![8-Amino-10H,12H-isoindolo[1,2-b]quinazolin-12-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABIAAAASAAEFhuxdAAACsnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/isXrxfj87CpJVbWaNKntpLWT9m5yCW2RAlRA8/Dtd4Y2DSQDAbI5/38+23e255e7fE02aVVnZbGIgLKIpEVSrrLiZRH9fvw+s9Hlcp6gCIVFvYhem+btIo632y1NXtPc78qCJmUede0XuzrrabaCltVLzBmD+M/d7UPLzLKibnyRpEjV2UXdGm/LxDftKP7jIs59tcmKuJPHebXpevvLWXgZ3dWr6Gsu19h2hSh5ztYpeS6r3DdkwxnFl30jL2mRVr5JV+Rpj2ZBJc59Ob+7KZP3PC0arIYessSvH5rqPUFDXq7T5B07w8qPm0WUAwK+KfOrqvJ7EmrB7IF4TrwgXhKviNfEG+It8Y54YPhhO6AAUAEoAdQAigBVgDJwGIN1GgbxuH9LF9E9uf547j++7vl5qOGDS8kxgECFdYo46gTjWGiuDbEUtJHEUAboSFGluCSSCqc1FoahUlNQyBkqQHEEjJGKCCqUBSzAooRTzhUQRrXDYc4YBec0/krJBQHqjFKosVrj+Pc4FlRwkAwV3FiGCmONDb0YZ/GPa94aVSsxQvPQp8EKmYVWpcM/l6b1ZQRCaFfcYikoU1YFu7SqbdfcuTA0rhy6YFwFT6BbowMZIhUfQrWcP5XF6qhKstUieoKojeGv9LnmH2GMSFmt0goXNnQQpMcA7wMh6Afg6hwg+kBIkXFA9oGQUOOA6gMh/cbnoPtASNYDwM8Bpg+E1B73YPtA2AjjgOsD7bYZJ0L7YNpHyNmFgmG02505wZwGfBIRJ7OHiayCQdC7s2I8KKDOMHLCzyD03Vk0MZ1B9Luza4IZJEB31k0wgxzozsZxhg+S4PMsHWXgJJthIjs5P7NsZ93ER6dM/Hl5YPXkYomPbp0Y79rlPzA2MGCTrIbAAAA1KElEQVR4Xu3dCbzVc/7HcbMxS/6IsY1tZBlMGGQpWyFbDFKyJI3CqCiyTYaxx1hqSkqUSkWLRhiSfUIKoYWUfalUKknZ5vu/7+95/G73fu+59/zO555z7zm/83o+HucR93vO7d7O73fev+/39/1+vus4AAAM1gm/AABAHAQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQACU++GHH9yhhx7qtt56azdgwAC3cOHC8ClAOQIEgPf111+7Vq1auXXWWaf88bOf/cy1aNHCDRo0yH3xxRfhS1DiCBAAbtGiRa5JkyY+NHbddVf30EMPue7du7utttqqPEx+/vOfu8MPP9zdc889bsmSJeG3QAkiQLLw4YcfuunTp7v//Oc/7r777nP/+Mc/3GGHHeZ69eoVPhUoGnPnznXbb7+9D4lDDjnELVu2rFL7Cy+84Lp16+a23HLL8jD5xS9+4Y488kg3dOjQKs9H6Sj5ANGV1Jw5c9yzzz7rhg0b5m699VZ32WWXubPOOss1b97c/fGPf3SbbbZZpW59+PjJT37iXnrppfBbAwXvxRdfdJtssok/jtu1a+fWrFkTPqXc//73P/fcc8+5888/322++eblx/+6667rjjnmGH/+rFixInwZEiyRAbJ69Wr3wQcf+Cun8ePHu7vuusv3Fv7yl7+44447zu23335uu+22cz/96U+rhEG6xy9/+Uv//IMOOsiddNJJ7rzzzvPf795773UXXnihf06jRo3cV199Ff4oQMHSufGrX/3KH7+XXHKJD4i4fvzxR/fMM8+4c845x/32t78tP1fWW289d/zxx7sRI0a4lStXhi9DwhRVgHzyySfutddec0888YQfQrruuut811pXTpo5og/x//u//6sSANU9NL671157+a64ehxXXnml69u3rxs9erTvkcyfPz/WFVWbNm389+vQoUPYBBQkHee6Qa5Hv379wuasaObWU0895c4++2y38cYbl59fuvA68cQT3ahRo/wNeiRPQQXIxIkTfSBcccUV/gNdN+x23313t8UWW1T58K/usdFGG7mddtrJB8rpp5/uevTo4W688UYfOJMnT3Zvvvmm+/zzz8O/ula+/PLL8puNDz74YNgMFAz1Mi6++GJ/rP761792EyZMCJ9SK99//72bNGmS69ixoz8Xo/NSPZ2TTz7Znx+rVq0KX4YiVTABomEnjaWGgaCHbthpCKlZs2buhBNOcJ07d/ZDSIMHD3b//ve//Tiuhqy+++678NvWGXXnNSSmk+bjjz8Om4F6p/sbbdu29eeUhp1efvnl8Ck59e2337rHHnvM98w32GCD8vNZwXXKKae4cePG+fMexatgAkTzzHVw/elPf3L333+/H0J69913i2qGx6WXXup/B/V+NEaM+rH33oP8o2/fqWGTF7WXEvWSDz74YH987rDDDm7evHnhU/JK4aURhvbt27v111+/PEwaNGjgRwp0IVjTDXwUpoIIEH3YathJB9Srr74aNhcNXXHpnop+j969e4fNqCNRQOy332D34YdVL0BKLUA0/XyXXXbxx6UmkNT3gkD1OjR0dtppp7nf/OY35WGiYFHAPPLII/5cQuEriADRoiUdQFrxWuzefvtt30XXcFwxh2ExiwJCj65dHwubSypANOkkuoeo2VGFdv/hm2++cWPHjvVDWjpvojDRkJfug2rNVX0OTaNmBREgBxxwgD9oHn/88bCpKGnasH6fP/zhDwV3wpaCKCC6dfuP//O55z5I2550Op80RKRjUWs3NFuqkOlceeCBB1zr1q3Lpxfr0bBhQz8FXzfndZMehaPeA+S///2vP0g02ypJtN5Ev9e5554bNiHPooD44INlbt99B5e9F6Pct9+u/fAshQDRGiWVHtEi12IcTtW035EjR/pJM5oOHIWJFj126tTJTxsu9EAsBfUeIOpW68AYPnx42JRTKtegG/P6ezSlN3powVN0wz6XNM4crdZ9+OGHw2bkUcWAuPXWF/1/Dx78Wtr2JLrqqqv8cadhVH0I50pdn0MRLdDV36mLMi1UjMJk00039cUfFSaoH/UaILpfoKmvKh2dy3FOlScZM2aMXzGuUiTVTQ8OHzo4Gzdu7Lp06eJv8sVZRFgTDSHoClBTJhcsWBA2I08qBsSKFWtcixbDXNOm95a9B6mV0UkNEA3v6L6BjuUNN9zQf6hbFco5FFq+fLkPLZVOiX4mnV+oH/UaIFq5qgPgtttuC5uyppkdWvF61FFH+dW1FQ9q1bLS1FqdXLo60xqSa665xv+p/9fXNcWxYkkGPXSAqnSJZoVYx14vuOAC/7202j2bUhGwCwNizJjZ/v8vvXRy2vYk0FV6y5Yt/bGmC7JZs2aFT8moUM+h6mhqsu7xaIiL4az6UW8BotXgulrRlVJtakhpnci1115bqYTC7373O1+jRzfksp2yqJ6CuuQ6IaIic3psu+22fq1Ktj0lnZS6gtP36NOnT9iMPAgD4scf/+fath3rv/bKK59WaS92Opf23HNPf4ztscce7rPPPgufUqNCP4dqomoV+t5vvfVW2IQ6UG8Bcvnll/s3Xn9aaJ74DTfcUL7CVavVTz31VD9TI1eL+PR3aLXs0UcfXekk0LTDbKh8iq6S9OBAz790AREFR5s2Y6q0f/nl6rIr5Llp14wUutmzZ7ttttnGH5v6MM3mYqyYzqHqRJ8jKiuPulcvAaKDXCU/1AOx1KVS2ZCdd97ZHzj6Hn/961/9Yql80nz66Ia/HvpvFXeM64477vCv0/gw5RvyKwyIyEUXTSpvq9g+atTM8q+1azfW3XPPa+7jj3M7dp8PKq0e1ZtSuZBshoiK8RxKR0Gk79W1a9ewCXWgXgLk9ttv92+65nZnQyeIyk7rxrRer6ua9957L3xaXunE23HHHf3fry6/KgPHofsf0Ri1SsAjf8KAiCgU9t9/cJX2r7/+1t177+s+PCoGzGmnjXdDhsxwn30W/6q+rqhidDQj6e9//3vYXK1iPofSef/99/332X///cMm1IE6DxCNf6rLrdlX2sgpLo3rNm3a1B8sWliUqy6whXoQUUVT/R4qKx+HelsaE9bJW5uTBjULA6Ii1ceqqV3DWHff/VqloS492rd/yA0b9kbZe1j/e1zccsst/rjTOg8VFI0rCedQOgohLTzMpgeG3KjzANHNNR00mtMdl+afqxqvXqdV6x999FH4lHqhDXmi/UfUhY4zy0pF4/R8lZfI9uYkqvrhhx/dpEnz/X2MXHvvvS/doEGvutatH6wUJmedNaHsOH7TLVxYt2Gi+xKaHqvjR7OPVOYjriSdQ6GoZ697jahbdR4gmiWiN1u7BcahcdNoaqAKrRXaVcbMmTPLFwxqD4Q4J4Bmt+j5GgOG3apV35V9oD7mP9TVa8inefOWurvumu5OOGF0pTD5y18e9vdQFi3K74ZJqhmlVdk6bnS8ZVNnLYnnUEXaP0ivHTJkSNiEPKvTANGwjd7ouOOVumqKDnx1d7M9sOqKVuBGM2G0n3omKtMQ3cAcOHBg2IwYFi9e5U49dZz/ENefS5bUXc2xuXOXuDvvnFZ2AbA2TP70pz5lH/CXuf79B5gmhtRk8eLF/pzR8aL6atr7Jq6knkMVaZaXXqd6X6hbdRoghx12mH+j1W3NROO1UZdbB36h0wkQzaPXXPdMpk+f7hdZqQLpO++8EzajBhpaOvbYkf6D+69/fdT3ROrL7NlfuH/965WyY/sW17BhE//+a0xfi+4GDBjgFi5cGL4kK9pWObrhfOCBB7qlS5eGT6lW0s+hiAJVr1GpetStOgsQdaP1JutkyDTHXF1s7T6o56vLXahXTSEVhtRaDwWDft9MbrrpJv877r333ux/ENNrr33umje/z4fHVVc9W3as1Hws1aVp02b4D+roSloPrejWNgX6QMz2ntfUqVN9vSd9nzZt2mQ1/btUzqGIJqfodYU2PJd0dRYg7dq18wdznCGbaGc/3ezL5arVupBNKXcF6SGHHOKfn223vRTpZvkBB9zjw2PAgOlhc0HRNsvdu3d3W221VXmYaNaUFvupUm6mnoQKcEb7Y/To0SPjRVeoVM6hiEoF6TVvvPFG2IQ8qpMAURdTJ4+upjJdRWmOuKa5apphocwUyVa0WEofIJlo/3SVc9GwR22K3yWdptA2aXK3L88+YcLbYXMVH3203A91FQJNGOnWrZvbcssty8NEq771oacV1OG2zXfeeafvueiY0ALUbJXaOSR/+9vf/PPvueeesAl5VCcBopNHb26mud4axtFVh55bn3PUa0tDFVohrA+JOGtdVG9Iv7OK4KlAHNZSHaubb57iex0HHTTETZmS+QMx6qmceOIDYVO90jCSVo9r1beKE0ZhouGaY4891leZ1QemvqZ1Dbo5nK1SPYd0X1W/s/5tUXfyHiDqqmvfYz0yddtVl0cHgUo1FzsVTtTvosqmcZx55pn++W3btg2bStaaNd+7iy+e5MOjZcsRZR8ki8OnVDF8+JvlPRXVtypUGpJST0FTusMKtqpNNWXKlPAlsZTqOaSelp677777hk3Io7wHiHodemPVC6mJuvE6cVSeoa5LK+SDxp2jqbq6GZqJ9k3Yfvvt/fN1JVrqli1b7Tp2/LcPDy3ky1ROxNJTKRQqRa5NkX7/+9/791/l0S1K/RxSEOtGerHd8ylmeQ0Q3e/QfQ/d/8g0d13lpJPWBdXCJv1O2uM5Dt141b/V+uuvn4gPAKtPPlnhh58UBmef/bDfFKom6qn07JldT6UQ1bYwYKmfQ+qp6Lmvv/562IQ8yWuAaMaV3lDNwKqJVtlq/rfGO/NdEbQuaTxaN051Q1RF3+K4+uqr/b+ZZs+U4pTEmTMXuSOOGO7DQBtAVdzLPJ2KPZWTTsrcUylktSkMyDnk3JVXXun//bKpD4bayVuAaIw3WgCVaT63dkHT87QXQdJoxzb9btdff33YlJZCQ+Gh1yhMSsmkSVPdPvv09mFw220v+WGpmmTbUykG1sKAnEPOb6Gr52kbXtSNvAVINCtCq88zibqe2sgmaVRKQr+bdiWMS8NXGsbScNZLL70UNieSVm03aLC123rr1m7EiMxrPGbNyq6nUiyshQE5h1JT4vW8ffbZJ2xCnuQtQKLaPZnKli9ZssR3T7WFZlL3Nd5rr738v0U2JUt0I12v0Y113WBPKk1t1SJK/a66ATphQuYKs88//6Fr1uze2D2VYmIpDMg5tJbuuWoSAZUd6kZeAkQLp/Rmq/JuJtGNQ01nTKpevXr53zHOKvyKNKVXr9MU3yTSSX7aaaf531FDN3Gmro4dO9tP09Vj5MjkbQ9sKQzIObSWpi/reZmGzZEbeQkQ7fWhN1F7f2Si8Uo9V4vpkkrDCvod9WGZDS0q1OLCJP77LF++3DVv3tz/bpq+munKUqWc+vV7xfc6tEjwqaeSOUvNUhiQc2gt7c6o52VTjBF2OQ8QrRpVCQYVlIszH1vjmnrDFy1aFDYlxsqVK/0Qg4ajsqXyJvr3VLkTjfEmgX6P3Xbbzb/vGq/OVLH2u+9+LLsCfdqHR4sWw9yMGQvCpyRKtoUBOYfWijZsS3JvrJDkPEC0z7neQO17nonGazVeqc1kkk5X2ToB1qzJfqZQdI9AJS9atWrlhzdUyXfkyJF+uLCYpm3q5rDG6vX7qHyH9kapyYoVK1379nf58DjuuFF+y9mkiwoDzpgxI2yqgnOosk8++cT/26nCNfIvpwGijXR0MKuGzVdfZZ6PP2/ePP9ma++EpItm18Sp6xPSAkO9NtNDvT7tGaGpnAqd/v37u4kTJ/oPIt1orW+TJ08u3760c+fOGW/4qqeyxx5N3KabtnBt2tzpli79JnxKImVTGJBzqCqFqS62uJGefzkNkOhKWTNJ4ojGNfVhknTROHU2+1hHtBeEXtu3b19frvqRRx7xFVsvv/xyPyZ80EEHuW233bZKoIQP1SNToT2diGeffba75ppr/Gwv1WTSxkX5POGGDRvmF7mpSmym+fxSsady/PFt3apVNVdxTpJsCgNyDlWlnq2ep03bkF85CxD1ODROrx7IggXxxqjHjBnj32jtXZB0+rDX75rtjU59sKvbvsUWW9TYdY+oqJw25dHCst69e7suXbr4SQ177rln+W5vNT109dakSRNfOkKVYTUUqVk+r7zyinmrVtVDU3AoQIYPHx42V5FtTyVpsikMyDlUlWqJ6XmZZmyh9nIWILfddpt/03RlG5c21tFrMpV5TwJddet3jTMsUZHud+h1N954Y9hkonsOb7/9tr9y1c+ik+2ss87yM6IaNWrku/5hqFR8KAR0I1NDJh06dPCzXu6++26/3mf27Nn+ZmdEN4E7derkX6dAUMHATCr2VErhuKhO3MKAnENVaTMuPa8UemX1LScBooNc0001W0gfTnH169fPv9EKn6SLAla/c1yLFy/2u9JpVXpd7hOiHuS0adP8mgRtaKQd8U4++WR/RayeUBgq4UP3wLQGSENm+n8NRcVZWV2xp6IgKWVxCwNyDlWlveD1PC0+RH7lJEA0LKE3TLuIZYOrp5pFhRX1AV5I1LNQuRVNMdY9FFWB1dWeZg/tuuuurkGDBuVhonIsmhlTEw1R6fV6vnoqGsIqdXELA3IOpacLHfWm4wz7wq7WAaJSFLvvvrt/YzX2ng3Gb6unvaC1HkBX48W4Lal6TAqDTIUBNaQWrR6O21MpBVFhwHPPPTdsqoRzKD1Nd9dz1ZNG/tQ6QEaPHu3fKFWQzRYzSKqnWVZ6/hlnnBE2FY04hQFvvvlm/xwthkvKQslciFsYkHMovaiC71133RU2IYdqHSBRkbNsbp5HmMOenoZ0dENb9wM0bbdYRYUBNcxSHe3xoAkCKm2CyuIUBuQcSk9T3a2fS4iv1gGi2TcaZtGMkZkzZ4bNNWIVbXrRsIROmGJmKQyIteIUBuQcSk9TzvVvp+nryJ9aB4horYDerMaNG8d6cyuijk9VWoehf5M4014LmaUwINaKWxiQcyg97WSoi1ttrY38yEmA6EZ61L288MILw+YaUUm0Ms1s0nOTMgUx28KAWCtuYUDOofQ0K1Sv0SJY5EdOAkTUZdSHhcbtM20iVRF7GVQWDVtoJXkSZFMYEJXFLQzIOZSeSvXoNZqQgvzIWYBINPVQc7C1CC4OdlNbS/eQFMDbbbddYq7YsykMiKriFAbkHErv0Ucf9a9RhXDkR04DRKIFYX/+85/Dpmqxn3OKSoPouSqamBQPPfSQ/53iFAZEVXELA3IOVaV9ZvS6ODujwibnAaKFYTvttFNW3U0N1+j5KkOeNNF89EwVaD/99FN/pdmwYcOMe2QUk2wKA6KquIUBOYfS22qrrXw1hG++KY2tAOpazgNEdLWk2Q+qhRSny6k3V5Vi9Zpi2hwpEw07aCaIhhe03qEmPXv29CeJSlgkTdzCgKhK+7nouMi0UJBzKD2NhOjf7+WXXw6bkAN5CRDR4jC9cboBGOeDQ/WUkjbUMWTIEP87qTR6TbSILir7kcSpmHELA6KqbAoDlvI5VJ3o30QVD5B7eQuQH3/80R1yyCH+zdNGU5ksW7bMbbDBBn5RlAr1FTuF5s477+x//6lTp4bNlUTlPDLVPSpWcQsDIr24hQFL+RyqTtQD0eQU7Yujwq9xdktFPHkLENH4tzaZUpl3rW/I5IYbbvBvtqayFrs+ffr430VX3zVRF12zZ/Rv9O6774bNiRC3MCDSy6YwYCmeQ+loFqP2udHrNfylLRH033poOPWEE05wI0eOTNT9xvqQ1wCRqNii9gvRFVJN9GGqLVf1fM1tL1ZffPGF3xND49GZ6vYMHTrU/74nnXRS2JQYcQsDIr1sCgOW4jkUUg8jWtisz51Zs2b5QHnyySf9lF5NVInCRMPGGh7TIkxVwEZ28h4g0r59e/9mtW3bNmyqQvtzq7upN7kYy5hLtAJWW8LWRCv4d9ttN//cl156KWxOlM022yxjYUCkl21hwFI6h0Ja0Kz6V3qtpu/qHlJIQ2Oq6KseikZIojDR5m36jFLwMmsrnjoJkBUrVvhCaHqTtAFRJtrbQM9Vifg4N+ALia4S9bPrKjDTFU200OnAAw8MmxKnTZsubpNNDnJvvTU/bEIGlsKApXIOVaQtlbfZZhv/2sMPPzzWvQ5d0CigzzzzzErDXJpBqrIpWsdELa3q1UmAyIsvvujHIjXbKNMNPnU3mzVr5t9I9V50pV4MtKGWxld1w7OmCqqRaJKB9nBOur59J7vGjXu78eNnh02IQffJsikMWCrnUOS5557zQ176fRUGltDUJAXVHzv99NMr7aqp/z7vvKvKenZzygInmSv9reosQCRaFKWrokwlF9T1VEkPPf/iiy8OmwuOboBrHr5+3kzVU0UF3vTcXXbZpWhO7tp47rkP3N57D3I33PBC2IQYLIUBk34ORXSfVcOjep0qGOeCgnr8+PGuXbt2ZRe9G7sttji2rAd4R9lF31B39dXPuilTPioLqR/Dl5WcOg0QXRXtv//+/o3Wft+ZqISBFqFFJ0ChftDqwI+6znGmLMvJJ5/sn18qNaIWLfraB8gZZ4wPmxCDtTBgks8hueWWW/wMRq02z9c08W++We0efXSau/TSya5p03v9caxH8+b3lb0vz7mXXvqk7LOtNMOkTgNE5s+f78ca9YbHuXGsbmx0AqgrXmhFBlUAUQXv9PN17Ngx1gmqXeQ0nKf5/Znm9idJy5Yjyi4gBnPlZlCbwoBJPIe0zqxLly7+NRpiirPNbS5888337okn5rmePSe5Aw64pzxMWrQY5q699vmyHuKnZT9b5p9fotf27Zt+jUvUHqru65FM7blU5wEi0dRVbQ4T50aXrqKirriGvwplZom6uLqno5+ra9eusQ580Uphveamm24KmxLtwgsf9wf27NlfhE3IoLaFAZN0DmmGlNZx6DUKnldffTV8Sp1Yteo799hj77oePZ6oFCaHHz7MD9VOn/5ZjWESPX+//Qa7Dz+susShuiCo7uuRTO25VC8BIm3atPEHgG54xaHx3KZNm/rXaHpifc5x1/iohgP0s6j7fN1114VPqZbmt2vuuXphmdbFJM3AgdP9gT1+fHbz+pFS28KASTiHtE1ENAyuWVra9bIQfP31t2W9xLn+Ikm97OhD/IgjhpddKP63rBf4uQuzMXqOHl27Pla5sUJ7qLqvRzK151K9BciXX37pF/noQIi7k5q63pdccomf467XHX300RlndOWa5tjvuOOO/u/XDb9sNs+SaCLBRRddFDYl3vPPf+gP7Ouvfz5sQgy5KAxYzOeQhr+j12nq+9KlS8OnFISvvvrWTZw414eCehfRB/pRR41wr7++oPx50de7dfuP/1MTTSqqLgiq+3okU3su1VuAiA4kXX1o+p1WK8el10U1cjT7QkNC+a5AqnHkaCaMHvpv7RiXDc1p166Nmo6Zze+bFF98scof2Kefzo10i6gwYP/+/cOmrBXbOaRaWJtuuql/nUYv4k5nrm8rVqxxDz/8Ttm/76Nu330Hu0mT1q6Dij7oP/hgmW877rhRlaYJVxcE1X09kqk9l+o1QCRa8HTooYf6G2NxaQGQ6v6oeJxerw9l7YWgDXWy+T410d8xbtw4f5UWHfTbbrutuevfr18//z10I7NUHXlk6kY68+mzpxvFOn50ozkXiuUc0joprRLXa3v06JGzn62+Vfygv/XWF/1/Dx68du1LdUEQfT3Toy7Ue4DoAIu2q7TcVNZ9BF2ZRfPH9dCiK+0PraEx3XPIxoIFC9yIESN8mQP1Fioe9JqbblmgJFr3okkDGjp48803w+aS0b07N9KtVOpfx+Luu+8eNtVKIZ9DmrasGYsaqbjjjjvC5qJW8YNePRXN5NI04QULVlZprygMiuoedaHeA0Tefvttf4Wh1afWGRXq0mpXNlXu1AEXHbR6qA6Tejg6oHUPQsXpNK9ef+r/9fWDDz64fKpj9NDPoyKHKnVQ26mPDz74oP+elsqiSTJo0Kv+4B43jhXp2dKVt1Zp6zjSOqpc37sopHNIs7G0HkTfQ5NO1ItJmvCDfsyY2f7/td4kXXukuq9HMrXnUkEEiET1bzQum039m3SWLFlS9maMceedd57fR1kHccWDurqHxoIbN27s55erBLlqeOWKKtHq73j66afDppLywgsf+YNbc+YRX8WpqxUf2rCtd+/eOZ+NVJ/nkEYlVIdK30+9oilTpoRPSYTwg15Tftu2Heu/pvUkYXukuq9HMrXnUsEEiEQ32NR1zjXNg9eeJNpQRgUdo4e62vp6Pvfi0A3L6GQvdYsXp26kn3pq8q4o80VTV7V2Q8eQpq5OnjzZX/mrDE7FD2/tO//Pf/4zb2s86uIc0nCaejr6fVSANc6W2MUq3Qd9FBxt2oxJ2y7VfT1SsV1rUTQb7OCDh/r7j7pwW748dxMQCipANNaq1dk6eFTULCmiG4iq2QP9e9zvpzdyIz2zTFNXtYpbQ0g77bRTpTDReg/dM4g7y6kQaGZitL2BeuxaPJlk1QXBRRdNKm9L117d1yMV2zt1ethPn1+2bHXZsfONX+CotSq5UlABIpoTrhvNuvmmMtbF7q233vK/j66mMhWQLBVauasDfN68wpzHXygqTl1V7bRMU1ffeOMN16tXL9eoUaNKYXLQQQe5f/3rX2n3xigU+tm33HJL//Mee+yxJbFTYHVB8PHHKyotRgxV9/VITe1aPa/eSK4UXIDIhRde6A+kI488MlZpg0Kmlfb6XXQCI2XWrEV+2uKaNfFvqpaa2k5d1WSUyy+/vHwfHj10IaMtBDSzqZCu7jUkF5Uz0fB1qVxo1fRBr/pY1bVX9/VITe1arKheSa4UZIDoSks37nRAFfPUPQ0faG69bgSWwhUVcmPAgAE5nbqqEvA9e/b002ijMNH3b968uRs4cGDW03RzadiwYf4cUbhdf/31YTNy6J13Fvvh47lzl4RNZgUZIKKhH01Z1EP/XYg0310/21NPPeVvJmodi0qUnHHGGf5GoHY108nauXPn8KVAFRWnruq4z2axXVyqgK0ejepqRWGi+lqHHXaY31pAs6/qiupf6e9XgOjGPPLn1Vc/8+Ghmly5VLABIn369PEHmHojmcZ/c0XVgTW/XrNKtIhKq8e1SY3muWt+vGZSRTW84j5UuG769OnhXwWUq4+pq9r974ILLii/9xB9mLds2dINGTLE16vLB60H6dSpk//7NHSlCzDkj8qnqA6Xho5zraADRFdkug+iA00HupW+j+bJqyuvBU06OTQNUvV/Wrdu7RdAqdS1FiyFH/7pHupu6/maNtmqVStfWkLfT0MPWvD0/PPP+79P61miiqOqvlvqa0AkGp/Ndg+EJFu+fLkfTtJxUh9TV3V+6JjV2o1oXw49tPbjmGOO8b1r/Yy5sHLlyvJZiVrtXspVGerC/fe/6Y49dqR7//38VP4u6AARzcTS6lZ9aD/+eOXpZyrtMGvWLN9b0EF+8803+7HeDh06+CGkXXfdtVIphUwPzXjRNMJoxa2qlmpevb63/o7Zs2f7OfnZ0kIvfX8tskriitpsRAGR7R4ISVVoU1d1s17HuhYQRjPAomP3uOOO80NNcfbwSUdDvurB6/tpVKGYphgXq+h8Ch+ajZULBR8gohkp0UGsulnRxjhxHprJoudr9omqeJ5//vm+t6BNrR577DE3bdq0nK/iTUfjy7pxqcfdd98dNpeMigdxNnsgJJGuvnUVruO0EKeuajaUhpc03FTxQkz3Z7QqfuTIkbF/ZpUris7bFi1a5KxHg/pVFAEimsteMRg0o0RXbOoOq7eg2kAqc62aU7qCev/992Mf3HVFu69FtYwshSOTIAqIbPdASJqKU1c1yaLQp67qvoWq9GpLXd3Ti85DDftqGFj3C6srQaR7LdFrTj/9dH+/B8lQNAEiM2bMqPcufm2prInuh+hk0oytYl/nkq0oILLdAyFJin3qqqrpqrS8LtyiUvBRb/+UU07xs8eiXRNVTyu6aLriiitK7nhPuqIKkKTQIq+oaqnu12RTpbTYVQyIbPZASApNXVVwJGXqqnoTmpiiBbPRhZEemsKuEQKtZdGwrYqlInkIkHqimTbRwi4VkbTuc11sKgZENnsgFDsNUSV96uqaNWt8DTsNUzVo0MD/rgqPiRMnhk9FQhAg9UizUKKKqppKXAo3FsOAiLsHQjHTvThNh9X7XCpTV7Vu65ZbbnFPPvlk2IQEIUDqmVb+7rfffv7DZc899yz6ezyZhAERdw+EYsXUVSQZAVIAdIV6xBFH+A+ZHXbYwc8gS6p0AVHTHgjau+CBB2a6t97K/SrafNPU1aiYoRYKlkIPE6WFACkQuhnZtm1b/2GjPVG0z0MShQERqW4PhEcfnVv+tVatRvoV7MWwnzpTV1EKCJAColXAWgGsD52NNtrIvfjii+FTioam5o4dO9tvYVtRGBCR6vZA0Pd58MFZrnPniW6ffdYGjKb/9uv3StlVfvaVAfJN01ijqasqqc7UVSQVAVKArrzySv/ho3n1mm9fbFS8TR/w+qDv0GFCpbYwICqqaQ8E+eKLVW706Jnu7LMfrtRb+fOfR7sBA6a7d9+t/w2qbr/9dqauomQQIAVKlYj1QaT1AioZUQxmzlzkOnb8d/kHe8+ek9xnn9nqJmWyaNHXZf8ub1X6+/Q48cQH3MCB09177+Wnkmx11Hvs3r17+RoIpq6iFBAgBWzEiBF+rwYFSSHvaPj55ytdr15Pl3+In3HG+JzvO1ATrSEZPvxNd+aZEyqFiW7KDxr0ql/1nk+asqotZxUeKkCoqs9AKSBACtyjjz5avrXpVVddFTbXK1X0vPPOae6AA+7xH9jasOaRR+a6+hzyV49n6NAZPsQqhskpp4wt+1mfdPPnV74nU1uaht2sWTP//uy4445l339++BQgsQiQIqAZPRtuuKH/kFI14Wz3x841rd146KG33RFHDPcfzgceeK+/0l+9urBKsnzyyQp3772vu1NPHed/zm23PcP98pdb+PU2N9xwg984rDY03XrnnXf278sBBxxgKvUPFDMCpEho9bKm9+rDql27dr6gXX2YOvWT8oV/TZrc7f7xj2f9ze1C9+GHS91tt93vGjfe3f8bRg8t8tN+LdmW9NcOk5tttpn/HieeeGLJlKIBKiJAioiumBs1auQ/tLRTY12Wq9eOZlEJdj3OOecR9847xXnFPWfOHL8nTFRGJnqoIsCtt97qPvqo5mEuDStG+91369at3nuEQH0hQIqMSmPsscce/sNr//33d0uX5nfq6rJlq91NN/3Xl16PZjmFe3gUMy3Y1J73O+20U6Uwadq0qbvjjjuqlB7RZmDRxAbtVgmUMgKkCC1btswdeOCB/oNO26F++umn4VNqTSun+/Yd7po0udoHR/Pm97lRo2a6779P7tX2G2+84Xr16lXey4se2sxMs+AuuOAC///aGVMbKAGljgApUhpzb9Wqlf9A01ahc+fODZ9ipl0dVcNpvfU2KfvzlLIr7Rd86fVSoj1bLrvssirbJ6sU+/PPPx8+HShJBEgR00ZU7du39x9sWn/w2mtrN2aymDp1avmUVD2073Wup70WI63rOO200/xNc82IA5BCgBQ51VmKVkDr6lj7wWdLN41V8E875en77LXXXqbvA6C0ECAJoXUN+vBXEb8JEyrXn6rOV1995cf8o8J/2uxo6NChzCoCEAsBkiADBw70RfzUk+jZs2fYXE7bqw4ePLh8HYOmpGpaa11OCwZQ/AiQhFGPIrqHoS1FQ6ruq6EutWsq6llnnZWXWVwAko8ASRitU1A4rLvuuv7PSy65xH9du+NF+3Lrod5HbW+6AyhtBEjCaFGcAkKFFzfZZBP/31pxrcVv+u/NN9/c/3nppZeGLwWArBAgCdOhQwcfEM8884wv2REVYdSwlVZW33jjjf7/+/fvH74UALJCgCRM8+bNfUBEZcVnz57tOnbs6EugSNeuXX37ww8/XPFlAJA1AiRhVIZDs7DWrEm/cvz444/3ATJjxoywCQCyQoAkiBYVqk6T7nNUR3thKEC0ERIA1AYBkiAaplI4NGnSJGwqt/HGG/t1HwBQWwRIgkybNs0HSOvWrcMmTwsFo1lZAFBbBEiCjBs3zgdEjx49wiZPs7LU3rJly7AJALJGgCTI7bff7gNCf6YzadIk396pU6ewCQCyRoAkiHoeCgj1RNJR/Su1X3vttWETAGSNAEkQ3ftQQOheSDrRKnVV3AWA2iJAEkSzrxQQ0aLBkAonqv3pp58OmwAgawRIgmj9h9aBaD1IOi1atPABMm/evLAJALJGgCSEVp5rBfoOO+wQNpVTm56zevXqsAkAskaAJIR6FepdqBZWOuqVaOdBlXEHgFwgQBJC1XcVIKrGm87ChQszrlIHgGwQIAlx3333+YDQTKt0olXqJ510UtgEACYESELcdO21PiC0I2E648eP9+3du3cPmwDAhABJiEmdO7srywJizhNPhE3ewDvucL9Yp/pV6gCQLQIkKY480v1QFhA/zJkTtnhTLrrI3VDW/tbYsWETAJgQIEmx665l72bZ27lyZdiScvLJvv3HV14JWwDAhABJigYNnGvYMPzqWvvumwqYzz8PWwDAhABJgqVLU+Gwxx5hy1pbbOHceutpQUjYAgAmBEgSvPFGKkCOOy5sSfn2W+d++lNtmB62AIAZAZIEEyemAqRLl7AlZf78VPuhh4YtAGBGgCRB//6pgOjdO2xJefbZVPuZZ4YtAGBGgCTBZZelAmLUqLAlZdiwVPuVV4YtAGBGgCTBqaemAmLKlLAl5brrUu2DBoUtAGBGgCRBs2apgPjoo7Al5ZxzUu2PPx62AIAZAZIE22zj3M9/7tz334ctKUcdlQqQ2bPDFgAwI0CK3Q8/pMJDIVKdaJX6V1+FLQBgRoAUOw1bKRw0jFWd9dd3bqONwq8CQK0QIMVON84VILqRns6XX6baa1qlDgAGBEixGz8+FRCXXx62pESr1Fu1ClsAoFYIkGK3eLFzF1yQWm2ezlNPpQKka9ewBQBqhQBJulWrnLvqquoDBgCMCBAAgAkBAgAwIUAAACYESLFbvty5q692bvfdnfvNb1KPxo2d+/vfnVu2LHw2AOQMAVLM5sxJrUDXLKt0D7XpOQCQBwRIsdLsqh13TAWFFgmqUOLKlc59/bVzkyY5t+eeqTY9R88FgBwjQIpVnz6pgNhll1RwhPS1P/wh9Zy+fcNWAKg1AqRYHXxwKhweeCBsWWv06NRzDjkkbAGAWiNAilXDhqlwWLQobFlrwYLUczbeOGwBgFojQIqVSrgrHKrbA0S++y71HD0XAHKMAClWcXogCxfSAwGQNwRIseIeCIB6RoAUq2gWlnYb1NTdkL4W7UTILCwAeUCAFCsFxA47pAJir71Saz/0Na35mDw59TXWgQDIIwKkmGmV+dZbp4Ii3UNtrEQHkCcESLFTvSvt96H6V7/+derxxz9SCwtA3hEgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/A5OfwXqb9VSrAAAAAElFTkSuQmCC)
| Product Number | 4H48-1-8S |
| Purity | 97 % |
| CAS | 67199-66-0 |
| MDL Number | MFCD00866448 |
| Molecular Formula | C15H11N3O |
| Molecular Weight | 249.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory