![6-(1,3-Oxazol-5-yl)imidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABigAAAYoAEbepvCAAACO3pUWHRtb2xTb3VyY2UAAHichZTbbuIwEIZfZeTrxaccjQgVolpppbYrbbvS3lUmMTQSiasknN5+xwQoARqUg+3x/43tGdujh22xhLWp6tyWCRGUEzBlarO8XCTk79vPQUwexqMURSgs64R8NM3nkLHNZkPTD1PorS1pagvS9g+3dd7RbDxqqwWTnAv27/npdc8M8rJudJkapOp8WO+NTzbVzX4W3wzBCl2t85K1clZU69bbu+Tu5XRbZ+RrLVPsmyAK83xpYG6rQjewlpziy3/AwpSm0o3JYLZDs0d9XPt49Pxo01VhygarzkOe6uVrU61SNBR2adIVOsPKr8eEFAIB3dhiUlV6B67mzFqAlqA90D7oAHQIOgIdg1agBccP+wUKBCqEj/FeGjfg2+7T4KxhCi8wPT0vp/9vDJZ0KZKS+yCpkEEIHg0Ul+BTJT0FIZVBFB6Lg/EgOQARtnDgiEaB9EChMg5BYEQkljFVKhYEdjjOQFAPjTDAviBUrgw8bGP8vEiemgNJedSWsd9tB34cHeWCRiG2sDOOFRqjINj78GIlMYjsFMXxaGbL7KwKeZaQGU7KSf6YeS0PESZgq8xUCZk4B056Dsgu4PLRD3hdwGWvH/C7gMt1PxB0Abcz+oGwC7h91A9EXcDtun4gvlr0HUB1Abep+wHBrzJ3jxBXcXJODoi4iVxkuz1ld4a5SHh7Ku8wFzlvT/Ed5iLtx1Pfy4Q31nOTYWenhR3vJ6xe3V3s7GJjeJ2P/wNVX8CXgD/64wAAQsBJREFUeF7t3Qn8lXP+//9ZvhgNRnYxxjJGxvjZihAJSaQkSckyQhiSrNmXKcsIWdJIi62NCjWIUjGVLCnFtKmJklBKq2Le/8/z+vzfl+u8P9s57891zudc5zzut9t1o891nfP5nPP5nOt5Xe/l9f6FAQDAwy/cLwAAkA4CBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIjBYYf9M9jq1funmTPnW3d3Cnts0hEgABADGwraunR5zd2dggABAIRsKBxzTP/gvzNmfOUeEiJAAAAhGwq9e78f/LdTp1HuISECBAAQsqGwevUPpnHjgcH/T5262D0sQIAAAELRUBg48KPg/887b6RzVCkCBAAQiobC+vWbTNOmzwb/njjxv86RBAgAIMINhaFDZwX/btv2BfO//0UONGWPTSoCBABi4IbCpk0/mdNOGxR87fXX50WOLHtsUhEgABCD8kJh1Kg5wddatRpifvzxp/Dr5R2bRAQIAKRhxYr1QX/GJ5987e4KlBcKP/30P9OmzbDg6yNH/if8ennHJhEBAgAOdYJPm7bUPPfcDHP99W+a5s2fD0/6hx/e1yxZ8r37kApDYdy4BcHXTznlefPDDz8GX6vo2KQhQAAUNXVwz527PLhD6N79bdOu3Yumfv0nw5O8ux133ACzfPk692kqDYUOHYYH+wYNmhn8u7Jjk4QAAVBUvvpqdXBX8PDDU8zFF78Slh6paDv22AHmsstGm0cemWrGj19oVq3a4D5loLJQmDz5i2BfkybPmHXrNlV6bJIQIAAK1po1PwSzwQcM+Mhcc80Yc9JJpXMzKtrUPNW+/XBz773vmFdemWPmz1/uPmWFqgoFhZX29+s3rcpjk4IAAVAQNm7caD788EPz5JODTNeuT5ozz3yuTEC4W8uWg023bmPN889/HBQ/3LBhk/u0aasqFKZPXxrsVxNYVccmBQECIJHmzZtnBg8ebLp06WIaNGhgfvOb35hf/OIX5re/3dPsvntrc+CBPVLCQvWpOnd+zfTp8755++1FFTZF+UonFPT9oz9T0hEgAPLe8uXLzejRo83tt99uTj31VLPddtsFYVHetsUWO5k//KGladu2j3nggUnBJL5Fi1a6Txm7dEJBC01pwal0jk0CAgRAXlm/fr2ZMmWKefjhh83ZZ59t9tlnnzIh4W5//vOfzXnnnWceffRRM23aR2bjRv+mKKSPAAFQo2bNmmUGDBhg/va3v5lDDz3UbLbZZmUCIrrtvPPOpmXLlqZHjx7mjTfeMCtXZv/uAuUjQADkzJIlS0yfPn3MjTfeaE488USzzTbblAmI6LbVVluZY4891lxzzTVm+PDhZtGiRe5TogYRIAByYvXq1ebXv/51mZCw269+9Stz0EEHmUsuucQ8+eSTZvr06eZ/bhnbAvTNN2vdLyUGAQIgJ6ZNm5YSGHvssYdp3bq16dmzp5k4caJZs2aN+5CC9+CDU4LO9J49J7u7EoEAAZATb775ZhgezzzzjLu7KHXtOiYIEJVO0QitpCFAAOTEwIEDwwB5//333d05s2HDBvPRRx+ZIUOGmNtuu81ccMEFpm3btua4444LN/1bX9ew4aFDhwbNaT/88IP7VNWmyr627pZmqicNAQIgJ7p37x4GyJdffunuzqqZM2eae++91zRp0sRsueWWZfpf0tl++9vfmmbNmgVNbvPnz3e/hbc77hgfzgt5883P3N15jQABkBMapqsT8f/93/+Zn376eXGlbPn2229Nr169gqHBbhhEt2233dbsueeewXwT3X3ov/q3vu4eG