| Product Number | 3730-5-24 |
| Synonyms | 4'-Methyl-[1,1'-biphenyl]-4-amine hydrochloride; 4-(4-Methylphenyl)aniline hydrochloride; 4-(4-Aminophenyl)toluene hydrochloride |
| CAS | 1204-78-0 |
| MDL Number | MFCD04971967 |
| Molecular Formula | C13H14ClN |
| Molecular Weight | 219.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3730-5-24
CAS: 1204-78-0
Molecule Weight: 219.71
Formula: C13H14ClN
PN: 3637-1-0G
CAS: 4854-84-6
Molecule Weight: 194.237
Formula: C13H10N2
![2'-Methyl-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABFoAAARaAF/qyQBAAACIXpUWHRtb2xTb3VyY2UAAHichZRZj5swEID/ysjPjS8gkChkFe2qUqXdPnS3Ut8qB5wsEtgrINe/7xhyQJISIBl7Zj4fM2PPnvZFDltdVpk1MRGUE9AmsWlm1jH5/fF9FJGn+SxBJ3Q0VUw+6/prythut6PJpy7U3hqa2IK09um+yno+O4/acs0k54L9eXt9b5hRZqpamUQjVWXTqlG+2kTVzSr+MwUrVLnNDGvdWVFu29H+Su4+TvdVSi57eUbbAlFYZbmGlS0LVcNWcoof/wZrbXSpap3C8oBqj/q49/ns7cUmm0KbGptuhCxR+XtdbhJUFDbXyQYHw8aPl5gUAgFV22JRluoAruXUSoCSoDxQPqgA1BhUCCoCNQElOP7QLtBBoIdAFxFgzHPtJv04fGlceQ7Pd9+f7h9jJmOCe8AHBGZsHPkXKanPpbjIo35CQ88PTyJCI64kRFvoQ4BKLzwJH238bGs9CRw6U9JgEnDAXoBixGkonJRUNn2PctntH+1X7sfucSxJvfFFtEoMLTvHdj5bWpN2mpClMVkK0gT9l15VuL4m6ARsmeoSS9kN4Fy7gOwDLkVnYHEP8PqAS+gw4PcBl/5hIOgDrliGgXEfcKU1DIQ3m34ARH3AVe5wWCd9oKnz4SmcvYu05+IBc5Xu9hw9YK4y3p674d0I7w7zoE7EVd5P53qQCW7DdhdhneJnp0sImzcXFOvcXgzv7Pk/pY61hrr9DskAACinSURBVHhe7d0HnGxVfQdwQu9NSgi9V4lIEaIUKUGlKYkSxQQRUGoIBgNReQKiaDAhIaABHk2agChNKfGpPBSUFh69SAfpHQSknPC/7AzvXXZnZ/7bZud9v5/PfODtOXPnnJnd+5t77znnzlAAIGGG+g8AoB0CBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAMKC11z62evSnVdnUGvXOPffWelHb2wC6kwBhQK128K3Kptao99GPnlZeffX1fsuA8UmAMKBWO/hWZVNr1IvHqadO6bcMGJ8ECANqtYNvVTa1Rr3ttz+rbLbZKeWll/70rjJgfBIgDKjVDr5V2dQa9X71q3ur/x577LXvKgPGJwHCgBo7+FaPwUxdb7fdLigbbnhiefbZl99VxrRefPHFssMOO5TFFlusTJo0qV4MXUGAMKBWO/hWZVObut6ttz5R1lnn2HLkkVe9q4x3nHrqqWXxxRcvM8wwQ/MRYXLffffVq8KYEiAMqNUOvlXZ1Or1vva1SWWDDSaWxx578V1l07vf/e53b703G1SBMfPMM5e99967nHvuuWXVVVetfjbHHHOUCRMmlJdeeqn+VBgTAoQBtdrBT112zTUPv7Wz+2nZaKOTypZbnloOPfTyAU9TPfLIC1WAfPObk99VNr36wx/+UHbaaafyZ3/2Z1VQbL755uWWW25plr/22mvlqKOOKgsuuGBVvuSSS5bTTz99qi3A2BAgDKjVDn7qsl13Pb9cfvl95ZlnXi5PPfXHKhz23ffid9VrOOqo35X11ju+37LpySuvvPLWe/XNMs8881TBsMIKK5Tzzz+/Xq3pySefLHvuuWd1dBL1P/jBD74V3tfUq8GoESAMqNUOvlVZDNWNo5HQX70XX3z1rW/Zp/RbdtBBvyjbbXdmufTS30/z817z4x//uCy33HJVEMw777zlO9/5Tnn11Vfr1fp10003lU033bR67owzzlh23nnnt47sHqlXgxEnQBhQfzv4hlZlMWQ3jkrCQPXOOuvmfstOOeWGsu66x1U/j23cdtsT05SPdzfeeOM0O//Pf/7z5dFHH61Xa0uE0PLLL98MoW9/+9tthxAMBwHCsLr99ieqZUvuuOPJelHb7rzzqfKFL1xYhUiESVxTiVNj41mcftpjjz2mOf107bXvzInJisD41re+1TwNFoFy3nnn1avBiBAgDJtrr324Co/rrvtDvShl0qR7yjbbnFEFycYbn1R+8IMp5bXX3qhX62pxAfy//uu/ygILLNC8AH7GGWfUqw1ZXIj/3Oc+N82F+JtvvrleDYaVAGFYxDWLj3zk1Ld2Wo/Vi4YkFmA84YTrqwmIESSf+MQPy+TJ99erdaVLL710miG4X//610d8CO7VV189zVDgvfba662jt6fq1WBYCBCG7LTTppSttjq93HPPM/WiYfP44y9VF9hjImIEyV57/XREX28o7rzzzrL11ltXO/F4/N3f/V25//7RDb2YjLjEEktUrx/Df//7v/+7OhqC4SRAGLLGxfD6Y+qFE4fLTTc9Vnba6SfV9j/wgePLEUf8pjz33Cv1amPiueeeK/vvv3+ZddZZqx33+9///nLFFVfUq42aWA7loIMOKrPPPnvVntVXX7387//+b70apAkQxp033yzloovuqE6ZRZBsuukp5ZxzbilvvPFmveqoeOONN8rEiRPLIossUu2o47/x7/h5N4glUD71qU81j4i222678vvf9/YwaUaHAGHciiOcY46Jc/4TqyD5+Me/99Y3/uvr1UbU5MmTqyON2DHHkceXv/zl6kikG11++eXlfe97X7OtBxxwQHn++efr1aBtAoRx7+GHn39rx31ZWWqpHcvssy9Wtt9++3L33XfXqw2ruKYR1zYa3+q32Wab6trHUMWEwNjR/+xnPysnn3xy8xH/jp8PdcJgHBUdd9xxZeGFF67a/ed//uflxBNPfOuobmyO3hjfBAg949e/vrasueaa1Y5xttlmK1/5ylfKCy+8UK82JDGKKkZTxaiqeJ0YZRWjrTL++Mc/VtckDjzwwLL++utXkwEbgdTqEfWifjwvnh/b6dSzzz5bvvSlL5VZZpml2uY666zz1vv363o1aEmA0FNef/318v3vf78stNBC1Y4x7qcR3+CH4xt2LGAY8zhiuzGvI+Z3ZEY2/fKXv6zmbMw999zTBEOMmtpyyy3LPvvsUw4++OBy2GGHVW2P/8a/4+dR3hhd1XjEdmJ7sd1O3XHHHeVjH/tYc1uf+cxnygMPPFCvBv0SIPSkZ555puy7777Nb9jrrbdeueqqt+9D0qlYsDBmjsd2Ym5FzCiPmeWdiGCLCYRrrLFGc2cdF9u/8IUvlB/+8Ifl8ccfrz+lpagfz4vnNy7exyO2H68Tr9eJiy++uKyyyirVNuacc85yyCGHpI5seFuE8H777VdWW221Mtdcc1UrBcRns+uuu75rAczGZ9efVmXdoHtbBsPgtttuq761xx9hzNL+7Gc/Wx566KF6tX7FGlWxUGGsWRXPjzWsYiHDTl1yySVl5ZVXbrZh2223rVbd/dOfhmeYc2wnthfbbcxEj9eL1+1EbOfII48s888/f7WNpZdeugopOhOnNOM0Y6yufPbZZ1cTOSOMr7zyymoEXD0QWoVEq7Ju0L0tg2F00UUXlZVWWqn6Y4xvhN/4xjfKyy+/fc+SulhfKhYmbFyTiFVzY+HCTsXyIp/85CebwRFDaWMxxZEU24/XaQRJvH60oxNPPPFE+eIXv1hmmmmmahsbbrhhue666+rV6EcMroijjbijZLyP/Ymju6m1ColWZd2ge1sGwyy+YX/3u98t8803X/VHucwyy1TfEKcW3+Tjm2OUx44gFirMrHAbF7cXXXTRajvvfe97R/0CdbxevG68frQjM4FwypQpZZNNNqm2EUdhu+yyS3nsseFdqqbXxGnTeL+OPvroetGAWoVEq7Ju0L0tgxES1w/iXHTjG/bGG29cHWHEAoTx7/j2HncI7PSbe8Ohhx5a7XBj+zFiK3OhfTjE68brRzuiPdGujHPOOacsu+yy1XsT4XvEEUcM2+m3XtM4VXnXXXfViwbUKiRalXWD7m0ZjLDrr7++bLTRRs0/0njEQoRxb/KMmGOx++67V9uJ+RWTJk2qVxkT0Y5oT7Qr2peZIR93T4zRYI2RY7E93q2xbEy8X+2a+vdvoEe36t6WwSjZcccdqz/ST3ziE/WitsVOeYcddqi2s+KKK5Z77rmnXmVMRXuiXdG+aGcmRMLDDz9cjdKKIOHdhhIg/WlV1g26t2UwSk444YTqjzRWrM2Ki86xjbXWWqtrrxNEu6J90c5ob1YcfTgC6Z9TWDCdGWqAxIiuxpFHp/M5Rlu0r3EkEu3OECADa1xEP+aYY+pFA2oVEvWyn//852WzzTarBnjEJNm4Vpe9JfJw6L/VMB0ZSoBcdtll1QXq2KF222mrgUQ7o73R7mh/pwTIwGLl49i5x4oFA002rQ9mqIfE1OplH/7wh8u5555bnUqMhTBjSHDMTxor/bcapiPZAIlRWjFENkY5dcsF83ZFe6Pd0f5OR5sJkNYaEwlj3lGMYHv66aeriYSxEsJwTySMtd7imtRYGbhlMJ3IBkhjkmAMlR2Pot3R/uhHJwTI4GJCYSxlEottxsKbcVQSN/TabbfdyrXXXjtN3VYh0aosbhh2+OGHl6222qpeNGr6bxlMRzIBEsuExHNist5YzfMYqmh3Y7JhJ8ueCJCx1wiWWAetkwv2w02AMN3rNEBiocIYbRMTDsfylrXDIdof/Yj+tLsAowDpDnHjsjiKjKVmxooAYbrXaYDEardRP9ac6gWN291Gv9ohQLpHhEis7TZWBAjTvU4CJO4rEstyx7f2WCuqF0Q/oj/Rr3bumyJAxk5Mdo0VFGIh0Fgyfu+993YNBMZSJwESN22KunEL214S/Yl+tXNTKgHSmbhp13C54IILyrrrrltdmI+hwjEhNJaLHysChOleJwESd/6LurFqby+J/kS/on+DESDti9We43298MIL60U9QYAw3Ws3QGIsfwzHXHjhhXtuNdroT/Qr+jfYnQgFSPtiWff43Zo4cWK9qCcIEKZ77QZI3FMj6sVtZHtR9Cv6N9i9QwRI+wQI9Lh2A+TAAw+s6vXqbV6jX9G/6GcrAqR9AgR6XLsBEvcKidFK3b5gYlb0K/oX/WxFgLRPgECPazdAYn2jpZZaqv7jnhL9i362IkDaJ0Cgx7UTILHgYNTZYost6kU9JfoX/Wy1wKIAaZ8AgR7XToBMnjy5qrPXXnvVi3pK9C/6Gf0diABpnwCBHtdOgMQErqgzYcKEelFPif5FP6O/AxEg7RMg0OPaCZDTTz+9qnPEEUfUi3pK9C/6Gf0diABpnwCBHtdOgBx//PFVndgh9LLGDi/6OxAB0j4BAj2unQBxBPIOAdI+AQI9rp0AcQ3kHQKkfQIEelw7AWIU1jsESPsECPS4dgLEPJB3CJD2CRDoce0ESDAT/W0CpH0CBHpcuwFiLay3CZD2CRDoce0GiNV43yZA2idAoMe1GyDuB/I2AdI+AQI9rt0AcUfCtwmQ9gkQ6HHtBkhwT3QB0gkBAj2ukwD55S9/WdXdZptt6kXjWvQn+hX9G4wAaZ8AgR7XSYC8+eabZY011qhGK02ZMqVePC5FP6I/0a/o32AESPsECPS4TgIknHHGGVX9T33qU/WicSn6Ef2JfrVDgLRPgECP6zRAXn/99bLyyitX39qvuOKKevG4Eu2PfkR/ol/tECDtEyDQ4zoNkHDJJZdUz3nve99bXnvttXrxuBDtjvZHP6I/7RIg7RMg0OMyARI++clPVs/7+te/Xi8aF6Ld0f7oRycESPsESBeY4dgZqgeMhGyAxIKDiy66aJlpppnKpEmT6sVdLdob7Y72t1o4sT8CpH0CZBCtdu6tyh544YGy35X7ldXOXq3MdcJcZZ4T5ylrnLNG2fXyXcs1j18zTd1W24GhygZIuOyyy8qMM85Y7VDvueeeenFXinZGe6Pd0f5OCZD2CZBBtNq5D1R26YOXlnlPmrescOYK5ey7zy5PvfJU+eNrfyxXPnpl2e7S7d71nIG2A8NhKAESvvGNb1TPX3HFFbt+ocVoX7Qz2hvtzhAg7RMgg2i1c++v7P4X7q+ONhY/bfHyxMtPTFPWcMh1h0zz7/62A8NlqAESvvjFL1bbWGuttcpjjz1WL+4K0a5oX7Qz2pslQNonQAbRaufeX9m+v9m3+tnRNx89zc9b6W87MFyOPfbY6o/88MMPrxe17Y033ig77LBD80ik205nRXsaRx7RzmhvVtwvZLB7hvC2ww47rHrP/+M//qNe1BOGvFdutXPvr2zls1aufnbXc3dN8/NW+tsODJevfOUr1R/5nHPOWf2hZxdKjJ3y7rvvXm0rvqF3y4X1aEe0J9oV7cuGx2233Va23HLLajvxiP+Pn/Fu8Tt05JFHltlmm616r+aYY47qaGS8DvkeyJD3yo2de6vH1GafOHv1s1def2Wan7fS33ZguLz66qvVIoIRIPHHHpPqLr744nq1th166KHVBeoY5RRDZcdqpxGvG68f7Yj2RLsynnnmmbLvvvuWWWaZpXmE1TiaiZ9F2dNPP11/2nQrfndWWWWV5peSNddcs8w+++zVv1dfffXy85//vP6UcWvIe+VWO/f+ygQI3erBBx8sn/nMZ5rfsD/2sY+VO+64o16tLXFPjRgiG9uJyXq//vWv61VGVLxeY5JgtGOwe3z0J2amf//73y8LLbRQtZ3FFlusnHzyydV6WfGI//+Lv/iLqizqRN12Z7P3ovhdid+Zxu9P/C498MADVdm9997bnDcUj+222678/ve/r21h/BnyXrnVzr2/Mqew6Ha/+c1vyjrrrNP8hv2lL32pPPvss/Vqg4r5FY2dRiwXEmtO3XjjjfVqwyq2H68TrxevG6/f6TyPEKvyxjfn2EachonTfC+88EK9WvWzKGucqonn/OIXv6hX62nxuxG/I40jtPjdGegLw69+9avyvve9r/m+xt0fn3/++Xq1cWPIe+VWO/f+yhoX0Y+55Zhpft5Kf9uBkRTfsE888cTmtYO42dJxxx2Xun4Qy4TEabFGkGy77bbV/Tey11rqYjuxvdhuIzji9TpZnqQhLrb/zd/8TfOb8vbbb1/uvvvuerV3iTpRd+rnddtAguEWvwvxOxG/G9Hn+F2J35nBVjSOo7T680466aRBn9eNhrxXbrVz76/svhfuq4bxLnn6kuXJl5+cpqzh0OumPVfb33ZgNMS3wwMOOKDMOuus1R97fHuMb5Gdip1GrHYbS6Y3drKLLLJIdRvZuBd5p/NHon48L54f22lsM7Yfr9PpqaQ4kvjqV7/aPJKI01+ZI4l4TuPUWasjl/Hu8ssvbx5JxO9G/I50eiQR15b222+/aY5c4uh3PBnyXrnVzn2gssZEwpV+uFI55+5zytOvPF1NJLzqsatMJKQrxfnqOG/d2FHHqaE4r50Rp4fiov3cc8/d3F48llhiiWpk0z777FMOPvjgaghoXGeI/8a/4+dRHvWmfl5sJ7bXzs2g6uJb7ymnnNK8lvGe97ynfO973+s4gKbWuHYS24ptxrbjNcbjN+y6++67r7n8fTyG41rG7bffXj760Y82t7njjjtW1+PGgyHvlVvt3FuVxYTCWMpk1bNWLXOcMEd1VLL62auX3S7frVz7xLXT1G21HRhNMYImRtLEH3qMrDnooIPKiy++WK/Wlrj3eFzcjvPg66+/fjW3YupgGOgR9aJ+PC+eP9g9zAfy29/+tnzgAx+othnfgv/xH/9xWEdTxbZim41v2PFaV111Vb3auBCfcXzWU4+mygxMaOVnP/tZ81TnXHPNVQ455JDy8ssv16t1FXtl6FAMj40x/QsuuGD1xx5HBKeeemq9WsojjzxSnR6JnUkcfTQe8e/4eZQP1cMPP1z+/u//vnm95K//+q/LrbfeWq82bGKuSLxGvFa8Zrx2tGG8iM+2cdQXn3msWDBSQ7PjelbMRZp//vmr11t66aWrU5XdSoBA0lNPPVX23nvvMvPMM1d/7BtssEG5+uqr69W6xiuvvFKdDmucOou5HBdeeGG92oiJ12rMH4k2RFuiTd0qPsv4TKO98Rnvtdde1Wc+Gp544onq+lbM4YnX32ijjcr1119frzbmBAgM0c0331w233zz5jfsnXbaKTV0diT96Ec/Kssuu2zVxvnmm68cccQRwzYKrBPxmvHa0YZoS7TpnHPOqVcbU/HZxTWlxhFafLbxGY+FG264oWy88cZVOyJMdt11144HXIwkAQLD5LzzzisrrLBC9cc+zzzzlG9961vVLPexNGXKlLLJJptUbYrZ6LvssktXLPYYbYi2RJuibdHG2FmOpfis4jOLzy7atPzyy1efaTeIkF1mmWWaXwC++93vjskXgDoBAsModkLf/va3mxfEl1tuufLjH/+4Xm3ExSmQWHG3cQpkww03LNddd1292piL0zLRtsY37GhztH20xWcUgRHtiM8uPsOxDv+6uKAeS/DHBfZo50orrVQuuuiierVRJUBgBDz66KNl5513bn7D3nTTTctNN91UrzbsGov4NS7CLrXUUuXMM8+sV+s6caE4LhhHm6Pt0YfR+IYdn0l8No0jtPjMhmOgwkh66KGHphkEMZaLWgoQGEHXXHNN+eAHP1j9oceF2D322KM8+WT/E2iHqr6IX8wdyQ7xHQvR1hi62ljUMvoylEUtW4nPYM8992wOgIjPKD6r4TAaI+lCDIleb731qvY3FrWMyYmjSYDAKDj99NPLkksuWf2xL7DAAuWoo44atqGgrRbxG4+i7cO1qGVdvOfx3jeGYMdnEp9N1ljP5WksahkLXcZ2R3tRSwECo+Sll16qllePe0PEH/uqq66auid5QyeL+I1H0ZfhWNSyId7reM9je/EZTJgwofpMMrppNYEwVotaChAYZffff3/z7oXx2Gabbcqdd95Zrzag7CJ+49FwLGp51113Ve9x4/2O9z6WJOlUt69nFuqLWsbCmCO5qKUAgTEyefLk8v73v7/6Q48F+b785S+X5557rl5tGsOxiN94lFnUMt7LeE8bz4n7wcd7njGeVlQO9UUtY6HMkVjUUoDAGIpv0hMnTmx+A42bP8W/69+w64v4xY4mvllPb/pb1LJ+NBHv3QknnNC8oVe8t/29p+0Yz/d0iSOYWBhzJBe1FCDQBeLc/v7779/8thxHJldcccW7FvFbbbXVhn0Rv/Eo3oP+FrWM92zttdeufh7vZbyn2esmvXBXyTCSi1oKEOgicS1k6623bn7DbkwaG+lF/Maj+qKWjR1kPOI97OS6Ul2v3dc+xIKZUy9qGUE71KMRAQJd6NJLL21eJI/1j0ZrEb/xKN6bxmmmON+fvW4Q4jTX7rvvXm0rLtxPmjSpXmVMRDsaAwmifZnTcQ2xqGVj9NhQh0cLEOhS8e0we9Oq6c0tt9xS7RA//elP14vaFjvlxui4WDV4JEcvZUR7GqsZRzuHEiKNkVpD7aMAAca9RoDEBMSsWIcrthGjtbphwcn+RLuifdHOaG+WAAHoM9QAiUUKG0cenc7nGG3RvsaRSLQ7Q4AA9BlKgMQM9bhAHdcYhrpDHS3RzmhvtDuzmoEAAeiTDZCYXxFDZGOUU7dcMG9XtDfaHe3vdJ6IAAHokw2QxuitGCo7HkW7o/3Rj04IEIA+mQCJ4b7xnJisN1bzPIYq2t2YbNjJ8GUBAtCn0wCJZT5iramYUBez18ezaH/0I/rT7gKMAgSgT6cBEqvdRv1Yc6oXNNZJi361Q4AA9OkkQGKCZiyZHt/ap0yZUi8el6If0Z/oVzvLkwgQgD6dBEjctCnqxj1Ceknjnift3JRKgAD06SRA4s5/UTfuv9FLoj/Rr+jfYAQIQJ92AyTuPT7PPPNUC1UO182gukX0J/oV/RvsHusCBKBPuwES99SIenEb2V4U/Yr+DXbvEAEC0KfdADnwwAOrenEv8l4U/Yr+RT9bESAAfdoNkA022KAardTtCyZmRb+if9HPVgQIQJ92A2TeeectSy21VP3HPSX6F/1sRYAA9GknQGLBwaizxRZb1It6SvQv+tlqgUUBAtCnnQCZPHlyVWevvfaqF/WU6F/0M/o7EAEC0KedALnggguqOhMmTKgX9ZToX/Qz+jsQAQLQp50AOf3006s6RxxxRL2op0T/op/R34EIEIA+7QTI8ccfX9U5+uij60U9JfoX/Yz+DkSAAPRpJ0AcgbxDgAD0aSdAXAN5hwAB6NNOgBiF9Q4BAtCnnQB55JFHqjqbb755vainRP+in9HfgQgQgD7tBEiYf/75yxJLLFH/cU+J/kU/WxEgAH3aDZAPfehD1VpRrb6dj2fRr+hf9LMVAQLQp90A+drXvlbVO+200+pFPSH6Ff2LfrYiQAD6tBsgjdvZ7rTTTvWinhD9iv4NdltbAQLQp90AefXVV8uCCy5Y5ptvvkHv2jfeRH+iX9G/6GcrAgSgT7sBEvbee++ePI3VOH0V/RuMAAHo00mAXHvttVXdv/qrv6oXjWvRn+hX9G8wAgSgTycBEjbeeOOq/mWXXVYvGpeiH9Gf6Fc7BAhAn04DpHExff311y9vvvlmvXhcifZHP6I/g108bxAgAH06DZDQmLHdatXa8aCxynAnM+wFCECfTIDceeedZfbZZy8LLLDAuJ1YGO2O9kc/oj/tEiAAfTIBEg477LDqeZtsskl5/fXX68VdLdob7Y72Rz86IUAA+mQDJHbCm266afXc/fffv17c1aK90e5of6fhJ0AA+mQDJDz++OPVAoTx/KOOOqpe3JWindHeaHe0v1MCBKDPUAIk3HDDDdW1hFiIcOLEifXirhLti3ZGe6PdGQIEoM9QAyT89re/LfPMM0+1c/7mN79ZL+4K0a5oX7Qz2pslQAD6NGaXL7zwwuXqq6+uF7ctdsqLLLJIta2dd965a9bLinZEe6Jd0b6hhMeVV15ZHb3Etu644456cUcECDDuvfLKK2XppZeudoozzjhj+dznPpcemhvfyldZZZVqW6uuumq5/vrr61VGVbx+tCPaE+3KHjU8+OCD5bOf/Wy1nXgst9xy5bXXXqtX64gAAXrGeeedV5ZffvlqBxmneQ4//PBBV6btz/PPP99cGn3WWWetRjw9++yz9WojKl4vXjdeP9oR7Yl2derll18uhx56aJlrrrmq7ay00krlpz/9ab1aigABekoERgRHBEjsMCNQfvKTn9SrteXss88uiy66aPPU0ZFHHlleeOGFerVhFduP12mcSovXj3ZkxPOWWWaZajtxm9t///d/L3/605/q1dIECNCT4hRWnMqKU1qxA91ss83KTTfdVK82qPjWf8ABBzSPBOL6wb/8y7+Um2++uV51SGJ7sd3G9Yl4vXjdzFHH//3f/zUXjJxpppnKbrvtlhruOxgBAvS0a665prnU+cwzz1z23HPP8tRTT9WrDeqhhx4q//zP/1zmnXfe5nWENdZYo7p9bKyG++KLL9af0lLUj+fF82M7jW3G9uN14vU6FSERYRGhEdvaaKONqjAZKQIEmC7EDZcaEwbjrn0xGS9zEfm5556rFjCMGeCNo5tGOMVF7q233rr80z/9Uzn44IOrYbcnn3xy9d/4d/w8yqNe1G88N7YT24vtxvY7Fael4vRUnKaK7cVpq7POOqtebdgJEGC68dJLL5UJEyaUOeaYo9rRrrbaakO6J8ijjz5azjzzzLLHHnuUNddcs8w222zNUGj1iHpRP54Xz4/tZMUF8ZVXXrnablwojwvmceF8NAgQYLpz3333lR122KG5Q992223LXXfdVa+Wcv/991f35Tj//POro4/GI/4dP4/y4XD77beXj3zkI80+xBDdGKo7mgQIMN26/PLLy1prrVXtgOOidVzEzpxCGk3PPPNMdSpslllmqdq97rrrVpMDx4IAAaZrb7zxRnXtIWaxxw45hs2ecMIJ1c+7Say4+z//8z9loYUWqtq52GKLlZNOOmlM76goQADK2xP3YvRTY7ju2muvXa644op6tTERp77+8i//snn95F//9V9Tw3uHmwABmEqsD7XVVls1ry18+tOfLg888EC92qi49957y9/+7d822/Lxj3+83H333fVqY0aAAPTjkksuaa6JNeecc1bDcEdrccWYIxLzQ+JWtfH6MU9k0qRJ9WpjToAADCDmifznf/5nc3b4UkstVQ27HUk/+MEPyuKLL1693nve855yzDHHdHzHwdEiQAAG8eSTT5bdd9+9OcP7Qx/6ULnuuuvq1YYklmhff/31q+3HJMN99tmnPP300/VqXUWAALRpypQp5cMf/nC1k4/Z47vsskt57LHH6tU68vDDD5d/+Id/qG4UFdvdYostyq233lqv1pUECECHfvSjH5Vll1222uHH2lX/9m//1vGy8XEPk1jiZO655662s+KKK5YLLrigXq2rCRCAhAiAww47LBUA5557bnVDp6EEUDcQIABD0MkpqBtvvHGaU2Cf//znh7QO1lgTIADDoNVF8P4uwsd93Mc7AQIwjOrDcGMi4NTDgM8444z6U8YtAQIwzGIi4Fe/+tXmsiix/MhoTkQcLQIEYITENY/tt9++3HbbbfWiniBAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUv4fI0Ls/IAY9cMAAAAASUVORK5CYII=)
PN: 3730-5-Y6
CAS: 811842-48-5
Molecule Weight: 219.71
Formula: C13H14ClN
PN: 3730-1-0T
CAS: 444143-44-6
Molecule Weight: 197.281
Formula: C14H15N
![3'-Methyl-[1,1'-biphenyl]-4-amine hydrochloride](data:image/png;base64,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)
PN: 3730-5-23
CAS: 811842-51-0
Molecule Weight: 219.71
Formula: C13H14ClN
PN: 3730-5-Y4
CAS: 1204-43-9
Molecule Weight: 219.71
Formula: C13H14ClN
PN: 3631-1-13
CAS: 897671-81-7
Molecule Weight: 321.423
Formula: C24H19N
TSCA: Not listed on TSCA inventory
