![10-(Hydroxyimino)-1,2,3,4,7,8,9,10-octahydrobenzo[c]cinnoline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABuyAAAbsgEePuxFAAACQHpUWHRtb2xTb3VyY2UAAHichZVZb6MwEID/ysjPGx8cgUQhVdRqpZXarrRtpX1bOeCkSAFXQHP8+x0DJTFJQRCN7ZnPE89hFnfHbAd7VZSpziMiKCeg8lgnab6NyNvrz0lI7paLGI3QMC8j8l5VH3PGDocDjd9VJo86p7HOSKOfH8vUsjm4VBdb5nAu2N+nx5eamaR5Wck8VkiV6bysFx91LKv6X3zjgmWy2Kc5a8xZVuyb3f453LycHsuEnM9yj7oVorBJdwo2ushkBXuHU3z5D9iqXBWyUgmsT7jsUg/Pvlw8Pej4M1N5hUOzQxrL3UtVfMa4kOmdij9xMxz8eohIJhCQlc5WRSFPYEZmWQqQDkgXpAfSBzkFGYAMQc5ACo4/1As0EGgh0ESgjZhi3HfKOH49faiI/IZnuO+eZ2uGDwbOiUhIPeEFMKVhUAvBUXjUn6JwaTA7z1pda9lyMypCFILTwDFSUG92MW/VlhMCJ/Q78TCIgQeddFDpBmcpqO9xDhMT7KnbSUGFg+at6Gs76rvdGokxZ13Ql4u1zpOLIaRJRNaC1Nn4ozal0yaEgC4SVWCNmw2M6SXg2IBJXwc4twDXBkyyhz14NmBKYxjwbcAU0jAwtQFTdsNAYAOmSDtgdQsIbcCU9DAws4G6AYYJo7dSVzfM8DlEP911g40wvYw3DTnC9JLeNPAI08t70/AjjH8jBv5I3HrZ/7pUBpngqojFSI2J8KpmbnthF33Jvi5OHF5dquzixmX4nVn+Byyt6Cbo/f0bAAA4AElEQVR4Xu3dC9xWU97/8RmnyFnj0J8ajSGD/iFMUdRIj4jHIQbNGDI8DuVUzBCDmeHxcuzBoAMNlWZKE/5CmNGBodOTJj05PIYQoXOSStbf92rWat/rPl3Xuk778Hm/Xvs1TXvdl+7129fve9/X3nvt7xgAAAJ8x/8LAADyQYAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBgqpo126Q2w45ZJB5883P/SE1RMenFXOCpCFAUBXR5qft4ovH+0NqyEKzZE6QNAQIqsJvltqmTv3IH+ZkoVn688GcIO4IEFSF3yi1/exnY8033/gjN8hCs/TngzlB3BEgqIpo8zv88IfcnydM+F9/aE4WmiVzgqQhQFAV0eY3cOCr7s8nnTTKrFu33h+eiWbJnCBpCBBURbT5LVu22hx55DD3///85zf84ZlolswJkoYAQVX4zW/w4Jnu/x9zzKPmyy/XNTg+jfzvkTlB3BEgqAq/+a1atdZ07fqI+zs1z4bGp5H/PTIniDsCBFVRV/MbOfIf7u86dXrYLFmyusHx1rvvLjFnnz3OnHDCY4nY9G/Vv9lX1/cYOidAJRAgqIq6mt+aNV+b444b6f7+9ttfaXC8pXHR/UnYot+bFd1vhc4JUAkECKqivuY3btw89/ft2w8xCxasaHC8/Pd/f2J+8pONH/XEfdO/Vf9mX3RMVMicAJVAgKAq6mt+69d/Y04++U9u34ABf21wfJrU9z1meU4QbwQIqqKh5qcb5+w+LSr41luLGhyfFg19j1mdE8QbAYKqaKj5aemOs84a6/b36TO+wfFp0dD3mNU5QbwRIKiKxprfyy/PrzGmsfFp0Nj3mMU5QbwRIKiKfJrfeec9WatRNjQ+6fL5HrM2J4g3AgRVkU/zmzXrk1qNsqHxSZfP95i1OUG8ESCoinybX9++z2SmWeb7PWZpThBvBAiqIt/mp6uNdNVRvuOTLN/vMUtzgngjQAAAQQgQAEAQAgQAEIQAQSatXLnSzJw504waNcoMGDDA9OzZ03Tu3Dm37bnnnrltjz32cH+2+zTu2muvNY899piZMWOGWb58uf/SQGYQIKiY5cu/MrNnL8yt7VRpavRPPPGE6dOnj/nRj35kvvOd75Rsa926tbnooovMmDFjzOLFi/3/dEVoTjW3mmOgUggQVIQejqRnYeiKobqWMi+HJUuWmPvvv98cccQRZpNNNqnV+Mu1HXLIIeaOO+4wn3xSe8XdcrFL2muONddAJRAgqIh7753qLjnt12+Cv7tkvvnmGzN+/Hhz+umnmy233LJWc7ebPp46/vjjzRVXXGEeeOABM2nSJPPee+/ltnXraj469uuvv3b7Jk+ebB588EFz5ZVXmh49epjvf//7tV7bbptttpnp3r177mOyNWvW1HjNUtOc2vnVXAOVQICg7D76aLnp0GForrnp/gV91FJqCo7Ro0ebNm3a1Grk2po1a5YLlUGDBpl33nnH//KiKFgeeugh06tXL9O8efNa/21tLVq0+Lax32tWr974RMFS0pzae0M015pzoNwIEJRd//4bfzq+7roNz7IoFQWHTmjvt99+tZq2fgNRaOg3Ev0WUSkTJ0405557rtl2221r/Zt23XVXc/vtt5tVq1b5X1Y0za2dZ805UG4ECMpq2rQFrql17PiQ+fTTL/whwebOnfvta3as1aRbtWpl7rvvvtw5kGr68ssvzciRI83BBx9c69+oK7uefPJJ/0uKornVHNv51twD5USAoGx0ZdBPfzrGNbShQ2f6Q4LoYyBdSrvFFlvUaMp77bVX7qOktWvjdxJZvwUdfvjhtYLkhBNOyH0EViqaYzvfmvtqXPGG7CBAUDajR891zUxXB61ZU/zHSK+//rrZe++9azRhnd8YOnRorZPfcfTiiy+aAw44oMa/v2nTprkT86WgObZXu2lTDYByIUBQFrof4Sc/ecQ1shdeeNcfUjD9drHVVlvVaL7nnHOOWbRokT801hR0Og+yzTbb1PhezjjjDLNixQp/eME013beVQPuDUG5ECAoC3tfgrbzz3/K310QfWTVu3fvGs1W5xB0sjrJPvzww9xHWNHvS79dzZo1yx9aMM25nf9K3XeD7CFAUHLvvrvE/PjHQ3LN69BDB+eWHw+1bNky06lTpxpNVvdvVPsEeSndddddZvPNN3ff39Zbb22eeeYZf1hBNOeae9VAtVBNgFIjQFByl1wy3v30e/PNk/3defvss89qXMG06aabfvt6N+cu3U2bqVOn5n6rst+rAmX48OH+sIJo7m0dVBOg1AgQlNSkSe+7ptW587Bvf1MIu3FOH+/su+++rqHq3MfTTz/tD0sVraOlZVfs9/zd737X3Hnnnf6wvGnuVQNbD9UGKCUCBCWzdu16c/LJf3INa8SI2f6QvHz++ec1rrTabrvtckuIZIHuHfHPixQTIqqBrYdqoxoBpUKAoGQeeeR116xOOeXPZt26wpuVGmiHDh1c89x5551zy6Znie6a153s0d9EQj/OUg1UC1sX1QgoFQIEJbF48ZfmyCM3flzy8svz/SGNWr9+vTnppJNc49RSIKW4IimpoiGicyKhJ9ZVC1sX1Ui1AkqBAEFJ/Pa3k1yT6ts3rNH169evRsOcMCHb6znpN5Hox1m6Oks3UoZQTWx9VCugFAgQFG3evM9rXDL63ntL/SGN0k/X+qjGNsthw4b5QzJJH+lFT6zvs88+QTcbqibRS6tVM6BYBAiKdt55T7qfbu+88+/+7kbpwUu77LKLa5L9+/f3h2Sa7nmJXuKrO9ZDqDa2TqoZUCwCBEWZMOF/XVPq2vWRb386LuzBSbqno1u3bq456ml+5X74UhLpPpHo4pEha2epNqqRrZdqBxSDAEGw1avXmeOPH+ka0tix/+MPadSQIUNcU9RJ81I/7ClN7r77bjdXWoAxZBVf1cjWS7VTDYFQBAiCDRo0wzWjM898vOClw5cuXZq7TNc2xYcfftgfAk/0pLr+XCjVSLWydVMNgVAECIIsWLDItG3762+3O3KNaMaMwh9edOmll7pmqPWu0DjdoR9dxTfkoVSqlQ2QI454yCxcuNIfAuSFAEGQ3r1/ZXbb7Viz557nmssuG+nvbtScOXPMZpttlmuCWuMqy/d7FOqOO+5wAaKT6yGPx73qquddiFxzzYv+biAvBAgKNmXKFLPJJpubpk1bmObNO5oPPvjUH9KoU045xTXBCy+80N+NBuh5Im3atHHzp2eLFGrBghWmQ4ehuQBp0+Z3Zvp0TqijcAQICqK7xdu1a+ea1/XX3+QPadRbb731bQBtkvt63Rynta9QGD3Z0NZgt912y90vUqh7751s9tnnCtOy5Zmma9cLcrUFCkGAoCB6KqBtXLvvvrv54osv/CGN+uUvf+le4/LLL/d3I0/RZ6zfe++9/u5GrVr1lTnwwLPM9tv/X9Okyc652gKFIECQN90Bveuuu7qmFbLA38cff/xts2qS+3otVzJ/fuFrZmED3b1va9GiRQuzdu1af0ijHntsrPnudzf8NqjahtzljuwiQJC3q666yjWs9u3bBz3Y6aabbnKvcfbZZ/u7UaDox4mjRo3ydzdKNVQt7WuoxkC+CBDkRTf42Tuhdf5Cd0aHaN26tWtW06dP93ejQCNGjHDz2b17d393XlRLe05KNeZmTuSLAEFeTjzxxKJ/c9BzPexrKEhQPF3CqwduaU51WbTWFQuhmtraqNZAPggQNOr55593zUU3sS1YUPhNg3LllVe619FHWSiN3r17u3nVPSIhVNPoDYqqOdAYAgQN0j0H+++/v2sst9xyiz8kb3vssUfuNbRs+9tvv+3vRqCJEye6+uicSCjV1r6Oaq7aAw0hQNCge+65xzWVVq1ama+++sofkhfd+2Ffp23btv5uFEEnwps3b56bW53LCL2vRrVVjW2dVHugIQQI6rVo0SKz0047uYYyduxYf0jeBg8e7F7nsssu83ejSL169XLzO2bMGH933lRj+zqqvY4BoD4ECOp1ySWXuGbSpUsXf3dBzjrrLPda48aN83ejSNEbPC+66CJ/d0FUa/taOgaA+hAgqJO/2OHs2bP9IQXRXet6LX3Ewk+1padng9imX+wVbqq1aq7X0jGgYwGoCwGCOh199NEl+4l24cKF7rV0chblYR97q4sUli9f7u8uiGpua6ZjAagLAYJa9BGTbR477rhj8ElZa/Lkye71evbs6e9GiRx//PFunou9SVM1V+3t6/GxI+pCgKAGXYmz1157ucYxcOBAf0jBop/PX3vttf5ulEj0PpuQdcp8qr19PR0ToVfgIb0IENRw6623uqbxox/9qCT3AvzqV79yrzls2DB/N0okeqXbdddd5+8umGqvY8C+po4NIIoAgaOVcrfddlvXMJ577jl/SJBTTz3VveYrr7zi70aJTJo0yc3z6aef7u8OomPAvqaODR0jgEWAwDnnnHNcs+jRo4e/O1j0stB3333X340S0d39dp5LeeJbx4J9XR0jgEWAIGfatGk1VmTVneOlcuihh7oG9OmnhT/+FvnRQop2ng877DB/dzAdC9GVmHWsAEKAILcURvTpdv369fOHFGXfffd1rx3y6FXkR0+HtPOscxelpGPCvraOlZBnwSB9MhcgXbt2zT2HW8+R1nXzbHuaHXbYwTWHXXbZpeh7CHx2EUXdnIbysjcAas5LSceEjg17nOiY8Y+jrG7qJeop6i1Zk6kAeeKJJ9wbgK3urW/fvv60Fa1Zs2a519Zy4SgvuyS75rzUdGz4xwtbzU09JksyEyD+suRsdW9t2rQxX3/9tT99ReE3kMop128gOiZ0bPjHC1vNLWvL4GcmQO69915XZC1ZvXr1an9IZum8hH4Vt/Pzhz/8wR9SFM6BVEY5z4HomLCvrWOFOm6kXhJdBl+9JisyESCLFy+usSz5448/7g/JvNGjR7v5+d73vmeWLFniDwnGVViVUa6rsHQs6Jiwr61jBTWpp9j5Ua9Rz8mCTARInz59XHE7d+7s78a/HHnkkW6eLr30Un93MO4DqYxy3QeiY8G+ro4R1E29xc6Tek4WpD5A3njjjZIuS55ms2bNcp+hb7755mbu3Ln+kCDciV4Z5bgTXceAjgX7/tExgrr5y+Cr96Rd6gNEl9bZN9WFF17o74bn/PPPd/PVrVs3f3cQ1sKqjFKvhSU6Buxr6thAw9Rj7Hxl4bLeVAdI9LLdUixLngWfffaZ2X777d28PfXUU/6QgrEab2WUejVe1d6+no4JHRtomL8Mftov601tgKxZs6bGsuR33323PwT1uPPOO9287b333rm5LAbPA6mMUj4PRDVX7e3r6ZhAftRr7LypBxX7/omz1AaIvyz52rVr/SGoh+ZKj0W183f77bf7QwrCEwkrw16KXYonEqrmtmY6Fnj/5E9zlZVl8FMZILqcMbos+bPPPusPQSPGjx/v5m+77bYr+vJbnoleXqV8JrpqrZrb19OxgMKo59j5Uy9ST0qjVAbIueee64qnX+sR5thjj3XzeN555/m7C3LWWWe51+LxqKUXPc9U7DPsVWv7WjoGECb6kaJ6UhqlLkD02W+5liXPmnnz5rlLODWnM2fO9IfkLXqF0GWXXebvRpF69erl5nfMmDH+7rypxvb9o9rrGEAYfxn8Ys9LxVGqAsRfllxXpaA4l19+uZvPTp06+bvzpjeTfZ22bdv6u1EEHffNmzd3jaqYqw1VY1sn1R7FiV4Zl8Zl8FMVICNHjnTF0tLTy5Yt84egQEuXLjU777yzm9c//elP/pC82UUVdZJXd02jNCZOnOjq065dO3933lRb+zqquWqP4qgHRZfBV49Kk9QEyKpVq0yLFi1cofSRCUrjwQcfdPPasmXL4IX0oj+N3XTTTf5uBOrdu7eb1zvuuMPfnRfVVLW1r6OaozSiH9+qR6lXpUVqAuQ3v/mNK9KBBx5o1q9f7w9BIC3lrY+d7PzeeOON/pC8zJgxw71GsVcKYQM1I3vFlJbPCL3aRzW1tVGtS72kf5apF6kn2flVr0qLVATI/PnzzVZbbZUrjj4e0ZpAKK2XXnrJvQGaNm1qPvjgA39IXqL3l6TxpGKljRgxws1n9+7d/d15US1VU/s6qjVKSz1JvUnzq16lnpUGqQgQLRxnD/5SLSKH2qKLIp555pn+7rzooyv7Gmeffba/GwXSOQ87n6NGjfJ350W1tK+hGqM80tinEh8gWiYjmuzvv/++PwQl8s9//tNsueWWubnWnL/88sv+kEZ9/PHHpkmTJrnX0GWiaflJrBqeeeYZ15D02XrI3eKqoX3/qLaqMcpDvSn6SYl6V9IlOkD02eJBBx3k3kTXX3+9PwQlNmDAADff+uk35FzTL3/5S/caXCoaLnrJeshT8FS76G8wqi3KSz3Kzrd6V8j7J04SHSBDhgxxxdAlonqkJ8pr5cqVblkSbboDulC6J8TerLb11lsXdd9CVr344ouuBrvttlvQlXHRu9dVU9UW5aUeZS9n16YelmSJDRAtFpfm66vj7NFHH63RvFasWOEPadQpp5ziXoPntBRm3bp1pk2bNm7+Qha7VM1UO/saqikqw79frdiFL6spsQHSr18/V4Q03uEZZ5rr9u3bu/m/+uqr/SGNmjNnTo0nRfKku/zpXg8791qBN+S+AtXMvoZqyfuncvwVM9TLkiqRAeKvMTNt2jR/CMrstddecx9D6aT4O++84w9pVPRZ28Usk5IlH374odlmm23cvD355JP+kEapVvZCBtVQtURlqWelYc2+RAZIjx493BvonHPO8XejQnQZrq3DiSee6O9ulL9MysMPP+wPgeeEE05w86U/h1Ct7GtwKXX1qHfZOqinJVHiAuS5555zk6519nVZKKpjwYIFNX4afv755/0hjYpeCKF6hvwmkxXRJ93pxj89A6RQqpF9DdVONUR1qHdFn1uk3pY0iQoQnTzMypO+kuLmm2929dDTBlWjQujz4G7durnXOOSQQ1L9CNBQU6dOdR/bagtZq0q1UY3sa6h2qC7/yamFvn+qLVEBMnDgQDfZetbwV1995Q9BhakGrVq1cnUJuR9B6zdFr6jr37+/PyTTlixZ4h5Xq+2MM87wh+RFtbGvoZrx/qk+1UC9zNZFPS5JEhMguldgxx13dBPNU+3iY+zYsa4uO+20U9Aja3VXtb0jWtuwYcP8IZmk+zuOOOIINy/77LNP0GXTqolqY19HNUM8qJfZuqjHJem+qMQEiB7TaSf56KOP9nejyrp06eLqc8kll/i78xK9NFvLnEyYMMEfkilaETd60lw3Xb7++uv+sLyoJvZ1VCvEi3qarU+xjySupEQEyOzZs3P3Cmhyde+A7iFAvJSiRlrW4aSTTnJvJJ1gzPL9IXqOdjRQ9VtaCP+eG9UK8ZLUGiUiQErx0y3KT3eU2zp17drV350XfWTToUMH9zq6zFfPEckS/eYRDQ99tDd8+HB/WN5UC/ta3PUfX0n8LTH2AVKKz9dRGf55qieeeMIfkhe9zt577+1eRw9MSsPKpflQgEY/ttJ25513+sPyphrY10na5+tZk8TzVLEOEP8Kn3vuuccfgpgp1ZVyuuN63333da+lZbCffvppf1iqLF68uMYJc/3mUUx4JP0KnyxSj7P1SsKVcrEOkFtuucVNZsg9Bqg8PZOiVPfqfPbZZ+bggw92r6XPhnXvQhrXbdJ9HtFLdXXOo5iPrcS/xyDkeSGoLP9eHfXAOIttgJTiLmdUx7PPPuvqphPhoc/plmXLluXWybKvp+3444/P3RuRFnfddVcuMOz3p6utQk+YW5rz6F3OqgmSIUmrBcQ2QIpdZwnVpSZv61fsemWrV682vXv3rhEi+ml94sSJ/tBE0cd0/vkOnfspxZVn0XWWVAskS1LWK4tlgOjX+ehKlayPlDz+isnTp0/3hxRMD0CyjwSNhlPSLqzQxxR6hkf0N2xtusM85CZBn+Y6DSu9Zpl6XvT9o54YR7ELEP9ZE1dddZU/BAlRjme26Ea66BVa2po1a2aGDh2aiHNkepLgAQccUOPfr4URQ9a2qkuanjWRdep9to5xfWZL7AJEJw7tpO26664l+YkM1aHzF+V4aqQ+0rr22mtrLC6oTVcc6beUOJ4sHj9+fI3Gbjd9hBWyqm59/KfdqQZIJvU+9UBbz2IvqiiHWAWInhdc7PO2ES+DBw929dSzoEOenlefuXPnmo4dO9Zqyrr88b777qv6iXbd06GGHr2SzG46hxPyMKiGaG6jz9vW3CPZ/OfWq0fGSawCZMCAAW6y2rVrl1vaAsmmGh500EGurtdff70/pCj6tf6xxx4z++23X60mveWWW5rTTz8999O/7u6uFJ3c153k0aug7KafKHX+o5RBamlu7X9Hc877J/lUQ/VCW1f1yDiJTYDo13i94TVJuoFqypQp/hAk1KRJk9xKuzoJ/v777/tDiqYgGT16tGnTpk2tpq1N50kUJoMGDSr5RRk6dvWTYq9evUzz5s1r/be1tWjRIrecuj5+KwfNqb3AQHOtOUc6qBfa9496ZCk/8ixWbALk1FNPdW+20OcdIL7UvG199edyUZDoNw79N+wPJHVt+qhHl7deccUV5oEHHsg1XL0xtfkn4/Xbi92nJVV0wvvKK6/MPYb0+9//fq3XtpsWx+vevbsZNWpU2R+SVan5RXWoJ9r6qlfGRSwC5KWXXnKToytSPvjgA38IEq4aPyHrHMj999+fWx7EXtZaiU1PVbzjjjuKuoGyEJX4DQ/VpZ6o3miPMfXMOKh6gOinu7Zt27qJufHGG/0hSIlqfka/fPny3MKCffr0qbHUSim21q1b557hMGbMmNx6VpVU7nNMiA/1Rltn9cxKnterT9UDRB8H2Elp2bJlWU4uIh7idJXQypUrzcyZM3MfL+nEZM+ePU3nzp1zm66Q0qZ/q/2z3adxuoRYJ+61zLyCqZrKeZUb4kW1VY+09S7VvUPFqGqALF26NPe8BzshejMj3bhPoXTKdZ8N4ks90tZbvVM9tJqqGiCXX365mwxdz4/0407p0inHnf6Iv+i9T+qh1VS1AJk3b55bgVQnOPVxArKBtZqKV461xpAM6pX2/aMeql5aLVULEF3eaFP0vPPO83cj5VgttjilXO0YyaOeaeuvXlotVQkQXadvv3k9rnThwoX+EKQcz6sIV8rnrSCZ1DPVO+1xoJ5aDRUPEC10p8se7Td+2223+UOQETwxr3ClfOIjkk290x4H6qnVeP9UPED0jGf7TWtZ7nLfoYv44pndhSvVM+eRfOqd0UcbqLdWWkUDRM+43mGHHdw3/NRTT/lDkDG6uc8eDzvuuKP5/PPP/SH4F82N5sjOl+YO2aYeao8H9Vb12EqqaIBccMEF7pvt1q2bvxsZ1bVrV3dcXHjhhf5u/Ivmxs6T5gwQ9VJ7XKjHVlLFAkTPed50001z36QuPdOzHACZM2dObuFBHRs6RmbPnu0PyTzNiX3/aK40Z4Col9pbInSMqNdWSsUC5KijjnIpeemll/q7kXGXXHKJOz66dOni7848zYmdH80VEKWeao8P9dpKqUiA3Hzzze6b03MZqv2kOMTPokWLzE477eSOkx/84Adu/amsb5oLOy+aI80VEKWeqt5qjxP13EqoSIBEvzGWrkB9tKKtPU7Y6t4uvvhif9qAnOjSNuq5lVCRADn22GPdN8ajalEXf1lytrq3Si+Dj2TwH32rnlsJFQkQLZ292267uW/u4Ycf9ocg44YMGeKODz03XCcG7VMAs75pLjQndn40V0CUeqo9PtRr1XMroSIBIo8++miNb3DFihX+EGSUnqkRXZZ8xIgR/pDM05zY+dFcVfs5JIgP9dLoD+jqtZVSsQDRUtM//vGP3Td59dVX+0OQUf3793fHRYcOHViWvA6aE82NnSfNGSDqpfa4UI+t5PunYgEir732mnt2c5MmTcw777zjD0HGvP322zWWJZ82bZo/BP+iuYkug6+5Q7aph6qX6phQb1WPraSKBoj8/Oc/d2n57//+7/5uZEyPHj3c8cCy5I2LLoOvuUO2qYfa40G9tdIqHiALFiww22yzjfumX3jhBX8IMuK5555zx4GWJf/444/9IfBojqLL4GsOkU3qnfY4UE9Vb620igeIRG8s3H///c26dev8IUg51Ty6LPl//ud/+kNQD82VnTfNIe+f7FHN1TvtcVCpGwd9VQmQ1atXm1atWrlv/t577/WHIOX+67/+y9Vfd1qzLHn+NFfRu9M1l8gW9Uxbf/VS9dRqqEqAyOOPP+4mQMszLF682B+ClPKXJR83bpw/BI3QnNn5Yxn8bFGvjC77o15aLVULENE6P3YS+vTp4+9GSkWXLDn66KP93ciT5s7Oo+YU2aBeaeuuHlpNVQ0Qf4nqN954wx+ClPnHP/7BsuQl4i+Dr7lFuqlHxunRB1UNEOEhOdnyk5/8xNWbhQGLpzm086m5RbrF7eFrVQ8Q//NwHtOZXn/5y19cnVmWvDT8ZfA1x0inOD7+ueoBInfffbebmL322iv3sHiki3/l0D333OMPQSDNpZ1XrmhLJ/VE9UZbZ/XMOIhFgKxdu7bGPQG33nqrPwQJd8stt7j67rfffty7UEKaS82pnV/NNdJFPdHWV71SPTMOYhEg8uyzz7oJ0p22n3zyiT8ECaW7p6OrD0yYMMEfgiJpTu38aq65qz891Aujqw+oV8ZFbAJEjj/+eDdJ5557rr8bCfWLX/zC1fWEE07wd6NENLd2njXnSAf1QltX9cg4iVWAvPXWWzVWZp0+fbo/BAkzderUGivIsgJz+Whuo+8fzT2STT0w+v5Rj4yTWAWIXHnllS5tDz/88IqubY/SUu3at2/v6nnVVVf5Q1BimmM735p73j/JpdqpB9p6qjfGTewCZNmyZTWeTjdy5Eh/CBJi+PDhro56JCtP0Ss/zXH08beqAZJJvc/WUT1RvTFuYhcgMnjwYDdxLVq0MKtWrfKHIOa++OILs/vuu7s6Dh061B+CMtFc23lXDVQLJIt6nnqfraN6YhzFMkDWr19vDjzwQDd5v/nNb/whiLkBAwa4+rVr1y5XU1SG5lpzbudftUCyqOfZ+qkXxvX9E8sAkUmTJrnH32611VZm/vz5/hDE1HvvvZermWqnGk6ZMsUfgjLTnEffP6oJkkG9Lvr+US+Mq9gGiJx22mkuhU8//XR/N2KqZ8+erm5nnHGGvxsVorm3dVBNkAzqdbZu6oFxFusAef/992sk8eTJk/0hiJmJEye6g79p06b85lhFmnvVwNZDtUG8qcdFf3NUD4yzWAeIXH/99e4NcNBBB8X2s0Bs+Oy9bdu2rl433HCDPwQVphrYeqg2vH/iS7VRj7P1Uu+Lu9gHiK4g2WOPPdykDhkyxB+CmHjwwQddnVq2bMnVczGgGqgWti6qEeJJvc3WST0vCVfPxT5AxL8emvsJ4mfp0qVm5513dnUaNWqUPwRVolrYuqhGqhXiRT0tife/JSJA/Dsy+/Xr5w9BlV1xxRWuPh07dvR3o8pUE1sf1Qrxop5m65OkFTgSESAybdq0WK8Jk2Vvvvmm2XzzzXO1UY1mzJjhD0GVqSb2/aNaqWaIB38NQPW6pEhMgMg555zjUrpHjx7+blRJ9+7dXV169+7t70ZMqDa2TqoZ4kG9zNZFPS5JEhUgesZBdF385557zh+CChs/fryrx3bbbWcWLlzoD0FMqDaqka2XaofqUg+z9VBvS9pzXBIVIOI/mYsn21WPnorWunVrV4/bbrvNH4KYUY1svVS7uDzZLovUu5L+JNbEBYie9xx9NvDAgQP9IaiQu+66y9Xhhz/8Ic+yTwDVSLWydVMNUR3qXbYO6mlJfJZ94gJExo0b5yZ+xx13NJ9//rk/BGX22WefmR122MHV4amnnvKHIKZUK1s31VC1RGWpZ6l32TqopyVRIgNEjj76aDf5F110kb8bZXbBBRe4+e/WrZu/GzGnmtn6qZaoLPUsO//qZUmV2ACZM2eO2WyzzXIF2HTTTc3s2bP9ISiTWbNm5eZcc68azJ071x+CmFPNou8f1RSVoV4Vff+olyVVYgNELrnkEpfiXbp08XejTI466ig373379vV3IyFUO1tH1RSVoV5l5109LMkSHSCLFi0yO+20kyvG2LFj/SEosTFjxrj5btasmVm8eLE/BAmh2qmGtp6qLcpLPcrOt3qXeliSJTpA5J577nEFadWqVSKvZEiK1atXmz333NPN9x/+8Ad/CBJGNbT1VG1VY5SHepN6lJ1v9a6kS3yA6Frq/fff3xXllltu8YegRH73u9+5eT7ggAPM119/7Q9BwqiGqqWtq2qM8lBvsvOsnpWGe9gSHyDy/PPPu8Jss802ZsGCBf4QFOmjjz4yW2+9tZvnF1980R+ChFItbV1VY9UapaWepN5k51k9Kw1SESBy4oknuuKcffbZ/m4U6Wc/+5mb35NOOsnfjYRTTW19VWuUlnqSnV/1qrRITYC88847NVa0nDp1qj8Egf7+97+7x2w2adLEvPvuu/4QJJxqqtqqxqq1ao7SUC+KriSuXpUWqQkQueqqq1zKt2/fPjFr6seZ5vCwww5z8/rrX//aH4KUUG1tnVVz3j/F0xyqF9l5VY9Kk1QFyIoVK8yuu+7qijV8+HB/CAr0xz/+0c1n8+bNc3OMdFJtVWNbb9UexVEPsvOp3pS290+qAkQeeughV7Ddd989Ec8VjquVK1fWaCjDhg3zhyBlVOPoDww6BhBGvUc9yM6nelPapC5A1q9fb9q1a+eKNmDAAH8I8nTNNde4eTz00EP5SCMDVGPV2tZdxwDCqPfYeVRPUm9Km9QFiEyZMsWd9N1yyy3Ne++95w9BI/yTqq+88oo/BCmlWnPRRHHUc9R77PtHPSmNUhkgcsYZZ7j0P/XUU/3daMTJJ5/s5q9Xr17+bqScam7rr2MBhVHPsfOnXpRWqQ2QDz74wDRt2tQV8aWXXvKHoB5//etf3bzpxrIPP/zQH4KUU82jN47qmEB+1GvsvKkHqRelVWoDRG688UZXyLZt27L0Rh40R23atHHz9tvf/tYfgoxQ7e1xoGOC90/jNEfqNXbe1IPSLNUBsmrVKtOyZUtXzAcffNAfAs/999/v5kuL63355Zf+EGSEah9dPFPHBhqmHmPnS71HPSjNUh0gMmrUKFfQnXfe2SxdutQfgn9ZsmSJ+d73vufma/To0f4QZIyOAXs86NjQMYK6qbeox9j5Uu9Ju9QHiHTs2NEV9fLLL/d3418uvfRSN09HHnmkvxsZpWPBHhc6RlA39RY7T+o5WZCJAJk5c6Zbi2bzzTc38+bN84dknh5xqrnRHGmueMQpLB0L0fcPjzCuTT0l+v5Rz8mCTASInHfeee6ng+7du/u7M69bt25ufs4//3x/NzJOx4Q9PnSsoCb1FDs/6jVZkZkAWbhwodluu+1ckXVVSefOndm+3fbee283L9tvv7357LPP/OlDxumY0LHB+6f2Fr1qUT1GvSYrMhMgEr0ska3u7eKLL/anrUF6TKceizpx4kR/F1Im+kQ9trq3rF32nqkA0fOeozdHsdXeCl0G3673s9lmm5kZM2b4u5Eia9asqfFUPbaam3pL1p4pn6kAEf3EPH369NxaNWwbtjlz5piddtrJvREKWQb/pptucl93xBFH+LuRMgqRadOm1TqGsr6pp6i3ZE3mAgR1Gzp0qAuCPfbYI+9l8JctW1bj2vfHHnvMHwIgpQgQ5Gip6YMPPtgFwXXXXecPqdegQYPc17Vo0SL1d98C2IAAgRNdBn+rrbbK/WqeD4XPgQce6ELkhhtu8IcASCECBDVEl8Hv2bOnv7teugrLfp1WIJ0/f74/BEDKECCoQY0/ugx+IZfnnnbaae7rfvrTn/q7AaQMAYJa9BGUDQJ9NJXvozj1kZc++tLX6aOwyZMn+0MApAgBglp0Elwnw22I6CR5vnTy3X6dTsrnGz4AkocAQZ38ZfB1uW4+dPmvLgO2X6vLgwGkEwGCeunGQBsEV1xxhb+7XiNGjHBft+uuu5rly5f7QwCkAAGCemlpkugy3m+++aY/pE5aCqVDhw4uRPr37+8PAZACBAga1Lt3bxcExx13nL+7XlOnTnXhs8UWW5i3337bHwIg4QgQNMhfBv+ZZ57xh9TrF7/4hfu6E088yd8NIOEIEDTqtttuc0Gw7777mrVr1/pD6vTxxx+bbbfd1jRpsovZYYe2ZuJEVusF0oQAQaO0AusPf/hDFyJ33XWXP6Red9452OyySxfTsuWZ5rjjbjNff81lvUBaECDIy5NPPukCZIcddsj7qYVr1qw1XbrcaA444GbTrt0gM2rUHH8IgIQiQJC3Y445xoXIf/zHf/i76/W3v/0zFx7aunT5o1m2LFsP3QHSigBB3t54443ckwcVIJtuuql5/fXX/SH1uvDC/+dC5NZbp/i7ASQQAYKC9O3b1/0W0rlzZ393vd55Z7E57LAhuQDR/+r/A0g2AgQFWbx4sWnWrJnZZJMmZuut9zRPPvlXf0i99JuH/S1Ev5EASDYCBAV74IGHzY47HmyaNz/OdOr0K/PVV+v8IXXSuQ+dA7Eh8re/vecPAZAgBAgKpktxu3W7xrRufbVp2/Yu89BD/+0PqZeuwrIBcuKJo8yaNV/7QwAkBAGCIK+99r4Lgk6dHjaffvqFP6ROCp/TThvtvnbYsFn+EAAJQYAgWL9+E1wQXH/93/zd9Xr11Q9rhM/nn6/yhwBIAAIEwT78cLnp0GFoLggOOWSQ+cc/PvWH1OuKK55zIXLDDS/5uwEkAAGCotxzz1QXBGefPc58840/om7z5y8z7dtvuKz30EMHmzfeyD98AMQDAYKirFq11vzbvw13IfL002/5Q+o1cOCr7uvOPfeJvMMHQDwQICjaU0+95YLg2GOH50IlH198scYcc8yj7mvHj+eZIUCSECAomn5z+PnP/+KC4L77pvpD6vXEE/Pc13XvPsJ8+WV+95QAqD4CBCUxe/bC3Il0BYFOrC9YsMIfUqf1678xvXqNdSFy//3T/SEAYooAQckMGPBXFwT9+0/wd9dr1qxPXPgcfvhDeYcPgOoiQFAyupmwY8eHXIhMn77AH1Kva6550X3d1Ve/4O8GEEMECEpqyJCZLgh++tMxuY+o8vHJJyvNEUdsDJ+ZMz/2hwCIGQIEJaWFFXv0GOmCYMyYuf6Qeg0aNMN93ZlnPp53+ACoDgIEJff88++6IDj66EfM8uVf+UPqtHr1OnPccRvDZ+zY//GHAIgRAgRlcf75T7kguP32V/zd9Zow4X/d13Xt+ohZuXKNPwRATBAgKIu33lqUW6JEQfDjHw8x//znUn9IvXr3ftKFyMMPs1ovEFcECMrm97+f5IKgT5/x/u56zZv3uVsn689/fsPfDSAmCBCUzeLFX5qjjhrmQmTy5Pn+kHq9+ebnBY0HUHkECMpq+PDZLkBOPvlPZu3a9f4QAAlFgKCs1q1bnwsOGyKPPjrbHwIgoQgQlN2UKfNdgOgjLX20BSD5CBBURN++z7gQue22/C/rBRBfBAgq4r33luYu51WA6HG2AJKPAEHF6KOsW2+dYj76aLm/C0ACESAAgCAECAAgCAECAAhCgKAq7BVZ2vQ0Qt153pDo+ExYt86YESOMOf10Y37wA2O23nrDpj+fdpoxjz5qzNq1/lfV9p3vbNzyUeh4ZBpHCaoiGgjaLr644bWyMhUgkycb07p1zWZe17bPPhvGNqTQQCh0PDKNowRV4QeItqlTP/KHOZkJkL/8xZgmTTY08E02MeaCC4x59VVjli83ZsUKY6ZNM9+m7YZ9GqOx48b5r7JRoYFQ6HhkGkcJqsIPD20/+9lY8009DyHMRIDMm2dM06Ybg+HZZ/0RG73wgjFbbrlhrD7aevNNf8QGhQZCoeORaRwlqIpoIBx++MZnoeuBUnXJRIAcddTG5n3fff7e2h54YOP4zp39vRsUGgiFjkemcZSgKqKBMHDgq+7PJ500KrcAoy/1ATJ9+sbGrXMb62vPQS0aEz1XotfwFRoIhY5HpnGUoCqigbBs2Wpz5JEbnxtS10OkUh8gv/rVxsb9+9/7e+unsfbrfv1rf2/hgVDoeGQaRwmqwg+EwYNnuv9/zDGPmi+/XNfg+NQ54oiNjXviRH9v/TTWfl2nTv7ewgOh0PHINI4SVIUfCKtWrTVduz7i/k6B0tD41Pk//2dj4/70U39v/RYu3Ph1u+/u760ZCIVuQCM4SlAVdQXCyJH/cH/XqdPDZsmS1Q2Ot/R8ES3SeOONL5VsG9d/qPngP64y5pxzSrv9/e/+P38De0WVtq++8vfWT2Pt1221lb+3digUsgGN4ChBVdQVCGvWfG2OO26k+/vbb9/43JC6xlvRk/Cl2n6z57lm9tY/qN1Ui90OOMD/529QiQDJR6HjkWkcJaiKaLOOGjdunvv79u2HmAULVjQ4XnTp76GHDq4VAsVsZQuQc8/1//kbNG++cUy5PsLKR6HjkWkcJaiKaLOOWr/+mxrPUB8w4K8NjrcUNDNmLCjZ9t6r88zKya8Z89JLpdtmzTL13ilZipPoHTv6ewsPhELHI9M4SlAVDQWCfqOw+7TQ4ltvLWpwfCqEXsZ7880bv47LeFFhHCWoioYCQT+kn3XWWLe/T5/xDY5PhalTNzZu3Ry4fr0/ojZN1L77bvw6biREhXGUoCoaC4SXX55fY0xj41NBH0HZ5q1lShozaNDG8Ucd5e/doNBAKHQ8Mo2jBFWRTyCcd96TtcKjofGJN3fuhiup1Lx1Vdbzz/sjNvrb3zaO1QKMWoixLoUGQqHjkWkcJaiKfAJh1qxPaoVHQ+NTYcwYY7bYYkMD15LtF1644eMtLeW+cuWGj6n69DFm0003jNGqvVoCvj6FBkKh45FpHCWoinwDoW/fZ7IVIKIrq/beu2Yzr2vTmEmT/K+uqdBAKHQ8Mo2jBFWRbyDoCixdiZXv+NTQ42r12NqePY1p1WrDx1Ta9tzTmFNP5ZG2iAWOEgBAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABPn/16Sk0GXLcPgAAAAASUVORK5CYII=)
| Product Number | 4H47-1-Y5 |
| CAS | 184021-60-1 |
| MDL Number | MFCD00474162 |
| Molecular Formula | C12H15N3O |
| Molecular Weight | 217.272 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 269-271 ℃
TSCA: Not listed on TSCA inventory