![6-Methylpyrazolo[1,5-a]pyridine-7-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB07AAAdOwGqncPfAAACFnpUWHRtb2xTb3VyY2UAAHichZRtb5tADID/inWf13vjPQqpolWTJrWrtLbSvk0XuKRI4a4C8vbv5wskgaYjAmSf7cdwtrnp/b5cw1ZXdWFNSgTlBLTJbF6YVUreXn/cxeR+Ns0wCANNnZL3pvmYMLbb7Wj2rku1t4ZmtiStf7Kvi0HMzqO2WjHJuWB/nh5fjsxdYepGmUwjVReT+mh8tJlqjl/xn1ewUlXbwrA2nJXVts32V3J3c7qvc3LZy3f0zRGFZbHWsLRVqRrYSk7x5t9gpY2uVKNzWBzQ7FEf9z6bPj3YbFNq06DqMhSZWr801SZDQ2nXOttgMlR+PqSkFAioxpbzqlIHcJozKwFKgvJA+aACUCGoCFQMKgElOD7oFxggPKz1WruXvR4+NH4x9K9feDn5DM9YJpmSiAaJ8CCkMojCk/BpIr0EPPRxCZIKGYQgqJTcP606XxfZiQ5vfQQOmN+nXixjNIUChaQ8QiGox/urIAkTXMU+rrBicRydgA4PMD+KkIbJWWCZ2LlOs+nCmrynQpGnZCHIsYC/9bKWXQ0J2CrXFY6lS+BC+4AcAq7iZ2D+FeANAdefccAfAq6b40AwBFzvx4FwCLhJGQeiIeDmahyIh4CbwnEgudrDDUDwIXGc8huIuOrdTeRTu9sfaXxCxKeOtz/eDcb/grkMlrwwrDfG7HQ0oHp1bLDemcLwJJ39A0j+nFLJSPLSAABB+ElEQVR4Xu3dB7gTVd7H8VXs2AvqYl/XBoKiAi6iqNix4CoWVMCGuLgqrwVsgGtDdgULIihix4IiYhdeRBcXUEFgFVAQFMEuSBVQz3t/c9/JnZy5uXdykkn9fp5nnl3JTG4ySeaXnPI/fzAAADj4g/0PAABEQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgqNmCBcb861/GHHOMMbvsYkzdusZstFHl/z/6aGP++U9jvvrKPgrFLpuv+x/+ULVF5XIMco5XB9X75Rdjrr7amA02SP4wV7dpn6uuqjwGxS2O1z14TFQuxyDneHUQ9v33xvzlL+ELRm2bjtGxKE5xve7BfaNyOQY5x6uDZGvWGNOyZfIHuGFDYx54wJhZs4xZtsyY5cuN+fRTYwYPNqZRo+R9Dz208j5QXOJ83V3CwOUY5ByvDpL17p384e3Z05jffrP3qqLb7GNuvtneC4XOfg2z+bq7hIHLMcg5Xh1U+flnYzbfvOqD26OHvUdq3btXHaf7WLLE3gOFKu7X3SUMXI5BzvHqoIqaJvwP7a67pm6SqI721Qgd//gHH7T3QKGK+3V3CQOXY5BzvDqocuaZVR/aPn3sW2t3xx1Vx599tn0rClXcr7tLGLgcg5zj1UGVPfao+tC+/759a+0mTao6fq+97FtRqOJ+3V3CwOUY5ByvDqpsuWXVh/bHH+1ba/fDD1XHb7WVfSsKVdyvezAMXDYULF4dVFlnnaoPbTrt4L7Vq6uO132hOMT9utuBkO6GgsWrgypxfxNFYYr7dbcDId0NBYtXB1Wy2Ra+5572rWH6tlvdsE/kVtyvu0sYuByDnOPVQZW4R+MELVxozI47GrP++sZ062bM4sX2HsiVuF93lzBwOQY5x6uDKnHPBwh69tnki8Q221T+/ZpmPyMecb/uLmHgcgxyjlcHVfQrYNNNqz64mcxI1uzmmuj26gr37befMW+/be+NOMX9uruEgcsxyDleHSS76abkD2+vXjX/Kvj998oaSMFjVCMpCh07dKgx222XfLy20083Zu5c+wjEJc7XPbhPVC7HIOd4dZBMQzJbtEj+AO+7rzGDBlVWYlVF1hUrjPnss8rmisaNk/c95JD0mkBEHen6Jqv+kOB9ab2JG2+srASLeMX5ugf3i8rlGOQcrw7Cvv3WmGbNkj/EUTYdo2NdzZ5tzCmnhO93hx2Mefxxe2+kQyFw+eWVgZBKXK97cN+oXI5BzvHqoHorV1aOjoqyMp1+OVx5ZeUx2TB6tDENGoT/zsEHVw4ZRXTqk9CqgeutV3UeJ06096oSx+sePCYql2OQc7w6qJnWve7b15ijjjJmp50q18XecMPK/9+6tTF33mnM/Pn2UZlTc8h991VOTAteTNZay5gOHSqHASM19V889JAx9eoln7911638NVKbbL7uLmHgcgxyjlcHhU0zo7t2TS63oW2TTYy57TZjVq2yj8A77xjTpEny+dJ2wAHGvPeevTfgjABBcfj448pvvvZFcbfdjHnhBXvv8vTFF8mTAv1t222NGTKk5lFVgAMCBMVl5Ehjdt89fJE84ghjpk+39y4PGiHVs2dlE1PwnKjf4+qrq5+bAWQBAYJ4qTmlY0djHnkke9+A1WylkhvByW/a1MzVpUtlcb9y8eSTlSVh7EA98cTKIbdAjAgQxEudrv5FTW3w775r7+Hum2+MOf98Y9ZeO/niucUWxtxzj/k91byEUqCih/a8DW377GPMm2/aewOxIEAQr8MPD1/kzjrLmC+/tPd098EHoYvpkortrb33NjNK7WKq0OzUKRyaKsleEZopJ/MBMSBAEC/NMrfnIWjTsFCVy9Ds5mwJNOe8X7HdUbG1rthOOvFE82mUoauFTM12qnpbXbPdpZeWV7MdCgYBgtzQBbxNm+SLnzY1cQ0bZu/tbvlys7RnTzNsww1Np4r737Fi+0PFtl5FgF199dXm52LsUH7xxeoHDhx5ZPkOHEBBIECQW2+8Yczee4cvhqql9OGH9t7OFn/xhbnpzDO98Ahu2267rRkyZIj5LVsd+nFKNXT5T38yZsQIe28g5wgQ5J7a6fv3r+zsDl4Y1a5/wQU111VK07vvvmuaNGkSChL9m24rSDVNnrz9diZPomAQIMgftdtfcokxdeokXyjVzq9SGVm6UOrXxkMPPWTq1asXCpIzK36lfKEJeAXg14pgnXbffWZWcI1ybQpWDYX++mv7ECCvCBDk37Rp1Y/W+vOfjXnpJXtvZ+r/UD+I+kOCIbLhhhuanj17muWakJcno0ePNic1aGAuq3g8I/5QOYrMOwdadIsCkihQBAgKx/PPV5YmsYNEBf0++cTe25lGZJ144olJIaJtxx13NE899ZS9e6xmz55tTj75ZO/v16nYjq7Y+lRs01TC/okn7N2BgkKAoLD88osxt95qzMYbJ4eI+gMuu8yYn36yj3D2xhtvmL333jsUJIcccoj5QHNLYrRkyRJz7bXXhn4N7bHBBmbEjTeaNSyihSJAgKAwqVy7yrarfHswSFTefcAAY3791T7CyZo1a8zdd99ttthii6QL+dprr23OP/98840m7mXR77//bh5++GGz3XbbhYKrXbt2Zt68efYhQMEiQFDYtPhR8+bhZq2GDY0ZM8be29kPP/xgunTpUvFDZ52ki/qmm25q+vTpY1ZloUN//Pjx5sADDwwFx3777WfGjRtn7w4UPAIExeGxx4ypXz8UJAvbtjU/z5lj7+1s2rRp5ogjjghd5HfffXczUpWAHcyfP9+0b98+dJ/bbLONGTx4cHHMSQGqQYCgeKhf4IYbEsutrqzYRlVsV62/vunfo4fXr5AtL7zwgtltt91CF/2jjjrKfKwJfhGsWLHC9O7d22y00UZJ97Huuuuabt26mcWLF9uHAEWFAEHxmTvXmNNOMx9VXIz/WbEdV7GtV7Ftv/325pFHHvH6GbJBzVa33Xab2WSTTZICQM1cl112mfmphg79p59+2uy8886hADr++OPNrFmz7N2BokSAoGh9O3as6d24sdnNukgfdNBB5r0sLt26cOFC06FDB7PWWmsl/Z2tttrKDBgwwPwa6NCfPHmyadmyZSg49tprL/Paa68F7hUofgQIitpvFRfvQYMGma233jrpgq2L/TnnnGO++uor+xBnEydONAcffHAoHBo2bGiGDx9uLrzwQm/0VvC2zTff3PTr18+sXr3avjug6BEgKAmLFi0yV155pde/ELyA161b19x8881m5cqV9iHOHn/8cVO/fv1QkAS3OnXqmM6dO5vvv//ePhwoGQQISsrMmTPNcccdF7qg77LLLubZZ5+1d3e2bNkyr46W3aylrVWrVmbq1Kn2IUDJIUBQkl555RWz5557hi7uhx12mJkyZYq9e1pmzJhhjjnmmNB9a1b5sGyubQIUOAIEJUv9Dv/617+8fojghV7NSxdddJH57rvv7ENqpOaoSy+9NNRMtvHGG5vrrrvO+1UClBMCBCVPF34FhoIjeOFXsChgonRwT5gwIdRBruarc8891yxYsMDeHSgLBAjKhpqu1IRlNz2pqUtNXjW5+OKLk45p1qyZFypAOSNAUHbUma5OdTtIjj32WK8Tvjoaiuvv16JFi6xNVgSKGQGCsqRhvRreq2G+wRBR/8YVV1zhDQsO0lwTfx81WwEgQFDmNNFQEw7t4biamKjQ8GeZEyBAGAECVFDpk6ZNm4aatRo3bmzGjh1LgADVIECA/6d+DRVjVFFGO0iaNGlCgAAWAgSwLF261PTo0cOsv/76oSDRprU9ABAgQEpz5swxbdu2DQWImrUAECBArcaMGZNUPLFRo0b2LkBZIkCACAYOHJgIkLPPPtu+GShLBAgQAaOwgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAAcIIECACAgQII0CACAgQIIwAASIgQIAwAgSIgAABwggQIAICBAgjQIAICBAgjAABIiBAgDACBIiAAAHCCBAgAgIECCNAgAgIECCMAAEiIECAMAIEiIAAKT/fffeduffee80pp5xi/vSnP5nNNtvMrLvuumabbbYxBx10kOnatasZO3as+f333+1DPf77RVtULsfkU3E8SiDPCJDy8csvv5hrr73W1K1bN+mCnmrbe++9zauvvmrfjVMYuByTT8XxKIE8I0DKw7fffmsOPvjgUEhE2Ww13ZaKyzH5VByPEsgzAqT0rV692rRo0SLpIr7XXnuZ/v37mylTppgff/zRrFmzxvzwww/efw8cONAcddRRZq211qr2gu8SBi7H5FNxPEogzwiQ0nfjjTcmXuO1117b3HrrrSn7N4JmzZpljj/+ePufncLA5Zh8Ko5HCeQZAVLaFi9ebDbddNPEa6zwyJRLGLgck0/F8SiBPCNASlvw9VWzVZRfHrVxCQOXY/KpOB4lkGcESGk744wzEq+v+jyywSUMXI7Jp+J4