![2-Amino-3-methyl-3H-imidazo[4,5-f]quinoline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABeZAAAXmQHLn3fJAAACWXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF2MbG5soSRWtmjSp3Yu1k/ZucsBJkQJUQPPw7XeGJQ1JBgpg+/z/+eHO58weDvkWdq6qs7KYE04ZAVckZZoVmzn59fptYsjDYpagCIVFPSdvTfM+DYL9fk+TN5fbQ1nQpMxJ1z891FlPsw9pWW0CwRgPfj8/vbTMJCvqxhaJQ6rOpnVrfCoT27Sr+M8UQW6rXVYEnTzIq1032h/B/MPooU7J516+Yt8SUVhnWwfrssptAzvBKD7sC2xc4SrbuBRWRzSHVOLeF7PnxzL5yF3RYNWPkCV2+9JUHwka8nLrkg8cDCvfH+ck5wjYpsyXVWWP4GvebDlYATYEK8EqsBFYDdaAjcFyhi/2cxRwVHCUcIU+3zo/6evx3eHK4Qf4139Pv3MdXSbmRFMTKw4R1Tz2hQkFB0O5xMEVlSySIKnkQmBLiLBtxUqBoLGKBBZcKgaMRkxpmHifqAibSgiJnSziGgujRUzgiNNN8GBoxrySaSQ4lRHjKBGat4DEmRg1EY6NGimFAWR0HMe+NNK0rArjrjSao1wLHntYoxVXJFqj4ca7NTj7dTFblUV6UYUsnZMVJ63Df7p1Lf75nEBZpa7CY+wH8NJLQPQBH6EzsLwHhH3Ax3N4BnkDqOEZVB/wZ2UYiPqAP1nDgL7Z9Ahg+oA/uMNA3Af8MR8GOOsTbVaMINfBbrNohLmKd5d1I8xVyLssHWGuot5l9QhzFfjTLTDI3MZ+FNF33HaXCS5SLDhdc1i9uQKDi/sxwH+FxV8a9dNXQnCwRgAAP59JREFUeF7t3QmYFNW5xvHkJvcm6o0QYzRqMGrilhiNcUG87hsq7gto1ETF3RjFAGoU9424oLixiOKCChgBjagIsrhBxAURAQVR4gIKLoi7pu68xXPK6jPdM1Vfd89Udf9/z1OPMlXd013TXW/VqXO+850AAACD7/g/AAAgCQIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIABQhs026x8um2/eP5gx411/dQG3ra/Uz4tJs221ESAAUAZ3QNdy7LH3+6sLlDr4l/p5MWm2rTYCBADK4A7ou+xyW/jfCRPm+ZtESh38S/28mDTbVhsBAgBlcAf0oUNfCv97wAFDg6+//sbfLFTq4F/q58Wk2bbaCBAAKIM7oCs0FB4uTIopdfAv9fNi0mxbbQQIAJQhfkBX85X+X81ZS5d+4W1Z+uBf6ufFpNm22ggQACiDf0DXjXT9+7rrpsS2WsbftrmfF5Nm22ojQACgDP4BXV151aW3Q4ebgwULPo5t2Xhb/+dpliwgQACgDMUO6GefPS78Wa9ejxX8vNi28Z+nWbKAAAEyyh0oyhmghuortu/feefj8ApEf7uZM9+Lfl5s26Z+XkyabauNAAEyKn62aR2ghuorte/79p0S/vz44x+IflZq21I/LybNttVGgAAZ5Q4U5QxQQ/WV2vfqhbXzzsv+dhMnvh7+rNS2pX5ejL/trFnvBb17PxEcfPCwYOutBwV77jkk+OtfH2n2qrUSCBAgo9yBopwBaqi+pva9+9sddNCyv12pbUv9vBh/W/dvf9liiwHBuHGvxR5ZeQRIBXz99dfBvHnzomXOnDnB+PHjo2Xs2LHB4MGDo+Xmm28Ozj///Gjp1atXcOSRR0bLEUccEeywww7Rsu222wZrrbVWuKy22mrBf//3f4c/Q21zB4JyBqih+pra9/rb7b//PeH64cNnlNy21M+L8bc9/PB/BPfdNzN4/fUPgs8//yqYPXtRcNRRI8NtDjxwaOyRlVczAbJgwQLzAfycc85JfADX0q5du+A73/lOqy8TJkzwdwNqSPxAYR2ghsr44IPPgkcemRN88smX/qpm9/348cv+drvuenvJbUv9vJgk27711pJwG93Ir6aaCJCTTz650cE1L0vbtm0Lwul3v/tdQXjtt99+BeF23HHHBcstt1z42A033DD44ovGBxPUBv9AYRmghvL85z9BMGLEzGDHHQeH+/fyyx/3N0m0793frtS2pX5eTJJt33//s3Cbzp2H+6sqKvcBsnTp0uB///d/Gx2Yky5pD+CnnXZawdXLNddcU3B1M3LkyIKrnxdeeKGgeeuDDz7w30Jq/fr1i17/xRdf7K9GjfAPFJYBarCbM2dxcPTRowoO/MOGzfA3S7Tv3d+u1Lalfl5Mkm1dD7BBg57zV1VU7gPkwgsvjA6m3bp1a/YA/uGHH/pPkTv/aTgt6tChQ/iedTWiJjvUnmIHirQD1JDeZ599FR6A27cfGO1X3cd45pm3/E0z6aGHXg3DSq9Z90SqKdcB8t577wUrrrhieCDdbrvt/NU1bdq0acH3v//98L137NjRX40aUCwU0g5QQzqPP/5GsPfed0X7U/t6wIBngy+/LN77LWsUHup9tc02g4JXX13sr664XAeImpN0AP3ud78bPPXUU/7qmte9e/fo6uuee+7xVyPnSoVCmgFqSGbhwqVBjx5jov2o5cQT/xnMn/+Rv2lmqSeWwkNLU2OGKim3AaLmqB/84AfhwVP3KeqR7v/84he/CPeBuvfWQvMcvlUqFNIMUEPTvvnmP8Hdd08Pttvu1mgfqreUzuTzZMiQF8PXrivTUaNm+aurJrcBoq62OnB+73vfC15++WV/dd0YNWpUdBWi3mioHU2FQtIBaqImmPPOGx9MnZqPNvyWohvbGkPh9p3O3C+99PFgyZIv/E0zTTfKXXj84x8teyzMZYCo/f+//uu/woNm165d/dV1R1dg2hfaJ1OmNO7iiXxqKhSSDlBbvPjTaJ0LnLvump67g2Ql6Qru739/MgwMt18OPfTe4MUXF/qb5kL871ts0RiWasllgHTq1CnqgfTvf//bX1135s+fH/zoRz8K98mmm24ajoxH/pUKBSfJADW56aZnCppotKhm0gUXTGiReklZ8uijc4Pdd78j2g/bbntLcMcd00qWiMkDPzD8hQCJmThxYtRk06NHD3913brqqqui/XL11Vf7q5FDTYWC09wANefTT78Kmzf+8Idvm2zc4kphqPtqrdLI7FNOGV3wvrt1ezjs1Qa73AWIG//w4x//OHj//ff91XVLVx0aBKl9o6sRrszyr7lQkOYGqBXz0ksLg/PPHx9ehcQPqNtvf2tY1XXu3Nr5Xn311dfBLbc8X/BeO3UaEl69oXy5CpD77rsvOsu+/PLL/dVVtWjRorCrsKujdfzxx4cj07t06RKOWNd/9W/9XOu1nbbX41qK7n+4e0P777+/vxoo8NFHn4e9d1yhxvhyzDGjgocffjU34x+KeeKJKQ3fzZOCDTc8J3xPW245sOHq/Omi9axgk5sA0Rm2aj/p4LjGGms0XJJ/6m9SUTNmzAiuv/76hi/XAcFPfvKTKLgsix6v59Hz6Xmr6aSTTop+7/33Nz0JEbJFB3QV7GuNpqR//eut4IwzHi0Yfa1FxRuvvXZy2ASUF4sXqwTJ0eH4sLZtNwnWWutPweGH3xVWqUVl5SZAdEbvDowDBw70V1fESy+9FPTs2TP4+c9/3igE4kubNm3CulnrrbdeQd0s/Vs/13r/MfFFz6/fo99XaRoL8rOf/Sz8PRojorEiyD71DNKEQDpoX3VV6w2KXbTok7BbqJp54kGiZjLdQ9AANY2dyKpbb701WHnllaPv2iqrrN3ws1GZfs15losA0dWGO6hvsMEGwVdfVe4MTdVs+/fvH/z+979vdKDXolBQs9RNN90Ulk9X2fgktJ221+P0eD2P/9xa9Hv1+ytZVffuu++Onp+OBtmng1v8Bq+65bY2vaZJk94ITj31oYLurlr22OPOhs/s5GDhwvILg1bKzJkzw3JG8e/WoYceGrzzzjv+pqigXARI7969ow/FP/7xD3+1iUJJlXTVHBb/0Km+lLoJ33bbbRW/Ea3n0/Pq+V0dK7fodej1VKppbrfddgufV5NPvfjii/5qZIhuXLuD87nnjvdXt7q33/44uP76KQXdhTfY4KyGk7o9g86d/xiMGTPGf0iL+eyzz4Kzzz47+J//+Z/ou/SrX/2qVV9TPcl8gKinlXpc6YPRvn17f7WJDuKrrrpqwQH817/+ddCnT5/EVxjl0u/R79Pvjb8OvS69vnKpQu8Pf/jD8Dm33nrrsIIvsseNKNfSteuohivR7I7h0Q31MWPmBsceOypYe+1jgrZtN40+t+uuu25w5ZVXtminkYcffjj45S9/Gb0GhYhm91SooGVkPkDOOOOM6AOi8uzl0D0H/zJXTUi6qmmtA6x+r36/34Sm11nuPZKLLrooej41kyFbnnxyftQ8tM8+d1d1wFelvfLKv4Pu3c+LTu7copMWlRmqZnHTt99+O+z1GP+9ugc5a1bL1YDCMpkOkDfffDOafW+PPfbwVyemg/Rll10WNue4D5zOXLLWS0mvJ35Gpder120NN91X0T0jPZe+6AsX5rNUQy3SWAs3OnyHHW4NXnstO/cT0lCT66BBgxqCcIuCA7qWjTfeOLjxxhuDjz+uzGC9b775JuzJGO+k8tOf/rQiV+ywyXSAHHPMMeGHRGMbNDGUxbvvvhvsvvvu0QdOFXzPO++84PPPP/c3zQS9Lr0+V2lYi16/3oeFrtrUnVHPc/jhh/ur0QpUn8rNOaGxCZMnV/ZeW2t59tlng2OPPTZYfvnlC4JEM4aecMIJ5u+wPPfccw37asvoOfWZ1vFBXXbRejIbIOpV4W40Ww98//rXvwpukmuk9uzZs/3NMkmv040s16L3ofdj8ac//Sn60o0bN85fjRakexxHHTUyuu9x772V63H1yiuvBA888EBYykYHbA1s7dy5c9i8o//q3/q5yt7oardaTT7qSn7dddcFv/nNbwqCRMtWW20VXjEkvU+xZMmScN6feKeTjTbaKHjiiSf8TdEKMhsgGkmtD4tujGnuj7QeeeSRgrnSTzzxxMxedZSi16vX7d6D3o/eV1q6enGDIdWdOG/7oZa4KWm1XHnlk/7qVNRFVd3EDz744IKxD2kWNW3qu9a3b9/gjTfe8H9F2SZNmhR2p41fUWvR5/H0008PQ68U3RuMj8nSlY0qUHz5JSPJsyKTAfL0009HzS6nnnqqv7pZd911V9StT/8dMmSIv0mu6PXH34/eX1rxgZgqtYKW17//1Cg8NL7CMrhNB0+N81GzpubC8QPBLTrwrr/++gUDXfXvdu3aNdo2vqjzRr9+/So+AFUnMeqOv8466zT6nbvsskvDldi90fiu119/Pdh7770LtlHXd8uJJKorkwGy/fbbhx8aFQVM2/avg62rB6XHjx071t8kl/Q+XMl2vb+0oagb8dtss034eJ0NNnXmh8pTiRJX9PCQQ4anrsekq0bdQHYzUMYXdbzQ/QB9JnSfobmxRFqvOXU0DbKatFxHi/iy0korhV1i037/mqPP4UMPPRTsu+++jcZCqYKCpiNwHWe0qOl2+PDh/tMgIzIXIA8++GD04bngggv81U1S8447U1fvjKlTp/qb5Jrej96X3p/eZ9rmLHULdj3Rdt55Z381qkQTFblqsLvtdkfqEuJqyllzzTULDra6kjjrrLMqVltNZ/cXX3xxVG/OLWo2veSSSypaKcHRwNpzzz03WH311Qt+pxZdXf3lL38J74EguzIVIOqmp65/+gBpQF2a7n+6wezueehMvdbCw9H7clcier9pb6yfeeaZ0Zf0zjvv9FejwjSK243gVohMn568K7UmCov3INSi74euHPRdqRZ1tOjYsWPB79VVTtoTlqTUdKWQ1FWPC49a/f7WmkwFyO233x59YHW5npQus11vKzXPPProo/4mNUXvz92U1PtO08zwySefBGuvvXYU0sypUj1qpurSZXgYHmq+UjNWUv/85z8LqkDrnoaCoyU988wzYRUD9xp0X1I9oqrVCcNNzazfiXzITIDoElmVbN3ZTtKeFmpTjZ+lpb03kFd6n+496/2nGWwYbyZUoUdUnl8gceDAZ/1NSlJtJ9eJRPe71FspzdV4penEzjWdalH3cl0dVZqrErHXXnv5q5BRmQkQFRJ0H9A0vYw0Uts9Tl1e60m8i6/2QxoHHXRQdICqZtmJenXFFU9G4XHOOcnG3mjOm6OOOir6m66yyiphvacsUPmQXXfdNXptum+hwX2V5MaNaNwS8iETAaIbZe4MRzWhkp5Nx28Kq/dGtS6ts0rvV+9b71/7IU3trLfeeitYccUVw8eqXb2SJfLrncqxu/A4+uhkBRIVHm7sk5ZNNtkk/Btlib6X6tjiro50D67c+nRxbh4bXXEhHzIRIOou6L44SW/U6cPsLnlVwC0vI8wrTe/bVd3V/kgavnLttddG+/2KK67wV8NgwoQXGs6kzwrDQ+VK3n8/2Yjr+JWHurFrNHdWqUnL9XZUiEyePNnfxMQ9p3p9IR9aPUBU1tz1nkrTtTR+w121o+qZ3r/bF9ovSaknz2abbRY+boUVVggHcMFOXWrXWGOzYLXV9my4kj4zmDMnWZ0m3fNwfz8N+Eta5qM1jR49OjrgazT79OnT/U1S+eijj6J9oNH1yIdWD5CTTz45/NDosjhpl1T1JHKXu7rhnocvXDXp/bsqvtov2j9JqbukG9G8zz77+KuR0HvvvRf1bltxxV8G48cn64aq2lWuSUg3p7N85eHT6HE3GFCTOH3wgb2isMahuAAZNmyYvxoZ1aoBokmP3D0M1fNJKn7DPWsl2VuL9oPbJ9o/aZxyyinRY0eMGOGvRjN0L8qN8teStAu6ejK5rrq6Ya7pC/LmhhtuiN63ek+laUKN04mMex4KfuZHqwbIIYccEn5gFCJJS2uou68rsKYb7viWm5RK+yfNyGE1H7jRwBrh3JpdRvNI1aLdwU9hnJTmuNFj1BMuK72tLFy1Zy0KFAvd+3TPUU7Zd7SsVgsQzR3galapHk9SAwYMiD5olZofvVZof7h9o/2UhuoNucd269bNX40S4rM+KhDUmyqJ+N8q772OVFvLTc2snn0qUZKWuu67/VGNMSaojlYLENenXDdv1cc8KXeWrQ+s9XK5Vml/uC+y5epszz33DB+rdu3nn3/eXw3P0KFDo/sXmqNCV3JJ6J6Vq22lq8VauOLTWCJ3QqjuyGmp2c8FSJp7eGhdrRIgqizrPizqgZKUxjm4x/Xp08dfjQbaL24fpRkXIq+99lo0m1z79u2rWm8p76ZMmRJVjdX9izQ92OL3DRRCtcJ1iNGi/ZOGxpfocdqnyI8WDxCdJW+++ebhh0U3ENP0OunZs2f4OJ0hq/svGtN+cT1jtL/Sio/st7Zn1zpNvOR6AWoMTpqR/CrR40qyawBnLV1Fqyea65KvYoxpqPKuHqcrMuRHiweIzrjcAUpTa6bhbp5rchmUpv1j/TLqAOdKSrRt2zac9Q7fUnOTqxit5qs0ZXck3tbf0sURW4JKzLv3p/ucSR122GHhYzQCH/nRogGig9O6664bflDUBpym9IgGabkPpuZURmnaP25fWeaLePzxx6O2ffWUwzJq0lNXVbdvLQNYXeFPff6T3nDPk0WLFkWVEdLUpnP7Zccdd/RXIcNaNEA0wtR9+QYPHuyvbtJ1110XPdbSy6OeaP+4faX9ZtG1a9foOZKWl6l16p3m9onm+U7b/KSrOde8qDP1WuW657dp06bZ2RGdLbfcMnyMinwiP1osQDTH8mqrrRZ+SNRjJe0N2gMOOCB87HrrreevQhHaT9pf2m8WOpN0BS41yrjeR/trnnAXHh06dDDtj/gJlOXKMC80X417n0m72rtKCkwvkC8tFiCaLtN9qCyjx93BjA9YMtpP2l/ab1a6SnR/s3POOcdfXTd0QHQVEzRnzcKFyWcVjFO1BT2HDpa1TE1zqo+V5vuq+23a/m9/+5u/ChnWIgGis1ldzuoDopIPaal3hzuQ9e/f31+NIrSf3D7T/rNScT89hwrnzZw5019d8/Se3cFNg+SsRQPV3OVOgo455hh/dc058MADw/eq+mDN0VQC7p7blVde6a9GhrVIgGikrTuYPfHEE/7qZukx7vETJkzwV6MI7ady9rmjA6iruqowqSc68XFNKyo4qQq0Vq+++mr097jjjjv81TUn3uTX3Lwm7767uOEEc+OGgP51cOedyZq8kA1VDxANsHLzd1urvQ4aNCj6MNKtNBntJ7fPtP/KoeYr91xpOz+0JvXyU5VXt8yaNSucAMkt6hyg9+MWXbWdf/754aKmFNcMo6Vv377+06eiOc7dc9VDraenn346er9qAmzK3LkLGoL6xGCddY4Nxo6lAkKeVD1AXKE1ncGlHRntuPkSfvSjH/mr0ATtL+23NKP9i9ENY91I13OpGUZn5kk0dwBXAcH4AVxnre4ArkU9lY488shoUc8nXQW5RTezdU/CLa6TRqWXSvQM0pgnPZfKfdRDqQ4NEHbNUs2F7wsvvBPN4DhtGgOE86SqAaL2YjfXhGZcs/rzn/8cPodG8CI5N+JZ+69c8Wqpup/Vkgfw1ljcfQ8tW2yxRepegz5XMt8yuDOv3Gj90047zV9VYOLE16MAef11+5wiaHlVDRA36EoDi8qpsKmzTz2Puv8iOe0v7Tftv0pQzSf/QFutZeWVVy4IJ5W/iV996KogfnXSvXv3gqsXFeeLX92oCSl+9aOTm/jVUbGChpdffnn0epLO8VGKuxKvp8+wK+zZ3Mnj/ffPjgIk6RTAyIaqBcikSZOiL5++3OVwPTp0xovktL+037T/yqW5190gODWNlXsAV3Nmcwfw1qbKCS6EddWVpmq0rx4/w1tttVWiz98dd0wLw2OLLQY0XOmlG5yJ1lW1ANl6663DD4+aAhYvTjY3dClu4p2ddtrJX4UmaH9pv2n/lcuNYdB4CM0kWS9U1sWVKe/SpYu/OrF6/Awn/fxdf/2UMEB23DE/HTSwTFUCJH7pf+mll/qrU6vHs7dKqNQViOaqdzdEVbK73mjchvs8W2cOrMfPcNIrkEsumRQGyH773e2vQsZVJUDUvOG+cLfffru/OjXugdhU6h7IzjvvHD6PSnXXYxl9XUG7QYAaF5K0vlMc90BK69FjTBggf/zjCH8VMq4qAfLBBx+EN0H14VHPnKQztZVCLyybSvTCive+6tWrl7+6bsQrHFu6RdMLq7Tjj38gDJBTTrEP1ETrqEqAyMiRI6MvXDkHMGEciE2540BUfsNNIawz8CVLlvib1BWVGte+0Mj8l19+2V/dJMaBlHbIIcPDAOnV6zF/FTKuagEi++67b/gB0lgQtaNbMRI9vUqMRI9PfnTNNdf4q+uOBkK6qgrbb799qnLujEQvbY897gwD5Morn/RXIeOqGiCa+tNNcakzWesEOtTCSq/cWljqwurqQGkcxhdffOFvUpfUjOf266233uqvLolaWKV16HBzGCADByafwRDZUNUAEVXXdB8k61ks1XjTK7car8ZxuMdXoiNErYiXddF9vqRlXajGW9ynn34VDSIcOtRW6gitp+oBolLNmudYHya1yb/55pv+JokwH0g65cwHokF9q666avh4zf9dbhmPNHRAfuqpp4Kbb745HJCo96FeZBqDoRHo+q/+rZ9rvbbT9kkP5JUwZsyYKFyPPvpof3VJzAfS2IIFH0cB8sgj9TO+qFZUPUBk8uTJ0WCs5vqEl8KMhOmUMyPhBRdcEB0gH3zwQX91RWlmPl3t6HX+5Cc/iX6vZdHj9Tx6vmrP+KfCjvqdulGsqgtJMCNhY7NnL4oCZPJkpqrOmxYJEDnhhBOiD5VuKKbFnOjJlTMn+rvvvhv13tKN4mpQGZOePXuGXVr9EIgvKh+i+y8Kw3gdLP1bP3eTlJVa9Pz6PdYq0E1RJwVXcFHjHXTPqDnMid7YlClvRgEyc2b6pla0rhYLEI0Ncf3C9eVP25VRZ2zuwKA++SgtPmYh7ZnuqaeeGj5OZ9bqSVMpugmv+zKuW7C/KBTU3KGzdHUASDpgUdtpez1Oj3dXXv6i36vfX8nOADfeeGP0/EkrLuy+++7h9muuuaa5U0mWqSlRxVP1Hk888UR/dSNjxsyNAuStt+q7m3getViASLxbqM4M03JnrJ06dfJXIUb7R/sp7aA1FTV0sw/uv//+/moTnYGq88Qaa6xRcEDXmbhep8Ku0leUej49r57fnfG7Ra9Dr6e5M+MkdG+offv24fMuv/zywdy5c/1NGol/B+655x5/de7pysq9v2efbb5X1b33zogC5JNPmr+KQ7a0aIDIrrvuGn64VJQv7fzSCh138El6hlpvtF/cQTNtSB9++OHR/q3E/Oc6iLub8W5Rc0+fPn1a7O+n36Pf58pquEWvqxJXshrT4fZ3c0UDRU1drkKAOiikGUuSdert57rtd+zY0V9d1KBBz4XhsdVWA/1VyIEWDxD1h3eXuP/3f/+X6guktmx3ANBBAY1pv7h9lKbtXwdC19Gh3G6m+r3bbbddwQFbTUi6oZrm711J+r36/X4Tml5nmv1UzOmnnx4937Bhw/zVjdxwww3R9kOHDvVX55YKbbr3NWXKFH91UVdd9VQYIB071v7YmFrU4gEiF154YfRBGzBggL+6Se4AoDPK1joYZZX2hzvT1n5Kw5UbX2655cxdrfX7L7vssvDq0v191WX1/vvv9zdtVXo9bpCkFr1evW7r50ndnnVPQ8+1+uqrN1v7TWNJ3PZqZsziXChpqSu1OwFJ0/x57rnjwwA5+ODmgxfZ0yoBohuZ66+/fvhhW2mllYKFCxf6m5SkwHFf/Oa6CNYb7Q9LMGuCJ/e4M844w1+diHpvuRvEWlTy47zzzgvnRc8ivS69PleaRItev96HRdrab/G/la5g8kz3k9yJy4orrpjqntZppz0UBsixx2brJAPJtEqAyGOPPRYVWzviiCP81SUpfNzN9LRn2bXOXZ1p/6TpbeRuBGvw1/vvv++vbpbqnMVvkv/ud78LZzDMA71OvV732vU+rHXb4rXfnnnmGX91I+6qT2fu1nlGssCVqtei5rk03Fwg1MHKp1YLEPnjH/8YfugUJAqUpNSLxn1gs9Y80lq0H9w+SVMyJn4m3Lt3b391s1Tu3d041aKum1m96ihFr1ev270HvR+9r7TS1n6bP39+NHhS881bmw5bU/x+zl577ZW6GfCrr74Jpk1b0LCvWq7aASqnVQNEzQVqwvrud7/XcBa4S8NZc7JufBpD4saUqC1bbcr1TO/ftelrvyQdY6MyMxtssEH4OF21pO3aqi6prtuv/jtkyBB/k1zR64+/H72/tNLWfnvggQeiK3FdCakMel7ce++9UQ801QfTWC/Ul1YNELnlljsbQmSLhgPYgcH11yc/61OBP/dFVVt2PdP7d/siTeHD+P0k1ZRKQwdbd9NUI9fHjh3rb5JLeh9uJL7eX9pQjNd+0/2AJFcVbr4bLRppn4cTotGjR0dhq6bPtF3yURtaPUB0yXvwwX8PNtrokrCs8/z5TfdgcfQ411VU3YLz0uZeaXrfrlu09kfSJgRdbbj7FhtuuGGzzS1xat5xBw8Va5w6daq/Sa7p/bjinXqfaZuzNII/be03TfvqQkQlZLJ8JaKTFPf3V5Odat2hPrV6gMicOYuD9u0HhjfTTjwxeZ0s9d93XUY33XTT3LW9l0vvV+9b71/7Ic14hssvvzw6YN13333+6pJ0g9m18+tMvdbCw9H7clcier9pb6ynrf2mAFf3V/cYXcU0N49GS9PJiQptuiY37Rf14EP9ykSASN++U6KSBg899Kq/uiT133dfuiS1d2pJ/Mav9kNS6mnlym136NDBX12S7lm5qxZ1f21uprm80/tz3Xz1vtN08dX9ADcKP2ntN4VI/EpEN9az0jvr7bffjqpIaNF4l+eee87fDHUmMwHy2WdfBXvvfVcYILvuenuwZEmybqg6K4qPP0jbZp1Xep/uPev9J226kh49ekSPnThxor+6KPZz+v0cf2ya8TW6J+LO8tUUpnEirTnYUE1WrklPi272qwdZGu7kcPPN+wczZjQdxG5bZF9mAkQef/yN6MNz6aWP+6tL4sy46S9knAZ5abS5HpumKCVXeumv9GSXXXYJH5e29puaveLzo6iXXEsXX9RYlq233jp6DQq10047zdRU7L7XSQYNEiD5kakAkR49xoQfni22GBC8+GLyEeq0zSfTtWvX8LE6s502bZq/uijuNdnvNZVT+01n+fGrPi0qwKggqeYskePGjQuLIcZ/r7qJp+1MEOdCYZddbgv/O2HCPH+TCAGSH5kLkIULlwbbbntL+AE69NB7Uw0wondQ015++eVwlLQen3T0P73dlrH2dpP4DI8DB6avOqvBnq52llvatWsXlk5PO99LKfPmzQsuvvjisEde/PfoJOWSSy5JVdmgGBcKmvdc/z3ggKElv9sESH5kLkDkrrumRx+iO+5IdpbsMD6htP322y98vJq/dMBIgvE237KOt9EVTLz2W5omR0fPoal6XSn4+KKrA1VQ1mdCVZWbGxCq9br61JWMeou5waTxRa+zV69eptdajPs+KzQUHi5MiiFA8iOTAfLNN/8JDjvsH+GHSFcj77yT7gYiI6QbU7VUd2NW7dhJMOK/kHXEv8Rrv6mEj5XmE7n77rvDpi13NVls0T0ThVZ8KmD9W1cu/rbxRVdX/fr1C5YuXer/6rLEQ0HNV/p/NWctXdr4yoYAyY9MBoiop4bug+iDdPrp6ZpqhBpNhVwzlEZHa+KfJKg51pi15pio2VCPS1v7rRTNsa6pfA8++OBg5ZVXbhQGSRZ159b4k759+4a1vKrFDwXdSNe/r7uu8bwh/rbIrswGiPTu/UT0YWrqplspVIldRj163PNoLpYkqHpcmrXqsaYtUNOQHqurgTSPTeKVV14Ja2tdffXVYdPUkUceGXTu3Dm8+tB/9W/9/KqrrgqDcNasWf5TVI0fCjpBVJdeVZ9YsKCwhcHfFtmV6QDR5e3uu98Rfpg6dRpimjO53uepUG+d3/72t+HzqNkladME866UZp13ReL7NWmY14JioXD22ePCn/XqVXg1VmxbZFOmA0TGjJkbfaD69HnaX51Ivc6UJ5r32z1fmrkamPmxNO0P68yPeqy68+qx6tWlbr71oFgo6N6mrkB0JTJz5rfNqsW2RTZlPkDklFNGhx+oLbccGMyevchfnVi9zdWtqxnXa0fltnUDNgnmnm+ede55efHFF6OTGZUHqQUffvhZ8Nhj84J77pkefPFF48KcpULBlTA6/vgHop+V2hbZk4sAefPNjxrO2gaFH6ojjxwR9tIqh87KXZ0it+iMUgeFBQsW+JtXhX6Pfp87k3WLXpdeXyXED3JpRjH37NkzfIzmemip/ZE32i9uLgztr7TcPtZi6VXX2hYt+iRsHbj88seDzp2HRwd9LeqG7ysVCmqm3nnnZYMLJ058PfxZqW2RPbkIEBk06LnogzV8ePmDp9QXXr1o4jfZ3UFTJT50EE8zt3MSej49r57fHXzcoteh19NcH/6kPvroo6hnzmabbZbqCsvdPE9T6qQeaf9oP2l/paUuwCqyqMfr3lTWJ2PSAN/Ro18NLr54YjSOo9iy446Di1aQaCoU3ODCgw5aNriwqW2RLbkJEE19efDBw8IP1g473BosXlyZA616wvTv379RE5Jb1ltvvYbL6+PD7pITJkxIfEau7bS9HqfH63n859ai36vfX+keOeecc070O8aMGeOvLkkjm93jKnUlVKvi95csI8LVY8o9Xr2jsuStt5YE998/O7jgggnBPvvc3Sgo3KLvYrduD4cDftWzqlTrQFOhoNDYf/97wvU6OWxqW2RLbgJEnnvunfCGmz5cfs+NSlBbtpoW3Bl4qaVNmzbh2aNCIT5QS//Wz7Xef0x80fPr96RtO09K4wNWWGGF8HepmF8a1113XfQ6K30FVmu0f9y+0n6zOOCAA8LHq7pAa07M9MYbHwYjRswMv1d77jmkUVC4Zaedbgvr1amZKs39yOZCYfz4eeF6VeJubltkR64CRHRGpA/XXntVd3S5zihVOkJf8HhVVMuix+t59HyWM9W03OBDDVhLWw/MHdAUhmieu7LUfrNQCLkSNZpESlPitoS5c98Pz/bPOmts0LHjsq7yxZbddrsj3GbYsBnhY6yShIIbXJhkW2RD7gLk00+/CgYPfj6YNi1ZU1KlLFq0KCwHornDzz///LBZSgOzunTpEl596L/6t36u9dpO2+txLUndQl0PH72mtFyxRr0PNE/7SftL+80q3tnhyiuv9FdXhGpk9e17fcNn9G/Bllue3Sgo3KKrj3POGRfcd9/M8KqkUpKEghtcWGxbTfUwdWq2ZmhEDgMETVNo6ECkEEk7xkAlTtyBTPdl0DztJ7fPkpaI8WkmQncPTuVqyi0posGjmstDI8732WefoG3bttFrbNNm42Dttbs2HKD7hQdp3d84//zx4f0O9XbMIjWVuVC54YZ/BSn6g6DKCJAaouYqV7DPMunTE088ER1o1AEAzdN+cvtM+89KZWpcccR9993XX90kje95+umnw3nu99xzz6hJrNiyySY7BWec0T/45z9nNCohklUaY7LHHndGIdKz56PB55+3TFMfmpbrAHEfKKbJXMbNfqcb6LqRntagQYOiA43l8fVI+8ntM+2/cvz5z3+OnmvkyJH+6ogGiE6aNCm46KKLwoGIrsNEseU3v/lNcNJJJ4XjgPL8N1U3YlehW8sRR9zXcMWXvBoyqqMmAkRLvU+Tqa667qChLrwWmotbj9cZLJJzZ/zaf+XQ2J3VVlstfC5NIOXqlmlskGYJVI003W9zUxIXW1SA8y9/+UtY3cDapJZVuv/Zvfsj0XdZ92vS9ARD5dVEgNT7NJkaJKjBgjqAaPCgDkQW7gxY5U+QnCsXo/1XrqFDh0ZhoCKYqpvl5oLxFzV5bb755sFf//rXYNSoUcGHH1bupndWaZzJtddOjr7Pmi/IjWBHy6uJAKn3aTLVPOEOKirlbaVeZHqOjTbayF+FJmh/ab9p/1WC5j33w0KLOkZ06NAhOOOMM4LRo0cHS5Ys8R9aN0aNmhW0bz8w/E5r3qA770w3cykqoyYCpJ6nydQNVBVK1AFGZ8LllKk/8MADw+fRQQrJaX9pv2n/VUI8QLbaaquwSfLRRx9NXIq/XqhbrwY2uu+2yqyUOoFEddREgEi9TpOpEu3uYFNu6ZE99tgjfJ6ddtrJX4UmaH9pv2n/lUtNUe7vqTnJ0TSNVXFlULSccMIDwUcf2U+ikE7NBIjkZZrMjz/+OJg3b160TJ8+PRg/fny0qEbS4MGDo0VlMjQ40S3du3cPm0sOPfTQqCij2svV/78cXIHYVOoKRONB1GtKz7X66qunmnO9nikwVA7efcfVGjF/vu0+INKpqQCxTJOpQUlz5iwOL4fdMmnSGw0H8dnRomax/v2nRosmttLgK7eoX/pxxz0QLepiuPfedzWckQ5oeC0nB2uuWbxQYyUXa8+rOO6B2FTqHsgtt9wS/T379evnr0YT1HR14YUTo++5mrYmT265KXvrVU0FiKSdJtNNaFONZZNNrg7atTskWGGFdRod8K2LunmqYKMWFWVUET79XPdBPvvsM//tpUIvLJtK9MLS305dd/U8qq/VUjWxas3tt08Lb6r/6lenBD/96WbBrbfe6m+CCqq5AEk7TaYmxPEP/E0tmqNdVxduOeqokQVXH3/727joyuTccx8Jeve+J7j00r5R85NKX8Sbpx555JGC5qvZs2cXNG81d1Ncz+HCpdyrEMaB2FRiHIhqYLm/4/Dhw/3VSGHs2BkNYbxjtD/PPPPMVPPhILmaCxBJM02mLn2fffbtqPlKN+U0F4JbvvyyvPsK1aYvhgaX6Yui8QIzZ870N0mMkejpVWIkuiaTchWft9hiCw52FfD8888XTMugasncU6q8mgyQepsmU6HhBpspTKyohZVeJWphnXXWWdFzaMQ5KuOtt94KB1q6favBtvoZKqcmA0TqbZrM+AyEatayoBpveuVW49UBbfnllw8f37FjR381yqSrDte7UIumjn7uuef8zWBUswFSb9Nk6ibsL3/5y/BLorkprPOQMB9IOuXOB3LccceFj1dnCA5s1aEmwfhVnopPjhgxwt8MBjUbIFJv02Tqhrz7knTt2tVfnQgzEqZTzoyEs2bNisbx/OEPf/BXo8J0Ze6aehXYf//73/1NkFJNB4jU2zSZhxxySPgF0bwgjz/+uL+6WcyJnly5c6IfdNBB4WN1UJs7d66/GlUwceLEsOCo+7sdffTRYTkg2NR8gDQ1TWYtUq+gNm3ahF8OjWpO++XQnO3uy1VuaZRap/3j9lXaue6nTJkSTf5VzvgRpKeZOjfYYIPob7fjjjsGixcv9jdDArkOEBQXr4912WWX+aub5bo/durUyV+FGO0f7Sftr7R00NJjNYXtwoUL/dWoMnWd3nnnnaPviZoiuQpMjwCpQaqJteWWW4ZfDPXwee211/xNmtSzZ8/wsWqfX7Bggb8aDbRf3P0L7a80Hn744ejApUmi0Do02t91YtBy2GGH+ZugGQRIjdJAKneA0zzZabz00kvRl6pPnz7+ajTQfnH7SPsrKfUI0qyBepx6btXznB5Zce211wbrr79+kz2zNGe9ZnrU306DPjU3i/5+qsSsz0Kxv6P7fCSRZtssyd8rRmLdunWLPphpy2P8/vfLCkD++te/ZmS0R/tD+0X7R/spjSFDhkR/Ex24kG2a5TE+jqTU8uMf/zi46667Ch6bJhTSbJsl+XvFSExl49u1axd+MDWAKs1UtwMGDIg+1JpfG9/S/nD7RvspqS+++CJYZ51lhTXXXnvt8N/ILoWHO1FYaaWVgnPPPTfs/PD++++HnVPUjKnmyJNPPjkcW+IHQJpQSLNtluTvFSOV++67L/pw6hI8KR3c3M30tGfZtc5dnWn/pAmBvn37Rn+LO++801+NjHFjolSfrLl7gapC0KVLl4KfpQmFNNtmSf5eMVLbe++9ww/n9773vWDq1Kn+6pKuueaa6IN9//33+6vrkvaD2yfaP0npanCVVVYJH7fJJpuUPfkXquuZZ54J/1a68rAWFk0TCmm2zZL8vWKk9vrrr0eX2Cool/TgpTpCP/vZz8LHqUxKufON5F28XIz2S5rqrirl7w4So0eP9lcjY0455ZTwb1VOif40oZBm2yzJ3yuGico2uA9pmpu3t99+e/S4eu9yqvfv9oX2S1Ia5+HmDCmnWjJajq4S9fd6+umn/VWJpQmFNNtmSf5eMUzU533jjTcOP6Qrrrhi4rLW6nG03XbbhY/74Q9/GE54VY/0vvX+tR+0P9L0THNnsxp5PnnyZH81MkhNV/qb6Ya5lQuFNEve5O8Vw+ypp56KpsBVHaakNM5B/d71uE033bTZWRJrjd6v3rfev/ZDmnEfGsTpCvipOyjywY2hKmdqYT8ckix5k79XjLK48uNaHnzwQX91SSqJ4h534okn+qtrmt6ve+9pS8NodLMepwOSqu8iHyp5BZJEmm2zJH+vGGXRF2LVVVcNP6wai5D0RrCabHbffffog64BcfUgPvBP7z9N05WqAbgrvmOPPdZfjQzjHkgy+XvFKJvGILgP7JlnnumvLundd98NByTqcT/4wQ+CRx991N+kpuj96X3q/ep96/2n4QJX9cjefPNNfzUyLAu9sKZPnx5OhKVpeXVFpI4YqiJ8zDHHBNOmTSvYtrUke3eoOa4Sado2fdUEUgVZPVYf6DTjSvJE78v1nNL71ftO47HHHjOFNLJBf2/97VpzHIj7WbFFY7ruvvvugu1bQ7J3h5rzyiuvRGfX2267baqmGc186G4Mq6BcrYWI3o+b2lfvU+83De1LVw1ZByCVDkf+7LfffuHfUH/L5kaiawppTeYWVywUSim2rUbAX3/99cELL7wQLF26NCxFpAGOnTt3Drf9xS9+UbB9a0j27lCT4oPbbr75Zn91k3RvwLXv60x97Nix/ia5pPfhrjz0/iz3eu69995ov15xxRX+auSEgt9NPKUKvKqFpSsT1chS7yyN79HJhSYEa8laWCqbom3btm3rr2pxyV4xapK6p7o5vfUFSdvGr+qj7kpE/7UcbLNErz/+fvzqqknowKLS4HoOFbKs99H7eacQcVciTS36/vhNSmlCIcm2ugrRvY/DDz883FZFHFtb068YNW/cuHHR1Kp/+tOf/NXN0hmYuyeiRV1e8zZORK833lVX7ydts5XTv3//6HkGDRrkr0ZOqQqvrjQ0GFfNkvH5QFQTTbXOfElCwWlqW7fOLaro3Lt377LGqFRK8VeMuuLOaBQk48eP91c3S5f1rneWFk26k5cR63qdboInLXofaW+YO+oSvfrqq4fPozLgX3/9tb8JkJofIDrBOe2001JVgq4WAgRhW64mxNGHU22+lg+mmr/i40R0g161o7J6NaLXpdfnOhJo0etP24wXd+mll0bPNXLkSH81UJbFixeHV8auKsLpp5/ub9LiCBCE4k0vF110kb86EfU+0khtV/ZEi6rXZq0UvF6Pq6qrRa9XrztNTzSfvty6qann23rrrf3VQMXMmzcv/JypInRrI0AQ0sFTBz59MFU0cM6cOf4miWlciSvA6BZNwqSZ/Mo5SJdDv1e/300G5Ra9zjTjYErp3r179JyTJk3yVwMVo2ZXfc7U86u1ESCIvPjii9HVw2677eavTu22226Lyqa4RfcG+vTp02y/+krR79Hvc1OTukWvS6+vEubPnx9V6t1rr7381YCJTuiGDRsWzJ07N2xWVvPqAw88EGy00UbhZ61jx47+Q1ocAYICPXr0iA6yfrdEi08//TTspRK/ya5FxQU7deoUHsT//e9/+w8ri55Pz6vnd1VV3aLXodej11UpRx11VPjcGjei8hNAJcQ/t/6ibsMzZszwH9LiCBAUUF9zjXDVh1RtrBo0VQk6g9J9Fr8JyS0aj6JKwTfddFMwYcKExFco2k7b63F6vBvX4i/6vfr9lg4CTdGXWGUl9Dss3aCBUlQR4bjjjgs7tugKV01Wv/3tb8Pm0rffftvfvFUQIGgkPu/3SSed5K8um+459OzZM/j5z3/e6EAfX9q0aROstdZaYShoJj+36N/6udb7j4kven79nkrc4yhl3333DX+XenNp6mCgnhAgKGr//fcPD4xqltEgqmrRGbzq/RxwwAHhZbkfAmkWPV7Po+dricv7J598Mvrd3bp181cDNY8AQVG6j+BqQmmgXUsNilNROs2cqNpcqtWlZqkjjzwy6NKlS3j1of/q3/q51ms7ba/HtbRtttkm3D+6EmqN3w+0NgIEJV199dXRGbb+H9+KN/NdfPHF/mqgLhAgKElXHW7Uq65G1F0VQfDNN99EXSlXW221sOMBUI8IEDRJ9z9c2XbdF0EQDB48OLr6uPHGG/3VQN0gQNAs9cRyB8yslSVpaaqh5bo5r7vuusGXX37pbwLUDQIEzdJYEDXV6KCpg2c9N9lcddVVUZgOHTrUXw3UFQIEidxzzz3RgVMDmeqRgtR1Nd58881bra4XkBUECBJT7R0dPFUvSzOj1Zuzzz47CtFamcIXKAcBgsRUoXe55ZYLD6AdOnSoqzNwlY5w817vuuuu/mqgLhEgSEVjHtxZeL9+/fzVuab5rzXXgluef/75cIZGLfvss0/4ntUj7dlnn/UfCtQlAgSpqBjhhhtuGB5MNYth0qKHSTR1ANcyYsSIsAutW1SmXaPR3aJpPjVK3S377bdfQQ0tjahXDS23uAmg0iyUawe+RYAgNVW/1fzpOqBuvPHG0QH81FNPLTiAq9BgpQ/grbnoPatsCoBlCBCYuGKLWVnatWtXEE7bbrttQXgdccQRBeHWq1evgquXQYMGFVzdjBs3ruDqR5NtMRIfKESAwOS1114LS5i7A/iaa65Z1QO4ZmWLN2+pnAiA1kWAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/wd1mGnhsxDK4AAAAABJRU5ErkJggg==)
| Product Number | 3H30-1-L0 |
| CAS | 76180-96-6 |
| MDL Number | MFCD00210316 |
| Molecular Formula | C11H10N4 |
| Molecular Weight | 198.229 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >300 ℃
DOT/IATA/IMDG: UN 2811 - HC 6.1 - PG III
TSCA: Not listed on TSCA inventory