90aNmxo+vfvb9aurV4nuDrRbUFHrWBYnXIquUaAAMiJ008/PTjx/v73v3d3xWrp0qWma9euplatWmVO+jvttJNp166d6d27t3n77bdLTt7fuA9P8fXXX5sJEyaYxx57zLRp08bUrl27zHPuuOOO5v77769WkAwc+FF4F9K374fu7rxFgADIifr16wcnXNWtygaN4rrhhhvCmlh222WXXYJ5JCq0WF0aVjxp0iTTqVMn87vf/a5MOPXt29d9SFq00JQKOypAGjbsZ5YtS8aINAIEQE7UqVMnONGeccYZ7q5qe+mll4JhwdET+iGHHBJMPty0KTtNQuvWrQsmRbrft1GjRmbOnDnu4VXSWiP2LuSWW8a5u/MSAQIg63788cdwEuGVV17p7vamZiONloqewP/yl7+YUaNGuYdmjUZnPfHEE2b77bcPfwY1nz399NPuoVXSwlUKEBVcVHn5fEeAAMi6xYsXhydXjYaKw6effmoOOOCA8Hk1Suq+++4L1gWpCeovOeecc1LC7LLLLsvo59ECVlrUSiFy7rkjguV28xkBAiDrpk6dGp5Un332WXd3xtSxHe2DqFevnlmwYIF7WI148cUXU2p8NW3aNKMO9vvu+3fYlKVVEfMZAQIg60aMGBGeUN966y13d0b0XNGO8iuuuCIrk/yqY/bs2UGJefszqiDk999/7x5WrpUr1weLXylAmjZ9tiR80r+DyTUCBEDWaZ0OezLVydWXwsP2paj4oobX5qsVK1aYI444InzdxxxzTDALPh1DhswM70IefXSquztvECAAsk7l2+2JVFV5fajZyt55bL755kEpknyn16rJifa1a4GsdCoM//jjT6ZNm2FBgBx55FNm8eJV7iF5gQABkHVaLVAnUPVb+FCHue3z0J1HEsLDUohoSLENkVtvvdU9pFzvvvtFeBdyzTVj3N15gQABkHUnnHBCcPJUv0Cm1AEdHW2Vz81WFdFCWpqBbwNw/Pjx7iHluvrq18MQmTp1sbu7xhEgALKubt26wclTxQwzFZ3noQ7zpFIFYjW96XXsvvvuQR9JVT7/fJVp0KB0WG/bti+Yn36quvkrlwgQAFm39dZbByfO888/391VKc0wt+Ghobr5NtoqU/fcc0/4ejp27OjuLlevXu+GdyHDhn3i7q5RBAiArFq1alV40rzpppvc3RVSbStbJkSTBD/7LFmlzsujKsSq4mubstJZF0XDeJs0eSYIkOOPf7rk/UxvJFcuECAAsuo///lPGCCPP/64u7tC119/ffg4zTAvFFrMyg5FPuqoo9zd5Xr55dnhXcj9909yd9cYAgRAVo0dOzYMAjVJpUMl2e3CT6ptlUk5kCRQNV/7nowZU/UIK/V9dOgwPAgQlTr57LP8WP6WAAGQVSoqaE+W6TTZiMqv28fksjBirmhUlu1Q1wi1dHz00VJz6KGPmrp1bygJk3jqiVUXAQIgq3r06BGGgU6cVdFKgurz0PFaTbBQXXjhheH7Mm3aNHd3uTp3/qfZZZemZpttDjCjR7/m7s45AgRAVkWXslVZ96poGVp7YlVhwkKlyZG//OUvg9fZuXNnd3e5Fi/+ytSu/YfgMfvuu2+Nj0ojQABkVatWrYITnuY+pMPO2t55552zthhUvrC1svRa0wlXueOOO8KA1VK6NYkAAZBVhx9+eHCy08myKjNnzgxPjuoHKXQPP/xw+HrfeOMNd3e5NDPfDm9W2fivvqq5hacIEABZtdtuuwUnu3SWstViU/aEmm6/QJKpT8g2Y1177bXu7goNHjw4fJ/SnZCYDQQIgKxRs4z6PnSiS6cMiUqd6Niddtopraq1hWD//fcPXnP9+vXdXZWKTkj84IMP3N05QYAAyJroUrYq41EZrZVh5360a9fO3V2wLr300uA1K2jTXXRKPvzwwyA89FiFSU0gQABkzXvvvRcGyDPPPOPuTqEZ2vbYJ554wt1dsPS+2Nc9aVJms8zVfGUfq2atXCNAAGTNyJEjwxPcuHHj3N0pou36EydOdHcXrOh68QMHDnR3V0od6Hb9dXWsZ7L2ehwIEABZo7U77MmxqqVsb7vttvDYZcuWubsL1nfffRe+7kyKTVoaymsfryG+uUSAAMiabt26hSe3qtr37bofuqIuNrVr1w5eu1ZuzJQmE2pSoR5fq1Yts2jRIveQrCFAAGSNXco2nVBo3bp1cKxW7is2f/hD6exyTbr08corr4RBrXXXc4UAAZA1J554YnBS01DVqtghvFq+ttio4rBeu94vXyeddFLwHJpX8s4777i7s4IAAZA1do5DOidGO68h0/kQhUCvWa/96KOPdnel7ZNPPjGbbbZZ8DyHHXZYsHhVthEgALLGjhBKZylb7kD81oyPUlFG25TVr18/d3fsCBAAWaFOc3syU2d6VegD8e8DsVasWGG233774LlUoFHLCWcTAQIgK6JL2Wo4b1WKeRTWtttuG7x2n1FYLi0bbN/36667zt0dKwIEQFZo4qA9kWlCYVVuv/328PiarDCba7prsK/75ptvdndnTPXHDjzwwOD5VOpkypQp7iGxIUAAZEW0RIdKmlRlyJAh4fETJkxwdxesd999N3zdWv43DnfddVf4nNXpmK8KAQIgK1Q80Z7E0lnKdvr06eHx6TR5FQqVL7GvO467BQ3htUUpNaS3b9++7iGxIUAAZIXKt+sklu5StppRbddCP/PMM93dBeuiiy4KXrOG4K5evdrdnZFZs2aFs9rVfDVo0CD3kFgRIACywi5lqwWl0tWsWbPgMRpJlIt5DPngj3/8Y/CajzzySHdXRj7//PNgBJu9m3nwwQfdQ2JHgADICrvet5a0TVfPnj3DE+DkyZPd3QVnwYIF4etNZ6hzRdQR/+c//zl8rmyPvrIIEABZsfvuuwcns0zmNsydOzdc4rVTp07u7oLTvXv38KT/9ttvu7vTsm7duqCj3D5Phw4dcraaIwECIHaZLmUbdcwxxwSP+93vfhecHAuZvWvQREKfk77e55YtW4bh0bRpU7Nx40b3sKwhQADETqOu7EmtR48e7u5K9e/fP3xsnz593N0FQ6Ol7Ov0WQdELr744vA56tWrV+1O+EwRIABiF13KNtO5DWvWrDE77rhj8FitsqfRWYXo1FNPDV6j7tTmz5/v7q5SdAEudcR//fXX7iFZR4AAiN1LL70UntzGjh3r7q5SdJW93r17u7sTT+u/276e9u3bu7urpDsz+/7ssssu5rPPPnMPyQkCBEDsovWYVBMrU7oL2WmnnYLHa0hvTVxdZ1Pjxo2D16YQ+fjjj93dlRoxYoT59a9/HTxedcOmTZvmHpIzBAiA2KlN3wZIVUvZVuSpp54Kn+Occ85xdyeWJvfZ13Xuuee6uyulkVp2lvnmm2/udXcXJwIEQOy0/odOcltvvbW7K20aldSoUaPwZPviiy+6hyTOsmXLgiYnvR6NMsukaOTMmTNTZpkPHjzYPSTnCBAAsbNL2datW9fdlZE5c+aEV9xqrpk9e7Z7SGJoZr1ddlbbo48+6h5SIc0yt/NqtD300EPuITWCAAEQOzu/4YQTTnB3ZUyjuOyJU8+rWddJdOedd4avQyOw0p33sXz58pRZ5tdff717SI0hQADETs0zOtnFsUCSXH755eEJVCVScj3fobo0t8WOutKdxLfffuseUi5NpDzqqKPC164+k3SDJxcIEACx0sndnvCqU98pSnNBNMvaPu9xxx2XmBDRYlp2Vr6qDaezNor89OOP5qIWLcLXfPLJJ+d0lnk6CBAAsVI/hT3pZdLOX5W1a9eaY489Nnzugw8+OK11RmpSv379wvBQufbXX3/dPaRCUy+6yHQqedx+JVv9+vWDoc35hgABEKvoUraasxCnVatWhbWytKl8+fvvv+8eVuPUYa4+D9tspfAYOnSoe1jFbr3VLC953PCS7e599zUr8nQeDAECIFbPPvtseIKfOnWqu7vaNmzYYM4+++zwe+jkfO+99+bN+iEaqhsdbbXVVltldOdhnnii5Mz8i2Bbu8suZu2CBe4ReYMAQSKoHVlzCjQrWUXokJ90EtfIq2zdgVjqSL615CrdzsjW1rBhw6BESE16/vnnw3ke2tRhnm6fR0DvV8lrCgJkm22MqcFZ5ukgQJDXVGTu9NNPDz+Q2tQsoIlqX375pXs4apBmSR9yyCEpvyttar8fMmSI2bRpk/uQahs/fnzKKnwKlEsuuSTnfxtaz10d+9HXraG633zzjXtoxSZONOY3vykNjy22UFuge0TeIUCQl1T+4sYbbyz5HG0RfiA1+9a2KWvTHYlKhatJAzVn0aJFpm3btiknT53Io78rbTrRP/DAA2blypXuU1SL5oVceOGFwd+H/V4q86Gvffrpp+7hsdLdsK2qazcNYdbggYyG286caUzt2qXhUfI6ShLXPSIvESDIK/rQDRgwIKUZQFuLFi3MvHnzyr3S23vvvbPWVIKKaVSUSorbmeLa1B9x1VVXme+++y6oENu5c+egDyD6+1Lw6xgt5xondaZH50zYTfNGHn744dhGbC1cuDBYSXD//fcv87007yWT8iSBkgA2Wjf+F6X9HiU/rHtE3iJAkDcmTZoUNHdEP5Cagfvmm2+6h5oXXnjB7LnnninHHn/88RlXNoUftfVHm460aZ5GeZV3FSb/+Mc/UkpxaNNdSuvWrWNf+3zMmDFhKRV300n/0ksvDWa3q29CP1tldHejgQC6qLnooouCdTfc59Qw3Xbt2vn97S1fbkp+qJ/D44Yb3CPyGgGCGvfFF18E1VajH8rtttsuaAaorN18/fr15u677065wtWH+bLLLkt7pi8yo6v86Prb2v70pz+Z0aNHu4eWod+lCgBq5Tz3JKy7hGHDhgVLtMZFZc6vvPLKMnez7qbFq3Qxsu+++wZ3t/qv/r3DDjuUOTa6aRlaVR32XotDy/WW3DGVPFnppln7mTR75QECBDVGAaCx8pqdaz+UCoC//e1vQf2fdC1evDgo8RBtc1fV0l69elUaQEjf0qVLzV//+teUfga19atPw2d2tDrcNTgi+nz2pNyzZ89gvkdcFEq6i7322muDO9zoyK1MNv1tHnnkkcHs+onq8K4OBeVpp/0cHiefrIR1j8p7BAhqhCZV6WQR/YBq+OesWbPcQ9M2ZcoUc/jhh6c8p5os1KQBPyohojkWqoRr31OdgNWcE8ciTxplp7uE6EWENn2/q6++2vz3v/91H1JtGqChv5WBAwcGYXDBBRcETWm6+7Cb/q2va7+au9599914S6d07PhzeJT8zZo8nGWeDgIEOaVmhWg5Cm377LNPsARqHNQJrw98nTp1Ur5H8+bNzdy5c93DUQn9Ttw2f/3usrECnvoa7rvvPrPbbrulfD9d9Z955pnBCbxg3HLLz+Hxpz8Zk8lQ3zxDgCAndLWqq9Zo84FG4+jqVle5cdPVotqno8OANbRTzRhxNo8UIt0Fup3QulvUXI5sU3OYOugPPfTQlO+vTc1HGjyhIoOJpfXdbXjsuqsxMY9EyzUCBFmlE4LayW15b21q91Z7utrVs00dnGeccUbKiUhrbWu51HwpfZEv1O+k/idb/E+bmpbUT6Wy4rk2YcIE07Jly5R+ku1Ltpv23NMs0oJKnkvl1pjhw1NnmdfwrPk4FFWAaHZqRjNDUS3jxk039er9XI5am8bp10Txu7feessceOCBKT+LrnLVmVvsNNDgscceC0a+Rd8fjYzTCLmapqZHBVutWrVMg5Kf64GSbaFOwiUXJaZr19J5FPkugbPM01E0AaKJZhqlo03t4Sr4RlNGdixc+J254op/mbp1u5XcpZ9ittxyt2DOwHPPPecemlMajfPEE08E9bSiJ0oV5tNs6mKk0UkHHHBAyvuhYbaak5NvVpTcIY265x4zpk6dn5uBtJXcMZmzzjImk5pTuaT5IdtuW/qzJmiWeTqKIkA06sLtnNOm9vFmzZoFq4Uxb6D6vv/+B/PAA5PMEUf0NYcd9k9zyCGPmT//+XJzzz3/DGYt5wt12GomtGZN278Fzaa+/fbb8+rnzCaNflLzUPTzoPkSmjCXUQmOGvA/DRsuuQAs+QNLDRJtRx9d2lSUT82T++3388/Xq5e7N9GKIkA0R8B+SDTpKVp6wW5q99Uw0j59+uSkbb6Q/PTT/0o+s5+WvH9PB8Fht27dxpolS+KtexQnzZqOlt3WpjsldeIWKl1M3XDDDcGAguiFlL6mfYnz1lul8yl++cvUINl779KSIHEOvfV18MGlP1NMqzPmk4IPkOjaBJrtqk5dXWVqHoKaLtw6PdrUaafhiqqf8/nnn7tPiYgPPlhS8j6+kBIc7dsPN9OmJSeER40aFcw+jv4NaLb1Bx984B6aWLqr0J22OytbdyG6G0m8OXO0cLopuTpMDRI1HV17rcoduI/IHYVYAXSYl6egA0QfDDsBSv8tr+SAZkO//PLLQRG0bUv+2Nww0dagQYNgjHp5jy9WS5Z8b6677o2U4GjS5BkzcuR/gjuSpNGFheo1lTdaLOPieHnm3//+d5nyIer3GDt2rHto8qkpunv30iGy0SDZbDNTcqWjWizuI1ANBRsgOiFEC/MNGjTIPaQMPUYrh3Xs2DGoj+MGiTatd3DXXXeVWzSuGKxdu9E8/vh75sgjnwqDo0GDvuahh6aUXGjFP58j17SanH7/0aGjuvjQBUQ25qtkk+6e27dvn/L3q5FWGnFV8CVe9Lt6+mljDjooNUi0HXOMVijLvJ9k/HhjLrzQlNyuGrPVVsb89rfG/PGPpV/TviJUsAFy3XXXhR8alSTIlEbsaOjn5SW3xe6sZrupTIbKWavEeKFTv+ro0XPMySc/m3LXcdVVr5lFi/K3n8OXZltH197WplnZulvNd5qzobkbGvZqf3b18V1xxRUZ1RgrGLrTat68bD/JPvsY88gjVZcRURNU69Zlg8jdzjyz6ucqMAUZIKp9ZK8g1WkeRw0bLRyj2jxu/Sa7qRyHOiLff3+G+9DEmzlzmTn//JEpwdG69VAzeXINtivniGZfu79zzdL+5JNP3EPzQtJ+3pxSq8Gll5btJ9lxR7V3u0eXWr++tFaVjisJ5KAjXKVcdE5RWOjiUaVJdDeiY448Uou2u89SsAouQNQEYTsKNbrkww8/dA+pNq0joCJrbp2gX/1qc7P99g1KrlxvNj17Tg46kvN8RGSlvv5aCwaNN/Xq/RwcjRsPNIMGzSy5Q8vw9j/BknBFn+Q7ppzTZOK77zYlJ4qfQ6Si96nkdxzs33330gCqiDrx99ij9NguXdy9BaugAkQjTTSvw36AHnzwQfeQ2M2YMSNoxtLCR1tssVPJ3+TJwQQ6e8Jt2vRZ06PHOyWhsyQxncs//PCj6ddPJ6T+4euoX//J4HWsXLnePTxWmnWsUVEq6a2Ff9T8eNZZZ6VUStW/9fVOnToFx+n4OfoAZ1k+9ikUUp9Nzun90XwS1acqrz9Ek0s1SVHlR9Ip5qiJjDpeHfY1OeorhwoqQHQysR8iBUmuJ0TNnbvA9Oo1wrRtOzClucdumidx550TzKRJn5uNG8v5g80D48YtMKedNijl5+7UaZSZNy/+K20NWlApEU3ga9iwYUrhQ59NcxtUcO/mm28O+q80wi4b8mFUUyGPGssbJXedJW9s6Sz3dOlYPUZ3OEWgYAJETVX2BKQmLF2Z1SQNc3366eklH+iXygSJtkaNBphbb33LjB+/MLji92WfT81Mc+ZUPpveHlue+fOXm0suGZXyM7ZoMTgIlDipgOEbb7wRXMmXNwfH3XSFr9Xh1Byjuw/9V/926zaVt2nCaKtWrczIkSNjvxqvyXkVxTBvJS8cf3xpGIwY4e6pmI7VY0480d1TkAoiQNRJrs5yfZB0FaYTVD5ZtmyNGTx4prn44leCpiA3TBo27BfM2h4zZr5Zty6zppDo83Tp8pq7O0VFAaJmqaOP7hfuV9OVmrCqE2wuXRXrzsBdR9tue+yxhzn//PMzbpJSk5eWU1Vz5YUXXmj23nvvMs+tTcuTqs8i7jVBcjmzuxhnztcoW3Mrk8nEOlaP2W03d09BKogA0YnHfqCuv/56d3deWb58XVD247LLRoc1o6LbUUf1M9dcM8b8619z05pXET3p678zZlTcfFFRgKiGlTrHdRejTnN1nsdFZWE0es0tH6N1QdTMqOKGcZ/UFy5cWBKA/YJV5dxmMX3fdu3aVWvlw/Jks7aUand17ty5qGt31QhbPTeTplAdq8fosUUg8QGiqy/7odLEQZ/1mWvKqlUbzMsvzy45ObyWMjHPbpqgd+WVrwbHfPdd+X/E9tjevd8P/qv+iopUFCDy7bdrSy6e4qtOvGbNmiDMf1PyQYqeVDV3Rh28S5YscR+SFRol1bt376CMTfTnUFXmNm3axL5kapzVbakeXMOqEyAaKlwEEh0gKi0SLVWS7bbnbNIMb911qDyI7kLcMNHdyquvznMfFu7X3YruIvT/U6cudg8LVBYgcVKTkjsXQWtvxLVsra/JkyebU089NeXn0oJJ99xzT6wXHnGsr8H6JXnAlkPxacJS81cRSGyA6AMfvapU0cRCsX79ppIr2c/MTTeNSxlK27172ZNHNBQGDvwo+P/zzhvpHFUq2wHy3XffBVf10ZPeX/7yF/PKK6+4h9YozZk45ZRTUn5O3Rlpfk+cylvhT3NJKlvhjxUU80jjxqVhQCd6hRIbIOqktB8wFUIsVOrInjjxv6Z//4/MihVlb6WjoaDg0bwT/VuPcWUzQHRS3muvvcLfidroe/ToEeuVfdw0yS56p6SOcFVgjls6a4yzhnseuuOO0jDIZBhv27alj2EYb/5SO7OdOKXhjHGPdtmwYYP56KOPgg+4Jglq0lrbkj+M6GQ2/VtfV0emSsOrHlbcQ0XT4YbC0KGzgn+3bftCmVnw7rFx0dVxtK9D709SKherE1p9NdGJeKeffnpwNxU3NeG51Qu0bID+htx6a1o1M+7BBciQ+sc0iVCTA9O5O9Uwah2rLZNmrwRLXIB8/fXXZtdddw2v0OJaX3vmzJnm3nvvNU2aNCkzYijdTe3pGlmkoai56o9xQ2HTpp/CiYCvv57aZ+IeGweVdLGvXx3T+rc6f5NGQ7933nnn8LWoskC6/RWZ0EWG/s5s3527qSlNtdyQJ7TGSMnvJShTUtnQcn3e99yz9NjOnd29BStRAaLhkNG2a83ErQ4tY9urV6+gc9L9IEc3rROiyWsqmKira/1X/65o/RC7aXa1Jptlc6hleaEwatSc4GutWg1JqVlV3rG+9LtQ+370Pcq3vo5Mffnll8Hv174mzbH49NNP3cNioeHNmjVuv5eGF+tvsaZKoqAC6qs67LDSYFDBxJtvLi2gqEKK+lzPmGHMbbeVlnfXMSq8mMmorYRLVIA89NBD4QeuadOm3uPr9eHt2rVrSnE8u6nDUvMENPRTI16+UeG1SuiOaMKECcGoG3Ug165du8xzam2R+++/PytBUl4oqOZWmzbDgq9rgServGN9qDM3ukyw5jt8/PHH7mGJpBN49LVpCO3UqVPdw2Jj/wZV3wt5Sk3kLVuWBkRlW6tW+bGEbg4lJkDUSWs7GNXU4FPvR3MT1Pnuzk3QCfCaa66JpXKvQk1j/lXoL1qnyIZT37593YdUS0WhoBIk+voppzwfziiv6NhMXXXVVeFr0p3YvHllhxcnmX6H+nuIhki27kTs34hm0SPPaf11rS2kdURU2l2b/l9f074ilIgA0Yl/v/32Cz5o6uzUqoGZUgemymVET+haXXD48OFZazbQUM0+ffqU+b6NGjVKu1RHVSoLhQ4dhgf7VH5dKjs2XdG7QI26ykY/Qb74+9//Hr5WNWepGm/cCBAkWSICJNpWrGGNmVCzkUZLRU/gmpugeku5oo5Td0axmi6e1pKb1VRZKGjBJ+3TWuWqsVXZselQ2NrRSnots2fPdg8pONE7EXWsxz06iwBBkuV9gAwePDj8AKskRCZDZdXsEC0roVFSKqNRU3MT1F+i2cjRMLvsssuq9fNUFQoq4Kj9Ko5Y1bGVWbBgQXiyUxOgVmgsBmrOivaJaIhvnAgQJFleB0j0pLX11ltnNC5eHdvRPgiFj54vH7z44ospwzg1IMC3g72qUJg+fWmw/7jjBlR5bEXUxKd1NuzPG8edU5Lo9UdHZ8U52ZAAQZLlbYDoQ9ugQQOvk9aIESNSOspVxjuTO5dcUPOPmkTsz6gJZT4TItMJBRVrtMdVdWx5brnllvDn7NChg7u7KGiIr50novlHcY3MIkCQZHkbINEJapmctBQeGlOvx6m9XsNr85XKdEfreWlNa82Cz0Q6oaCFpqLrmmdCw3NtLSfNfynmshqabGj7gBT+1Wl6tAgQJFleBsi4cePCD6pOWulemavZyt556CoxWmsoX6kGUrR5RKW6fee3ZEPjxo2Dn0uzzH1KkhcalT2xvyvNKK8uAgRJlncBool7ti6QQiDdCqnqMLcfRoVPEsLDUohoSLE9Md16663uITVi2LBh4c9UyAUrM6G+Ks190XuiQRnVXU+EAEGS5V2AqIicPWlpxFQ69KGOjrbK52arimiBJbvcqwJw/Pjx7iE5peYZW6lWAxg0ex+lVMXX/q2deeaZ7u6MECBIsrwKENUCsh9MFTVMtyknOs9DHeZJpcKQdm3t3XffPegjqSkDBw4M39M4mmoKjV2YSmGvQpy+CBAkWd4EiMqh2/4LlfxI94pXM8ztiS7TeSL5SKvj2dfTsWNHd3dOKLjtHZ1W1VMTG1Kp