lECeESClbY899ki8vuogzwaXMHA5Jp+K41ECefb3v/898cHeb7/9stLEgcKx5ZZbJl7fn376yb7ZSTAMXLZiUByPEsiTL7/80px11lmhD3ezZs3MhAkT7N1RpNZZZ53Ea6uhutlgv2fS3YpBcTxKIMdWrFhhevXqZTbaaKPQB9vfNP7/vPPOMwsWLLAPR5HhF4ib4niUQA4NGzbM7LTTTqEP9NFHH23OPvtsrx5S8N833nhjc8stt3glMFCc6ANxUxyPEsiBDz/80BxyyCGh4FCtozfeeCOx3yeffOKFib3frrvuaoYPHx64RxSLQh6FNWPGDHP77bebVq1aeV9s9AVGv5hatmxpBgwY4M2gz5foz6wEHXDAoKRt3Lh59i4hwf1RGlT/6Pzzz/dmHwc/wFtssYV3MUnVJj5q1Cjz5z//ORQk+qBPnTrV3h0FLDjKTl8YsjFIorowqE11x9jvL3tTZWBNhMyH6M+sBNkBcvrpz5rffqv5jUOAlI5Vq1aZO++8M2kGsrY6deqYSy65xKt5VBt9++vbt69X6tu+j86dO5vvv//ePgQFaNGiRUnvgzvuuMPeJW3B90NU1R2jQLvuuuvMa6+9Zj799FOvf05fep5++mlTv359b99LL700cC+5E/2ZlSA7QLS98MIMe7ckBEhpeOmll6r99XD44YebadOm2bvXSh/oCy64oNpfMf369ctrMwOisWth9enTJ9IvEdXCOuGEE+x/rjYMapPuMaNHj/b23Xbbbe2bciLaoyxRdnhoO+aYx83KldU3WQgBUtzUf6EKqnZw7Lbbbub555+3d0+b+lHUNm3fv8pjvP766/buyKG33nrL3HbbbV7YV0ch/5e//CXpdWvQoIG5++67zUcffeT9SlFzpqry6r8feOABry8sn9V4ly5d6u2r0YL5EO1Rlig7OPz//+CDH9q7JhAgxUlDMy+77LKk8f7aNIJKhfOyPYJKzQs777xz0t/Spm+q+saK3Jk5c6Y59thjE69BmzZt7F0Sim09kHfffdfbt2nTpvZNORHtUZaoYBg8//wnif/fsuXDFReclfbuHgKkuPz666/eSJWtttoq6cOpb40dOnQwCxcutA/JGrVV9+7dOzSXZL311jP/8z//k7eOz3KhXwxXXHFFaNj1SSedZO+axF+R0H7dUm36laL+CVtwn6iiHqNfQWqG1S9nNbfp/+dDzY+yxAXD4NdffzOnnvpM4r/79Pm3vbuHACkeY8aMMQ0bNgx94Js3b24mTpxo7x4bzWbX/BH7cWht7QcffND89ttv9iHIgL40qHlp6623Tjrf+tJwzjnnRB7YoDXR77nnHnPyySd7a6Krk12/YHW/GvmkX7Tjxo2zD0uIGgZBtR1jv4f22WcfM3LkSHu3nKn+UZYJOwzGjPk88d/Nmj1ovvgi/A3RPgaFZ86cOaZt27ahD5tGrDz22GP27jnz73//2xx44IGhx7X//vvXeCFCdGPHjjWNGzcOnWM18bz33nv27kXHfl4bbLCBt5hVtiY/posAscKgY8cRiX+7+uo3A3tXqu4YFIZly1aaW255oOKb4h9DH7Ibbrih4vZl9iE5p1E9Dz/8sNluu+1CF4N27dqZefPm2Ycggrlz55rTTjstdE63335788gjj0QaTVVM1Ken0NDw3rp163rNdArPXCNArDD48MOFSf8+bVryiI3qjkF+6dowatQs07LlbRW/Mk6tCJB9zFpr1fEuILqo6OJSaJYsWeK1s6s/JHjB23DDDc1NN91kli9fbh+CauhLgb4c6EtC8Dyuv/76pkePHt4opVL36quves9ZzWq5RoBUEwaXX/5a4t8vuCC5fTHVMciPqVO/Meee+4L3euy3Xz/zpz9dYurVO9w0bdo6L9/I0jV79myvjd3+5rzDDjuYJ554wt4dAWqO9CfSBTc1X6oZs1ysXLnSe975GMpLgFQTBrNn/1iR5oMTt7399tzEbamOQW59++0yc+ON/5v0emhr0aKPefLJ0d6giGKiOQoazWNfDDUvYdKkSfbuZU1l9DUQwj5X++67rzdwotyMGDHCe/4akZVrBEiKMOjVa2zitr/+9ZlEiZOajkH8Vq361Zunc8ghQ5JeCw16+Ne/3jNLlmR3PkcuaZLavffem1RaXJuGaXbs2NF8/fXX9iFlRWXzVT7fn7jnbxqiff/993ujr0qRglGz4vVFQudA7xM1zakPRM2davbUeVBF6FwjQFKEwTffLDUHH/xQ4nbNE5GajpHFi1ea999fUPECr7JvQobeemuOOfHEp5JeA22XXfaqmTdvkb170dIY/7/97W+hSY+bbLKJV5VVNbzKieZlaLKnJn0Gz4c6jrVSZLbW7yhUweecatPw5FRFP+NEgNQQBv37/ydx+9FHP25WrFhT4zFr1vyWuMA1b/6g6dr1FfPiizPMokXVT0pENLNm/WAuuuilUHBo3s748V/au5eM//73v6Z169ahi4XmJKjZohyovIyaZuxzoBIiKktTDj7++GNvQqqWGlCfj75YKExVZLFTp0557esjQFKEgfz88y+mVauhiX0GDfqgxmOWLVuV1Hfib/q3zp1HmWef/dh8/z2ja6JSNYBbbhkXOqd6TZ54YqoX2OXgxRdf9ELDvogeeeSRZvr06fbuJUEFLVXY0n7OKoCZr1nXCCNAUoSB79FHP0rsoxIntR3z2mufeWXh7RDxtwMPHGQuvHCkefLJaebrr0t/iKELBYMCIhje2hQkCpRy/EWnZiuVGLdLz+vbqEp5q9mrFKiEvkrpqxx+8HmqXL5K75db812hI0BqCANRp+1xxz0RCoKajhHNYh8yZLJp3/750HHB7bzzRpihQ6eY+fN/tu+iLP37318klZTxNzVhqSmr3KkjXc0Wdtl4dbyr7EY+2sGzQY9bi3ep/H3weel5qkx+qgq6yC8CJEIYjBw5M3RBq+2YoAULlpjHHpta8cF/MXQfwe3MM58zgwd/aObMKe1OweqoE1yd4fY5UZ+SOs+R7P333zctWrQINfGoNpKGBBcTlblXuXv7uagsvsrjo3ARIBHCQEN4q2uWcqH5C08/Pd37Rm237Qc3fQu///73zYwZ0Qq/FaslS1Z5w281DDf4/DVM96GHPvR+ASK1J5980uy4446hi68qzn722Wf27gXFX4jJfuxa93vYsGH27ihABEjEMNB66fZFPlM//rjCWwGxS5eXQxfQ4KZv4XffPcGbdV0qFMoaGn3kkY8mPVf1EWmCoII2l1R6XeuYP/fcc96iQ+eee663trm+0e+yyy6hGc/6b/27Jv9pP81P0BDb4cOHex3Amh2cKyp7EpwP4G8qk3LNNdeYn38urOZRlbFXOXu7jItmUvfq1ct7LVAcyjpAColGfL300iyvjEpw/om9qT+mb9/xXs2u2tZvL1QffLDAnHXW8NBzU39QrkJSE7G0hoPqUTVr1izUaZvppjkKmkV+/fXXe8uO5uKiqEKMZ5xxRuixaLnTIUOG5L1svP6+ytfXq1cv9BjPOussr+w9igsBUoCWL19tXn31M68acIsWyTOug9tRRz1mbr31HTNx4ldZLd1h/x39+qpNcP9U1Bd0zTVvhe5fq0GqGGLcBVM1UknrRBx66KGhSXpxbyrup6V0H3300dirAr/zzjteiXj7MRxwwAFeSfl8KMTHhMwRIAVO67OPHj2n4pvsmNAw4uB2+OGPmN693/ZGMWXab2Dft/p/avu1E9y/Ok89NT30y0r/fd99E73AjIuGfapZSgUL7SYTe/vjH//oTdzTsNh+/fqZl19+2Zukpb4EVfTVAkOi/9V/6991u/bT/l26dDFHHHGEV0Lcvu/gpqYazRx+4403Yiszrm/7Dz30UN6/7Rf6ryJkpmwCRBfVG24YU/HBfd7MnFmcHdN6Dvo10LPnWC8w7Au9vylo1I+gBbJ++SX9YZ32/WlTX01NgvvaFBD2gIGrrnrDfPVVfG3z+pZ/1113hfougtsee+xhOnfu7HXYZrvO1FdffWUef/xxc/7555tdd9019Lf9TX0oqrob1/Bb9TdcddVVofCMu7+h2Ppl4KZsAuSOO95NXLz0bb7YabLdhAnzzT/+Mc5ryrIv+P6m0UzXXvuWef31zyJ/07fvQ5uamfRrKJXgvjZ9yfZLrp9xxnNm0qQF9i5Zo4loPXv2DK2B7m+NGjXyCtPl6hu4T79WdMGuriyHNv37oEGDYpso9+mnn5o2bdqE/m4cI54UiMU6MgzpKYsAGTt2btIFzi+MWCrUvKSOaa3jnmrSozY1GV155etef4OGz6ZiB4f//1UFN5XgMdVZvfq3iovHj7U2hblSJVZNpNt8881DFy6Fib71anRUIRg/frz3y8f+dq5NpTrUtBUXzblQDSX776rOUqZzLjQ3RQMH7PsuxrkpiKbkA0TDQYPNPZqsFlOzc8H46KOvTb9+/6m2cq2/qdhjqkAI7qew9f+/msZUn6o6tQVInLSeuH5Z2BcuLcqkvolCXd1Ps6u7d+8eKk+iTSspxvUrKduzvmuaHa/y9HE1zyH/SjpA9G03WMVVFXU196KcfPzxd2bAgEmmbdunQyGi5q3qBPfR6K5gaRH9yqlOPgJE7fuar2FffDU/Q+uOr14drcku3xYtWmRuvvnmULly/bcuwHFJVXdKgRal7pRfn0tl5oPHa4SbytGXSn0upFbSAaJv2P5FTZ246jMoZ1ppURWF27V7Lq0wUGe8/9+a8Kg6Xzb7mLj95z//8YIieOHSutjquI2rYzhu8+fPN6effnooELVEq8IyLi6Vb2uqEKwy9CgPJRsgasZp2rRqdrdmciOa6sKgY8cRiX/T/BRbdcfEQcM+NVPcnsehYbqff/65vXtRevPNN72Ld/D5KSzjXto21dobmr/ir72hcFBI2PuU0xolqFKSAaIO4jZtnkxc0DQCKM61IzSWf/Lkyeaxxx4zPXr08NqvGzduXGMJDN2u/bS/jtPxcc0JSFd1YaCZ78F/nzYtuZ28umOyTbPHjz322KTzqeYTnb9So34bDQEOPlfNbn/kkUfsXbMq1ep/CmwNR7aDu1xXSUSlkgyQ4GznQw8dGkupdH3bVQethiZqrYLgh8p10/3o/nS/+fw2nSoMVGbF//cLLhiZdFuqY7JFHbX2TGbNYtbw1FKmuSTBi7nWA9cw5LgtXLjQdOjQIbT+uL+xTjuk5AJEE96CF7NXXsneBUadggMHDqy2jHYcm/6O/l6uOyNThYH6UIITAt9+e27itlTHZIOaT+z+Dq2FXSyd5JmaOXNmaOjtlVdemZNfrBMnTvRqhQX/tobqasguUFIB8vnni5JqR91001h7FydffPGF6dq1q9dJa1/k/U1DIk888UTTrVs376KvAno1lcDQ7dpP++s4e0hlcNPf1d/X48iFmsKgV6+xidv++tdnEvM6ajomEx988IE3HNQ/FxoxpPke5UYjppo3b570vtAvhFyEiJq1gn9Xc24AKZkAUZkPLcjkX8Q0bDXqzOtUdMHWz3S1PdsXdf2EV90jlcuYMmWKfagT3Y/uT/drj6nXpsehxxN3kNQUBt98szSpppU/KbOmY1zpl8fWW2+deP6aeKeO3nKlfpHjjz8+6T2hXyJxI0CQSskEiIak+hcwTZLT/AdXahrRSJ+6deuGLuKaVasx8qp1FCfdv/6O/p79GPS49PjiasKpLQz69/9P4nbNrVmxYk2tx6RLv9SCAxDUP6QZ3OVOk/JUDDH4ftBcjDgRIEilJAJEBQa1EJF/AdPysa7ee+89s+eee4Yu2k2bNvXGvueD/q7+vv2Y9Dj1eLOttjDQ2iWtWg1N7KO5JbUdkw51zO6+++6J56nCfyoHjkoKkeAvEXV0Dx061N4tawgQpFL0AaJSJUccUbWqXdeurziVKlFbsr7J2cMUdZFW/aBCoMdhh5serx53NtvCo4TBo49+lNjHLjOfCf2qCtZTUrPdq6++au9W9tScFewTUZVbdXjHgQBBKkUdIOrAvfjiUYkLl6rSupQq0Sin4447LulDEnczkatUzWt6/NkarRUlDNTnlKpwYyYuv/zyxHNSP9DTTz9t74L/p4714OgszdNQWZRsI0CQSlEHyJAhkxMXLQ0vfe+99EuVqGCd3c/QpEmTgi87rcenxxl83Hoe2SjAFzUMRo6cGQqP2o6pyTPPPJP0fFT+HDXTEN/gPJFTTz3V3iVjBAhSKdoA0drZwVIlqj6bLo3ysdct0HBZfWCKgR6nHm/w8ev5+GUnXEUNA/0C1GqF2QgQXQiDRfmOOeYYVquLSJMNg++BbBdgJECQSlEGyNKlq5JKlatUidabSIcussFFh9SXoAquxUiPO9h3o+eVSYikEwYawJBpgKj/pmXLlonHr0WO1DyD6IJlT/SLRIUZs4UAQSpFGSDdu1eVKlEHbnXVYWuiZp7gLw+N8klVdbRY6PHrefjPSc8vG81ZufDggw8mHrcmCqrSLtKjTnUt0eufR9VZyxYCBKkUXYC8+GJyqZKXX55l71IjdTQH+zxKaYionkcwRPQ8s9WxHhctXhScaa4SJXCjlQyDF/psrWxIgCCVogqQ2bMXmiZNbq7YBnrhccMN6a1trqaS4GgrNfuMGjXK3q2o6fkEm7P0fLM5xDfb2rdvn3isWkFwyZIl9i5IQ3A9EZWEz0aVXAIEqRRNgPzyyypz6KHnmR13bFfxU/1K06bNQ2mXKtF8ieAHoVj7PGqj5xV8nnHPVHb10UcfJVV7ZT2JzKnvIzgqa9Cg9PukbAQIUimaAFHTxvrrb20233w/s9NOp5ipU+fau9RIZTCC38w1eqmUBUdn6XkXYhkQDTn1H6NGXSE7tDyuf1610FOma5ITIEilKAJEzTL+N9U6dTYy/foNtnepkX7G77XXXokPgOZPFMtQXVd6fsF5Inr+2WjOyJapU6cmFYyk4zx7NJlQ65r75/aJJ56wd0kLAYJUCj5AFixYkFSRVctrptumrxXT/OM1g7vQJwlmi55ncMa6zkOh0Cgh/3Hx6yP7unfvnji/DRo0SPszE0SAIJWCDhBNJFNpc/+NW69evbRXQFPp80K9iOaCHZ6ZloJX5d1MabXF4K+POApCljuNbguOyMtkRBYBglQKOkBU88l/06oJy6WontbP8O+j0JpxcsFuvtP5cDVixAyvZIzWXckkSHr27Jl4PIcddph9M7Kkc+fOifN8zjnn2DdHRoAglYINELWJBxdyclk4Z968eUn3UShVdXNNz9s/BzofOi8uLrxwZGL+zYcfLrRvjkRNKcHlaR999FF7F2SJBk7451m/PpcuXWrvEgkBglQKMkAWL17sVRb137DqDHb55RAciaT1NMpZcD0R1xFonTq9mAiQSZMW2DdHMmbMmMTjUEfvsmXL7F2QRRqFlWlYEyBIpSAD5Mwzz0y8WTWmfdas9Gabi2ZgawlU/37ytRhUodDz98+FzovLDPVsBMh5552XeBwXXHCBfTOyLNhcePTRR9s3R0KAIJWCCxB7EtzQoUPtXSIZOHBg4j5U0iOTUSilQM8/WMJF5yddmQaIHsM222yTeAzjxo2zd0GWffrpp4nzvf7665sVK9JfL4cAQSoFFSD22gZa+9lVcFU7rS0O450H/5zo/KQr0wCZPHly4u9rjXMuRLkRbA4ePXq0fXOtCBCkUjABojfp/vvvn3iT7rbbbubnn3+2d4tk9uzZgYmHdcxXX31l71KWdB50PnRedH50ntKRaYD07ds38fqefPLJ9s2ISbDU+/XXX2/fXCsCBKkUTIBcccUViTeoRgpNmDDB3iWyfv36Je7ryCOPtG8uazof/rnReUpHpgGiCYP+3872okdILbjglMsvTwIEqRREgLzyyitJRfUyneynb7euF8lSFwzXdH8FZBIguugEJ3TOmDHD3gUx0S9P/7zry9nKlSvtXWpEgCCVvAfIwoULvRnm/ptT35AzWcpUx26xxRaJ+5syZYq9S1nT+fDPjc5TOuc6kwBRc1nw7yK36tevnzj/06ZNs2+uEQGCVPIaILp4tW7dOvHG1AgdBUomgh21Wto1nQtkOdD5CC7lq/MVVSYBooKY/t88+OCD7ZsRs8MPPzxx/ocPH27fXCMCBKnkNUCC63OoCevll1+2d0mbJkv593nCCSfYN6OCzot/jtKZXJZJgAQ70Dt16mTfjJhdcsklifN/66232jfXiABBKnkLkIkTJyaVGbn88svtXZxolIl/n926dbNvRgWdF/8cpTMqJ5MA0aRB/2/26dPHvhkxu+uuuxLnv0OHDvbNNSJAkEpeAkTDc4MlFjR8V2/SbAgu6ZmN1dhKkc6Lf450vqLKJEBatWqV+JvlXhUgH/Tr3j//LVu2tG+uEQGCVPISIGeffXbizaiROZpAmC3BuSRjx461b0YFnRf/HOl8RZVJgOy3336Jv1mIqyOWOhUn9c9/o0aN7JtrRIAglZwHyCOPPJL0ZhwyZIi9S0aCs27/+9//2jejgs6Lf450vqLKJECCvzjTHQWEzLm+5kKAIJWcBojq8gRLlZxxxhn2LhkLrl6Y6eJJpUrnxT9HOl9RZRIgwaHac+fOtW9GzFxfcyFAkErOAmT58uVJFxF9C1LZ9mzbYIMNEn/DpeJsOdB58c+RzldUmQQIr0t+ub7mQoAglZwFyLXXXpt4A2rI7rvvvmvvkjHNcQi+0dOdcVsudF6C5ynqXBnXAOF1yT/X11wIEKSSswAJrkeh7ZprrrF3yQq+6dbO9duoa4AIr0t+ub7mQoAglZwFiGhZWv9NuPbaa5s333zT3iVj9IHUzrU9PJMACa4DQh9I7rm+5kKAIJWcBoh+Nh922GGJN+J2221nvv32W3u3jDAKq3auI3IyCRBGYeWX62suBAhSyWmAyPz5882WW26ZeDMed9xxWV0tkHkgtWMeSPlhHgjikPMAkREjRiS9IVVmIVtOO+20xP0OHjzYvhkVdF78c6TzFVUmARL85Tly5Ej7ZsSMmeiIQ14CRLp06ZJ4Q2qt5g8//NDexcl1112XuN+rrrrKvhkVdF78c6TzFVUmARJcFY8lhnMvuA7MeeedZ99cIwIEqeQtQDSssGHDhok35R577GGWLl1q75a24Ez3E0880b4ZFXRe/HOk8xVVJgESXI9dYYLcCn5hoxovsiVvASLq2Ntwww0Tb8yOHTvau6Tt/fffT9yfJi5ms3+lFOh8BCd06nxFde65T5hGje70tokT0xvh9tJLLyX+ZosWLeybEbPgUsbPPfecfXONCBCkktcAkYEDBya9OZ966il7l7Tozb3pppsm7o+RWMmCo3F0ntK5GJxySi+z007tvW38+I/tm2ukMjb+39WCVsitHXfcMXH+p06dat9cIwIEqeQ9QKRt27ZJF7U5c+bYu6Tl+OOPT9zffffdZ99c1nQ+/HOj85SOo45qbzbbrKG3jRs3wb65RrroBH9tfvbZZ/YuiMnXX3/tVX/QeV9nnXXMihUr7F1qRIAglYIIkJ9++inpG1KzZs3M6tWr7d0iC7a3t2nTxr65rOl8+Ocm3c5sLUXrHztmzBj75loFly9+4IEH7JsRk2HDhiV9ttJFgCCVgggQeeedd0ydOnUSb9Lu3bvbu0T28ccfJ+5nvfXWMz/88IO9S1nSedD58M+NzlM6Mg2Q22+/PXF8OgtZITOdO3dOnHfVpEsXAYJUCiZApGfPnok3qUqdjB492t4lsuDENfWzILm/SecnXZkGyKRJkxLHq5xGOgX94E4jHP3z/vrrr9s314oAQSoFFSB6Y2qSk/9G3X777c13331n7xZJ3759E/fzl7/8xb65LOk8+OdE5yddmQaIXt8tttgicR8KFMQrWANr3XXXdRoqT4AglYIKEPnyyy+TLjInnHCC01BclUwJNom999579i5lRc/fPxc6Lzo/6co0QKRdu3aJ+/j73/9u34wsC/YHqhqACwIEqRRcgMjzzz+f9Ibt37+/vUskWvHQv4+TTz7Zvrms6Pn758J1JchsBMioUaMS96EKvZkMlkDtVPfKP9+uAxcIEKRSkAEiwY4/lTqZMmWKvUutJk+enBi+qD6VdDuNS4Wet56/zoPOh86Li2wEyJo1a8y2226buB/VRUM8VPXYP88aPOG6DgsBglQKNkA0Vr1BgwaJN+2ee+5pli1bZu9Wq6OPPjpxH6r8W470vP1zoPPhKhsBIt26dUvczymnnGLfjCzRom3+ec7kFzgBglQKNkBk+vTpSZPPXGooqYy1/ytEm0pqlJNgCRGdB50PV9kKEM2E9u9H/TGzZs2yd0GG9GUruLhauuVLgggQpFLQASIDBgxIevM+/fTT9i61UvVR/3gtbFQua3LreQYXckq3CqstWwEiwfLuHTp0sG9GhoLVd3fYYQezatUqe5fICBCkUvABImrm8N+8m222mfn888/tXWqkUg7B+lhdu3a1dylJep7+c9bz13nIRDYDRHN8/PtSeY1My9egigYmBCs7ZLreDgGCVIoiQNT5p29R/hu4efPmXmdsOu6+++7E8WrK0WigUqbnF2y60/PPVDYDRIL3d9FFF9k3w9HDDz+cOK9a/dOl7zCIAEEqRREg8vbbbyfN60hnISTRXJJjjz02cbyGkGrOSSnS89Lz85+rnrfLXBpbtgPk1VdfTdyfJrmxVnrmNPhk5513TpxXVXfIFAGCVIomQOTGG29MvIk1LPV///d/7V1q9M033yQNIdWCVosXL7Z3K2p6PsGFuvR89byzIdsBIsH71Doh2Qi6cnbTTTclzufmm2+elTpwBAhSKaoA0RtXFxn/jVy/fn3z/fff27vV6M033/Ta3P370EI7mXQwFhI9j+DCQXqeer7ZEkeAaH5P8PUYMmSIvQsiUt/gBhtskDiX99xzj72LEwIEqRRVgMi8efOSSp24LFs7ePDgpA/EqaeeWvQhosev5xF8Xnqe2RRHgMgVV1yRuF8NPU33SwEqnXTSSYnzuO+++2btQk+AIJWiCxDRmPbgG9rlm5b6UIL3oX6C5cuX27sVBT3uYP+OtnT7iKKIK0CWLFni/Zr071sXQpqy0vPYY48lzp8GT6jPMFsIEKRSlAEiGrXjv6H1s/2jjz6yd6mRLlDBcinaVAm42L796vEGKxhr0/OK4wIcV4DI8OHDk57DP//5T3sXpKDlgjfZZJPEuTv33HPtXTJCgCCVog0QfeveZ599Em/qvffe2+kXxFVXXZX04dhpp53MxIkT7d0Kkh6nHm/w8ev5xCXOAJFgoGtUVrlXUI5CTZcHHHBA4rztuuuuWR8YQoAglaINEFFJjGCn4YUXXmjvEsk//vGPpA+Iijdq7fA4vsVngx6XHp8eZ/Bx63nEKe4A0cz54EJgCsdvv/3W3g0Bl19+eeJ8KXQzKVWTCgGCVIo6QOTee+9NenM/++yz9i6R6LhgM4A2NQ3NmDHD3jWv9HjsJis9btfnnY64A0TUHBOsGrD//vubn3/+2d4NFdT3F3wf3HbbbfYuWUGAIJWiDxAJjj7R2HeN1HKhi3OwWUybymDfcMMNWW8WSJf+vh5HcE1zbXq8uQq5XASIqD/ELz+v7YgjjvAuYqiiNXOCE2s1iCKuJYIJEKRSEgGiyVLBUTxaujXdUic+LfmplfKCH05tGjrcu3fvnAeJ/p7+bnDosjY9Pj1OlyVKXeUqQMT+ZXnaaafFdoEsNuPHj0+qUq1faRrJFhcCBKmURIDI2LFjky76+raeCXVQN27cOOmDo03NKxdffLGZMGGCfUhW6f71d4LNOf6mx5WPjv5cBojoNQw+b4VIuf8Seeedd7yCov452WWXXczChQvt3bKKAEEqJRMgcv311yfe5AoThUom9Ctm0KBBSbWFgpuajzTfQiVVMr2w6Xjdj+7PbkbzNz0OPR7XX1eZynWASHC4trbDDz881m/bhUy1wzbaaKPEuVChxE8++cTeLesIEKRSUgGiC6uar/w3uir4ZqMWkIZKaj1pfduzL+r+pg+21rj429/+5nVuvvHGG95SsnPnzk2MJNL/6r/177pd+2l/HRe8MNib/q7+fr5my2uOjWosaZSP/5g0ezwXo9R0sbJDRE022arvVSy0Dk7w/GvG/vvvv2/vFou33nor6fwTIPCVVICILtDqSPff7Jks5WlTG7wu/GeeeWbS8OE4Nt2//o7+Xj7a/tVE1r1796QFqeztwAMP9Nrjc8FuztIQ33KYJ6LXvlevXkmDCtTfl4tfHvosnX766aHXPRdfHFAcSi5A5Jlnnkl6w2vORLb99NNP5oknnjCdOnVKWrwnk033o/vT/er+c0kXBbWv65eFPTmxtq19+/Zm/vz59l1mnTrWgxdSfSMv5Rnr+vV8zDHHJJ3r3Xff3buwx0nrh6jytf0lSSVS2rVrZ++OMlaSASIXXHBB4o2vD0Lca03MnDnTq9GlyXxnnHGG18yipic7XPTf+nfdrv20v47T8bmmpgj1ZXTp0sVsv/32SY8zuGnEj1aFVL0lBUW3bt2SmlO0qQlOo8W0HkWcNMTXHliggprZaKosJJoQaAe5+qAyXVWyNo8//njS4m3+pl/ys2fPtndHmSvZAFFZk7322ivxAVDHdNwXt2KgfpTXXnvNC1i1o9sXCn+rW7euF3Bqe69uRbtZs2aZ448/PnScOvpd1q1PhyYbBmesa9tqq628UvDF3ryiAQLVDSPXv2mp2rhMmjQpaZCEvzVo0MBbfhioTskGiKjzN/gzXMNiy5FKhLz44ovmvPPOSxoCam+6TftoXx0ThcIoGNT+duihh5rJkyfbu2eNHp9dDFOb1ouJ+9dmXEaMGBH69q8qA2qSjYuGAHfs2DFp+WNtCmQ1/eZrxB+KQ0kHiATXQtemJpByoF8N+iWgjnj9mrAvtP6mXyHnn3++FwSuo7z0zbhfv35Jgxe06Vu06pN999139iFZo9czOIlUm5rXNHJrzpw59u4FSc1Vdl+HNpWs0S+9OOi1VukTu3yPFvfq2rWr+fHHH+1DgJCSDxBp06ZN4gOiGd1ffPGFvUtJUM0o9VOovyI4U9ne1N+hfg/1f2RzSKZKy+tXgd38ol826uyOqwlGzT7q/A+ubOhfDDt06BDbRThTGkVWXXDoPfrggw/G1hz3wgsvmN122y30d1u3bu0NMQeiKosA0YXtj3/8Y+KDcsghh2T1wplP6jxW2/9xxx0XqpMV3NQhq4usRlrFdWHyqemwVatWocewxx57mJdfftnePWu0PG517fgKNIWqmojiCrGo1Df36KOPek189uPUds4558RWgXj69OleXTH7b2pk18iRI+3dgVqVRYCIvm0Hh4BqYlyx0kicgQMHehcD+1t3cNMcDs3liLvsSioaXab1KezHpW/dcRaAfOWVV6oNEm1qslOHdC7Pib6sKLg1cMFuMtKm/gctR5zuomhR6UvGpZdeGnqvaDRbnz59nJsugbIJEOnRo0fiw6NvpePGjbN3KVhffvml6d+/v/fN1e7wDG5aWEvhGNfFKF0qg3HLLbeYjTfeOOlxqp9Ca1nEOd9Fo4c0y98+R/6mUiCaKKdZ/p999pl9eEYUkOqE1vBXe9ixv+l1VH2vuDr91QGuagd2IU59kVK/V7nN5kf2lVWA6APVvHnzxAdJczIKubNQncB33HGHadasWejiE9w0p0TzSeL8Vp+pBQsWeEut2uGnXwT6NRVnk6IWHtPclW233TZ07oKbAkXvD/1S6Nu3r3nppZe8emqa9V1dSRr9u25X84/210VZr5V9wbY3DXVWyMc5IfDNN9/0vkzYf1uj1D744AN7d8BJWQWIfP7550lDWdU2Xkh0Ubr55ptD8xzsTRc6NT8Uy0gjn0YcVReIjRo18opJxklfIEaNGuWNTKtpOHMcm4JSQ6TjLkKpX1KaWGn/fX1ZevLJJ+3dgYyUXYDIsGHDkj5c999/v71LTqnzV6UjqptP4W9qdlDzlZqx1JxVzNSJr47k4MAGf1NfgEI+bqoxpXpfGsqq0Uc1jVpz2TQzX309d955Z6zzYXwagXf11VeHBlLoefXs2dPrvAeyrSwDRFRzKvgh0wiVXFIn7rXXXlvtcEp/U6fnkUce6bXRx13CIh+0GJZK8Ntru+u/9e+5XCxLoaZyMmq2UnOU5q9oJJl+CdZUkka3az/NO9FQZf3CyeWwYQWhRuFV1zynX1qlOmQdhaFsA0QT7fbcc8/Eh00lG+IsdeIXK1THsX0xsi+eGpL78MMPl1x9p1T0i0O/POxzoV8o+qUS97DjYvXuu++aJk2ahM6b/k3vNSBuZRsgoqaF4LffSy65xN4lI2pzV5u37ne77bYLfdD9Tb+A2rZt6xWyU1NEuVIfiPpC7POjPhP1naCSflXo14V9nurVq2ceeuihvJT/R3kq6wARleAIfgg1SzcTGlOvleM0Ikf1hOwPub9pWKsuAqpzRPt0FY3G0qgsu9CjRm9pFJdGc5UrvU/Un2EvPqZ+D/V/lPOXD+RH2QeImkeCVWU1lDPdTmo1fWmWsy5wNY3uUa0ojcTRsM+oxQrL1aJFi7zmPrtsvIJX80oyXUK42Dz11FOh8u7aVKZH1YmBfCj7ABEV+wuuh6EidrXNS1AfikZzqeR5TcUKt9lmG29eweuvv573MhrFSHNbqqsXpRnumule6jRnQ6V37OevOR5arRLIJwLk/2nd52CpEy0jalu8eLHXqavZxTUN+1Tnr0pHqE2/tiBCNKqhpVpa9rnWCKhCmXWfTZolrmbQ4HtSmyYpqsI0ZdZRCAiQAA2r9T+oKnWiUS4qxKhhkscee2xojH1w0+ziK6+80jsG8dAvOA2VtZsJ9VqpCrBeq2KnPjRNELXLn2hItyool8vIPBQHAiRAF6imTZsmPrRajMouQBfcVKxQ9bW0mhtyR02Omqdhl41XH5MGRRRrU6H6xlQZ136fqWhmXPWygEwQIBaVBqmpT0NL46qOkeorIb80DLu6suia0a8FsoqF1uA46qijQs9Dk0wzHRUIxIkAqYb6P4IfZE3MUrFCzVRG4dHKi2pCtC/AGl2Xy1nh6VIl4ssuuyz0K1cl31VihTLrKHQESAoab9+uXTtCo0hoKHXv3r1Dvx41DFiVeDUAolBoYMWAAQNC84Q010UrKGqdcqAYECAoKfPnzzft27cP/RrRcOrBgwfnfZa21ihp2LBh6PFpASwVdwSKCQGCkjR+/Hhz4IEHhi7UKn6Yj4XEZs+e7S0dYD+e+vXreyVsgGJEgKBkqcrA0KFDq61DppUI582bZx+SdUuWLPGWFbYrDmuE3w033OBNSAWKFQGCkqeLuOb4VHcR1zoscVzEawuvOFcjBHKFAEHZUDOSqgjYF/Qddtghq81Iaj476KCDQn9HzWdvv/22vTtQtAgQlB11ZGv9F/sCr47sTCaFFnoHPpBtBAjKkmpJ3XfffV715eDFXkNpO3bsmNZQWlVW1jr21Q0hVnkbVRYGShEBgrL2448/mq5duzpP5tN6LtVNYtSqkswhQqkjQABTWU6kdevWoSBIVU5kypQp1ZZR0TLJWlAMKAcECBBQU0HD6dOn11jI8a677iraQo6ACwIEsKQqqa61OeyS/gqSiy++uCRKyQPpIkCAFLSoU6dOnUKLOvlbqS5mBURFgAC10LKy++67byI4tCpgOSynC9SGAAEiUkl/LTO7dOlS+yagLBEgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACc/B8ufwTzLCcmjgAAAABJRU5ErkJggg==)
| Product Number | 4H21-1-5Z |
| Purity | 95 % |
| CAS | 1824298-60-3 |
| MDL Number | MFCD22396405 |
| Molecular Formula | C9H8N2O2 |
| Molecular Weight | 176.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory