| Product Number | 4939-5-X1 |
| CAS | 284489-44-7 |
| MDL Number | MFCD00662300 |
| Molecular Formula | C9H11ClN2O |
| Molecular Weight | 198.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4939-5-X1
CAS: 284489-44-7
Molecule Weight: 198.65
Formula: C9H11ClN2O
PN: 4639-1-01
CAS: 43002-22-8
Molecule Weight: 205.04
Formula: C7H6Cl2N2O
![2,4-Dichloro-6-[2-(2-hydroxybenzylidene)carbohydrazonoyl]phenol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABCwAAAQsAFvkpTXAAACbnpUWHRtb2xTb3VyY2UAAHiclZXrb5swEMD/Fcufh18QHlFIFbWaNKldpbWV9m1ywEmRAFdAXv/9zjySQDLQAtGZ8/18tu98XjwcsxTtVVEmOg8xJwwjlUc6TvJtiD/ev1s+flguIjACw7wM8WdVfc0pPRwOJPpUmTzqnEQ6w03//FgmPZuDTXSxpYIxTn+/PL/VjJXkZSXzSAFVJvOyVj7rSFb1LP7hgmay2Cc5bcxpVuyb0f4IZl5GjmWML2t5hL4VoGiTpAptdJHJCu0FI/Cyb2irclXISsVofQK1TRxY+3Lx8qSjXabyCppmhCSS6VtV7CJQZDpV0Q4Gg8aPpxBnHABZ6WxVFPKETMuoJUdSIGkj6SA5Q9JF0kPSRzJAkjP4Qz8HAw4WHEw42HAw4mDFwYyDnTBxSJWZyPvpS4X4FT32np/wnL/Si3iFLRUhhsUw8NWKGbFtx+tEqxTEdT2nExz6bA/B1sAPWe2n1fZaLWO1Q1gu6H3Q+6AX/PLd9Xey45pxMDrB3ExnYJy4JLCN9IhXOw2IcGrnMAt+regMhsD/fneOHeIKI23C/Fs9BJWeo7pcrHUeXzVREod4zXEd7l9qU4o24hjpIlYFHCIzgDG9BkQfMPlxBlb3ALsPmGwaB5w+YHJvHJj1AZOp44DbB0xejwPezaInAL8PmGMzvq1BHzCH7AyIewBnfaI+k+M++DDY9RmecDOId3PmJ/wMQt7UiPEN44OoNzVlghkEvqlBE3Nz7zAT6cIH4W9q3AQzyICmJk7MLbjDBON+BLuz11PMMA/aOn07N3pVM2h3a0Dz5kahV9cNhUt2+RcKvyj/P/tMNQAAMXhJREFUeF7t3QeYFFW6xnETyRyIRhREXHNCxOyaQBTUVcAABgx4zbvudXVRwLwmVFAJBhBQFoVlUREXAyqiKIggoCAqoihJQZEonNvvmVuzPUXPTPU33dNdPf/f88yj03W6uoqprrfqpNrIAQBgsFH4BQAAoiBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgRIJXn/x/fdmWPOdHUH1nU1+tdwjZ5v5NqPbe9fD2zUhz8HgPjgjFUJ+szo45q80MT9c84/3ZJVS9yKtSt8cLQZ06ZEaBAgAOKEM1aWTV0y1TUc0tAtWrkovMjrPql78f8TIADihDNWlnUe19n1+qxX+OWUCBAAccIZK8vU1jF72ezwyykRIADihDNWltXsX9Ot+n1V+OWUCBAAccIZK8sIEACFijNWllGFBaBQccbKMjWi957eO/xySgQIgDjhjJVl6sa7x/N7uMUrF4cXeT0m9Sj+fwIEQJxwxqoEGkjYdGhTN2zOMPfTqp/8QMIJCyYwkBBArHHGqiTjfxzv2o5p6+oMqOOq96vu20Y6vNHBB0mAAAEQJ5yxAAAmBAgAwIQAAQCYECAAABMCBABgQoDkgLrx9pvZzy1fuzy8CABigwDJgRe/etF32R08e3B4EQDEBgGSAwoOBcjTnz8dXgQAsUGA5AABAqAQECA5QIAAKAQESA4QIAAKAQGSAwQIgEJAgOQAAQKgEBAgOUCAACgEBEgOECAACgEBkgMECIBCQIDkAAECoBAQIDlAgAAoBARIDhAgAAoBAZIDBAiAQkCA5MDgGYkAeSARINMIEADxRYDkwODXEgFyeCJARhEgAOKLAMmBwYMTAbJRIkCeJkAAxBcBkgMECIBCQIDkAAECoBAQIDlAgAAoBARIDhAgAAoBAZIDBAiAQkCA5AABAqAQECA5QIAAKAQESA4QIKX49FPnOnRwrkED56pVK/pv+/bOTZkSLpk4ciMculHKADDjG5YDBEgKQ4c6V7eucz17Ovftt86tWePcvHnOPfKIc/XqFS1PFiUcopQBYMY3LAcIkJDZs52rU8e5adPCS4ro9dq1i8oFooRDlDIAzPiG5QABEnLVVc516xZ+tSQtV7lAlHCIUgaAGd+wHCBAQpo0ce6zz8KvlqS7EJULRAmHKGUAmPENy4EHHnjAB8gdd9wRXlQ11azp3MqV4VdLWrHCuVq1/vu7wiHKD4Cs4RtWiX777Td3++23u2rVqvkA2Wyzzdzf//53t3z58nDRqsUaIOWJUgaAGd+wSjJkyBC3yy67+ODYdddd3WWXXeYaNmzof99pp53cwIEDw2+pOqjCAmKJb1iWffzxx+7II4/0QbH55pu7bt26JS6mV/hlKxNX3arG2mKLLfzy5s2buw8++CC0hiqgSxfnuncPv1oSjehA3uEbliU//viju+SSS9wmm2ziw6FDhw5u7ty54WLed9995y644AK38cYb+5+OHTu677//PlyscH3xRVE33fK68c6a9d/XooRDlDIAzPiGZdjq1avdfffd57beemsfHIcccoh79913w8VSmjBhgmvWrJl/35Zbbunuuusut2rVqnCx+Js5c8M2jyFDigYSauCgBhBqIGEiWN2jjxa9ruXJooRDlDIAzPiGZdDIkSNd48aNfQDUq1fPPfXUU27dunXhYmVav369e/bZZ12DBg38evbYYw/30ksvhYvF05w5zp11VtGJ/dZbw0ud++QT59q1c65+/aKpTDQCXb9PnhwuGS0copQBYMY3LAOmT5/uTjzxRH/Cr169urvpppvcsmXLwsXS8uuvv7pbbrnF1ahRw6/3+OOPd1OnTg0Xi4fEviR2xiV2puikntgX98034VIAYoYAqYAlS5a4q6++2nfH1Un+9NNPd7OTp9vIgDmJq/azElftWv+mm27qrrzySrd48eJwsfyUuJtK3E45t+OORcGx++7OvfhiuBSAmCJADNauXet69erldthhB39i33vvvd3rr78eLpZRb775pttvv/3852233XauZ8+efjvy1oQJzjVrVhQcW27p3J13OleI7TlAFUaApGns2LFun3328Sfy7bff3j366KOVdiL//fff3eOPP14cXE2bNnWvvfZauFhuqeH7wgud23jjop+OHZ2rSj3KgCqEAInoyy+/dG3btvUnblVZXXXVVTmrSvrpp5/ctddeWzyi/bTTTnOzkru45oJ6VWlqli22KLrraN7cuao4pgWoQgiQcvzyyy/u5ptvLm7MPuGEE9y00sYrVLIZM2a4k08+ubjx/s9//rNbunRpuFj2DRvmXMOGRcGx007OVeVR9UAVQoCUQt1pn3nmGVe/fn1/gm7UqJEbPnx4uFheGDVqlNtzzz39dtatW9f169cv7e7DFlOmTHG9jjvOzVdwaD4rdc2t6vN6AVUIAZLC+PHj3WGHHeZPyFtttZW7++67/QDBilC3XE1r8tZbb/lxHRrrof/qd72u5RWxZs0ad//997ttttnGb/dBBx3k3nnnnXCxjFi0aJG7/PLLfa+wfROfNe5Pf3Luq6/CxQAUOAIkybx589z555/vT8CaUuSiiy5y8+fPDxeLRGM2HnroIXfGGWe4HXfc0a+zvB+VU3m9zzrmY8GCBe7SSy8tnkKlXbt27psMjblQSGnbtt12W7/u/fff3wcggKqJAHFFkxp27969eFLDI444wk2cODFcrFya66pHjx6+uis5GPR769at3Y033ugnU+zbt6+/A9F/9bte1/JU79P6SptDqyyTJk1yRx99tF9PrVq13G233eank7d69dVX3V577eXXV7t2bffkk0/6XmEAyvDpp8516OBcgwZFsyvov+3bq/43XDLazAlRylSi/NqaHBg6dKjbbbfd/Ilx5513ds8991y4SLnUmK07F1XpaD2q9tLdi6Zw1x1BOlRe79P7tR6tT+vV+vU56Xr++ef99PFaj6aTHzRoULhImT7//HPXsmVL/371+rr++uvdzz//HC4GICxxbvHzuPXs6dy33xbN76Z53jTfm6bp0fJkUcIhSplKlF9bU4kmT57sjjnmGH9irFmzpuvatWvaD3ZSW4BO9EF10aGHHuoDKJiuvaK0Hq1P69X69Tn6PH1uOrQe3eloOnmtp0WLFu6jjz4KFytBIaE7o6Cr8KmnnurDBEAEmpGiTp3yZ5hOnrkiSjhEKVOJ8mtrKsHChQtd586di+8Wzj33XFMbgZ5nroGEWoca3FXFk01af9Cwr8+1PE/928RV0HnnnVccRhdffLH74YcfSpRR7y1VrdVJHPwq16RJE/fKK6+UKAOgHHp2jZ5hU5YCeMZNfm1NFqkBWM8iD3opHXjggW7cuHHhYuVSb6ngJKwpRZ544olK6TIr+hx9nj5Xn6/tsPTeeu+994rvalRNdu+99/peZm+//bb/d9Hraih/8MEH/b8bgDRVkads5tfWZImuoIO7BV1Z6wrbctL/+uuv/fQhWs+xxx6bs4c+6XP1+doObY+2K10a56K7mGCciwYi6r+6M9PjdnWnBsBI46LCz7wJU1V3rVr//V3hEOUnj+TX1mSJusbq5Kin/llHaqtbbfCMDo1Mz3UPJH2+tkPbo+2ydvvVtPP6dwnuqD7RMzkAVIw1QMoTpUwlyq+tyZLgRGvpmiuffvqpP7nq6lzdV/OJtkfbpe3Tdlroffr3ueGGG8KLAFhQhVU4KhIgqh7SAD+dpF944YXw4ryg7dL2aTst1VkECJBhXbo41717+NWSaESPB2uAqIE6aPPItzuPMG1f0CaSbsM6AQJk2BdfFHXTLa8bb/Is2lHCIUqZSpRfW5Ml1gAJelvp/XEQ7Ke2Ox0ECJAFQ4YUDSTUwEENIFSPRj0v59FHi17X8mRRwiFKmUqUX1uTJZYAUQ8lvUe9nXLdYB6VtjPonZXOOBECBMgSdUpp1865+vWLpjLRCHT9PnlyuGS0cIhSphLl19ZkSboBoi6s6varhulcddW10vZqu7X9UbviEiAALAiQFDRdiMpr0F4cabu1/dqPKAgQABYESIgmLNQ0H5o2xDLYMB9ou7X92o8oEzASIAAsCJCQ4Hkg2Z7bKtu0/doP7U95CBAAFgRIEk2qqPEUmieqEGg/tD/lTRZJgACwIECS6OFNKmd5Jkg+0n5of7RfZSFAgCzTtCUNGzrXq1d4SawRIEkaN27stt566wo9uS+faD+0P9qvshAgQJapFiDxHXOXXBJeEmsEyP8LTqKdOnUKL4o17Y/2q6x5sggQIMsIkPiKEiAPPfSQL6PHyRYS7Y/2S/tXGgIEyDICJL6iBEjr1q3dxhtv7H788cfwoljT/mi/tH+lIUCALCNA4itKgOyyyy5ujz32CL9cELRf2r/SECBAlhEg8VVegGj2Wl2lt2rVKryoIGi/tH+lzdJLgABZRoDEV3kBMnnyZL/8xhtvDC8qCNov7Z/2MxUCBMgyAiS+yguQsWPH+uX33HNPeFFB0H5p/7SfqRAgQJYRIPFVXoCMGDHCL+9VYIN8Atov7Z/2MxUCBMgyAiS+yguQwYMH++XpPEMjToJnm2g/UyFAgCwjQOKrvADhDoQAAbKKAImv8gKENhACBMgqAiS+yguQoBdWoZ5AtV/aP3phATlCgMRXeQESjANp2bJleFFB0H4xDgTIIQIkvsoLENl1111dQ023XIC0X9q/0hAgQJYRIPEVJUDatGnjr9K///778KJY0/5ov7R/pSFAgOxanQiQiYnv2FcESPxECZDHHnvMlxkwYEB4Uaxpf7Rf2r/SECBAdv2QCJCjE9+xewmQ+IkSIDNnzvRl2rVrF14Ua9of7Zf2rzQECJBdeqy0vmOXECDxEyVAZL/99nM1a9Z0P/30U3hRLGk/tD/ar7IQIEB2ESAxFjVAHn74YV+uUAYUBgMItV9lIUCA7CJAYixqgCxatMhtvvnm/vkZa9euDS+OFW2/9kP7o/0qCwECZBcBEmNRA0SCqc/79+8fXhQr2n7tR5Qp6gkQILsIkBhLJ0D0CNgtttjC7bTTTm7ZsmXhxbGg7db2az+iPKKXAAGyiwCJsXQCRIK5o7p06RJeFAvabm1/1Lm9CJANHXJIH3fiiQPcV1/9HF5UTGWAKAiQGEs3QNR+cMABB7hNNtnEjRkzJrw4r2l7td3a/qjtOATIhhQOw4fPdJdeOtKtXx9eWoQAQVQESIylGyDyySefuFq1arkddtjB//HjQNup7dV2a/ujIkA2FITDlVeO8kGSCgGCqAiQGLMEiDz77LP+fbqaz/exIdo+bae2V9udDgJkQ0E4zJu3zLVsOcgtWbIiVIIAQXQESIxZA0SCXlmHH354qbPZ5pq2S9un7YzS6yqMANlQcjgMGvSpu+WWN5KWFiFAEBUBEmMVCZD169e7yy67rDhEFixYEC6SU9qeIDy0ndredBEgG0oOh3Xr1rtOnUa499+fl1SCAEF0BEhM6ep8n3328X+822+/Pbw4knXr1rnLL7/cr2P33Xd306dPDxfJCW2Htkfbpe3Tdlrce++9fh1NmjSJbdflTAuHw5dfLnFnnTXUrVz5344J4TJV1cqVK/3Fy9Zbb+0n7bRcxBS6Z555xn/Hdtlll7yvDk9HwQaIDmLNRLvjjjv6P1zwc8wxx6TVwJxMJ1r1cNLo7scffzy8uFLp87Ud2h5tl8XUqVPdCSecUOLfp169eu7pp582h1GhSBUOffp87B555IPi31OVqWqGDh3qnzejY0ePDQju1CdMmBAuWiV98cUXrlWrViW+Y+ro0rt3b/f777+Hi8dOQQaIDt6gWmfLLbd0d955p/9DnnPOOf61TTfd1F8xLVy4MPzWcr388suubt26fj2nnHKKX29l0ufpc/X52g5tT7oWL17sx4psttlmfj1nnnmm+/zzz30Q6SpSrx166KHuvffeC7+1ykgVDmvWrHMdOrzoZs1a4n9PVaaq0EXYscce648VTdj597//3c2ePdt17NjRB4l+LrzwwoJ7vk5US5cu9e2R1apVKz5XfPbZZ4kLkEfcdttt51/bd9993RtvbNi2FicFFSA6WHXQlnUAv/322+7AAw/0f8Btt93WPfjgg4kTw5oSZcqj0d2nn366X4cOkOuuu87Nnz8/XCyjtH59TnBA6vOjjDJPpnEh5R3AP/zwg7v44ov9nY3KnHfeee7bb78tUaYqKC0cPvtsQeLf51++XaS0MoVMF126+NJFmI4PXZR9/fXXJcp88MEHG1zArVq1qkSZQqU79759+7o6der4/Ve1cPgiL3wB17ZtWzdnzpwSZeKiIAJEB6cOUh2s+oOUdwud6o/8yiuvhIuV69VXX3V77bWXX0f16tX9iVdfnkzS+rRerV+fo8/T56ZLAwz33ntvv44ot9AfffSRa9GihS+vqrJu3bq5FSs27MpaKH75ZbVbvfq//x5lhcODD77vhg79rESZtWvXJa46VyaVKiy6yNLFli66dEyoy7guxkoTrkJWW92wYcPCxQrKuHHjii9Ot9lmG/fAAw+UeXGaXIVco0YN39nnl19+CRfLa7EPkBdffLG4IVkHqw7aqI14P//8c4nbzFNPPdVX5aRDB8jAgQP9Mze0juDLooNBJ+10u/6qvN6n9wf7pR+tX59T1gGZyqxZs1zr1q39OnTFc80116TViDd48GDf8Kf367nqzz//fLhIrK1atda3bRx55FPub38bW/x6WQGihvTzznupRJl//GO8a968n+vZc4Jbvnx1Uun408WVLrJ0DOiiq0+fPmVefCTT8Xzrrbf6E6Tef9xxx/lef4VEPazOPfdcv3+6M+vcuXNa1ePDhw/3M2fr/Q0aNPAN7lHPYbkW2wDRQaiDMUhvHaTpnqwDCo2WLVv6dSlMrr/+eh8u6VJ1kO4Wgqu04KStk7/aGW666SZ/Ja9Gag3203/1u17XcpULbmv1o/VofeFqpijUm+ovf/lL8Z3LSSed5GbMmBEuFslvv/3mbrvtNj/CXes6+uij3aRJk8LFYmfMmC/daacN9kHQqtVg9+GH34WLRKaqrTPPfMGv66STBrp//Wumr+aKM30vdFEVfC/UzdvyvZCvvvrKnX322cUn2SuuuKLcxwzku+XLl7uuXbv6NiDtlzroTJ48OVwsktWrV7u7777bbbXVVn5dhx12mHv//ffDxfJO7AJk0dJF/uAL6mB1UOrgzITkKqnatWu7J598MvKVVjJVqY0dO9afdNXQqCqjIBTK+lE5ldf79H5LvbGq5zSVe9DQv+eee7p///vf4WImutIKHpGrNpJLL70078bFRDFz5qLEVeJIf7Jv0eKpxN/5oxLdc63UyD5gwJTEieQZv+7zz38pcUL5IVws7ykkdBEV3Jnr4irdO/PSvPXWW27//ff369UFkh52lu5ddT4YNGiQ23nnnf1+7Lbbbu6FF14IFzFRW2enTp2Ke7RdcMEFbt68kuOP8klsAmTNujXu4akPu22vS1zd77yRPwjffPPNcLEK08H80EMPlajr1UFfUao20kBGrUt1wboD0X/1u15Pp1qpNO+88447+OCD/XarN9U//vEPf2WTafqcgw46yH+O6nrvv//+WJwENB1Jjx7jEld3ff0JXlVW8+fb7lrLos/p3v3tEp/zww+Z/5xM0x3TwIGjXb16O/m/rbW9rTy6KNPFmS7S9DlNmzZ1o0ePDhfLS/quBm2DelxC9+7d/TiYTPvwww/dEUccUfw5PXr0yMrnVFQsAmT0t6Nd06FN3UZ9EncGfWq7J15+wnRnkA7dXmtwXnCn86c//SljdzqZNnfuXNe+ffviOwONds32nYHudPr161fiTmfUqFHhYnlBDdwDB36auLsrujNQ+0Vl3BnoTkez+QZ3OmprycSdTjZ8/PH3votykyZ/TlxRH+UvoqJeFKi7t+5M063W1J1Ocs9CjZeo7G7xUal34kUXXVTcO/H888+vlDuD5557zj/bR5+p8TYad5NP8jpAvlj6hWs1upUPjmr9qrnrxl/nfl5tq4O1mjJlSnFbi+o61daius98oLYJja4P2iaOOuqoxIng43CxrFJ/9+S2lpNPPtnc1pIN77wzt0TbxIgRld82EW5rGT16drhIznz//S/ur3/9j9823THdddc7iTuoaD2B1L1b3byDCxdrVenMmTOLxzYpTNSxRcdVPtAdvJ6rk9w2MX78+HCxrErV1mIdDJ1peRkgS1cvdTdOuNGHhsLjlFdOcTN/Tj2ldmVRdVMw4lZXBOoRlUvh3lFDhgwJF6lU6u112mmnFZ8Err322oxUy1npQVD/8z+v+BOjekc9/PAE9+uv0arz5s5d6u677z03Z07mtj+5t5e26ZJLRrrp06P31Mm0FSvWuscf/8gdcUR/vz2XXfbvxNX/4nCxlNSdW50/1L1bf+8jjzzSd/uuKI2XSO7tpa72uZwRYcSIEa5Ro0Z+e+rXr5/z3lEab5OJwdCZlFcBsm79Otd3Zl9XZ0AdHxxNXmjiXp6b/kjrbFEd5B133OHrJPVHbN68ecbHfZRHdxj6wurz83F8xmuvvebrtLV96hSgKVeyXd2YbNmyle7++8e7ww/v50+M11032gdCFOp+q264Chy9d9SozFen/Pjjr35m3+CKX20lqaaKz6ZXXpnlp6jXNpx++hA3dmz0QWzqxq0LFv19dQGjC5lMUrWZxk+obU2foXEVGl9RmaZNm5bX4zOSB0Pr38kyGDpT8iZAxs0f5w588UAfHNs8s4174NMHfMN5Pvruu+9KjHjX9A3hEe+ZplHnySPEO3TokLcjxDXivWfPnsUj3tU92dIVOR0Kqb59B7qDD77WnxjPPnvoBrPnlkZVWup2qyouvVdVXuPGfRMullGffPKDu+CCorEk6rWl3lvqxZVN06YtcBddNMJ/5lFHPeX6959UYvBkWdS+oe7b+nuqylQ9BVWFmi26stZ4iqANUuMssv1gN40Qv+qqq0qMEP/yyy/DxfJCpgZDV1TOA+SbX79x5/7nXB8cm/bd1HUe19ktXJnb27KoNNq9WbNm/g+YrSkbVAd73333Fc9Rdcghh7h33303XCwv6Qt55ZVXFp8ENNYlG1M2qDdeMJCzceNT3cCBExKBEu1krMZ0dbetzBN5QME1cuTnxcHVtu3zWQmuhQs1juctd+ihffxP165vugULorXjLVy42HfXDi5c1Fie7RN5Mo2rUJ2/PlttAGoLyHQbpC54Hn30Ubf99tv7z9Hs3epGX1HqJJDtnpeZGAxdERkLkPd/fN+dOeZMV3dgXVejfw3X6PlGrv3Y9v71gEIi2Zh5Y1zN/jX968f8+xg3eZFtEE4uqU5UB0bylA0aHZ8JI0eOTJwQG/v1apbcp556Kqd1wlaasuH444/3+6Eqgb/97W/mQZ/JFEZnnXWWX69CSmG1eHHRRIflUbdada/NZVVSQFVnmuU3qDrr0uXlDdpf9PqJJw7wbTulUZlkurt46qnJiTuHp/2yjh1HJP4W0XrnqefagAGT3V57dUj8227uu22r+3auqPeRxlvob63xF+qdlAmvv/66+8Mf/uDXqyrXXr16+UBJl96jqjZ1t1X1V9BFubyfTIz9kkwNhk5XRgKkz4w+vr3in3P+6ZasWuJWrF3hg6PNmDYlQiMcIK/Ne80dPuJwN3ROfnVNs9AJ8ZZbbimeskEnTOuUDXrOx4knnujXo95Nf/3rXwviOR0vvfRSiSkbFLyWRslU/9YKqSjUjVaN2epWq5Oqutmqu20++PbbZe6GG17z29WsWT+/nQG9pmeza3tL+ydLDhA9v0TtG3rtlFOe8+05pb0vLLnnWosWPRJ3dCPy4sJFbZAadxG0QWqchOUhcaKZg4MJUVVldfXVVycuIKJdfCRTm6SmBwq6s+tHd2u6i1EVWGXOPiGZGgwdVYUDZOqSqa7hkIZu0crUX8Luk7oX/384QApR6qviaL1bdADrQA4OKB3gOtALia6w7rrrruKJL1UFGHXKhuBuT+Gj9yqMFEpRqfusutHqxKhutepem48++GCeO+ecf/pZfwNBOFx55SgfJKkkB8jrr8/xPax6957ofvstWltiuOeaOhRE7blWmTT+QuMwdAyoDVLjM6LOhq0LMZ28g27nulCzPCDuP//5j/vjH/9YfOLXMakxLepJlu7FXqbnvwsPhtag60wMhk6lwmd0tVn0+qxX+OWUqkKABJLr5dWYrEbl0m6N9bpunYM6WN1S69a6kKnTQfKzIzRlgzonlCbc3qQQinq7r+6y6jarE6O60erKXt1q4yQIh3nzlvkeVKmq28JVWFEtW7aqRM+166+P3nMtlzQeQ+MydExonIbmkipt5gXdQakKWFXBKq+qYVURp0vd1YMxK/rRRKX6rmbyDi1TM3CHB0NnctqnQIXP6GrrmL0s2lVyVQoQ0a3jE088UTwXlrq3qptrMtV7Bo/cVYCoMa+0oClE+rKoO7T2X1UT6iadPGVDRXq8LVz4k+va9eXiKUXUfVbdaOMoORwGDfrU70tYugGiRvxhw6a7E04Y4N+bTs+1fKG7Uo3P0DgNHUMat6HZbZOp04k6n2i5OqOoU0ppQVMaBYQuWoKTuoLDWkUdVSaeASTZHAxd4TO6GsFX/R7tSrCqBUhAvS00sC44EDTgTrfAbdq08b+rykrdBy11sIVCt+rJUzZofIF1zI1ODnq6Yr16TRPr6uS7y6rbbJwlh4NO/J06jdjgZJ9OgEyc+L1r126Yf8/xxz/rhgyZFrnnWj7SOA1VAQXtYmrI1ndM3d31ezDFj+UErPcEbZI6Nit7yp5MPIVUsjEYusJndAIkOk3xoak+9AcMflSPqoFLKJqyQY9GDaZssBzo4Z5rgwaNqvSpS7IhHA5qJD/rrKEl5tYKl0nlu+80zf8YX1Z3Znff/W5BPQhL4zbUeJ38HdPAW+sUPzp5ByddVQHlcooVDcrV4GGFoS6QLMKDoTVZbEVU+IxOFVb61BCsLokaCIQNacoGjbTVtA1Rb7ULtedaIFU4qC1H3X8DqcoE1JDeq5dmeC2auuSKK0a52bML945X1TQ6FnSXb6XQ0UA9VZ2q2isf6DgPGtrVvmFte1HVsL4nCseKqPAZXY3ovaf3Dr+cEgGCTAv3XDvjjDMKrueapAoHDXjUDLqzZhUFQaoygW7d3vLLzzjjeffGG5ltSM1HqubR8aDnjVjozkPdYHVcpXMHXBk003bwzHnNh2XpCi+aBkWdECqiwmd0dePd4/k93OKVqbuq9pjUo/j/CRBkSlXruVZaOOhJiOruq2q60sqI2oD0HPeoU5fEXUUCRG0eujLXnYcekZ2P1PU3CBGNRLfIiwARDSTU8zqGzRnmflr1kx9IOGHBhHIHEgJW6p2iL09V6blWVjg8+OD7PhzKKlPVWANEVUJBVWi+VFuVRp1z1IahbVW1eLryJkBk/I/jXdsxbf1MutX7VfdtIx3e6OCDJECAIFP0BDs1uFeVnmtlhYMa0vWQrLLKVDXWAFFX3aDBPA40L5mGCWiCy3SfEZJXAQIA+cISIGr3UDdgVV9VxjxSmaJR7OqZpbuRdO7ECRAASMESIMFYi8oe55EJXbp08duupydGRYAAQArpBogGHaq8RnvHkbqsa8yUxndEHSxJgABACukGiEauq9dVtqcnyab+/fun1SuLAAGAFNIJEA0YVFlNMRRnav/QDNUara6JFMtDgABACukEiJ7nobKFMI5IY6Oi7jcBAgApRA0QXbVrgkI9UTSbD16qLBobornk9CiJ8hAgAJBC1ADRY3pVTo+ALRR6br32aebM1A8eCxAgAJBC1ADRM8xVzjpFej7S9Cvap8ceeyy8qAQCBABSiBogepyCntiXy2naM00PXFOPsvJmIiZAACCFqAGi6do1EWeh0Wj6XXfdNfxyCQQIAKQQJUDU4KwyegBVoWnZsqW/C9GsvaUhQAAghSgB8tFHH/kyN910U3hR7N1www1+3yZPnhxeVIwAAYAUogSIxn2oTL5P226hObG0b2PHjg0vKkaAAEAKUQJk+PDhvkzv3r3Di2IvGFA4YsSI8KJiBAgApBAlQAYPHuzLPP300+FFsad90r5pH0tDgABAClEChDsQAgQANhAlQGgDIUAAYANRAmTixIm+TCH2wtKU7to3emEBQJqiBEgwDuTMM88ML4q9Vq1aMQ4EACyiBIjUrl3b7bvvvuGXY0/PBdlll13CL5dAgABAClED5LjjjnPVqlUr80o9bvRIW919tG7dOryoBAIEAFKIGiC33XabLzdmzJjwotgaMmSI36eHHnoovKgEAgQAUogaIOqlpHL/+7//G14UW506dfL7VN7z3QkQAEghaoCsWrXKbbvttr7NoBD89ttvbuutt3aNGzcOL9oAAQIAKUQNELnkkkt82Q8++CC8KHaee+45vy96UFZ5CBAASCGdAHnjjTd82Ysvvji8KHYOPfRQ/4Csb775JrxoAwQIAKSQToDI/vvv76pXr+6f5hdXr776qt/n888/P7woJQIEAFJIN0AGDhzoy19//fXhRbGwbt06HwabbLKJmzFjRnhxSgQIAKSQboCsWbPGNW3a1N+FfP755+HFee+JJ57w+3vRRReFF5WKAAGAFNINEAmqgE455ZTworymarftttvObb/99m7hwoXhxaUiQAAgBUuAyOmnn+7fpyv6OPj999/dscce67c53eeaECAAkII1QDQNSN26dd3mm2/upk+fHl6cd26++Wa/n+edd154UbkIEABIwRogoveqMXr33Xd3CxYsCC/OG08++aTfR7XdWObyIkAAIIWKBIjce++9/v3NmjUznZyz7YUXXvDjPXbccUf39ddfhxdHQoAAQApBgJQ3oWBZLr/8cr+O5s2b+2eH5AvdeSg81HBe3nxXZdGUJ4ccckj45bQQIAAKTlC9s+uuu7p33303vDgSja247LLL/Ho00DDK6O5sUoN50ObRoEEDN3Xq1HCRSHRHdeutt/op33fYYYfw4rQQIAAKzvLly12LFi18W4ZOuB06dHBz584NFyvX+vXrix8Pq5NtrqZ9V1fdoLeV2jws1VbalwEDBvhqL62nXr167vHHHw8XSwsBAqBgffzxx+6oo47yJ0z1rLr99tvdihUrwsXK9eyzz7patWr5QOrSpYtbtmxZuEhW6C5IXYpVXRX0trK0yUyYMMEdfvjhfh1bbrmlu/POO/1MxBVFgAAoeHrIkh7xGlRr6fd0ffLJJ+6AAw7w69hpp51c//79/Qj2bNHARjVy6/M0SDDdcR6iO5cLL7zQV1fpp2PHjhmd74sAAVAl6FkZugPRnYROyroz0R1KOtauXevuuecefzejdeg5Ir169cpYI7vujjQlu2bV1fp1x6PpSRYtWhQuWibdXeguQ3cbWo/uPrIxXT0BAqBKUVtI+/bti0/Qeh6IBhCmQ+ND1DYShFHNmjVdu3btfBtDulf4WpfuiBQUW221lV+fellpVt2oEyMmGzZsmB/DovWovUPbpPaPbCBAAFRJ6p118MEH+xOturTed999bvXq1eFiZdLcUxprst9++/n1BD8NGzZ0p512mrvhhhtct27dXN++fX07iv6r3xU+rVu3do0aNSrxPv2uh0FZGvynTJnijjvuOL+eGjVq+J5WlvaSdBAgAKosNVKrLUM9knTi1aNgR44cGS4WycyZM91jjz3m2rRpU9zeUt6P7hDOOOMMP17F2i1X1VtXXHGFv2vROs8++2z31VdfhYtlBQECoMpTr6qbbrrJT+euk/BJJ51U4bmwdPU/adIk99Zbb7nhw4f7O5CXXnrJ/662l4reHagBX3c/eqa7tlljVbTuykSAAMD/mzVrVvGMvJtttpm75pprMtZAnkmjR4/240G0nbVr1/YDJzXQsLIRIAAQ8vrrr7u9997bn6A1gLB37945OUGHffHFF65Vq1Z+u6pVq+afoPjzzz+Hi1UaAgQAUlCX3UceeaR4EN++++7rxo4dGy5WKZYuXeob3hUa2hY99EptLrlGgABAGRYvXuxHn6tKSyfvtm3bui+//DJcLCvUyK+eW3Xq1PGf3aRJEz9RZL4gQAAggmnTprkTTjjBn8jVTVYTG/7yyy/hYhkzbtw4d+CBB/rP09TrDzzwQFZHvlsQIACQBvWo0gh0ndjr16/vnnnmmYwO1NOsv+ecc45fv7rmdu7cOa1nnVcmAgQA0qQBh3fffXfxyHHNWTV+/PhwsbRoBuGuXbv6Ue1a5zHHHOMmT54cLpZXCBAAMJo/f77r1KmTn6hQJ31NPzJv3rxwsXJp/qudd97Zr2O33XZzQ4cODRfJSwQIAFTQhx9+6I444ggfAFtssYWfjmTlypXhYhuYOHGi6X35ggABgAyJeiehOxdNnljRO5dcI0AAIINStWXoWSKSjbaTXCJAACAL9NjZ5N5UGvynWXqz1XsrFwgQAMiit99+2090GARJtsePVCYCBACyTCPK1UCe791y00WAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATP4PJMSU3Y+VEfgAAAAASUVORK5CYII=)
PN: 4639-5-17
CAS: 680214-96-4
Molecule Weight: 309.15
Formula: C14H10Cl2N2O2
TSCA: Not listed on TSCA inventory