![(6-Chloro-2-methylimidazo[1,2-b]pyridazin-3-yl)(4-nitrophenyl)methanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDiAAAQ4gGmWQL9AAAC5HpUWHRtb2xTb3VyY2UAAHicjZZtb5swEMe/yonXi/Ej2FWSqko1aVK7Smsn7d3kEpoiBaiAJum33xknaSAZVBD56f+zfdz5nOn1Ll/DJq3qrCxmASM0gLRIymVWrGbB76fvEx1cz6cJilBY1LPgtWnersJwu92S5DXN7a4sSFLmgR+/2tVZR7MVpKxWIaeUhX/u7x5bZpIVdWOLJEWqzq7qtvOuTGzT7uI/S4S5rTZZEXp5mFcbP9tfTt1Lya5eBp+2LHDsBlF4ydYpvJRVbhvYcErwpd9glRZpZZt0Cc8f2C2IRNvn0/vbMnnP06LBqpshS+z6saneE+zIy3WavONkWPlxOwtyhoBtyvymquwHuJrrtgwsByvASrAKbAQ2BqvBGrCM4g/HGQoYKhhKGGoYihiqGMoY6jjquJuHoz/WqdvQ08dbilbBAn7C4vCsseGbD5+dreQBHgJv9XrxaqsVshS+8jCYMMAw2PFZMKFEMBMBI5xTCZwwriIQRBnKQRLDhYGIcBVHhyLGMTRsP7ZX7jlGImlibEUaOylhUkhwSwiucFGihTYw4URHRrhSGD+udYybkkTEKnalVvjJJopIGrEAPtw+GRGUaziW6GIVGVcqgW10uoj5sYlz09iXWnbLQ7+Sul2LMiHcWkzFut2DEO3asdE4X0QY08L1mxjNnaC91O1dEKYNczpuJHO6WPn5mDQRRk14DJv59LkslidVyJaz4BkNc5Jf6UvN9yEVQFkt0wpPqZvASU8B3gVcAB6Bm0uA6AIuXIcB2QVccA8Dqgu4ozAMRF3AHZxhIO4C7pgNfyV9BpjhFUwXaI/wMOHGe99pFOl7u80SI8y5w0eRnst9Ihr+YKzndZ+4jgy/yKgLjBxZp+d7nxhH7Om53yfSEaYXAT7xjjC9IPCJepjhvSjwiX2E6YeB/ALDz/fG6Uiq6MWBv2xGGHmB4ZfiIDzJZ+HhysTq2XUanty1If7DmP8Dyi1reFkraUYAAD4wSURBVHhe7d0JvJXT/sdx/maZIlOEciW3DF1DQkS6xookFRpkKGMDrmTs5h8XKdQVRVGISpEhSiWVoVIKldIkzSqlUdb/fNf5P8c565y997PXGfaz9/m872u/uuesZ+/z7HKe737W8Fs7GQAAPOzkfgMAgDAIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBEBaWrx4sbntttvMypUr3SaUEAIEQFrZtm2befrpp02ZMmXMTjvtZPbff3/z3//+1/zxxx/uoShmBAiAtPH++++bypUr2+A48MADTYMGDcx+++1nvz7ppJPMp59+6j4FxYgAAVLg1FP7mAsvHGB++mmt25RDxyDb7NmzzcUXX2yDYtddd7VdV2vWrLFty5cvN61atTL/8z//Y9uvuuqqrL/Xn5xXQHEgQIAUUDgMG/aDad16hPnzT7c1GwFizNq1a027du3MbrvtZsOhTp06ZtasWe5h1pQpU8zZZ59tj9tjjz1M586dzYYNG9zDUIQIECAFgnBo0+Y9GyQFKc0BovGMF154wZQrV84GwrHHHmuGDx/uHlagQYMGmQoVKtjnlS9f3gwYMCArpGOkNAqFAAFSIAiHJUvWm0suGWjWrNnkHFF6A2Ts2LHm5JNPtgGw7777mm7dupmtW7e6h8X1+++/m4cfftjstdde9nVq1KhhJk+e7B6GQiJAgBTIHQ4DB84w998/JldrttIWIAsWLDCNGjWyF3yNZ7Rs2dIsW7bMPSwpixYtMk2aNLGvufPOO5vrr7/eLF261D0MnggQIAVyh8OOHX+aFi3eMZMmLcl1ROkJkI0bN5oHHnjA7LnnnvZCf9ZZZ5mvv/7aPaxQPvvsM/OPf/zDvv4+++xjunbtarZs2eIehiQRIEAKuOEwb94a07DhYLN58/ac77nHZKJXX33VHHHEEfbCfuSRR2bdjQ10DykyO3bsMH379jWHHHKI/XkVK1Y0b7/9tnsYkkCAAClQUDj06TPF9Oz5Rc7XBR2TKb744gtz5pln2gu5xikeeughO25REtavX2/uvvtus/vuu9ufX7t2bTNjxgz3MIRAgAApUFA4bNu2wzRtOsTMnZu9vsE9ZsiQ72zATJ9euHGBVNL4Q/Pmze14hC7e11xzjVm4cKF7WImYO3euufzyy+157LLLLuaWW24xq1atcg9DHAQIkAJuOARmzVphWrUabsdF3GNuvfV9+z09NHPriSc+N1OmLLXHRp3GGx577DE7/qALdvXq1c348ePdw1Ji1KhR5oQTTrDndcABB5hnnnnGlktBYgQIkAJuOOT29NOTzODBs/IdozuUzz9fZB59dJy54IIBOWFSt+6r5t//Hm8mT15itm/fkec