7I36hfQeqXaaLwIESZYXAaImqLp16wYfJH0oX331VfeQcqnEiS0TovbopKxBURkVKlQVX3t1G1e5+kyoqq4NMQ3hRflsZWiN+stkjlIUAYIky4sA0ZW2PWGpSm66oiNi0u0vSQItZmWHIh911FHu7iotXrzKPPzwFDN7duWVhCty0kknBd9b66IsW7bM3Y3/n9ZYt39/vk2nBAiSrMYDRKv52Q+h1uVItwlKTVx24SfVtopjTH4+UTVf+75kusDQDTe8Gcz3OP/88tdGr4yqHNt5H4y8qpqdx7PDDjuk/bcbRYAgyWo0QBYuXBguyrTVVltlVKE2WuQul4URc0WjsmyH+gknnODurtQVV/wrCJAzzxzq7qpSdCCDT9XjYqN1Y+z7NXJk5oFNgCDJaixAVKpEzTP2wzdgwAD3kAppJUH1eehxumspVDqp2PdH66GkqzoBYsvHaCBDtsrcF5Lly5eH69S00oJCGSJAkGQ1FiA333xzeHJs3769u7tS0atkFSYsVJocaUf6dM5gnWXfAFF/h/1+Wq4W6TnjjDOC90xNquszXM6UAEGS1UiAaJKc7STee++9M66vZGdtq7hdoV8l2zZ2vdYffyxdWbAqvgHywgsvhMGc9PXNc6lfv37h+/ZWhivTESBIspwHiJqfdtttt+BDs9lmm5l3333XPaRSmrRlP6zqByl0Kh1uX6+K+aXDN0A0kkjfR8OH4144qZCpL8/+jnRnnQkCBEmW8wBp0aJF+GHTpLlMaVa0fXwm/QJJpc5026yU7mqMvgFy4IEHBt9Hd3jIjO6k9d5p3ZRMECBIspwGyKOPPhqe/E888cRg0lymVOJEj1cnb7qlTpJu//33D15z/fr13V3l8gkQtd3bCshXXnmluxtVsAMe1KGeblOjECBIspwFyIwZM8JSJTvuuGOwQE+mtFaGnftRnfIRSXPppZcGr1nzM9Ipbe8TINGmQQ1NRWZ69uwZvn/z5s1zd1eIAEGS5SRAVKrErr6n5pjRo0e7h6RFM7Tth/SJJ55wdxesZ555Jnzd6azJ4RMgw4cPD7/H2LFj3d2owr/+9a/w/ctkXhIBgiTLSYBcfPHF4YerS5cu7u60DR48OHyeiRMnursLlpZPta9bVXKr4hMg0b6lRYsWubtRhfnz54fv3wMPPODurhABgiTLeoBEh4aqczbTJVujbrvttvC5iqlGk0ZE2dd90003ubvL8AmQyy+/PHh+zX4vlr6lOKnfw5aAyaQPiQBBkmU1QLRaW+3atYMPiGaOz5492z0kI3bdj2222cbdVfDs+5hOfSqfADn33HOD599+++3dXUiT/R2df/757q4KESBIsqwFiK7IDjrooPDKWZOtqqt169bBc2nlvmJjVwdMp1yGT4DoefX8+j7wY5cW0Mz0dBEgSLKsBchZZ50Vhkd1l/207BBeLXZUbFRxWK9dw5+r4hMgel49v74P/NhFuPR3mi4CBEmWtQA5/fTTwwA555xz3N1e7EJL6c6HKCR6zXrtRx99tLurDJ8A0fMW63sbF/s70t9puggQJFnWAkQT0+wqg9o0gqq6uANJ7+rWJ0C4A6k+7kBQbLIWIKIJVVtvvXXwAdEHZcGCBe4hGaEPhD6QfEYfCIpNVgNEopPgtNZEdarnFvMoLLvwFqOw8hejsFBssh4g0qFDhzBEunXr5u5O2+233x4+j5ZeLRYrVqwIX3c61V59AsTOA1GFZJ8aZcWOeSAoRjkJENVv+uMf/xh8UFSwb9y4ce4haRkyZEh4Ip0wYYK7u2Cp5L193U8//bS7uwyfAInORNf8HWRGzbX2/WMmOopFTgJE3nvvvXCN7zp16phvvvnGPaRK06dPDz+kjz32mLu7YKl8iX3dU6ZMcXeX4RMgI0aMCL/Hm2++6e5GFVT/yr5/mdR6I0CQZDkLELn//vvDD1nz5s3d3VX64YcfwrXQ45pbkgQXXXRR8JrVvLR69Wp3dxk+ATJr1qzwd/P444+7u1EF3XXY9091sdJFgCDJchogqrF00kknhR80rW2eqWbNmgWPVWdvsbTV2+a/dBcruvzyEebggx8yrVpV3dxladi1XWaY9dAzp45zvXdasoD1QFAschogsnTp0mAxKPthU7NUJqLrLkyePNndXXA09Nm+3nQHIHTo0N38/vdnmcaNr3Z3VcqWntHKhMiMHcKbySRCIUCQZDkPEHn11VfDZVo12VDrhaRr7ty54WM7derk7i443bt3DwPk7bffdneXq0WLc02tWnuYQw453t1VKZXa1/fR++vTR1Ws9Ddpf0caKZgJAgRJViMBIl27dg0/dB07dnR3V+qYY44JHqcP37p169zdBcUuxKUJfumWWW/atGnwGC2Fm4mXXnop/J1ogSmkR4ubZRryFgGCJKuxAFGH+KGHHhp+8IYOTb/Dt3///uHj+vTp4+4uGO+88074OtNZB8TyDZDly5eH66JnGurFzPbLbbXVVmbjxo3u7koRIEiyGgsQmTNnTvCh0wdIM60XLlzoHlKuNWvWBOuq63Fqe1YYFaJTTz01eI2aoJbJyB7fAJHjjjsu/H2oYx2VW7JkSTj4oH379u7uKhEgSLIaDRCJznE46qij0i51Eh0S3Lt3b3d34mn9d9vXk+mJqToB8tRTT4Xvq1aTROXuu+++8P1644033N1VIkCQZDUeIKITpP0QplOqQ3QXYkdzaUjv119/7R6SaI0bNw5em0Lk448/dndXqjoBsnLlymB0nB7fsmVLdzci1Cel91jvlQp8+gwrJ0CQZHkRIKtWrTJ777138EFSc8D48ePdQ8oVvVqOa82RfDBo0KDwdanIYaaqEyDSpk2b8HehEUYoX3TQwS233OLuTgsBgiTLiwAR1XvSTGt9mHbbbTfz7bffuoeUoSvARo0ahR/iF1980T0kcZYtW2Z22WWX4PXo5OJTNLK6AaL5NfY91Sx4lO+www4L3qNatWp5/Z6EAEGS5U2AyD333BOeuNq0Se/EpY74LbfcMniMyrzPnj3bPSQx1AQSnan/6KOPuoekpboBIrYzfYsttjCLFy92dxe9V155Jfw9XX11ZhM2owgQJFleBUjpCfTUkiA4wOy6a3PzzDMT3UPKpQq19sOseRMqf55Ed955Z/g6NAIr3XkfrjgCZMyYMeHPcvHFF7u7i5qG6toVInXx8uWXX7qHpI0AQZLlVYDIV199Yw4++BJTt243c+SRT5m5c5e7h5TLrmeh7Ygjjkir6GA+0dwWO+pq9913T6sJryJxBIhoVJyeR3NDpk6d6u4uWtE75euuu87dnRECBEmWdwEiEyfOM/Xq/TOoKNumzTCzfn3VQ3s1F8SeOLWpCSYpITJy5MhwMSJVG1bp++qIK0CmTZsWznGoV6+e1yijQqP5OLbJVNUBNBqwOggQJFleBoj07Dk5CBBtf/97ek1Zqql17LHHhiFy8MEHBxO98lm/fv3C8NAggtdff909JGNxBYioMq99Px9++GF3d1FRlV3bN6Qtk3U/KkKAIMnyNkB++OFH07798DBExo79zD2kXBoSbGtladP4/Pfff989rMbpal59HrbZSuGRSTmXysQZIN99953Zeeedg+dTh/oHH3zgHlI0VA3Z/l1pqHMcCBAkWd4GiPz3v9+Zhg37BQHSuPFA8+WX6TVJbdiwwZx99tnhh10nZy3Zmi9NMBqqGx1tpXIucdx5WHEGiOhnszWytDaJQrrYaNSVDfu99tortoEaBAiSLK8DRF5+eXZ4F3LhhS+XhEB6I5M0gunWW28N2/C1aa0GlQipSc8//3w4z0ObOsyr2+fhijtA5MYbbwx/5tNPPz2jRZOSTpUAVBtMr12z9D/88EP3EG8ECJIs7wNEunUbG4bIE09k1hylWe1qxrInPwXKJZdcUq2hlz60cFa0/VybhupmY92NbASIapQdffTR4c+u97AYzJs3LyXw+/bt6x5SLQQIkiwRAbJ69Q/mtNMGBQFSv/6TJVeAmZ381dygD6hthtG2+eabB1/79NNP3cNjpZLstqqu3XTS0CRB33keVclGgIia3uzyutpuu+0295CC8sUXX5g999wzfL2ZlNRPFwGCJEtEgMjHHy8zRxzRNwiRZs2eM6tWbXAPqZI60+3chuimeSMaYRTXiC2VpddKgrbQXnQ777zzvMtepCtbASKfffZZyhV5oYaIKhqor8O+Ts0zygYCBEmWmACRfv2mhU1Z11wzxt2dNs2yPvHEE8uc3O1J99JLLw1mt6tvQqOQKqO7G02yGzBgQFA3KnqFbjcN023Xrl3GVXV9HXnkkcH31QkwG9SPZE982rS0cCH1ieiucbvttgtfnwpaZutuceuttw6+x/nnn+/uAvJeogJEHeiXXjoqDJFhwz5xD8mIJspdeeWVKVfU5W1avEpNGfvuu2/Qj6H/6t877LBDmWOjmyaaqdlDV+3ZpnDSety2xIbddIeQyZrz6VKIRN83dawXwugsXTjYcvbarrrqqqyM3tOFR+fOncPvozlLQNIkKkDk66/XmhNOeDoIkKOO6mfmz0+v1ElldPX85ptvmmuvvdbUr18/ZeRWJpvuNHT1r/kCEyemN/mxOtQkp4Aq764nummk13PPPec+vNoUjNHvvc8++8Q6QimXvv/+e9OhQ4fwtai/7MEHH3QPqzb9rWkBNK1hE/0dFcugBBSWxAWIvP32opRSJxs2VF3qJBM6mUyZMiVYLVFhcMEFF5jWrVsHdx9207/1de3XVavK0eeidMq///1vc80116R07kY3raty/fXXB5MU//SnP6XsU/9P3JMq1bEeHZ2lyYbqT8rGVXu2TJo0KVyPRpua50aMGOEeVm1vvfWWOfDAA1N+J4ceeqgZNWqUeyiQCIkMEPnHPyaFTVndu7/t7i4YOhFrKLJKimidFDcwtNWtWzeY86ImuShVjX3ggQdS+it0Zf3Xv/7VLF26NOXY6tAQX80TiY5y051cvhdg1Hugvgc7QVCb7iA1CCJOulM744wzUn5nWk1TC6IlKWgBV2IDRKVO2rV7MQyRceMWuIcklk78Wl9bnfJ22V53O+igg4K7jHSGIWu5Xz1XtGlOnbeqKqsilHHRjHVb9sSGlb5vXKPb4qI7Rb12rR9jf1Y1P2pVQYVhXPR91MSouzL7fTR8XBV8C6G/CEhsgMjChamlTr76KvtNSNmi8isql6Er4tq1a5cJDG0abqwTnyrC+tAdSrTYpDb1W2hp1rho1JrulqJhpZOmgqSml8dVc5tCIjrCSpvWn585c6Z7uDeN2FLzZ506dVK+T/PmzWv8PQDilOgAkZEj/xPehVx7rf/Q3pqwdu0688ILL5j27dsH9bDcwFDTigpDPvTQQ2bRokXuw72paKNGiEW/1wknnGBmzZrlHupNYeXOuVGotGzZMnjN69evdx+SFbqj0J2R5t9ER1dpUz/SsGHD3IdUi/rODj/88JTvo6HhGjoOFJrEB4jYUifXXfeGuyvvrF270YwePbPkivx+s8MOdcuEhppSjj/++GCkTjbLregEftdddwXrj0S/t+4eli+v/sg2SydOt4SLNvXLaPKc1rGvzuJZ5Vm5cmVwN6fJf+U1AR5wwAHBHYKaCuOiZX81XyTan6I7yV69esXaLAbkk4IIkB9//MlMn7406BfJR5o1/8orc8xVV70WrLJ4yCGPmb32utBsu+1BwYlGTTwnn3xysDZINmpjVUblOs4555yUE6yaeFRqJc4T3+TJk4MS6O5dgN00Oklzch577LEgdNK94/r888+D/qLHH3/cdOnSpeS9PSTlJG433f2oAvLLL7/sPkW1KIjvvvvuMkF82WWXxR6MQL4piADJR8uXrzPDh39aciIZHZZgiW7/7//dUHLFerN57rnBwRVzTdNQVo2cip50tb685sfESa9Vo490V1Leid7d1Clf3iTOaGd9ZVuDBg3MI488kpXyMWqKc4dT6+4xVxUHgJpWkAFiT9KaKzJnTuVXgfbYOCxbtsYMGTLTXHzxK0HRRzc01OGv5rYxY+abdeviaz6Jizp/VZLFnZnfokWLoCpt3NThruV8Ndtbo8rck7/PpjuZK664Iji5a/RZNqiycqNGjVK+r+aRZGPuCJDPCjpAtHXp8pq7O0V1A2TJku/N009PN3/960tlAkNbo0YDzK23vmXGj1+Yt01sLk2k1LwOd/ipJihmc/ipRqJpNJROxPfff39JEF9c7iROzanQ1zWy67777guO11V/tjvm1byoGePucOgePXrEOhwaSIqCDpBjjukf/HfGjIqbL3wCZNGilUFhx3PO+XnJ3eimUit33jnBTJr0udm4MbkTxTRcWDWuolfaajrq379/UU2AU2e7yprYRaW0qflNQ66zOdAByHcFHSC9e78f/LdTp4pLRaQbIHPnLjf//OcHQekUNzC0NW36bMmV6DvmvfeWBJ36hWTs2LFlijTWq1cvKKtS6F599VWz3377pbx2zVbP91n2QC4UdIBoISpNMNT/T5262D0sUFmArFix3jz22NSSq/DBZQJD26mnPm969pxspk1barJU7TtvqAigRjq5RQA1h0UjoQqN1gNp1qxZymtVKZlnn33WPRQoWgUdIDJw4EfB/5933kjnqFKVBcjNN48rExotWgw2jzwy1cycucw9vCioDLmG22qoqj2x1qpVy9xxxx1m3bp17uGJo479q6++2my22Wbh69PQY81gX7NmjXs4UNQKPkDWr98UNC/p3xMn/tc5svIAee65GcG+1q2HBmuxVzWiq5h88sknpkmTJilX6HvssYcZPHiwe2giqE/nySefDNZ+ib4mzV2Ju7giUCgKPkBk6NBZwb/btn2hTFOTe6wryZ3guaCJee56JCq/kqR1QSZMmBAs6BR9Dfq3vg6gYkURIJs2/WROO21Q8LXXX0+dz+Aei8xpCKuG00ar26oSb8eOHYMChvlKdxa6w4gGh+5AdCdSTKPMAF9FESAyatSc4GutWg1JGSVV3rHwo9neqm8VXRdENa/+8Y9/xFp3qrrUl6E+jWhZFfV5dO3aNegDAZCeogkQraduh+Cqgq9V3rGong8++MA0bNgw5cpeJUjyYeU9jaJyF+bSaCuNugKQmaIJENGiU/r6Kac8H84Kr+hYVN+gQYOCjvXoyVoFDdNZBCtumreh+RvRn0XzOzTPA4CfogoQ6dChdPb4oEGlCwhVdiyqb+3ateb22283W265ZUpzUefOnYMhwdmmmeLusrWaUa6Z5fnUrAYkUdEFyOTJXwT7mjR5xqxbt6nSYxEflWc/++yzU+4ANClR655okmLc1LGvGlWqVWW/n2pYqZZVrkvmA4Wq6AJEVC1X+1XPqqpjEa933nnHHHrooSlBogq648aNcw/1puKKqo4b/R4qwqgqugDiU5QBosWntP+44wZUeSzipyGyWjzLXdOjVatW5rPPPnMPT5sq8mo9juhzar0OlXYHEL+iDBDp3Pm18LiqjkV2qDT8ddddF5SKtyd8lZDv1q2bWb16tXt4hbTyn1YAjJZX0QqBWikw2yXegWJWtAGisiRacCqdY5Fdc+fONaeddlrKncOuu+4arFuuRa4qoiV3tea41h63j1NnudYm1xrlALKrIAMEyaS1zffff/+UIDn88MOD9dRdWje9vGOnTJniHgogSwgQ5BXdVWgNc/euokOHDsFdhe5WmjdvnhIcderUqfJuBUD8CBDkpfL6NTR/JLqcrPpLbrrppoz6SwDEhwBBXtMa6e7IKm1aF706I7YAVB8BgkRQE5Vms2ti4GuvvebuBlADCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHj5/wCz2/lgeIAhfgAAAABJRU5ErkJggg==)
| Product Number | 4H56-1-01C |
| Purity | 99 % |
| CAS | |
| MDL Number | MFCD30481153 |
| Molecular Formula | C10H7N3O |
| Molecular Weight | 185.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory