| Product Number | 4H56-5-8B |
| CAS | 1151665-15-4 |
| MDL Number | MFCD10565958 |
| Molecular Formula | C13H17ClN2O2 |
| Molecular Weight | 268.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-8B
CAS: 1151665-15-4
Molecule Weight: 268.74
Formula: C13H17ClN2O2
![6-Boc-3-bromo-7,8-dihydro-5H-[1,6]naphthyridine](data:image/png;base64,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)
PN: 4H56-9-74
CAS: 1184950-48-8
Molecule Weight: 313.195
Formula: C13H17BrN2O2
PN: 3H32-5-EX
CAS: 210539-04-1
Molecule Weight: 258.75
Formula: C15H15ClN2
![tert-Butyl 2-chloro-5H,7H,8H-pyrido[4,3-d]pyrimidine-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABMqAAATKgFrb2emAAACWnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvh7ENARKFVNGqSZPaTVo7ae8mB5wUCXAFNA/ffmcIKRAGCejs8/9nn322WT+csxSOqigTnYeEU0ZA5ZGOk/wQkt+v36yAPGzWEYpQmJcheauq95Vtn04nGr2pTJ51TiOdkaZ9dS6TnubkUF0cbMEYt/88P73UjJXkZSXzSCFVJquydj7pSFZ1FP8Zws5kcUxyu5HbWXFsevsrmHkYPZcx+ZzLV2zbIgr7JFWw10UmKzgKRvFhX+CgclXISsWwu6DboS7OfbN+ftTRR6byCoumhySS6UtVfEToyHSqog/sDAvfH0OScQRkpbNtUcgLmJJxSw5SgHRAuiAXID2QPsgA5BIkZ/hiO0cBRwVHCUcNRxFHFQ9w/VNlAni9vCucBTT/n/X741qrbdpWcRVFSCxBPc93weLUcRwfLEYXnrGCcoYWZ42/1rSqvrl2gUvBMNIFOl0fPHQGLgToFLytXduuyoYjcDFxeJR7ZgSULI31qC9MHKjFgIz1hPE7lAXGCurwrmXU9zuBjlettt5Sw96aOibIvmVos97pPO4UIYlDsuOkTt0vtS/FNXsEdBGrAg+E6cBIu4DoAybX04BzB7jTgHsHLKaBRR8wu24a8PqA2aM3QIwB/h0QTI8Q9AGz/6eBZR+oT8s0Ydp7qatP1wwzTHd9Gm/MdpQZZLw5vTPMIOnNaZ+JzR1hFjPjDFLf3CYzzCD7ze0zw/gj6zbHDPZAe8NNrsHybt+MI3bnMNvt1YzFu2vb7tzpNn7JNv8AV4n/spL4e4QAADUfSURBVHhe7d0L3NRj/v9xUaTYVCo5xIYcfigichap/FSiLS2WsM7y25xqLeu0JdIWi20rKpQOFDrKYR2KZDu4S1JJxNJBJzrX5z+f6/5/p3uu5r5n5jNz3/d3Zl7Pfczj1lzXTM29M9d7rut7HXYTAAAMdvPvAAAgGQQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQKgXDRu3N/d2rYdLtu2bfeLo+Uo2Y7I/0Z/PVraTGojB7x4gOw5YE+pM7SONH61sXT9uKvMXjk7pv5u/Xdzt0zIzLMAQIqCgNDb2LHz/WICJAnrtqyTlhNaRkOhuFtR8e6zysyzAECKigZI69bDZOvW2F4IAZKY9jo0DKoPri695/SWhWsXyubtm2XFxhUyc8VM6VvQVxqObhjzGAIEQNYLAuJ3vxvpfr766hdxyxHfxG8nuiCo9kI1mb961x5ccQgQAFkvCIjJkxe5nxdd9LJs3rxtl3LEd/nbl7sg6DGrh19UIgIEQNYLAmL79h3Svv0I998jRszdpRzxHfryoS4IUul9KAIECImBAwdKQUGBfzeSUDQgJk1a6P67ZcsXo70QAqRklQdWdkGwcdtGv6hEBAhQzj777LNI49ZYdtttN9ljjz3kgQcekF9//dWvhhIUDQjthVx2WWEv5OWXP9+lHLsiQIAs8+OPP0rnzp1l9913d+Gx9957S4UKFdx/H3LIIZHG72X/ISiGHxATJhT2Qpo3HyobN27dpRyxGMICssTmzZulV69e8pvf/MaFxV577SXdu3eXdevWybRp06RJkybufr2dccYZMmPGDP8p4PEDQnsh7dq94u4bMmT2LuWIFVxE7zmrp19UIgIEKEOvv/66HHHEEdGAaNeunSxevDimzo4dO2Tw4MFSt25dV0d7KNpT+e9//xtTDzvFC4jx479y951//pC45dgpmMa73wv7yYI1C/ziYhEgQBmYN2+eXHDBBdHgOO644+Sdd97xq8VYv36965loD0Ufoz2Wxx57zPVgECteQBTthcQrR6xgIWGNwTWkz+d9ZPHaxW4h4cqNK2XWylnSr6CfNBrdKOYxBAhQilatWiW33XabVKxY0YVAzZo15dlnn5Vt23auUUhEeyjaUwnCR3swY8eO9avlvF9/3SL9+38WCdW3ZcOGrTFlxQXEm28uKDZAbrttvFu1rj0VsJUJEBpbt26Vf/zjH1KjRg3X6FeqVEluv/12+fnnn/2qSdMey/HHHx8NEu3RzJ27c61DrtqxQ2TcuAVuWq6GQNOmA+Wnn36JqRMvIJT2Qi65ZHjc8rvvfit6/zXXjJGCgp9iynPVmCVjXG/j0+Wf+kVuM8VRi0dJ60mt3WaKlQZUktpDa7vNFO/8+E6Zs2pOTH0CBMiwt99+W/7nf/4n2tA3b95cvvgidmsNK+25aA9GezL63NqzufXWW11PJxdpo3711WOiDX3nzmNl3rzlfjUz7X20avWSe+6TT+4vDzzwnixfnptTqOf+PFfOH3d+tNH/x9x/+FXKFQGCvLZo0SJp27ZtNDiOPPJIeeONN/xqGaE9mS5duriejf5d2tPRHo/2fHKBNuLamGujro27NvI6Nbc06HDYc8/NcD0b/bvOOut5GTRoZsxWKNls1aZVcutHt0rFARVdcOw/ZH95bt5zsm1HuF4fAYK8pNNv7733Xtlzzz2jF7sff/zxMrnYrT2bCy+8MBpa2vOZMmWKXy1raKOtjbc24sFwlTbu/jWP0vD99/r/45Rob0evj7zzztd+tayxdftWeXru0+6iuAaHDkfdMfUO+XmTfRi1NBEgyCs63fb555+XAw44wDXeOt32uuuuk59+Kvux9DfffNP1eIIg0Z6Q9oiyiTbW2mgHDXi3blPkhx/W+9VK3X/+84N06jQ6+u+48cY35auvsmuIcMqyKXLsyGOjw1UtxrdIeZFgWSNAkDemTp0qJ598crTBPvPMMyMNz3/8amVqy5Yt8sQTT0i1atXcv0l7RNoz0h5SmGnjfMMNb0YbbG28tREvT3rx/bXX5ssFFxSuITnllH9Jjx4fypo1qW31Udb0DI9gOq7eGrzSQMYtHedXCyUCBDnvu+++kyuuuCIaHPXq1ZPhw4f71cqV9oC0JxRskaI9JO0paY8pTFav3ih/+9sHrnHWRloba220tfEOi3XrNkufPh/LqacOcP/G884bLMOGFcQ9Nrc8rd28Vu755B53BK0Gh57r8cScJ2TL9i1+1dAiQJCzNmzYIA899JBUqVLFNcr688EHH3T3h5X2iM4666xo2GmP6aOPPvKrlbmtW7e5TQ7PPfcF1yhr46yN9Pr1pX/NyOqbb1bL7bdPiPaSdLPGadO+86uVue07tsugLwe5c8s1OHb/1+5y/fvXy08byn4YNV0ECHLSK6+8Ioceemi0Ie7UqZN8++23frXQ0h6S9pSCf//vf//7cvv3T5w4UU47rZMcddQ9riHu0mWiLF26xq8WWlOnfiuXXlq406/e7rhjoixZstKvViY+KvhIGvdvHB2uOuv1s9zRs9mKAEFOmTlzppx99tnRhle3XA/DN3gL7Slpj6loD0p7VGXVg1qwYIFcdNFF7u+uXLlOpPfRJdIYL/GrmaxevVqmT58uQ4cOdXuI6XUgfa36U/+s93/yySdpLeIsSs9b39mD+qccccQ10r17D1mzpmyCUMNfv8TsdnDkfXnFbm4n3VcWveJXyzoECHLC8uXL5frrr3dnc2iDV6dOHRk0aJBs3x6ucW8LbXy0BxKEovastIdVWrRR7dq1a3SK83777Sd///vfZcsW+7RcXX3ft29fufjii93/N8FrSeZWu3ZtadWqlQsX/YKQDr2Gc//9r0ae88zocw8YMKDU3idxvwQMjHwJ2FI2XwJKGwGCrKazmHr37h0zi+mee+6RtWvX+lWznvakis4i02sl6TaoRWkjqo1prVq13PNrGN94442yYsUKv2pSNPgeeeQRqV+//i6hsO+++7reoQbjNddcI926dXMNrf7UP+v9+lqD7fOL3g466CBXL52dAubMmRvpjZwbfc4TTzxRPvjgA79aWvxhSJ3IoRM6cgkBgqw1btw4adCgQfQD2qZNG1m4sHRWPoeFNvI6Oyv4Fp+pdSzvv/++NGrUKPq71MZ1zpzYPZSSNXv2bLnkkkuiM8qCRl+D4cUXX5SlS5f6DynRsmXLXGOsPczf/va3MWGiw5WTJk3yH5K0UaNGyWGHHRZ9vo4dO8o333zjV0uJToTQKeLBc2oQ6hTyXESAIOvMnz9fWrRoEf2AHnvssVm9kttCe1ja0wqGmbQHpkM82iNLhTaWHTp0iP4utYEePXq0Xy0pGt5FdyDW0xr1W7f+f5PJ6cgff/yx3HTTTVK9evXo33XKKack3Gq/OBs3bnQ9papVq0b/3ZYjirNlKnYmESDIGnpB9Y477ojZS+rpp5/Omb2kLLTR1p5X0JDqynZd4Z7IL7/8Ivfff79rLPVx++yzjzz66KOyadMmv2pCGlo9evSQypUru+fScf677rrLXZcqTfoannzyyeiuAnrToS/rIV7a07nqqqtijih+6aWX/Gq70O1vdBucbFsMmgkECEJPd7N97rnnZP/993cfUN3N9pZbbsnZ3Wwt9Fu+9sSChlT32tKeWjzaKB588MGunjaW2mh+//33frWk6NYrRYe+rr322lIPDp+Gnh7aFfQgtCEfMWKEXy1p2sMpekTx6aefXuwRxbrxZrZvR5MOAgSh9u6778oJJ5wQ/YCef/75UlBQ4FeDFJ5noj2youeZ6O6/wVTYTz/91DWGwe/y1FNPdY2llfZ0dIaWPpcemPXee+/5VcqUXlspurOyfsmw9KhUcETxgQce6J7LP6JYL+Drlv/B36UbYuqRAPmGAEEo+RciDz/8cBkzZoxfDXFoz0zPGwlOVNRrBUcffXR0bF4bxSFDhqQ1Nq9TcoOhnvbt24dquKZ///7R4bSmTZvKypX2RYN6RPGf//zn6BHF2ss55phjcnZL/lQRIAilunXrRj+wPXv2LJNt1nONrr3QHlsQwhoo9913n2sU06HXSoJv5Tr2H0Y6EyyYPqwNfrqr+PWI4ksvvTT6u9TXrsce5/swKgGCUDruuOPcB1Wn6iI9DRs2dL9LHd5Kl85WCsJIezFhpsNNwfUZXY+RbogoPZJYn+/uu+/2i/ISAYJQCsbq0xmjR6Hgm/PYsWP9opTo9iI6bKULDK1TfcuaTncONqfUnki6PQa9rqLP9c9//tMvyksECEKJAMmcTASIrtIO1pzojLhsoluzBD0RvSZivbCuCJBYBAhCiQDJnHQDRGdxBdN+dfFiNtLhrOCaiIaAFQESiwBBKBEgmZNugFx22WXu8ToUVFqbDpYFvbAezM4aOXKkX5wUAiQWAYJQIkAyJ50A0V1/9bG63iPVPazCSKf46uvRxYaWFesESCwCBKFEgGSONUB0L6hgN1nd0ylXBIsNdduTVBEgsQgQhBIBkjnWANHt1fVxulFhOosOw0Z7UsG2J6luwEiAxCJAEEoESOZYAkRnLulZHDptd9q0aX5x1uvVq5f7neieV6kgQGIRIAglAiRzLAESNLC6KWMu0i3cg90OJk+e7BcXiwCJRYAglAiQzEk1QHR79mATwVzeIFBPstTXqIdSJYsAiUWAIJQIkMxJNUB0l12tr7sg5zI9TyQ4lCrZ43EJkFgECEKJAMmcVANEZydpfT3hMNfpyYb6WvWM9WQQILEIEIQSAZI5qQSITt3V0wl1t9lMbD4Ydvr+0t+NrrRPZqYZARKLAEEoESCZk0qAvPXWW67uaaed5hflLD0HXl/zzJkz/aJdECCxCBCEEgGSOakEyF/+8hdXV8/0zhd//OMf3WvWi+qJECCxCBCEUrNm7aVq1foyfXrib4UoWSoBEmx9PmHCBL8oZw0fPty95latWvlFuyBAYhEgCKXf/a63HH74LTJr1td+EVKUSoDo4kGtG5yjng+WLVvmXnOdOnX8ol3oUcEVKuweCZD+flFeIkAQSp07j5XGjfvL55//5BchRckGiG4uqPVq1arlF+W8ZIOze/dnpG7di2To0PzpoZWEAEEoESCZk2yA6KFRWk+vP+Ub3e9LX3uia249e74nJ574lIweXeAX5SUCBKFEgGROsgEybNgwV8+yS22269ixo3vtun19SR577EP3vnz11eQWHuY6AgShRIBkTrIBEpyVoYvr8s0NN9zgXvuAAQP8ohgESCwCBKFEgGROsgHy5JNPunp33XWXX5Tz7rzzTvfa+/Tp4xfFIEBiESAIJQIkc5INkEcffdTVu//++/2inKevWV+7/g5KQoDEIkAQSgRI5iQbIPRA6IGkigBBKBEgmZNsgHANhGsgqSJAEEoESOYkGyDMwmIWVqoIEIQSAZI5yQYI60ASrwMhQGIRIAglAiRzkg0QVqInXolOgMQiQBBKBEjmJBsgKtmGNJekshcWARKLAEEoESCZk0qAsBtvyQiQWAQIQokAyZxUAoTzQEpGgMQiQBBKBEjmpBIgnEhYMgIkFgGCUCJAMieVAOFM9JIRILEIEIQSAZI5qQSI0nUgWv+JJ57wi3KOLprU19qtWze/KC4CJBYBglB69tkZcsklw2XNmo1+EVKUaoC8+eabrv4JJ5zgF+WUX375RapXr+5e6xdfJBcI48YtkHPOeUEKCvhiowgQIMelGiBbtmyRAw880D3m7bff9otzhl4019d49tln+0VIEgEC5LhUA0T16tXLPebCCy/0i3LCxo0bpW7duu41Tp482S9GkggQIMdZAmTNmjVuUWGFChVk2rRpfnHWCwKySZMmfhFSQIAAOc4SIOrBBx90j9N9opKZoZQtli5dKlWrVnWv7Z133vGLkQICJF36wRo5UuSii0Rq1xapVKnwp65q1Z09c+iDV5p0Zove2rYdLtu2bfeLo+VInTVAdEpvvXr13GOff/55vzhrtW3b1r2mZHYd5n1ZMgIkHevXFwZH5M1Y7E2DROuhRMEHUW9jx873i/P+g5oOa4Ao3d5cH7vffvu5b+7ZLjjzpFq1am7zyER4X5aMAEnHZZcVhkTkwyV9+4rowqstW0S++06kXz+R6tULy7UeSlT0g9q69TDZujX2216+f1DTkU6AqMsi7199vO6TtX37rt/Cs8Xs2bOlcuXK7rWM1FGDJPC+LBkBYjVlSmE4VK0qUlDglxbS+7Vc6+XwdMhMCD6Iv/vdSPfTX6iV7x/UdKQbILozr67U1ue45557/OKsoL2N+vXru9dwyy23+MXF4n1ZMgLESsdPNRgefNAviaXlWu+KK/wSFBF8ECdPXuR+XnTRy7J587ZdypG6dANE6WFTe+65p3ue5557zi8ONZ1R1qhRI/dvb9q0qWzatMmvUizelyUjQKwOO6wwGObO9UtiaS9E60W+/aB4wQdx+/Yd0r79CPffI0bs/N3m+wc1HZkIEDV06FA3rXePPfaQ0aNH+8WhtHbt2ugW9cccc4ysWrXKr1Ii3pclI0CsKlcuDIaNCbba2LChsN7ee/slKKLoB3HSpIXuv1u2fDH6bS/fP6jpOP/8810D+uqrr/pFKXvkkUfcc1WsWFGGDBniF4eKDlsFPQ+dTWbZHJL3ZckIEKtUA6RKFb8ERRT9IOq3vcsuK/y29/LLn+9SjuRsiLz3HnroIddr0Ea0du3akUZwkl8tZY8++qh7Pt2x9/HHH/eLQ0EvmAfXPLTnYQkPxfuyZASIFUNYGeV/ECdMKPy217z50EhGb92lHCXT6beHHnqoa0D1ttdee0X/+3//939lwYIF/kNS0rdv32gwtW/fXtatW+dXKTc6VTeYbaXXPFauXOlXSZr/vuN9GYsAserUqTAYIt/wSlTSRXS9mPfb30rkXS7y4Yd+aV7xP4j6ba9du1fcfUOGzN6lHPHpoUjBmL/eTj75ZPnoo4/cBol///vf3XoOvV8viN95553uArOV7tobPN8RRxwh7733nl+lTOk6lWCRoN50tlUqF8zj8d93vC9jESBWugGbBsM++9in8erw17HHFpbrTUMpBxZrWcT7II4f/5W77/zzh8Qtx04//fSTXHfddW5YSRvPAw44wK0e97cgWbFihdx4443uQrjWq1WrlgwYMMC8vmPRokXR6wx6u/baa2X58uV+tVKlIfHYY49FtyfRRYIjRozwq5nEe9/xvtyJAElH5NuOa/h1waAuHNQFhLqQcNkykaeeSm4hoYaI9mKCoNFrJdpr0WsneSTeB7Hot7145Sjcel0PftJGM+hZ6FoNnX1UEr1GcO6550Yb/hNPPFHef/99v1pS9N/Qo0eP6LBRlch7+K677ir1INHzPJ588kkXlsHr0O1Jkllhnqx47zvelzsRIOnQcd8WLXb2IOLdWrZMbisTDR8d5goeV6+eyLBhfq2sp2PIrVq9JFdeGTsjqLgP4ptvLij2g/r661/KKaf8Sx5++H1ZtSq/AlfpENKRRx4ZbTzbtGkjCxcu9KuVaNSoUdEzwfXWoUMH+eabb/xqSdG/u127dtHn2nvvvSNv6StkypQpu/SE0qHH0OpJgsFhUHrTDR/T2RjxP//5Qbp0mejeU0XFe9+pkt6X+YQASZd+MHTTRA2KWrVEKlYs/Kl/Hj489c0Up06VyKdhZ5CceabIZ5/5tbLOvHnLo8fU6u3//m9iTHlxH0T9tqcnE8Yr//e/l8hppw1w9+spcUOHzol8G7YNxWQTPT1Pz+kIGs9jjz3WNdJWOgSkM6v0LPSg4X/ggQfcZooW2ru55JJLosNpejvooIPkmmuukRdffDHlPbWWRXr0wyOfpeuvvz4m7PSmh0GlM7Ps++/Xyb33Tom+v/TLSFHx3neqpPdlPiFAwkhD54UXJNI3LwyRyAdRrr1W5Mcf/Zqht3Llr/LQQ/92PQX9oOkcev32lmquFue779ZK166Tox9kHVr44IPUGqhsoVuKdOnSRSpVquQazxo1asjTTz8tW7du9auafP/993LVVVdFZ1fp9iUvvfSSXy1pOnVW140E02mL3vbdd9/I/1+N3ZCTBoueSa7bx+tP/bPerxMA9EwS/7EaRlov2WNo49mwYas899wMadp0oHvfnHXW8zJo0MyYVeZIjAAJMx0ii3xQZK+9CoMk8mESnXe/ebNfM3S0JzB48Cz3wdQPqH5Qn3nm08i32i1+1YyYPn1ZdL8ivd1663j5+uvVfrWstG3bNrd9SM2aNV0Dqov4br311pRXVSdLh4hOPfXUaIN9+umny6effupXS8ncuXPd1N+LL75Y6tSps0solHTT9SutWrVy13p0llm69CK4DqPq++Tkk/tHelvvyfLltt5WviNAytLqSIPWs6eOQfglJVu0SCL95Z3DWkceKfLGG36t0NChJT0/IWjM7777LVm2rOSLupmg5zXoNhPnnTfY/b2nnjog0uhMlbVr05vKWZ7effddOf7446ONqa4q18a4tOk1C11pHpyNrsNR2jPI1AXq1ZHPwvTp0932KIMHD3bhoD0Q/al/1vs/+eQT1+vKFH8Y9ZprxkhBwU9+NaSAAClLkQ+GCwC9TnL77Tom4dcomU4FPu64nUHSvLn8mmoYlaLFi3+Wm28eF/2Aduw4SmbM+N6vVuo0MHr1+kiaNCm8PtKs2RAZNWqeG7fOFosXL47uYaW3ww8/PO29rCzWr18vf/7zn6MLEXXoqWfkS9DmLOgFB1as+DUSTu+53kYwjKq9kEwNo+YzAqQs6aKm224rDBANgJo1RZ59Vr86+zWLp+PdzzzjHvtT5Dn+Fnmu+yNhlMlvaqmK12CPHl3+DXa8QPv007IPtFTEa7B1jUN5N9hff/31LoE2ZswYv1qo6DDq88+X3TBqPiJAysO8eSIXXLCzJ6G9ilSnIK5aJbMjYXRRJED0A63j489EgkXHy8tKtgwZ6ZBa0Rkzd901uUyG1FKhQ0Y6dFN0yKhz584ZGzLKFB1SO+GEE6JBokNqBcUtpC1H7767RNq0iR1G1RlXyCwCpDy9/rrIEUfsDJJ27fRrs1+rRPMjYXRBJIyCD/RxkTBKZz58sqZOXbDLReslS8J70Tq4qH/22S9Ev43+4x/TQ/FtVC9aN2nSJPr/oV60njFjhl8tNIKL+vvvv7/79+pFfd02pLQu6qdi0aJVctNNb0bfl5dfPko++yzcvc5sRoCUNx2a6NWrcIaVhojOuOrevXAGVgpej4SR7kcUNEI6D1/H0TNNF4tdeunvI9+UW8vxxz+WddNm/WnFLVq8KG+88UVGF7olS9c3FJ02e8ghh6Q1bbas6bDpHXfcUWrTilPx889r5ZFHxkWHUXWbET09sLyHUXMdARIWusajc+fCNR8aJHXrFl50T6Fh03HyXpEwCubO6zi6zpfPxE6pujWGbpERnEp38MGnyr/+NXmXM6Kzhc7Iufba111jc+SR/xfpxV0j06ZN86uVio0bN7r1EcHeTeku3Ctv8+fPjwRxi+iXl3QXNqZCw+qpp56Sgw5qKPXqXREJkP7y5JPTIu/58r1mlC8IkLDRVednnLFzWKtJE5EUG7YfI2Gkm9oFK4HrRsLohRdeMH3L1k32dFO+YO6+Pqdu2vfTT6W7z1FZGT9+npx88nWRYKzpegJXXnml6xmUFt065LDDDos2th07djRvHRI248aNkwYNGkRfm2VrlVS89dZb7qyP4O/r0OFPkV4303LLEgESVi+/LHLIIYUhEmnYIi1b4SaNKfgsEkZnRMIo+IDpfkGpfMvWbcB1NXDweN0mPBMLucJmw4aNrgegPQF9ndoz0B6C9hQyJd7mhXrOeK7RjRV79+6d8uaOqfjqq6+kdevW0d+lhtb48eP9aigDBEiY6ZDGX/9aeBxu5IPyQ6Rh+/fDD8umFBu2YcOGufH14AOn37K/080bi6FbUOhWEkF9PZhIDyjKdbpHk/YIgtetPYWRI0f61VKi26ffcMMN0e3TdVV1OtunZwvdiVf3rgpet/ZgBw0alNbr1hC6++67o8OoGlIaVhpaKB8ESDbQzecuv1xGRj405xsbNh1f/2skjIp+y344EkZFv2XrEai6Gli349Y6+lOPRNX784n2DE466aRokJxzzjmuB5EKbdT69OmT0QOcspH2WHXDw+B3qftfac82FRo6Gj7BMKqG0h//+MdS3y4eiREgWWRRpGE7zWvYZs2a5VcrkX7LvjwSRkW/ZevhO7rbab169aL3aw/Eeo50LtBGa+DAga7HEDRa2pPQHkUiEyZMkKOOOir6u8zEEbLZzj9it1OnTkm9vz788MOYMNcwSvU9j9JDgGSZeA2b5duY/8EMbsERqCikPQY9HCkYNtEehfYs4g2bfPnll27Tv+B3efTRR6e11Xiu0Z6s9miL9nC1xxuvh+t/0dHwydQpg8gcAiRL6Xiw37Dp6WzxGrZ49AhUnakVrEHQufzxjkBFIb1wqzvJBg2a9jC0p6F0Y8CuXbtG10PoQUe682x5rIfIBnr9TQ+aCn6X2vPVHrAKhlqDkIk31IrwIECyXLyGraQZKdqDufrqq6NrRTSA7r333oysFckHkydPjpk6qtt66AI6/W/tDepJeStXrvQfhjimTp0aM8tPf6865Tz4s4ZMSZM9UP4IkBzhN2wtW7Z0Qyq+fv36Reu0bdtWFulW8UiJ9iy0hxFMVdXbeeedJ3PmzPGrIgHt8RZdZ6Q3nW6u4YLwI0ByiDZsGhDBWdE6pPKnP/3JDbEEdBxZy/RiJNKjw4C6WK5Hjx5+EVKkPWA9j13XjDCMmj0IkBykQyg333yz2+ROw0I3vevfv7/bBO+1115z97Vv395/GACkhADJYZ9//rk0a9YsOjTQsGFDd0GSAAGQCQRIHtBeR/369aNBoje98A4A6SBA8sSmTZvcWH2wEl23fgeAdBAgeUa3hNAA0e23ASAdBEie4SI6gEwhQPIMAQIgUwiQPEOAAMgUAiTPECAAMoUAyTMECIBMIUDyDAECIFMIkDxDgADIFAIkzxAgADKFAMkzBAiATCFA8gwBAiBTCJA8MzUSIK0iAfI3AgRAmgiQPLMiEiDvRwJkHgECIE0ESL6JBIhEAkQIEABpIkDyDQECIEMIkHxDgADIEAIk3xAgADIkVAESHLdanETlSAIBAiBDQtUaJwqIROXF2bFjh4wePVratGkjBxxwgOy5555Sp04dady4sXTt2lVmz57tPyR3ESAAMiT11rgUJQqIROXxrFu3Tlq2bBl9bHG3vEGAAMiQULWciRrzROXxaK9DH1O9enXp3bu3LFy4UDZv3iwrVqyQmTNnSt++faVhw4b+w3IXAQIgQ1JrjUtZooBIVO6bOHGiq1+tWjWZP3++X5yfCBAAGZJ8a1wGEgVEonLf5Zdf7ur36NHDL8pfBAiADEm+NS4DQUAkuiXr0EMPdfXpfRRBgADIkORb4zLgB0Vxt2RVrlzZ1d+4caNflL8IEAAZknxrXAYSBUSich8BEgcBAiBDkm+Ny0CigEhU7mMIKw4CBECGJN8al4FEAVG0fNq0adKxY0c5+OCDpUqVKtKgQQPp3r27rFmzJlo/uIjes2fP6H15jwABkCHFt9blIJUAOf3002Xw4MGyYMEC2bRpkyxZskRuuukmadasWbR+MI13v/32c/UgBAiAjCm+tS4HqQRIPKtXr5a999475r5gIWGNGjWkT58+snjxYreQcOXKlTJr1izp16+fNGrUKOYxOW3MmMIA6dDBLwGAlBTfGpeDRAFRXPn27dvl22+/lS5duoh/1jdbmXhWrRLp1Enkrbf8EgBISda3nEVD4Oijj460j6v8Km4zxVGjRknr1q3dZoqVKlWS2rVru80U77zzTpkzZ47/EABAAlkfIGrLli1SUFAgzZs3l6uuusovBgCUgpwIkMAPP/wg++67r383AKAU5FSA6EysmjVr+ncDAEpB1gbIBRdcIFOmTHHbsq9fv96tC9Gpvd26dfOrJjRjxgw55phjZNKkSX5RbtixQ2TkSJGLLhKpXVukUqXCn61aibzySmE5AKQoawPknXfekQsvvNCt8dApuk2aNJGBAwe6C+apeuONN9xF+EMOOUR+/fVXvzi7RcLVBYfONCvupkGi9QAgBVkbIJmkoaMBpCHywAMP+MXZ7bLLCkMiErTSt6/It9/qrAOR774T6ddPpHr1wnKtBwApIED+Px0Cq1ChgtsWZenSpX5xdpoypTAcqlYVKSjwSwvp/Vqu9d5+2y8FgGIRIEVcccUVrheie2zlhN//vjAYHnzQL4ml5Vov8voBIFkESBHLli2LfBmv6noiH3zwgV+cfQ47rDAY5s71S2JpL0Tr1a/vlwBAsQgQzyOPPOJ6ISeddJLbIiWrVa5cGAyJzkPZsKGwnrePGACUhADx6OFTh0W+uWuIDBgwwC/OLqkGSJUqfgkAFIsAiWPkyJEuQOrUqSNr1671i7MHQ1gAShEBUoxzzjnHhchdd93lF2UP3XVXg+Ghh/ySWFxEB2BAgBRDzwrZY489ZM8995SvvvrKL84OkycXBsM++zCNF0DGESAluOGGG1wv5OKLL/aLskfbtoXhoAsGdeGgLiDUhYTLlok89RQLCQGYESAlWL58udsqRUMk9Ptk6ZG9gwcXhkNR69aJtGhRGBLF3Vq2ZCsTACkjQBJ48sknXYAce+yxsnXrVr+4/K1ZI9K1a+EGiRoG48f7NQo3S9RNEzUoatUSqVix8Kf+efhwNlMEYEKAJKCHVR111FEuRPT89NDQNSr/+ldhEGhw7LGHyM03i4Qx5ADkJAIkCeMj3+o1QKpXry4rV670i8ve+++LNGq0cwjq3HNFOJYXQBkjQJLUqlUrFyI367f88vLNNyIdOuwMjt/+VmT0aL8WAJQJAiRJ8+fPl0qVKrmpvZ9//rlfXLp++UXk/vt3rizXabmPPiqyaZNfEwDKDAGSgj/96U+uF9KsWTO/qPS89JLIwQcXBkeFCiJ/+IPI99/7tQCgzBEgKVi9erXUqlXLhchrr73mF2fWp5+KNG26c7jq1FNFPvnErwUA5YYASdE///lPFyD169eXTaUwhLT1hx9ErrmmsLehwXHggSJDhjDVFkDoECAp0i3eGzZs6EKkR48efrHZ5s2bZUjPnjJ0330Lg2OvvUTuu48FfgBCiwAxeO+991yA7LPPPvKD9hjSNGbMGDn88MPdc14buX2l24p8/bVfDQBChQAxat++vWvwr776ar8oaQUFBe6CvD6P3k444QSZHgknAMgGBIjRkiVLpHLlyrL77rvL9OnT/eIS6WLEW265RSpWrOiCY//993fXVrZt2+ZXBYDQIkDScN9997kAaNq0qexI4iK37qX11FNPSY0aNdzjdF3JHXfc4WZ3AUC2IUDS8Msvv8hBBx3kwuDFF1/0i2O89dZbbkPGYLiqRYsWbnEiAGQrAiRNGhwaCBokGii+hQsXSuvWraPB0aBBAxk3bpxfDQCyDgGSJh26Ou2001w4/OUvf4ner2ep33333e5EQy2rVq2a9O7d2+3uCwC5gADJAL2IrhfT9957b1m8eLEMGjRI6tSp44JD9866/vrr3eFUAJBLCJAM+cMf/uACQ0MkGK46++yzZebMmX5VAMgJBEgGLF26VC655JJocNSuXVtGjBjhVwOAnEKApGHDhg3y4IMPSpUqVVxwBOs6dEGgbnkCALmMADEaNmyY1KtXL9rruOKKK9z1D91kUf/cv39//yEAkFMIkBR99tlncuaZZ0aD45RTTpGpU6dGy1999VV3v277zgJBALmMAEnSjz/+KNdee62bbaUBccABB8gLL7wQdwX6eeed5+roAVQAkKsIkAR0m/XHH39cfvOb37hQ2GuvvaRbt26ybt06v2rUnDlz3PRd3arkyy+/9IsBICcQICV444035Mgjj4wOV+lMq0WLFvnV4rr55pvdY1q1auUXAUBOIEDi+OKLL6R58+bR4DjuuOPk7bff9quVaMWKFVK9enX3+AkTJvjFAJD1CJAifv75Z7n99tuj03Fr1qwpzzzzjNtF16Jv377ueY466ii2MAGQcwiQCD2HQ4NCA0MbfA2Q2267TVatWuVXTYkGzzHHHOOes0+fPn4xAGS1vA+Qd955xw1RBcNVF1xwgcybN8+vZjZp0iT3vPvttx/7YQHIKXkbILror+j2I0cccYS8/vrrfrWMuPjii93fccMNN/hFAJC18i5AdPqtTsPV6bjaqOv03F69ernpuqXlq6++ctu669Te2bNn+8UAkJXyJkB0wZ8u/Ktbt64LDl0QqAsDdYFgWbjzzjvd33vOOef4RQCQlfIiQKZNm+a2HAmGq8444wy3JUlZ0gOmdJde/ftHjRrlFwNA1snpAPnuu+/kyiuvjAbHIYcc4jZBLC8DBgxw/47DDjtMNm7c6BcDQFbJyQDRxvnhhx+WqlWrugZbD3n661//Kr/++qtftUzpFu8nnnii+zc98sgjfjEAZJWMBUjwLb84icrj0esWo0ePljZt2rjNC/VCtB4V27hxY+natWvcC9J6kJN+ww/+vssvv9wd+BQWH3zwgVSoUMGF27Jly/xiAMgaqbXoJUgUEInKfTpbqmXLltHHFXcr6sYbb4zef9JJJ8mHH34YUx4WHTp0cP9GHV4DgGyVfIueQLwGvahE5T7tdWh93U+qd+/esnDhQjfVVveY0nPGdZuQhg0bxjzm6quvdtc5Bg4cGOoTAbVHpMNq2hP5+OOP/WIAyArJt+gJJAqIROVFTZw40dWtVq2azJ8/3y/OCQ888IB7jU2aNIl7pggAhF1yLXoSEgVEovKi9LqF1u3Ro4dflDP0gr72lvR1Dh482C8GgNBLrkVPQqKASFRe1KGHHurq5mrvI/Dyyy+713nggQfK+vXr/WIACLXkWvQkBAGR6JaMypUru7q5vlZCh65OP/1091q7d+/uFwNAqCXXoifBD4ribsnIlwBRM2bMcNuq6N5cusEjAGSL5Fr0JCQKiETlReXLEFagc+fO7vW2a9fOLwKA0EquRU9CooAoWq57U3Xs2FEOPvhgqVKlijRo0MAN4axZs8aVBxfRe/bsWfQpctZ///tf2Xfffd1r1vNJACAbFN/ipyiVANFxf515tGDBAtm0aZMsWbJEbrrpJmnWrJkrD6bx6iFMWicf6Jby+pqPP/54d0IiAIRd8S1+ilIJkHhWr17tFtcFgoWENWrUcMfB6vUBXUi4cuVKmTVrlvTr108aNWpU5Bmym762ww8/3L3mZ5991i8GgNApvkVPUaKAKK5cV4x/++230qVLF2nfvn30fstWJtlu7Nix7jXtv//+8vPPP/vFABAqGWuBEzXo8cqLBsHRRx8tq1atiinXaa56dkbr1q3dZoqVKlVyZ2roZop6QNOcOXNi6ucCPZNdfx/6+gAgzIpv8cvIli1bpKCgQJo3by5XXXWVX5x35s6d6y6od+rUyS8CgFAp9wAJ/PDDD67hhLie2IYNG/y7ASBUQhMgOhOrZs2a/t0AgJAqlwDRcf4pU6a4rdl1DyhdF6JTe7t16+ZXBQCEVLkEiC6Wu/DCC906D52mq1ua6xkebGu+q1RPZYw3WaGoROUAkCxakhCzTGWOd19RicoBIFm0JCFmOZUxUUAkKgeAZNGShJT1VMZEAZGoHACSRUsSUtZTGRMFRKJyAEgWLUlIWbe0TxQQicoBIFm0JCFlPVQrCIhENwBIFy1JSBEgAMKOliSkGMICEHa0JCFlPZUxUUD45YlOhwSA4hTf0qBcWU9l9APC55cnOh0SAIpTfEuDcmc5ldEPCF+icuWfDgkA8ZTckqBclfVWJsWdDgkA8cRvSRAaqZ7KWFJAqOLKiwZSvNMhAcC3a0uCvMXpkABSQYBgF5wOCSAZBAh2wemQAJJBgOQ5TocEYEWA5DlOhwRgRYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMPl/Gz3fTMOTrPMAAAAASUVORK5CYII=)
PN: 4H51-5-07
CAS: 1092352-55-0
Molecule Weight: 269.73
Formula: C12H16ClN3O2
TSCA: Not listed on TSCA inventory