5UTB06FA73qAL9MEHH2xeeuklOx4RJdu3b8+6u+tpypYta8+zSpUq5sMPP3QPg4MAAVLADYfcNJDerNnQuMf88ccO8+WXP2d9qv/M/POfr+WEyfnn9zcPPzw269P9QrN1a2qLC2pc4fzzz7cXZI03dOzY0axbt849LClamf7ll1/atSKvv/666d+/v/1TX+v7ai+M1atXm7Zt29pyKTrvSy+91MyZM8c9DP+PAAHSnBZZT536i3nyyYlZF7xBOWFSq9bLpnPnMeaTT+bnmd1V3HQRbtOmjR1X0EX4sssu87oIazW6Fv+p66tu3br27kWvl+ih43S8nqfn+1Tp/fbbb7Pu8i6wr6cyKh06dCh0+GUiAgTIMN9+u8IOttev/0ZOmJx9dj9zzz0fmw8++NFs2JB/1XtRUDdQjx498nQDffTRR+5hCenirVlShx9+eJ5gOO6442wYtW/f3jzyyCOmV69e9g5Ef+prfV/tOi738/Q6ej29brKGDRtmKlWqlBNML774YuS631KJAAFK0Pz5v9qV5yVl9uxVpnfvr+0aEwVJtWr/NuXL17YX2ldeeSWnom1hKSgUGLrQKkAUJAqUZEyYMMFcdNFFORd+lWu/6aabzFtvvWXvapKh4/U8PV+vE7ymXl8/JxnBBACVVdFrnHLKKZGZAJBqBAhQQtav35J14R5kTj/9RfPbb1vd5mKn0vHPPfeBqVkze+pq0D1z4YUXmj59+tiy6MlS15TCSK+lLit1XSV7sf/xxx9zSrXroXETDbwnW/8qFr2OXi8Yj9FDP08/Nxm//PKLadGiRc4U5MaNG6dsCnJUECBACVEXku4CXnxxqttU4ubNm2eLFJ5xxhk5F1XVnzrvvPPMs88+a5YsyVtWxaXxAA2KB4vxdHFOdjGexia6dOliS6/rNRRkEydOdA8rUnp9/Rz9PP1c/fxkx0g0WF+zZk37Giq/8uCDD9pyLKURAQKUgKFDv7fhcdNN70Zu3YYKDmrtQ61atXI+Xeuhi+R//vOfPJszqf9f03BzlwMZMmRIrlcL5+effzbnnnuufQ2VMFF3U0nSz9PP1c/Xeeh8kvXaa6/lKcOir0sbAgQoZhr30CC2ptiuWOH3SVXdMNpISdNVVS9Kg8e6YOlrfb+oCgOqm6Z37952BlIwlVUPFSLUqvFgwV1hChLqE3wQQKq+q9IiqaCfG1T/1fnovJLlFoI89dRTzXvvvecelrEIEKAYaS3GNde8be8+xo5d4DbHpAFoLWS744477F7fwYU83qNq1ap2DEL9/Zs3b3ZfMmkq69GvXz87XhB0VemhUiS+JdE12K7wUTg999xzbnNK6Dx0Pjovn1ljolL0V199tf370bhSaUGAAMVI5UYUHt26hZv5o/0v7rnnnpxP6HrsvffedqvWm2++2U5X1U59ugPRn/paNZzUDROUCdFDM4Y0A+m7775zf4QXzdbS61arVs1tCk0XZwWRiieOGDHCbU4pnY/OS+fnGyJSuXJlU6ZMGffbGYsAAYrJuHELbHg0bvx2wlXh2rtbwREMKCtAdPehfSzCzkbSYLCq3Hbq1Mkcc8wxOWFy1VVX2UHzwtBr67U0WO5D3UO6sOoiPW7cOLc5EnReOj+dp093lqjG13777ed+O2MRIEAx0FiH6lWddVY/OwYSzyeffJIzGKtBaU2p9RlbyE17gGsPcW3OpNfVJ2vdrSS7NiNQmADRALUCUd1EUbvzcOn8dJ46X5+BdQIEQKFoltXNN79n7z5Ugj0e7dut6bPBBb4oxi5cmnF09NFH2wDQtN3Fixe7hyTkGyB6XjDbStOD04HOU+er8052ii8BAqBQ+vadasPj7rtHuU05dGFq1aqVvVCpVEZRb+Hq0oyj6667zv48lfZI9uf5Bsijjz5qn6fZTukkmJ2l808GAQLA24wZy7M+5b9kixpq5XksQXicfvrpZuXKlW5zsVGJEa0Y10UumX5+nwDRSm9Nb9UaiXQrRKjz1Xnr/JNZsU6AAPCyfv0mc/nl2aVKpk2LvWuguq2C8NDgeUlTl5b6+VWzKuwsLZ8ACcqTpOu+4zpvnb/eR1gECAAvzZu3MxUqNDG9e8eesqsBc415qNuqJO88XK+++qpdda5pp2HuDpINEM0e0/EqG5LOgrInej9hECAAkqbyHtkX2HpGmz0VRHcbmm2lAfOvvvrKbS5x9957rz3nZs2auU35JBsgQVXd4q5tVdx0/nofej9hECAAkvL999/bxX7qEoo3w0nrPHQx0myrKFAoBMUUR44c6TbnkUyAaN+NsMemg6CKb5j9RAgQAKFpvcbJJ59sLzAqIRKLakxpQFYL/Ipjqq6vmTNn2tIbxx9/fNwpq8kEiDZvSvT3kU70PvR+9L4SIUAAhKbV4rq4qJxIPP/617/scVokGDUqeaJzGzBggNuUI2yA6DhNEz7ooINCr6CPOr0PvR+9r3ghKwQIgFDeffddOxCtIoabNsXeJlarv7UdqlY3F3aFeXFQOXfNylIl2VjCBoj2INdxqtuVSfR+9L70/uIhQAAkpGq05cqVs91SifrGP/jgA3vx0d1KVNWrV8+e4/Tp090mK2yAaOtXHVfS+3sUN70fvS+9v3gIEMChX5xEwhyT26RJk8yVV15pP5WrgOCxxx5rmjRpYr8fddpUKRhY7dWrl9ucT9DNFXYqaCoEax5iDfCHDRBNe9U0ZZWCzyR6P3pfiaYlEyCAI0w4hDkmoHEArT/QpzqVCVf3j4KjQYMGSb1OqgSfsnW+YZx44ol2llaUxwTWrl1rV6irbHxBFCC7736QqVs3/ns+9NBD7YeBTKT3pfcXDwECOMJc1MMcI+ru0UykWJ9Qk609VNIUdBovUJkLhV8iGvPQhVmF+aJOYyDqkitooFhrWypVusk0a/aU25Tj119/tf8dXHrppW5TRtD70vvT+4yFAAEcYcIhzDFy4403mueff979dlrQim2FnwIh7J4WKhWivxu976jTToM614JqP6nCsApE3nJL7O1atThSz2/fvr3blBH0vvT+4i0CJUAAR5hwCHOMqBugoAtUOtCe4HqfDz74oNsUk3a303MSDb5GQZcuXey5fvzxx25TqAAZNWpU2rxXH0HXpd5nLAQI4NAvTZhHGOoiSWYqq47VftOpfmhwWe9RYwQFdfHEEgxOR2X/73h69uxpz3XIkCFuU6gA0fP0/HTZ9yNZwT4hBf39BAgQwBEmHMIcI8kGiLZjdYMqVQ/Nwpk/f757inGpaKGe27dvX7cpcoJ6XjpnV5gACd6rXicTxfv7CRAggEO/NImEOUaS7cIaO3asueGGG0zLli1T+tB0Y71HlWJPBncgmYM7kPzC/dajVAsTDsExo0ePNnXq1DH77ruvLf3QokULs3z58pzjNJgcZu1E1GiaazCAPn78eLc5JsZAMgdjIPklvjKg1EsmQLTQTMXntFL7t99+s9NyL7jggpzjNI1Xe2GsXr0653u56SIWVSrtrSm8FSpUCDWFV4JZWKo3FXUKe53r3Llz3aZQAcIsLAIEyCeZAHFpDwwtostNCwmrVKliu3c0p14LCVVjKB0WEv773/+256hV9GGo8q7GTmrXru02RY52SNReJQVNEggTIKwDIUCAfMJc1As6ZuPGjaZbt27msssuc5vsp/krrrjCFhnURUtjI02bNk1YrC7VVMZEYaD327t3b7e5QH//+9/NPvvsY4sqRpXuFlXW/cwzz3SbrDABIqxEJ0CAQtMFVg8NPiczaJ4Ofv75Z1vee6+99jKzZs1ym/Np06aN/bv48ssv3abIUGVhnWPnzp3dJitsgFALiwABisT69evtrKVatWq5TWlvxIgRtpR7tWrVEm4QNWzYMHtxvu+++9ymyNDdn84x1h1g2AChGi8BAhQZhUiZMmXcb2eE2267zV5U2rZt6zbloYDRRaVixYrmzz//dJtTTn36upvSroSxhA0Q9gMhQABvGlyeNm2avWhqf/Dbb7+9wDGQTKD3eNJJJ9kLi+4y4tH0ZR2nO5eo0V2izq179+5uU46wAcKOhAQI4E196ZrNo0+0mu6qrV7DTnlNR5qmq1lmBx54oA3MWHScurzOOusstymlNJ26bNmydjKDJj3EogCpWbOvufPOD92mfNgTnQABEJKmJesCo5Lt8T6hNmzY0B6n6ctR0bp1a3tOzzzzjNuUz8SJi81PP611v52P1vroNRNtPpUugs3DEu08KQQIgKQFNbti7egn8+bNs1OWjz76aFsaPtW0Sl53RSeffHKRTzG+6KKL7N+HpmunM52/3ofeTxgECICkqdTJUUcdZUudTJgwwW3OEYw3XH/99W5TidJUZHVbaTvhqVOnus2Fpu179T4TTXuNOp2/3kfY7YgJEABeFBwKEAVJrNXK+qRfo0YNe1Hq0aOH21wiFHbB4H9xbu518cUXR67LLhlBIUy9j7AIEADeVPtLFx11acWiwXbN6FHYlPR6CXWdaU8TnaOmIcejWVcXXjgg7riHjolFC0hVvl/b/0ahyy4ZOl+dt84/mYWwBAgAbyp1osF0XaBfeOEFtznH119/bS80Ks4Yb3+JoqRuq+DO49prr7XnGo/CYdiwH0zr1iNMrOUr8QJEgkBt1KiR2xRpOl+dt84/GQQIgEJZsmSJndar6b2avhuLSptoCq0uVP/617/izuAqLA2Ya8wjuPNIFB4ShEObNu/ZIClIogDRewoCNV32CQn2/Ug0q64gBAiAQnvnnXfsRejEE0+MW+pEAVO5cmV7rMZGZs6c6R5SKFqDo6m6mm2lAfNk9mIJwmHJkvXmkksGZr3WJueIxAEiuvNRTTTdbUVxIWVuOj+dp85X550sAgRAkVCJkzBjDSr30qxZM3usKuJq75BFixa5hyVFg/ia8RXc4WiqbrKzrXKHw8CBM8z994/J1ZotTICI7rZU0kYLTMeNG+c2R4LOS+en8/QtfEmAACgSuvNQsUVdwIcPH+425zNy5Ehbj0rH61NwvXr1zODBg23AhKG9V1QJQIURdSHU66jbSosEfdZ55A4HrURv0eIdM2nSklxHhA8QUTea1sHo3KJ2J6Lz0Xnp/HSevggQAEVG5d51YVItpTBdIupzHzBgQNaF+VQbAHpottZpp51m145ooaKm3vbv39/+qa+bN29uy8fo7iV4joLo6aefNr///rv7I0Jzw2HevDWmYcPBWcH4Vxi5xySii7P2RlFARmWfeJ2HzkfnVZjw+PDDD+2/lf7+S2piRKoRIEAx++9//2svKtqIKszgdWD69Ok2IDTtVuMXQTgU9NAnZ20Gpf08Jk2a5L6Ul4LCoU+fKaZnzy9yvi7omETUPaQxBp23ZjuFvcMqavq5wWwrnY9vt9WcOXNydivUniF66P/r38P3NdMFAQKUAFUp1kVFW+L6mj17thk7dqx588037R2I/tTX+n5hy8SvX7/FDpbnVlA4bNu2wzRtOsTMnZtdILOgY8LQ3VgwO0vrLUp6PYx+nn6ufr7OI8zdoUtrRTp06JBz56eaWaqXtXDhQtO4cWP7PU1e0F7zv/zyi/v0jECAACVAg9qqTqyukqjUh9KsqqFDvzdt2440NWq8lPWJ+SWzcePWnPZY4TBr1grTqtXwnBLvvtRd16VLl5y7K5UNKe6/G71+UJ5EP1c/P9mpurqLfOmll3KmRVeqVKnAysPjx4+3YyI6Rt1j2oxqy5Yt7mFpjQABSojqKamPXMUUVU4kFVas2GjeeGOmuekmld1/0QaAHhogf/vtvGtW4oXD009PMoMHz8pzjF473qr1WLTSOyh7EnyS1wW5qPYT0evo9YKqunro5yWzwjygUDjllFPsa+y7774JQyFs2KQrAgQoQUExxauvvtptKjZLl/5mBgyYbu8agsA47bQ+5sYbR5hBg741y5ZtcJ9ixQsQDaQ3azY0zzHabEqv+/DDY82qVckP3quWWFDFVw8txtSUZnU3ad+SZOh4PU/P1+sEr6nXj1fsMpbCdkupu6tjx452rCoIyTDl4aOOAAFKkLpLzjnnHHsR0SfT4rJo0TrTt+9Uc+212Rd5Pc444yW7qlx3Gj4X+ES+/36VHR/Rz6pV62Xz8svfZH36T657SHRh1eZNqhcWXPj1OO644+zulu3bt7eTC7QoUmNB+lNf6/tq13G5n6fX0ev5XLC1ydaDDz5oa2LptQo7MK4Bd52jXkt3o23atEk6HKOEAAFKmIopaoGfSp18//33brO3OXNWmBde+Drr7uatnNDQuMYdd3xgRoyYbdaujb0ivqhoXERlT1SEUT+/fv03zKefLnAPC0Vhqz3I1U1Ut27dnG6gRA8dp+P1PD0/2TGOwMCBA3MG2o844gjz2muvuYd403ThKlWq2NfWfwuqzOyzVifVCBAgBYJtUrVCPF4feiJfffWV6dSpU9br1M365N3OXrTPOquf6dBhlHn//blmw4aiGUdIln5u9+6T7eC8zkl3Pj/+WPitjTV2pDsAzT57/fXX7R2I/tTX+n5RjC3NnLnUXHJJG/vvozuPBx54IO52v762bdtmgyOoFnDCtSeYj+b7r0NJBQIESBHtF68Lxx133OE2xaU+fHXXaDA++NR9wAGHmVtv7WlGjZpnNm2KzidZdaVpH/WgC61btwlm3brivxPysXr17+aRR8bayQUVK95orr22rVmwYIF7WJFbtWqVueW+W8wut+xiduqzk7n8w8vN3HVz3cMiiQABUmTTpk2matWqdlBWJUhiURfMp59+mhUQt5ry5cvnhMb+++9vV6ercKNeK8q0n/pVVw22QXL++f3tTLA//gi/qLI4aW3LK698Y8dtdH4ax/n668XuYcVuxqoZpvZ7tW2I7P7S7ubuyXebdVujvY8KAQKkkAZ21U1Srlw5s3Tp0pzvq3tD/eSqpJu771/H3XDDDeaDDz4osmmuJWX79h121lft2q/YC3WjRoPN5Ml5a2uVtLFjF5gGDd6w51OnzgC7LkbjOKk05KchpuLrFW2QHPLqIabvD33Njj+jEbYuAgRIMc0iUjicd955tuiialsdcMABOaGhWUSarTNmzJi0HGh1aTD/scc+y1mH0q7dh7arqySprpcWUOrna5xG61p++y06gbzljy2m67SuZp+X97FBUn1odfPZsnD7spckAgSIgAsuuCAnMPTQvurt2rWziw8LW6YkqlQO5eab38uZLdajx+Q8K+GLg8ZfHn98gh2P0c/VDLWFCws/8F5clv6+1DQf29zs3GdnGyTXjL7GLNyw0D0sZQgQIAK01kDBoXUGX3zxV7HC0mD06PmmXr3X7QW9bt1Xs+7CfijybiSNt7z55kw7/qKfo6rCGpdJF1+s+MLUeKeGDZG9+u1lHvr6IfP79qJfy5MsAgSIgLPOOssuLFu5cqXbVCpowWG/ftNyBrK1AHLatGV5jtH3tb4kXrkUHeP64oslOWtjNP6icRiNx6SbP7P+N2DOAFP+tfI2SCoMqmAWbyg4BCctn2SuHHWlHUPZo+8e5tg3jjVNRjex3w/oNQqr8K8AoFBUCVYlwFXeorRbufL3rLuxT21JFF3wH3pobM7diL7WIsXWrUeYWL16boBoLYq+p/EWjbuUxGLK4rZh2wbT+avOpvKblc3stbPdZtPn+z627a35b5k1W9aYTds32eBoMKpBntAgQIAMoA2N1H2lDaKQ7dtvV9gCj7ojUal5CcJBixIVJAVxA0TjKnfd9aGZMyd9y4Uk49s135pjXj/GrNq8ym2yHp36aM7/J0CADKCNpnQHknsaL7LlrqUVhIP2LbnkkoG2HL3LDZDS5sbxN5rnZ4X7IEKAAGluxYoVduxDYyCIL3c4DBw4w9x//5hcrdlKe4BorOPH9eHK1BMgQJrr06eP7b7S/uWIL3c4aFxEXVyTJuVdiFjaA2TPvnvaNSRhECBAmtP+FCplUhI1l9KdGw5aDKjpuNqbJOAeU9oQIEApoW1utZ/2aaed5jahAAWFQ58+U0zPnn+tmynomNKELiyglFApcnVfdevWzW1CAQoKBxVCVPFDrWqXgo4pTTSI3uu7Xu63C0SAAGmsXr16NkDmzk2P0t2pFiscZs1aYbfr1bhIrGNKC03jrfRGJbN6c8HTlrtM7ZLz/wkQIE399ttvtgrviSee6DYhhnjhoGKIgwfPintMaaGFhFUGVzFvz3/b/LrlV7uQcPKKySwkBDKFdtHT3Yf28kY48cJBA+nNmmXv/w5jJi6faK4YdYU5eMDBdm8RjY00HdPUBkmAAAHS1FVXXWUDZObMmW4TkDYIEKCE/f7776ZMmTLm+OOPd5uAtEKAACVs6NCh9u7j/vvvd5uAtEKAwNvChQvNU089Zd566y23CXE0a9bMBsjUqVPdJiCtECAIZd26dWbUqFGma9eupn79+uaQQw7J2T1PhQDHjRvnPgUF2LJli9lvv/1MxYoV3SYg7RAgyGfr1q1mypQp5tlnnzXXX3+9qVKlSp7tVvWoUKGCadiwobnlllvsamrt4f3tt9+6LwXHe++9Z//+Onbs6DYBaYcAgZkzZ44ZOHCgufPOO80ZZ5xh9thjjzxhsf/++5sLL7zQdOrUyQwfPtwsW5Z3pzhNSdVdyBFHHGG7tRBby5Yt7d/ppEl/7QwHpCsCpJRZvXq1effdd+0e3BdffLEpW7ZsnrDQ3cQ//vEPc/vtt9tSG9999537EgXq3r27fb7uVvQzkN/27dvNgQceaIP2z1hb6gFphADJYJs2bTKff/65vbg3btzY9ru7XVF/+9vfTNOmTU2PHj3M5MmTzebN/lt+3n333fY1a9asaaeqIq+PP/7Y/v3ccccdbhOQlgiQDKIxiH79+pm2bdua6tWrm1133TVPWOjT7+WXX25XP7///vu2GmxR0qfq6667zv4s/Zw//vhrNzkYO16kvxsmHCBTECBp6ueffzbDhg0z9957rzn//PPNvvvumycs9tprL3sn0K5dO/PGG2+YefPmuS9RLLZt22b3uNA53HDDDW5zqaUwPfTQQ+2DYEWmIEDSgArvjRkzxjzxxBPmyiuvNOXLl8/XFVW1alU7QNurVy8zbdo029+eKhs2bLB7XOi8Onfu7DaXSrrr0N+H7kKATEGARJQuwpoRVbly5Xxhcfjhh5srrrjC7iMxevRos379evfpKbdy5Uo7vqLzff75593mUkfjHvq70FoaIFMQIBHVu3dve8HRlNratWvbAWp1WS1ZkncP6CibP3++7bLZZZddzNtvv+02lxoaGzryyCPtGJS6+IBMQYBEVKNGjWyApPviPHWnaeW19r4YO3as21wqaM2H/i3VxQhkEgIkgkqqWuvatWvNl19+aS/sWgyodR/6U1/r+2ovCp988onZfffd7Wr1GTNmuM0ZL5jerFXoQCYhQCKouKq1qjyJBuK1gDB3Lat4j4MPPtjUrVvXPPbYY3adiO8MomC1uiYAlLbV6lp/o7sw1cECMgkBEkFFWa1VF2ut+zjmmGPyBEOlSpXMZZddZtq3b2/bNXtLdyD6U1/r+2o/7rjj8jxPA/j6RO3TtfbMM8/Y1yhNq9X1b6j3rH9TINMQIBFTVNVa586da5o3b56zmFBdYi1atDCDBg0yy5cvdw+PSxd7lWy/6aab7EBwECZa7zFhwgT38Ljuuece+9wzzzyzVKxW112k3q/uKoFMQ4BETGGrtWrNiKaMBsFRrVo18/LLL5uNGze6h3pRpV5dDLV4MQgSdYn9+OOP7qEF0owkVfjV83SHk8r1KiVB41gK79IQlih9CJCIKUy11o8++siWWdfzdeHS1NniLNo3ceJEW6VXP0/Tjbt06RJqjCT3avVWrVq5zRlD+53rPWr/cyATESAR4lutdceOHXbcQoPUmu300EMP2TuFkqLuLa1z0MXy3HPPtWVWEtEd0emnn26fU9STBaJC/yZ6f5pAAGQiAiRCfKq1asxE5U30vKOPPrpIBt59aDV8sHZFM7w0DTgRrVYPBumfe+45tzntadqyQl3vE8hEBEiEJFutVf3q//znP+1zLrjgArNmzRr3kBKnIND4yz777GO71BL56aefzGGHHWYvtJm0t7omMejfRQ8FvO4SgUxTNAGixWFNmxpz+OHG7LZb9p9Nmhgzfbp7JGJItlqruruC8KhXr16k1hiMGDHCVgNWd1qYEAlWq2scJVNWq6tOmf5tTjjhBPtnmzZt3EOAtFf4ABk82JhDDjGmRw9jFi/WCKkxqtfUs6fJuhpmtyOhoFrrzTff7DYVSFNqdbz23YjiTCa9H4WIZiCF6c5SUUgFiLbPnZ4BHzxUjVi7Oy5atMiccsop9t/q0UcfdQ8D0lrhAkRTNw8+WNNN3JZs+n65ctnHIa5kqrUGhRa19WxRTc8tDroTUXeWxkTCDKxr35JgtfqCBQvc5sjT9r8DBgyw623076O1LvLLL7/k7Ab50ksvOc8C0lfhAuTWWzXVxP1uXmrXcYgpmWqtP/zwg9l7772zcrlcqItyqj377LP2wqnZWWG65rS1ro7XNORVq1a5zZGhxZjDhw83nTp1sncYqjgcjHnosfPOO9vyL4E5c+bYsjA6TsEKZILCBUjlysbMmuV+Ny/dheg4xBS2WqsGYoONmt555x23ObKC2Vlhu3C0y6KOr1GjRiQW4Okub/z48eapp54yDRs2NEcddVSesAgemjig0Pj6668LnEatrjx16alrT3vVA+mucAGy557GbN7sfjevTZtM1m+M+13kErZaa9++fe1x2nc8naxbt87eYamke5gV67ojUxkWvddLL720RMd4FNIag3nxxRftONPJJ59su9VyB4XuJOrXr2+6du1qJwmoavHDDz9s29StqGoAsXz44Yd2bER3m+ryAtIZARIBYaq1aodCTXfVp9ylS5e6zZGnVfG6wKrsSRgKDR2r5yS6MysMDXIPGTLEdOjQwXaz6Q4hd1jo63POOce26z3EG5sJJjZodX5BdyABjZOoi0tVA9JpgzDAVbgAoQur0MJWa3366aftcWG7gaIoKHvy2WefuU0Fyr1aXWMNhaU7IS3WVDdTgwYN8pW010X9pJNOMq1btzYvvPCC+eabb0KN2wR0rF5Xr9W0adO41QQef/xxe5xqlf36669uM5AWChcgbdsak+iCxiB6XGGqterTuPrddfeRzhcb1c7Se1UdrLA0kB6sVteAfFiajKD9T/QcdYcF6zFyP9StpjGNJ5980q4/0V1eYW3KuuM+++yz7eu3a9fObc7jrrvussfVqlUr60Y+wZ08EEGFC5A5c7Kn6Saaxjt3rtuC/xemWqu6WHShufPOO92mtBNU8U1mP5Hcq9UHx1hXpJXfKlWvi/IZZ5xhx1tyh4W6COvUqWPuu+8+OwFh2bJl7ksUGYV81apV7c/9z3/+4zbn0HjLNddcY4+74oorkrrbAaKgcAEiKhSnhYRaOKj+XE1D1fRSfVrU9ykkF1PYaq1qT/aiG1XBbouaOJAMdScFq9U1ffbdd9+1RSMvueQSU7Zs2TxhoUFqDWbfdttt5pVXXjGzEnWzFoPFixfbMQ51i7366qtucw6NlSjYdN4qZQOkk8IHiGT9cmd9lDJZHxOzS5loBbq+njbNPfIv+sSdARfEwghTrVUzejTt8+9//7vblJZ0wTzooIPszobJfuIeM2ZMvhlRehx77LGmSZMmdsdDbbsble4gBZfCTYEWr6SLClFWr17dvhf9NwGki6IJEB8aO8n6hTEvvui2lBoasFVXS7xpn/qkrQvLgw8+6DalLZVr0XvSxT5ZWkCpENHY0ciRIyNRQDIe7dioDwAav9L6kFjUpabZeMdn/b1MLcW/E0gvqQuQefOyy6Dssosxw4e7rRkvqNaqQojxBFvA6tN3plDVXb2n3Cu1w5gxY4Z93tVXX+02RZrGXLQCXetH9O8ey6Kstl5Zxywrpb8TSD+pCxD56itjypTJXidSylbmBtVa+/fv7zblUbNmTdsFEm+QPd1oZpXuIjStNxnBYr0333zTbYq8Pn362HOvVKlS3AH8P0rx7wTST2oDRD78MHvc5MADVY3Obc1YQbXWRNNyNXB84oknut9Oexq3UOn6ZGjNhLr8imK6bSoEY14a79C4R0y5fydSMAEACKtkAkRl3uMZMMCYnXc2pkKF7JlcGU6rmTU7R/t5xLNixQp7wdGGRJlGJUr03hIFaGD27Nn2eC3US2fB+I9mXsVbrW40c6sU/U4gPRV/gGisQ78I2mAqzspc88QT2YPqVatqIr3bmlGCVeXq1ohHg8w6Ltkpr+mgffv29r19pS6bEDReouNVBiSdaeaZ1nzovTyb9TvxZ7ydCkvR7wTSU/EHiArhnXNO9i9CgpW55q67so/T8aqhlaG0UlmDqrrDiEeF93Sh0XhJpgkCIcz+J6J1HdrhUIUL052mGT+e9d/4p/pvXf/Nx6PfmVLwO4H0VPwBIvr0pE9R+kXQp6pY9GlMdyo6LutT2p9/xPl0lqZUCFEDyLVr13ab8gkKEGqf8UwT7BOiVfaJaCW6uvzCFmJMB9vD/k7orj34nVD3XZJrZ4DiVDIBIurHVX+uurPidUNs3Wq2X3iRebLCNVmfUsMV3Usnzz//fOhQ0ApmHasy7plGO/PpvcVbpR1QrSodm3G7+SXxO2Hq1MkOkZBbHgMloeQCRDTLSjNLNMNEM01i2LJhk2nWbKg59dQ+pk+fKW5zWlMtKN2BhNlNkDuQbJrKrK1xV65c6Talv5C/E0aLTatXzw6Rhx92W4GUKNkAEc1t1xx3zXWPM4C6evXvpn79N2yIDB36vduclnQB1NiHLohhMAaiD+lLbPfVBRdc4DZljpC/E2b5cmMqVcoOkQQTMICSUPIBIlplq9W2WokeZ2Xu4sXrzYUXDjCnn/6iGTt2gducdrTLnS6a2ho1DGZh/XWn0qtXL7cps4T8nTDa0TGo4PDLL24rUKJSEyCiej/6JFWxotm2fJXbmuO771aaWrVeNmed1c98803sFbzpQPtg6NN0vF3tcmMdiDHnnXee7fL7pTRcLHP9Tpg4q9VtEVIVXWRAHSmWugCRrF+C0WX/Ydpd3dds3Bh7UdWkSUtMjRovmfPP72/mz49/wYkqXSg1DfXUU091m+IqzSvRly9fbrv8NO251AiKjJ5yisr0uq1ApKQ2QLJ0//doO87Rps17Ztu22NN2339/rjnttD5Zn1wHZV1Y0q+UhRbA6RP3//7v/7pNcZXmWljaVlZ/Z927d3ebMpv2BVGIaNwn3mp1IMVSHiA7dvxpOnYcZUOkU6fR9utYBgyYbo+7/vphblPk1a9f314M52gXxySU5mq8KvWiLr+FCxe6TZlNXVPqtlSIaF+deKvVgRRKeYDI1q1/mBtvHGHD4amnJrrNefTrN8107Tre/XZkadXxxx9/bLtiqlSp4jYnVFr3A9E+H7rzOv30092m0kGbYtWqlR0iWXdiBZoxw5imTY05/PDsacD6U4sOp093jwSKRSQCRNav32IaN37bhkj//t+4zWlDu9BpG1Vtp6ryG7oI6mKph3an27hxo/uUuErrjoT6O9Tf2eOPP+42lR6aYHDrrQXv7Km94bVldI8e2cVKtZW0FiZqa2mNLcXYOx4oSpEJEFmxYqO57LJBdqxj5MjkunriUdfX2rVFv82pZgZps6D77rvPVlfVgHcQFnqo9HiNGjXMXXfdZcNE31M5ju2qD5aE0rgn+uWXX26P+1HTVpFXMJV35ky3JZu+X65c9nFAMYpUgIhmWWm2lWZdTZyYoAx8SG3bjjRLl8beNjYM7UExduxYW1ajYcOG5sgjj8wTFnqccMIJpnnz5nbtwtSpU7M+FG7Leb5CI5i6qmP+jFeZ2KHV2nrenXfe6TalHa3ETxSG2itjjz32sFv+ogC6K0m0d7radRxQjCIXIDJ9+jK77uOcc/rlu/Cri0uLC3/6KXZVVh2zefN2+1w9WrceYdeQ6P+vWZO4oqkG8ufMWW1XwHfpMt5cdNF9Zvfdy+YJC01B1d4UGgjWGMe6devcl8lHM6l0R6Ln33vvvW5zTAqfo446yu6rnWjdRJRNnDjRvneth4ln0KBB9rhHNaUV+VWunHijKd2F6DigGEUyQGTChEWmadMhZsGCvEGhcBg27AcbCrE+xOuYKVOWmptvfs8+dEfTsuU79v/36JF/4FbBMnr0fNO9+2T7umef3c++RvCoVq2d+ec/G5sOHTrYu4FFixa5LxGaprAef/zx9gLZQ/3XIQV7iKTzRVXTdvUePvssfpFM3eHpOI0noQB77pk9yB6PSr+rPApQjCIbILHogi5aN6IgKUhwTCB3F9Zvv221CxP79p1q2rf/yN7N5A4LlU1RcGmml15fdyLxphb70Er08uXL27UQb7zxhttcIHWhHXbYYfYuRCXh001QGDJRSXbdpe29995eM9ZKDQIEEZG2AbJkyXpzySUDC+ySyh0guvg3ajTY3H33KHPVVYPzhIUeGrS/556PzWuvzTBTp/6S9XuX3AC3r+nTp5v999/f9vWPHj3abS6QyrrrInzddde5TZGm7j2NGWlSQaJB8WC8p3Pnzm4TAnRhISLSNkBk4MAZ5v778y+wy33MrFkrcsLivPNeMbfe+r7p1esrM27cggLDpyRpUF4Botlb0wqaqunYsWOHOe200+wFVrO/0kWjRo1Cd781bdrUHhvm76PUats2u+RJPAyiowSkdYDo7qJFi3dsl1RubheW7iyiWkNLq7LVlaXuKe28l8gPP/xgu3jKlSsXak+RVAuq6Z577rlx133Ili1bbJhWUslyxKZqBpqmm2gab7yqvkARSOsAkXnz1piGDQfbWVcB95io04ZRusged9xxoTZN6t27tz1ea0uSXZhYkkaMGGE3gjrkkENChV2w6j7RGhFkef317IWEWjioBYSaMq6/46zAtt9XO1DM0j5ARLsW9uz5Rc7XBR0Tdffff7+9eKp0R5hQuOmmm+zxWnCX7MLEkjBu3Di7gr5MmTLmyy+/dJsL1KJFC/ue4pU4QS7ffJNdKyvr7tWWMtEKdH1N9x9KSEYEiKr4aubU3Llr7NcFHZMOWrVqZS+gWieRexFiQRQaKjao4+vVq2e7f6JCdx4KD5Wv/+ijj9zmAun9HnjggXawPZlFlgBSJyMCRDRY3qrVcDsuEuuYqFMoXHbZZTYUrr/++oQXUk15DUJEW76qAGGqqTtO3Vaabhw2PERb2+p9ZMJqe6C0yJgAkaefnmQGD54V95ioUyiceeaZ9mKqUu6J6M5DOxbq+KOPPtqWUEkFlR8JZltpzCNst1UgqNA7fnz6VFoGSruMChANpDdrNjTuMelg9erVdiGdLqjPPPOM25yPpvc+8sgjdjaXuo0eeughW/W2pGgmWVAbTLOtwgyY56bZWQodlYfRewGQHtIuQEoLbaIUrFZ/PeSMGnUZVahQwV7IVS5Fq78TdYMVhmpbBeVJtJ6lS5cuCafqFkTrYfQabdq0cZsARBgBEmEzZswwBxxwgL2r+OSTT9zmAmn/kDvuuMOOQ+iiXK1aNfPyyy+HmtkVhu5sVJI9qKqrh8qTJFphHs/tt99uXyfsewQQDQRIxGk6rEqA7Lvvvkmtzp47d64tGx8EiabTapqsKt0uX77cPTwudampm0pThzVTKggOzRabMGGCe3hSdId0xBFH2E2mojgdGUBsaRkgf/yxwz5KC3VFaUtcjRHMnz/fbY5LXWEaHznmmGNyLvx6aLW3Zny1b9/etvfq1cv079/f/qmv9X21a3Fj7udpJ0Et9Iu3n0cyghLvmsIMIL2kXYBooPzii19LuHd6pnn++efthfZvf/tbqNXqBZkyZYp54oknbJeTBq1zB0Osx8EHH2zq1q1r9z3RAj+fMY54OnbsaH/OyJEj3SYAEZd2ATJmzE92lpUKIpY2qlCri60KKqq8e2GtXbvWTrfVILYG6nUHoj/1tb6v9uKmOyNVJY7SQkgA4aRdgKj6rgJk9uxVblOpcMMNN9gQCbNaPep0R6T3cu2117pNANJAWgXI1q1/mHPPfcXUrx9uE6ZMpC4k1b/ShVf7ghTnNN3ioAWH2v+kW7duOTszag8QAOknrQJk/PiF9u6joG1pSxOtVq9Zs6a9+Ea5cq1mVWnmmMZvWrZsaapWrZpvjEWzw/R+AKSftAqQhx8eawPk229XuE2lTu7V6t27d3ebU2LevHl2i9527drZgFNBxdxhoanIWj9y7733mmHDhqXl1rwA/pI2AbJ9+46si09/u41tmvXaFBtN0dUaCq1W1/qOkvTrr7/amVOa8qvpvrnXh+ih9SfVq1c3bdu2Nf369Suyab8AoiNtAmTy5CX27uPJJ0vX9N1EdGFOdrV6sjZv3myn8Pbo0cNuOaupxG5XVMWKFU3jxo3t3dDnn39uNm1K7XbBAIpf2gTIY499ZgNE29Mir9yr1YuiGu+sWbPslN7bbrvN7nq422675QmLsmXLZt0JXmIefPBBu4ugutMAlD5pESDa46Nu3VftQ/8f+Wkmk89q9WXLlpnhw4ebTp062cKI2pM8d1ioSOIZZ5xh9+kYOHCgmaP9uAHApEmArJg43bT/223mP13Huk3IRWVIdNFXF9OKFfknGmjxoe5WnnzySdOwYcOcyr25HyeccILdzOrZZ5+16zRKsiw8gPSSFgFibr8960x3MptHj3Nb4HjggQdsEJx66qlm0qRJpk+fPubGG280J510ktl5553zhIXKmTRo0MB07drV7gi4bt069+UAIKboB4imXB1xhDEHHaSpWG4rCtC6det8dxZab1GrVi3ToUMH292lGVwAUBjRD5CJE+3dh6Faa2harX7OOeeYOnXq2DuQ6dOns9MfgCIX/QDp2DE7QKjWCgCREv0AOeYYY/bf3xiqtQJApEQ7QKZMyb77oForAEROtAOkU6fsABk2zG0BAKRYtAOkcmVjypQxhrIYABA50Q2QzZuN2XVXY5o1c1sAABEQ3QCR774zhsVtABBJ0Q4QAEBkESAAAC8ECADAS+oDZMYMY5o2Nebww43ZbbfsP5s0MWb69LzHLVpkzNix+R9z5+Y5DABQMlIbIIMHG3PIIcb06GHM4sXGbNtmzJIlxvTsacyhh2a3B957z5iWLfM/Xn31r2MAACUmdQHy44/GHHywMTNnui3Z9P1y5bKPAwBETuoC5NZbjXnkEfe7ealdxwEAIid1AaJV5rNmud/NS3chOg4AEDmpC5A998xebR6PSpjstZf7XQBABBAgAAAvqQsQurAAIK2lLkDatjXm0Ufd7+bFIDoARFbqAmTOnOxpuomm8bJQEAAiKXUBIq+/nr2QUAsHtYBQCwl//tmYZ5/N/r7aAQCRlNoAkW++Meaaa4w57LDsUiZaga6vp01zjwQAREjqAwQAkJYIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAICX/wNBp5+7xJTFTQAAAABJRU5ErkJggg==)
| Product Number | 4H54-5-66 |
| CAS | 219864-28-5 |
| MDL Number | MFCD00117563 |
| Molecular Formula | C14H9ClN4O3 |
| Molecular Weight | 316.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory