| Product Number | 4H48-1-083 |
| Purity | 95 % |
| CAS | 5382-43-4 |
| MDL Number | MFCD01312760 |
| Molecular Formula | C10H8N2O |
| Molecular Weight | 172.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![6-[(Methylamino)methyl]quinoline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABioAAAYqAE/8JOnAAACCHpUWHRtb2xTb3VyY2UAAHichZRbb6swDID/ipXn0yQECrQqnapNkyZt5+Fsk87bUQpphwTJFOjt3x8H2g7ajXKRje0vF9tkdrcvC9gqW+VGJ8SjnIDSqclyvU7I+9vjKCZ381mKQRioq4R81PXnlLHdbkfTD1XKvdE0NSVp/dN9lfdidj41ds0E5x77+/L82jCjXFe11KlCqsqnVWN8Nqmsm1X8MAUrpd3mmrXhrLTbdrR/gruH032Vka+93KNvgSis8kLBythS1rAVnOLDf8FaaWVlrTJYHtDs0wD3Pp+9PJh0Uypdo+pGyFNZvNZ2k6KhNIVKNzgYKk8PCSk9BGRtyoW18gBOc2bpgRQgfZAByDHIEGQEMgY5AelxfNHvYYDnY64L5SZ7O3wqXDH8hvvz3dExTSIhI4/6vh8BLh+vkzgaj0LQMIwCwL1wnGqMxiCCEI1xcBJH4zGkBQgc3ATomuCQo4CGwkmf8thJQX3PSU6j6GvmHz7P0Zd0+40pY+eczWdLo7OOCnmWkKVHmmT+UatKHPNJwNhMWWxRN4AL7QKiD7jsDwN+H3C1GgaCPuAqewYW3wHjPuD6YBgI+4DrmmEg6gOux4aBuA+4jhwGJn2g6d9hwvl7pWv6/QZzWe7m/7jBiKvN30Quan76BQeZ67J/j7BOH7PTOYHq1RnCOgcMw2N1/h9A8p2Xh23DdAAAMEVJREFUeF7t3Qe4FNX9/3ETiSJqjC1YIpbYQRME7CgqRMVC7Jigxp9ijCIhdixoYouJii1godhAwRhUROEvSDCABYwUUREbKAiKoIIiIp4/nyGzzpzbdr87u3fnzvv1PPMod85l793Dns/uqWs4AAAM1vC/AABAPggQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAyIxWre4Ortat73YzZy70b8eEZVEzAgRAZoShoKtHj2f82zEESN0IEACZEYZC27YDgv9OnTrfL5JDgNSNAAGQGWEo9OkzKfjv738/3C+SQ4DUjQABkBlhKCxZstwddNB9wf+/9NKHfrEAAVI3AgRAZkRD4b77Xg3+/9RTh3mlViNA6kaAAMiMaCgsW7bCHXrog8Gfx4173ytJgOSDAAGQGX4oDBnyWvDnk0561H33XaSgq1oWVREgQAl8++237vLLL3d3300DVEn8UFixYqU76qjBwddGjpwVKVm1LKoiQICEjR071m277bZujTXWCK7DDjvMzZoVb5xQP6oLheHDZwZfO+aYR1YF/8rc16srizgCBEjIe++9544//vhccESvtdZay1188cXu888/978NZVRdKKxc+Z074YShwdeHDXsj9/XqyiKOAAGKtHTpUnfFFVe4xo0b5wLjRz/6kTv99NNdx44dY0HStGlT179//1WN1vfvdFE+NYXCmDHvBl/v2HGQW7782+BrNZXF9wgQoAgPPPCA23LLLWMhcfjhh7s333wzV2b06NGuefPmsTKtWrVy48ePj/xNKIfaQqFLl8eCe4MHTw/+XFtZrEaAAAYvvvii23vvvWOhsNNOO7mnn37aLxpYsWKFu/POO91GG20U+56TTz7ZzZkzxy+OEqktFCZO/CC416HDA+6rr1bUWharESBAAebOnetOPfVU94Mf/CAXAj/5yU/cLbfc4r755hu/eBWffvqp69atm2vUqFHu+5s0aeKuvvrqVY3WV35xJKyuUOja9cngfv/+/62zLAgQIC9ff/21u+6669x6662Xa/jXXHNNd9ZZZ7lPPvnEL16nGTNmuPbt28c+jTRr1sw9/PDDflEUSGMYCxd+6X85UFcoTJnyUXC/XbuBNZb95puVq+ppunvhhQ/8W5lDgAB1eOyxx9x2220Xa+wPPPDAVY3NFL9owZ544gm3/fbbx/7u/fff373yyit+UdRBCwGfemqmO+yw1avLNTDuqykUorp3fyZXrrqyjz46I3evW7cR7r33FvtFMoMAAWowbdo0d9BBB8Ua92222WZVA/KoX7Qoy5cvdzfeeKP78Y9/nHucH/7wh+6MM85wCxYs8IujGtOmLXCnnTYs1vAPHTrDL1ZjKETpoCkdOFVTWW0Bv99+/XP399rrXnfTTRPc559/7Rdt8AgQwLNw4UJ39tlnB11UYYO+7rrrumuuucYtW7bML56Y+fPnB1N/FR7h4ypU/va3vwUhg6oWLFjqrrzyuViDr112NZNK6ztKZd68Je7SS5+NBdYhh9zv/vnPGSV93EpDgAD/o5lSt956q9twww1zDbgGy0855RT34YfVb/ldCpMnT171Dne/2CefHXbYwT355JN+0czSOEe/fq/kDobS1abNPe666553ixeXLuR9r7wyz/3mN6un/4ZX586PukmT5vpFGyQCBFhl5MiRbuedd4412nvuuad74YUX/KJlM2jQILfVVlvFfqYOHTq4119/3S+aKaNHv5Pbvyq8zjpruHvrrU/9omWhTxxawd6+/f2xn+mii/6fmzv3C794g0KAINPeeustd8QRR8Qa6S222MLdd9997jt/e9Z68OWXX7qrrrrKrbPOOrmfT6vczzvvPLdo0SK/eIOmsQkFRbSRVpBUN1heH3RIVe/eL7i997439/Pts08/949/vLyqHuue4p1GBAgy6bPPPnMXXHBBsEdV2DCvvfba7rLLLlvVECzxi9e72bNnu86dO8eCbuONN3Z9+vQJdv5tyNQlpa4pdVGFDbO6rrRWI9x2pJLMnv2Z++Mf4zO5NDNMM8Qq4D1JoggQZIr2oLr33nvdT3/601hjfOyxx7p33nnHL15xnn/+ebfHHnvEfvYWLVqsehc+xi+aetpqfdCgabE1GRos79VrrPv44+rXeVQSrWw/7rghsSDRTDHNGGsoCBBkhhrfli1bxhrf3XbbzT333HN+0YqmEOzXr1+VEDzmmGNSEYL5mDBhTpXG93e/G+amT09X4xuGYHj+ehiCmjmWhhCsCwGCBu/99993J510UoPr/tHW8BdeeGGVbriePXu6L75I5+Ctun/8hXzq/hkx4q1Ud/+krRsuXwQIGiwNQPfq1avKAHT37t0b1AC0JgIceeSRsYDcfPPNK2YiQD6++GKZu+WWF4JFeWED2xAHoDVTrLqJAJpZlkYECBqkhx56qMoU2F/96lcNegrsqFGj3C677BL7nTUVeeLEiX7RiqHuuIEDh7hf/vJM16LFdblGtaFPgdXMseqmImumWZoQIGhQJk2a5Pbdd99YI6pFeMOHD/eLNkhaDHnbbbdVWQzZpUuXsi6GzMe///3vVcHxS9eo0Xpuk032cz//+TnBIrzJk7OxCE9dV+rCii6G3G23q90ll/R1Cxem4xMyAYIG4aOPPqqyDcgGG2zg/v73v+e1zbrVzJkzg3C6+eabg515f/e737kTTjjBtWvXLnfpmFt9XfdvuummYEW5DpwqZfeStmP5wx/+ENs2Xtux/OUvfynpdiz50NG/eo6iId+sWUv34IMjY2eSJ61S60qD6ZpZ1rLlbW7bbc9wG23UZtXV1PXu3buk/3aTQIAg1bRH1F//+le3/vrr5xqjUm1EqMcaN25cMK6irUaig9eWS+MxOpRKa090amEpzgPRhpAHH3xw7HG1IeTQoUP9oiWno3+vvPLKKkf/9ujRwy1enOyOtmmsq6lT57iOHXu4ddbZIve42h3hmWee8YtWDAIEqfX444+7n//857EXetu2bRPdCl199HoBaxGf3sH7DYt/qetIDbR+Lr2j1X/152iXUk2XGtZOnToF28cnvXniv/71r2q3pH/11Vf9oiXx4IMPup/97Gexxz/ssMPcG2+84Rc1awh1pU86999/f7AbQvTxOnbsGHyCqjQECFLntddec4ccckjsBbb11lu7Rx55xC9qpi6xSy+9tMp559HHO+2004LuEHWL5Pvi1oypp556KjjB8P/+7/+qBGB46ejbc845J9EGNjwUK/ppTTsOd+3a1XQoVj5efvllt88++8R+tx133NGNGDHCL2rWEOtKuyFcfvnlwbTs8HH0Kej8888PdlGoFAQIUkPHwZ577rlVjoP985//nFiXgo6s1TTfaDeLLj2m3gXeddddbtasWf63FUVjAgMGDAj636MNhi51x5144olu6tSp/reZzZs3L2hQ/WN51cAm1eeux9BYQvQxNCalcYWkHiMLdfXuu++64447LvY4m266qbvnnnuCT1z1jQBBxdPMojvuuCN4pxd9If3mN79xc+bM8YubaOGd3t35jcKuu+4anMehBrEctD6lb9++Vd6169J2K2pQkvLSSy9VeZyddtqpqE8H6s65/vrrq/2U8/HHH/vFTbJYV2PHjnW777577DE0g03jPPWJAEFFe/bZZ4OGIfrCad26tRs/frxf1GzYsGFV1ozoMer7/A018EcddVTs59KiSB1slWS/u8Yn/O6fww8/PJh9VIjqxlkOOOCARMdZslxX2jVBn6o22WST2ONoJpl2W6gPBAgqkroejj766NgLZbPNNgu6D5KaUqmprto/KvoYepdXzDvwUtDZ6/5zoXGEJBcIaobUFVdcUWWG1J/+9Kc6Z0hNnz69ykwvjTsMGTLEL2pGXX1P9aGZa6qf8DFUb5rhpnosJwIEFUXdE5dcckls2qX+X19Lcn8nDe42a9Ys9xiataPuD3WXVSoN6G677ba5n1kNiH7mpAJVqlujoXe8d999d5V9w9Soa/C41GtNqKvqadBeM9midaWZbvpEWS4ECCqCXlj6dKFPGdEXhKZKvv32237xomgTxWj/uWZ0qeFMA00W0GaJ0fPatQ+WJhgkSavEf/GLX8TqQn9WX7wa7ttvv73KdNff/va37oMPPvD/qqJQV3VTWOlTTrQuNC6j4C01AgT1Tova/HnvzZs3D8Y/kqZDpMLH0KwZfeyvhNkshdIW9NowMfxd1IAk3bDqE4c+eWjWT7Ru/MHrNm3auAkTJvjfXjTqKn+a2aYZbprpFj6OZsDp7JhSTiogQFDvoou+NNNKM66S7p5Qw6OZQNHHefrpp/1iqTJ//vzYehiFsFaeJ0197hoLifa561KjOHDgwES7ZYS6stNMtzPPPDP2qadDhw5+scQQIKh34fRcDbwm/fFe9E46ehysXrwzZszwi6WSfjftARb+blrPUYpPA6JZWeFeY1qxneSYVIi6SoY2FQ0f5+STT/ZvJ4YAQb3bfvvtg3/oRxxxhH8rEdpUMHwxaZppQzm1L0qTDMLfUWMTpXh3K2r09BhaJFgK1FUy1KUVPoYOHSsVAgT1rpQBcuONN+ZeSNqKopT9wfVNs3zC31Xv3JPuZ5dSBgh1lRwCBJlRqgDR3lhhl4umoia9rUUl0p5QYcOhwdqkuwRLFSDUVbJ1RYAgM0oRIGqAwu00tCI4yYVclS7az65po0kOcpciQKir5OuKAEFmJB0gevFoamn4Aho8eLBfpEHTYG10xo8O1UpK0gFCXZWmrggQZEbSARIdpEyqoUsbTRsN1x5o+m1S7+qTDhDqqjR1RYAgM5IMEG3cF86B11noOlchq7SALXwu1MeexKZ+SQYIdfW9pOuKAEFmJBkgOpFQf5cGZF988UX/duZoK42wIdHOsMVKMkCoq7gk64oAQWYkFSDqPw9fNDpBDqv3Ywo39dMAdbFnVCQVINRVVUnWFQGCzEgiQPSRPzwnQvsBqV8Zq2mzvbAx0ZboxUgiQKirmiVVVwQIMiOJAOnXr1/uBZPUTJaGJDyjQhvs6cwKqyQChLqqXRJ1RYAgM4oNEM2d33nnnYO/Y+ONNy77oTppoIYoPJ9c53ZbFRsg1FXdkqgrAgSZUWyA6JjT8MXSq1cv/zb+JzxyVYPWOozIotgAoa7yU2xdESDIjGIDpH379sH3N2nSJNjOGtXTTKewUdFJghbFBgh1lZ9i64oAQWYUEyDacC+cP3/aaaf5t+HRSXV6rrSFvmWtQTEBQl0Vppi6IkCQGcUESO/evXMvlFGjRvm34enbt2/u+Xrsscf823UqJkCoq8IUU1cECDKjmADZc889g+9t2rRpsK8Qardo0SLXuHHj4DnTefOFKiZAqKvCFFNXBAgywxogWj8QzlY577zz/NuowXHHHRc8Z2qctHitENYAoa5srHVFgCAzrAEyZMiQ3Itk+PDh/m3UYMCAAbnnbfTo0f7tWlkDhLqysdYVAYLMsAaIZqfo+zQwu3jxYv82aqDT78LG5bLLLvNv18oaINSVjbWuCBBkhjVAmjdvHnxfy5Yt/Vuog46M1XO39957+7dqZQ0Q6srOUlcECDLDEiDqDw6PQO3evbt/G3XQBoZ67tZaa62CBrQtAUJdFcdSVwQIMsMSINOmTcu9QPr06ePfRh1uvvnm3PP31ltv+bdrZAkQ6qo4lroiQJAZlgDRvPjwBVLI4CJWGzFiRO75K2RQ2xIg1FVxLHVFgCAzLAFyww035F4gs2fP9m+jDm+//Xbu+StkR1xLgFBXxbHUFQGCzLAESDirR2dIa4dXFEZ96Y0aNQqew27duvm3a2QJEOqqOJa6IkCQGZYAOeWUU4Lv0ZbgsNlwww2D57CQfaksAUJdFa/QuiJAkBmWAPn1r38dfM/WW2/t30KemjVrFjyHxx57rH+rRpYAoa6KV2hdESDIDEuAhNuCa30BbMK1GR06dPBv1cgSINRV8QqtKwIEmWEJkP322y/4njZt2vi3kCc9d3oO9VzmyxIg1FXxCq0rAgSZYQkQ3tUWr9B3tWIJEOqqeIXWFQGCzLAECP3qxSu0X10sAUJdFa/QuiJAkBmWAGFmT/EKndkjlgChropXaF0RIMgMS4CwtqA4lrUFYgkQ6qo4lroiQJAZlgBhdXNxLKubxRIg1FVxLHVFgCAzLAHC/krFseyvJJYAoa6KY6krAgSZYQkQdngtjmWHV7EECHVVHEtdESDIDEuAcMZEcSxnTIglQKir4ljqigBBZlgCRDjlzs5yyp1YAkSoKztLXREgyAxrgHDOto31nG2xBgh1ZWOtKwIEmWENkCFDhuReJPkOLsK5AQMG5J63Qge1rQFCXdlY64oAQWZYA2T+/PnuBz/4QfC95513nn8bNTjuuOOC56xx48bB+EQhrAFCXdlY64oAQWZYA0T23HPP4HubNm2a9wBjli1atChojPScderUyb9dJ2uACHVVmGLqigBBZhQTIL179869UEaNGuXfhqdv376550vrMwpVTIBQV4Uppq4IEGRGMQEyb968YGBW35/vPkFZts8++wTP1UYbbeSWL1/u365TMQFCXRWmmLoiQJAZxQSIhNuFN2nSxH388cf+bfzPiy++mGtUNCvKopgAEeoqP8XWFQGCzCg2QIYNG5Z7sfTq1cu/jf856qijgudIi/reeOMN/3Zeig0Q6io/xdYVAYLMKDZAtMPrzjvvHPwd2jJ86dKlfpHMmzJlSm4W1IknnujfzluxAUJd1S2JuiJAkBnFBoj069cv94LJd8fSLDn66KOD50YNkxooq2IDRKir2iVRVwQIMiOJANEg41ZbbRX8PRtssEGw7gCrPfXUU7nG5JhjjvFvFySJAKGuapZUXREgyIwkAkQGDx6ce9FoAzqs3shw2223DZ6TddZZx7377rt+kYIkESBCXVWVZF0RIMiMpAJE2rZtG/xdGnzUTJas69mzZ64hueaaa/zbBUsqQIS6ikuyrggQZEaSAfLqq6/m1hrssMMObsmSJX6RzHjuuedyz8WOO+5Y8FqC6iQZINTV95KuKwIEmZFkgMgll1ySe/Ek0dClkcYVNt988+A50FnkEydO9IuYJBkgQl2Vpq4IEGRG0gGiF0+bNm1yLyD1t2eJ9pk65JBDcr9/kjOdkg4Q6qo0dUWAIDOSDhCZNWuWW3/99YO/VwOSSbyrS4vTTz8913gceeSRwdqLpCQdIEJdJV9XBAgyoxQBIo888kjuKNVNNtkkaKgauksvvTTXcKgv/dNPP/WLFKUUASLUVbJ1RYAgM0oVIHLjjTfmXkg6GlQb+jVUf/vb33K/6xZbbBGcZpe0UgWIUFfJIUCQGaUMEPnDH/6QezFtt9127p133vGLpF50MHrDDTd006ZN84skopQBItRVMggQZIIWT6277rrBP3QtoirFQUP6Ozt37px7Qekd34wZM/xiqaTfLdqPrgZ+woQJfrFEfP75565Ro0bB4/zyl79MrL8+irpKhj69hY9TyoWaBAjqzcMPP+yaNWuW+4eua7fddgvmxCdt5cqVrmvXrrnH0RkLTz/9tF8sVTT9MzqDR41tKd7N6rnT/lU//elPY3W19957l2QBIHVlp08et956a/DJJnysAw880C+WGAIEZffKK6+4/fffP9YYhbuPhtexxx5bku6LCy64IPcYGrS98sorgwYrbRSy4doBXRqETbofXZ5//nm3xx571FhX+v9TTz3VzZ071//WolFXhRk5cmRup+Pw0o7HL7/8sl80MQQIymbBggXujDPOyM220fXjH/84GDzV4UJqMNZaa63cvbXXXttddtllia9Q7tOnT/B3h4+jd4aleEGXgrr8tOVFuGpZl6Z/JjmDR2bPnh3rSgobIz13ejd91llnxX6G9dZbz1177bXu66+/9v+qolBXdZs5c2YwfhitK33Cuf/++0vSzRhFgKDktC2DZp0oLMJ/4AoR9Qf7O7HW9GK47777En0x6F1ZtPtM4zD6GVesWOEXrRjaqTXcbE+XVi3rZ07yefnyyy/dVVddFazHiD7Oeeed5xYtWhQrq63G27VrF6sr/Xz//Oc/Y+WKRV1V77PPPivbm66aECAoqSeffDLY5yjayOy3335u8uTJftGY6j6O77nnnu6FF17wi5otXLgw2DI7+hi77767GzFihF+0XqmhDs+ICC91gyS94G7QoEG5bdbDq0OHDu7111/3i8Y8+uijscZS10EHHeSmTp3qFzWjrr6nbrx7773XbbrpprHHUbdvMTv4WhAgKAk1Omp8ov/A1TipkcqX3mH6A4Lqcz/llFPchx9+6Bc30zGrfsPZunXrIPzq00svvZQ72jS89MlAO7UWu9lelMJcoR59HIV+Ib+/uq70c6krK/w71HVz9tlnu08++cQvbpb1uho3bpxr2bJl7HEUpKWYeJIPAgSJUjeHujv0kT36QlK3iLpHLPTuUw1RtC9Z3Rh6cS5btswvbvLFF1+4888/P9bfrmvXXXcNuh7KtahNz1/fvn3dPvvsE/s5dCX9DlPdh+pG9Mek9PtaGz0FuwI+OtCuNwB6I5BUl1MW6+r9998PjreNPoZW7OvxSzH1PV8ECBKhf8Qa8NRAa/QfuQZiNSCbBE17VNdI9O/fZpttgi6UpGg2Uffu3V3jxo1jj6P1Dx07dnR33XVX4ttsaFB4wIAB7vjjj6/SKKpxV8ORZHeQwkETF/wxKU1w0ESHJKirca+99or9LuqSVNdkUrJQV3rT1atXrypjUn/84x+rjEnVBwIERRszZoxr0aJF7MWkqZ+aAloKjz32WJU+dw3mWs+Prs5HH30U7FW05ZZbxh4nvLbeemt32mmnuZtvvtkNHz48GPzPx1tvvRUMsN5yyy3BAi9t2eH/3bq09uGcc85xb7zxhv9XFOWJJ57IrfwPL02p1tTqpGnAWDOBNAki+niaJJHv85WPhlpXDz30kPvZz34We6xDDz008ccpBgECM63T8Ac2tdhMi85KPV9ffe7XXXddlT53TS9Nss9dv8czzzwTfJIKV8zXdqm7Rp+K1Ngo1PRf/Tk6jlPTpXfSnTp1CgLS2oVUE63mbt++fezxNLNJizlLTTOCNDMo+o5dM4c0g0gziZLSUOpKs8723Xff2ONpIF5hVmkIEBRMfdCa3+43CNpzR9tdlJO6MbSQLdrnri0i9K5Rq3KTpIZCg5jqUtCgc3T6pOVSV4RWc6txHT16dLBuIGlac9CtW7fcFiS6mjRp4q6++uqSPF5tNCagsYHoc6CZRJpRlPQbjjTWlT5JaY+x6JjUBhts4G666abE/y0nhQBB3tQlofUY0VW1urQ4Sh/365O21NALPPpz7bTTTiXfAkPdIeoWUfeIPv2oATjhhBOCd7Thpf5yfV331RhoxtCbb76Z6JoAnwas77zzzqB7JfqcnHzyyW7OnDl+8bLSjCFtWRP9uTSzSA1+KVVqXSnsbrjhhtyZKLr0afrMM88MFthWMgIEedE8dq3DiL7od9llFzdq1Ci/aL164IEHqvSFH3744UEjkBV6h9y8efPYc9CqVSs3fvx4v2i90aQLzSDSTKLoz6lBaM04ygpNS/bHVtq2bev++9//+kUrEgGCWmlaZpcuXapMy7ztttsSm5aZtKVLl7orrrgiNjtHXRCa+rl48WK/eIPx9ttvB/3y0caoadOmrn///ol3ESVFM4k0o8if9q2uJ+u07zR47bXXYpsr6tJgvw7WShMCBNXS+oq//OUvscFI9aPrvAaty0gDTblUl0T0Rao+93vuuadiG1QLjUnpjAl/TOriiy8u+5iUlWYWaYZRtK40A0kzkRoSjUlpxpY/JvXnP/+5JOMqpUaAoIqhQ4cGs1GiL+aDDz64JNtPl8PYsWPdL37xi9jvo/Ms/v3vf/tFU0X98gMHDnSbbbZZ7HfTVhpJr38oF8000oyj6O+jGUml3FG2HPRp/Y477qgyJvXb3/7WffDBB37x1CBAkPPqq68GZwdE/4HrVLh//etfftHUUZ+7Fpb5fe4aRNUnlbTRQUTawiP6u2gl9rPPPusXTR3NOPr73/8ezEAKfzfNTNLgtmYqpY3qRHUTrSvVXakOkyonAgTBugkd4BPdKkQzQq6//vrEt+eubxoD6dGjR6zPXWMlOmtCYyeVTu9W9a412hjpXe3tt99esWNSVloVr5lI0Wmt+nepGUtJr70oBX0K9DdW1KdFrWQv5ayuciJAMkzv9DSlMTznWpcGy7Vqt1z7CdUXzco67LDDYi9uzd568MEH/aIVQf3j6idXf3n486ofXf3pSZ8vUWk0I0kzk6J1pZlLmsFUiTTupPGn6NoT/b/GqTRe1ZAQIBmlbbC1TiL6otSmcNpVNEvS8DxoZo5m6ER/Rs3gmT59ul+0QavpedCMpkqgiRma8aaZb9GfUTPjNEOuISJAMiZt77zLoVI/iemd9wEHHBCrq0p+510ONX0SO/fcc+v1k5jW2GitTbSutBZHa3IaMgIkI9T3/6c//alK37/WS6Sh778ctOq3prGgcva56+dQ37//c6Sl778cahoL0kynco4FaVW/Vvf7P4d2ASjnz1FfCJAGTrOP7r777gYz+6gc6ms2mj4JafuMhjL7qBzqazaaPglpPzH/k5D2HavPT0LlRoA0YNWtf9Cf077+oVzKuR6moa5/KAfNaNLMpnKth9EOxtEz2nVpp2PteJw1BEgDVNMKbH0Sqc/Ty9Ko1Cvys7ICuxzCFfn+7KekVuTrzBSdnRKtK52tojNWsooAaUBq2gNKYx8NeQ+oclCfu/YEizYexewJpvrI4h5Q5ZD0nmBaj6LTGv2jf//6179mfkyKAGkg2IW2PLQrcZs2bWLPcyG7ErMLbfkUuyuxwkFnrPtH/+oceZ0nDwIk9errHIwss56LonMwdt9999j3lOMcjCyznouic0B22GGH2PfoYKpJkyb5RTONAEkprU8o10l8qF5NJzNedNFFsT73cp7Eh+rlezLj66+/7jp06BCrq6222soNGjQo8rchRICkTLnOAkf+ajob/h//+EdZzgJH/mo6G75fv36ue/fuVcakrrrqKsakakGApIiO5Iw2Rrq0XmHKlCl+UdSDMWPGuBYtWsTqJ3odccQRQR2i/j3++OPBDCq/jsKrc+fObvbs2f63wUOApIg+eYT/wDXn/dFHH/WLoJ5pkFyfPKLnW6uhGjlypF8U9UyD5JpJFZ21qHNinn/+eb8oakCApIhWQof/0POd9YP6oe1ItOhQM3YYk6psWjelAXJt88+YVGEIkBTRJnphgGiVOQDUJwIkRQgQAJWEAEkRAgRAJSFAUoQAAVBJCJAUIUAAVBICJEUIEACVhABJEQIEQCUhQFKEAAFQSQiQFCFAAFQSAiRFCBAAlYQASRECBEAlIUBShAABUEkIkBQhQABUEgIkRQgQAJWEAEkRAgRAJSFAUoQAAVBJCJAUIUAAVBICJEUIEACVhABJEQIEQCUhQFLkiSdGuLXX3iS4xo0b798GgLIiQFLkmWdecJtvfmRwTZgwzb8NAGVFgKTImDEzXYsW1wXXyy+/798GgLIiQFJk7Nj3XKtWdwfX5Mlz/dsAUFYESIoQIAAqCQGSIgQIgEpCgKQIAQKgkhAgKUKAAKgkBEiKECAAKgkBkiIECIBKQoCkCAECoJIQIClCgACoJARIihAgACoJAZIiBAiASkKApAgBAqCSECApQoAAqCQESIoQIAAqCQGSIgQIgEpCgKQIAQKgkhAgKUKAAKgkBEiKECAAKgkBkiIECIBKQoCkCAECoJIQIClCgACoJARIivznP7NzATJ16nz/NgCUFQGSIsuWrXA9e452V1891q1YsdK/DQBlRYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgFSxc89G69d1u5syF/u2YsGx1arvnK6QsgGwjQCpY2Jjr6tHjGf92TG0Nf233fIWUBZBtBEgFCxvztm0HBP+tbfV5bQ1/bfd8hZQFkG0ESAULG/M+fSYF//3974f7RXJqa/hru+crpCyAbCNAKljYmC9ZstwddNB9wf+/9NKHfrFAbQ1/bfd8hZQFkG0ESAWLNub33fdq8P+nnjrMK7VabQ1/bfd8hZQFkG0ESAWLNubaSPHQQx8M/jxu3Pteydob/tru+QopCyDbCJAK5jfmQ4a8Fvz5pJMedd99FynoqpaNqu2er5CyALKNAKlgfmOuLdyPOmpw8LWRI2dFSlYtGxXeK+QCgLoQIBWsusZ8+PCZwdeOOeYR9+23358JUl3ZkB8O+VwAUBcCpIJV15ivXPmdO+GEocHXhw17I/f16sqGarvnK6QsgGwjQCpYTY35mDHvBl/v2HGQW7782+BrNZWV2u75CikLINsIkApWW2Pepctjwb3Bg6cHf66tbG33fIWUBZBtBEgFq60xnzjxg+Behw4PuK++WlFr2dru+QopCyDbCJB69s47i9x77y32vxyoqzHv2vXJ4H7//v+ttWxt93yFlAWQbQRIPZk3b4m79NJng8Z6r73udR988LlfpM7GfMqUj4L77doNrLVsbfd8hZQFkG0ESJlpRfldd01y++7bP9dY77dff/fRR0v8onk15t27P5MrV1PZ2u75CikLINsIkDJ6+ulZ7vDDH4o1+N26jTB3YYkOmtKBU7WVre2er5CyALKNACmDGTM+dqef/ngsOLQQ8D//me0XBYDUIEBKaOHCL93VV491bdrckwuOAw8c6B54YGqwLQkApBkBUgLffLPSDRz4au4kQV0KkWuuGec+/fQrvzgApBIBkrCxY99znTo9HOuuOvPMJ9ybb37iFwWAVCNAEjJz5hx39tmr12WE15FHDnKjRr3tFwWABoEAKdKnn37qzj33XLfxxi3dDjv0CIJD03LvuecV9/XXK/ziANBgECBGK1ascHfccYfbaKON3BprrOHWXLOx23zzjq5nzxFuwYKlfnEAaHAIEINnn33W7brrrkFwhFfr1q3diy++4hcFgAaLACnArFmz3NFHHx0Ljs0228wNGDDAfeefMQsADRwBkofPP//cXXzxxW6ttdbKBYf+/5JLLnFffPGFXxwAMoEAqcXKlStd//79XdOmTWOfOjp16uTefpvZVQCyjQCpwfjx412rVq1iwdG8eXM3evRovygAZFLJAiRsdPNRSNm6vPbaa+7CCy90e+yxh9tkk03cj370I7fpppu6gw8+2PXu3bvOLqc5c+a4k08+ORYcmml15513BjOvAACrJdNqV6OQUCikbE2WL1/uzj77bPfDH/4w1vj714YbbugGDx7sf3vQXXXttde6Jk2a5Mo2atTIdevWLVjrAQCIK67VrkUhoVBI2erok8EhhxwS/B3rrrtu8AlkwoQJQcP/zTffuPnz57uRI0cGC/50v7rHGjVqVCxo2rdv72bMmOEXAwD8T9WWNCGFhEIhZaujGVL6/u233z6YalubTz75xJ100kn+l92HH37ottpqK7fzzju7J554wr8NAPDYW+06FBIKhZT1zZ07N5hSu/baawfjHwCA8rC12nkoJBQKKevTuIW+9/TTT/dvAQBKyNZq56GQUCikrC8c+xg+fLh/CwBQQrZWOw+FhEIhZX1bbrll8L0awwAAlI+t1c5DGAqFXBaNGzcOvnfZsmX+LQBACdla7Tz44ZDPZUGAAED9sLXaeSgkFAop66MLCwDqh63VzkMhoVBIWR+D6ABQP2ytdh4KCYVCyvqYxgsA9cPWauehkFCoruz06dNdz549g5P+tJnh+uuvH6wSP/PMM93UqVNz5dR1pQ0TWUgIAOWVXwtvUF0o1KS6suHXqrvWXHNN9/DDD+fKXnDBBcHXtZVJXed0LFy40HXu3Nn/MgCgQPm18AbVhUJNqivbpk2bYAv1KVOmuKVLlwanAk6aNMmdeOKJQdmtt946V1YbJrZr1y74+nrrrecuuugiN3HiRLd48eLg3oIFC4LNErWzbk2bKQIAClOylrS6UKhJIWW1GaLK/uQnP4l9/euvv3Zdu3atczv3jTfeOPbpBQBgk1+rbVBIKORTVp9CNPbRpUuXoKy2Zq+Oxk7OP/9817JlyyAsogdK3XrrrW7JkiX+twAADGpvtSuA/wliu+22czfeeCOnAwJAPUtdgGiMo0ePHsEJhACA+lPxARLS6YIaCFfXlIJE3VQAgPqTmgAJvffee0GAbLbZZv4tAEAZpS5AZs6cGQSIpuMCAOpPxQbIvvvu64YOHereeeedYLzj448/Dva7atGiRRAghx56qP8tAIAyqtgA8QfPo5em586YMcP/FgBAGVVsgEyePNmdddZZwf5XOvNDXVa77babu/DCC928efP84gCAMqvYAAEAVDYCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAw+f+iHRkRon6mlwAAAABJRU5ErkJggg==)
PN: 3H31-1-47
CAS: 179873-36-0
Molecule Weight: 172.231
Formula: C11H12N2
PN: 4H48-1-GN
CAS: 71083-37-9
Molecule Weight: 200.241
Formula: C12H12N2O
TSCA: Not listed on TSCA inventory
