jTZs2TWrUqOE/Tx2x1bt377g/z2gRIACcjV45Ws7+8mw55PWME9sNh8gZVc4wfQZ5TeeV2N/MdV5JstMZ+Y0aNQpraTVv3jxuLa1YESAAorZ422K5aeRNcki3Q8xxdK+jpcPYDvLnvvhOVItGpL6Be++9N1/6BmLl9fXojHwvFHXobzz6euKJAAGQa3/8+Yc8P/l5KdyjsAmOwz48TBqPayzrd+fPZLxIdG0tb3dCPXT5krwenRQLnXlvjzbTGfpBRIAAyNFfGf/0WtBLTux7ot/quGzoZTJ9w3S7amDomk/2/Igvv/zSrhYYOt9FZ9x7v6/Od3n//ffjMnotUQgQANmauHaiVBlYxQ+OUz85VT5b/JldLZB0hrYunph5hnatWrXkl19+savmG51ZrzPRMy+xov8f64z7vECAAIhoxY4Vcs+Ye/zgKNazmLSZ1kZ27dtlVw08XSPqmWeeCVsjqmnTpglbIyo3tGWhLQx7zS9tiSQLAgRAmN37d5ug0MDwwkODRAMl2el6VzfccIN/wtZVanVyX7xXqc2J9mlo34b3e2ifh860TzYECADf50s+N5eovOC4cOCF5hJWqhk1alTYPhkVKlSQb775xq4WdzqKSkdTeT9XR1npaCsddZWMCBAgBSzZtkSaTWom53x5jpToVcKMktIgqD64urSc0lLmbJ4TVt8LCM+OfTuk9rDa/u3aWa6d5tp5nqp0p763335bjj32WP+EXrdu3YTsE6LzNnT+hs7j0J+j8zp0fke8dl7MLwQIkOQ6zuwoBbsX9E/+WR2Z2bct2rbI/L8Gjw7T1eG66UJX3n3kkUfClmB58sknY1pe3aMzxXXGuM4c90JKZ5TrzPJUQIAASeytWW+ZE3+BbgWk4diGMm71ONmyd4vs2b9Hft/+u0xaO0lenvayVPqiUtj97ABRU9ZPkWXbl4Xdlk5mz54tl19+uX+iP+6448x6WDqSy4WuUaUz4r3H05nyupZVKiFAgCSlJ/tC3QuZIOi3qJ9dnK1IAYKQQYMGSfny5f0T/3nnnSc//PCDXS1LOvNdF2H0lnDXmfE6Q15nyqca3kFAktJLTRoCOkIqWgRI9rRTu3379nLUUUf5QVKvXj2zt3pWdKa7znjXZd+9++iMeN23I1XxDgKSlDe5b8yq6Je5IEByR/fu0L0+vNaEbn/70ksvyY4dO8Lq6Q6AOtPdCw6dAa87BaY63kFAkjq297EmBDbt2WQX5YgAiY7uY37xxRf7AXHSSSdJ3759za6Cug2ud7vOeNeZ7679JsmGdxCQpLyRV7ofR7QIEDf9+vWTk08+2Q8M79AZ7rr9rc54Tye8g4AkRQskf+jlK72M5YWH7p2uM9zTEe8gIEnRB5K/dJivBkgqbFzlincQkKS8UVj1v69vF+WIAImdNzmQAAGQdLx5IDqJsP/i6CaoESCxI0AIECCpdZjZwQSBhsj9P9wv49eMl217t8neA3tNwOhM9LbT2pp9yzMjQGJHgBAgQNJ7bcZrZmtZLxSyOjKLdBuiQ4AQIEBK0MUQn5j0hFT+srIU71XcLIpY9pOycsmQS6TV1FYyd/PcsPoESOwIEAIEAJwQIAQIADghQAgQAHBCgBAgAOCEACFAAMAJAUKAAIATAoQAAQAnBAgBAgBOCBACBACcECAECAA4IUAIEABwQoAQIADghAAhQADASemLMgLknxkBMp0AAQBEofQzGQHSNCNAlhAgAIAolO5b2iyJ/9M6AgQAEAUChAABACcECAECAE4IEAIEAJwQIAQIADghQAgQAHBCgBAgAOCEACFAAMAJAUKAAIATAoQAAQAnBAgBAgBOCBACBACcECAECAA4IUAIEABwQoAQIADghAAhQADASblPy5kAmb5hul2UNggQAHAwasUoeXv22/JXxj/pigABADghQAAATggQAIATAgQA4IQAAYAcLNm2RJpNaibnfHmOlOhVQgr3KCynfnKqVB9cXVpOaSlzNs8Jq6+js/RIdan/DAEgBh1ndpSC3Qv6oZDVkVmk21JR6j9DAHD01qy3TBAU6FZAGo5tKONWj5Mte7fInv175Pftv8uktZPk5WkvS6UvKoXdjwABgDS2bPsyKdS9kAmCfov62cXZIkAAII09P/l5EwL3jLnHLsoRAQIAaazKwComBMasGmMX5YgAAYA0dmzvY00IbNqzyS7KEQECAGnMG3m178A+uyhHBAgApDFaIDlL/WcIAA7oA8lZ6j9DAHDgjcKq/319uyhHBAgApDFvHohOIuy/uL9dnC0CBADSXIeZHUwQaIjc/8P9Mn7NeNm2d5vsPbDXBIzORG87ra2c/eXZYfcjQAAA8tqM1+SwDw/zQyGrI7NIt6Wi1H+GABCjRdsWyROTnpDKX1aW4r2Km9V4y35SVi4Zcom0mtpK5m6eG1afAAEAIBsECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnPw/fJb9ftC3KFEAAAAASUVORK5CYII=)
PN: 4H58-5-9B
CAS: 1227955-30-7
Molecule Weight: 331.24
Formula: C15H20Cl2N2O2
PN: 4H23-1-3U
CAS: 646456-04-4
Molecule Weight: 276.38
Formula: C16H24N2O2
PN: 3H32-5-70
CAS: 199672-26-9
Molecule Weight: 263.21
Formula: C12H20Cl2N2
![4-[(4-Methyl-1,4-diazepan-1-yl)methyl]benzylamine](data:image/png;base64,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)
PN: 3H30-1-1M
CAS: 884507-52-2
Molecule Weight: 233.359
Formula: C14H23N3
TSCA: Not listed on TSCA inventory
