![6-Bromo-3-methyl-1,2,4-triazolo[4,3-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB4VAAAeFQGvkgpxAAACAnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnWafPIEmRpRgwoN3D2gF7GxRbSQ3EUiE7178flasx0nmwA1EkP8o8lPHDvlnD1vi2dnZCBOUEjC1dVdvVhPx6/Rbl5GE6LtEJHW07IW9d9z5ibLfb0fLNNHrvLC1dQ0720b6tez47RZ1fMcm5YL+fn16OTFTbttO2NEi19ag9Kp9cqbvjV/zjCNZov60tO7mzxm9P0f5IHl5O921FPnKZo22GKCzrtYGl843uYCs5xZd/gZWxxuvOVLA4oFrRGHOfjp8fXblpjO1QDBHqUq9fOr8pUdG4tSk3GAyF748T0ggEdOeamff6AEEKai1AS9AKdAw6AZ2CzkDnoAvQguNPYI3XJhzyeng3+KUwhx/4zM/PVx8UWBsZOpLGRQaSCpmkIKiUPL7sFE0KLiGmhVQFpFQmWXpZMrQJdbGdPAkcMGKEiQqlIJI0ifMMIkEVlzlEWJYkLcKaKNxjoVQmr1t059lpzeP+GvRYCXYtxXS8cLa6EaGuJmSBeQeXn2bZynOZCDhfGY95hgDB9RaQfSAU9QrMPgNUHwgtGAbiPhAaNgwkfSC0dxhI+0AYhmEg6wNhdIaBvA+EQRsua3EHCD58RLD3Wnce40FG3HXvv4i8q+7nCLuZL3a5lijeXVl2c58Z/otN/wJmj3f2AkOzhQAAQUJJREFUeF7t3Qe4E1X+xvG/ZRVdLLiyFmzrWhErCChgB3vvLjYUFwFRRFyxABZcFWUBFQtNBRUEVFRQmogICyIIIjYQFUXKUkSli+d/38EMk5Pce5OTSW4m+X6eZ55dmTO5ubnJvJk55/zO/xkAABz8n/0PAACkggABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAAB8sCnn35qXnnlFfufgbxGgAAV6JdffjEtWrQw//d//+dt++23n5k5c6bdDMhLBAhQQV544QVTrVo1Pzxi25ZbbmmaN29ulixZYh8C5BUCBMixSZMmmbp16yYEh73ttNNOpnv37mb9+vX2QwB5gQABcmT+/PnmqquuMptttllcUFSqVMncfffdZvDgweaAAw5ICJLq1aubkSNH2g8HVDgCJEQ1az4Ttw0Z8pndJKngMSg8a9asMQ888ICpXLlyQjhcdNFF5ptvvvHbrlu3znTu3NnssMMOCW3PPvtsM3v27E0PDFQwAiREdoA0bPiCWblynd0sAQFSuHRV8be//S0hDA4//HDz3nvv2c19ixYtMtdff73ZfPPN447baqutTNu2bc2KFSvsQ4CcI0BCZAeIth49ptjNEhAghWfGjBnmxBNPTAiOqlWrmmeeecb89ttv9iFJTZs2zTRo0CDhcXbZZRfTu3dvs2HDBvsQIGcIkBDZ4aHt2GN7l3yb/NVuGocAKRwaOdWsWTOzxRZbxJ3w//SnP5nWrVub5cuX24ekZMCAAWbvvfdOCJKaNWua8ePH282BnCBAQhQMgsaNh/j/v0OHsXbTOARI9GmkVNeuXU2VKlUSTvKnn366+eKLL+xD0rZq1Spz7733mm233TbhZ1x++eXmu+++sw8BsooACVEwCD76aL7//48++tmSE8j/7OY+AiTa3nnnHXPQQQclnNQPPPBAM3z4cLt5xr7//nvzj3/8I+HnKVg6duzoBQ2QCwRIiOwgaN36Hf+/mzV702q9iX0couHLL780Z555ZsKJfMcddzRdunTxRlRl04QJE0ytWrUSfv5ee+1lXnrpJbs5EDoCJER2EHzzzXJTu3ZP/9/Gj09+i8E+Dvntp59+Mm3atPFGRAVP3Or3uOGGG8z//lf61WbYfv/9d9OnTx+z6667JgRJ/fr1S66EP7IPAUJDgIQoWRA8+OB4/98uumig2bDh98ARGyU7DvlHI5569uzpjaSyT9bHH3+8mT59un1Izvz888/mX//6V0KoaRhwkyZNzMKFC+1DgIwRICFKFgRLl64yDRr08f998OBZgSM2SnYc8su4cePMkUcemRAc++yzT15V0Z0zZ44599xzE57n9ttvbx555BGzdu1a+xDAGQESotKCoFevqf6/J5tcWNpxqHjffvutufTSSxNOyH/+85/N/fffb1avXm0fkhdGjx5tDjnkkITnvf/++5s33njDbg44IUBCVFoQrF693px+en9/35NPfhi3v7TjUHFWrlxp2rdvb7bZZpu4E7DqWDVu3Nj88MMP9iF5R0OLn3jiCa8oox0kDRs2NJ99llqpHaA0BEiIygqCoUO/8PdpcuHChb/4+8o6DrnXv39/s8ceeyScdGvXrm0mTpxoN897S5cuNS1btvTKxAd/H/33TTfdZJYtW2YfAqSEAAlRWUGgzvPLLhvk77/nnnf9fWUdh9yZMmVKSbgfmxAcu+22m3nuuee8EU9RNmvWLHPKKack/H5/+ctfSq6Kn0y5vAoQQ4CEqLwgmDTpe39/rVrPmM8/3zjcs6zjfvttQ9KRWwjPggULzDXXXJNQuHDrrbc2d955p7dqYCEZOnSot/KhHSQ1atQwY8aMsZsDpSJAQlRWEMS0bDnMb3PDDRsnF5Z23LffLvc63Y85ppe5+ea3zRtvfGlWrFgT1wbuNCLp3//+t9luu+0STqbnn3+++frrr+1DCoZ+94ceesgbnWX/7uedd15B/+4IDwESotKCIGj27KVeaZNYu3Hjvi31uH79ZsTt01anTk9z441vmVdf/dwbIgw3r732mvn73/+ecPI89NBDi+pbuOaHXHvttUmvvu644w5vfglQGgIkRKUFge3ee9/z21144cBSj/vhhxXmzDNfTAiR2KYgatr0DTNgwMxyK/5io08//dScfPLJCcGhfoAePXoUbT+A+n/q1auX8Lqo/6dv376R7/9BdhAgISotCGyLF68s+bD2TgiEZMep/+PDD+d7M9pPPbVfQvvgdu21r5sXXphh5s/nW6NNI5FatGiRMBJJZdZbtWrFSKQ/vPjii2bPPfdMCJKjjz46kiPQkF0ESIjKCgLbU09NSQiA8o7Tl8Bp0xaYxx6bWOaViTaVk+/de5r57ruf7IcpKpoL8fjjjyedC9GoUSPmQiShOTAdOnRImAOjTXNgVA0YEAIkRKkGgWg2ujrI7RN/OmbOXGS6d59szj335YTHCW4XX/yKeeaZj7z+l2IyatQoU7169YSToGZjv/lm6dWRK0q+3T7T+iKXXXZZwuunWfj33Xdf3s7CR+4QICFKNwiGDPks4WTv6ssvl3hXNSrYaD9mcDvvvJe9mfCzZi22H6JgzJ4925xzzjkJJ74ddtjBdO7cOetl1m1ahXDy5Mnm+eef9woeaoTXUUcd5dXR0mY/T812j+1TuwsuuMDr0H7hhRfMhx9+6FUDzqX333/fex7289TzGzhwoN0cRYQAKUAqI9+z51Rz+eWDEwIkuJ111oumS5f/mo8/XmA/RCStWLHC3H777Ukr0l533XVm0aJF9iFZocAYMmSI1+dy8MEHJ5x4w9hU50p9N6prlYuRUqpE3KtXL/PXv/414bkcd9xxJe+hj+1DUAQIkAKnkVzPPfexueaa1xICJLiddlo/8/DDH3grKUZt4qJObloTY5dddkk4uTVo0MBMnTrVPiR0qo318MMPe53NuoKwn0c2N61Dohn03bt3z/paJArp2267LSGk9RyaNm1qFi8u3CtbJCJAiojqb7300kxv6G9wLoq9nXLK86ZDh7fMuHGfmHXr1tsPk1c++OCDkudcM+GkqlX5Xn75Zbt5qLR0rOpmqTChPY/C3nT7TOGipWgffPBBM2jQIDN27FhvUwn2b775xt/037F9KhXfqVMnc8UVV3i/Z7JJj8FNJ3bd8tJs82zeqvvqq69KrmDPSvj5+j0fe+yxrP5s5A8CxJFmic+du9z+58hYsmSltzaJJiUGV02MbQceeLvZffezTbVqNc3VV1/t3SrJp07TefPmeSdV+wSWi3XBNSRYlXqrVKmS8PNjm1YI1PPTbZ+5c+faD5ER9fE8/fTT5pJLLvHmr9g/O7apIKRGoK1Zk73qBSNGjEh6m+6AAw4ww4YNs5ujwBAgDkaP/tr/Bv/uu9/YuyPnp59We9WCb7ppuKlbt6c54ohu5u9/b2aqVj3BVKq06bZQ5cqVzeWXX+59K9ZQz4qgYFBAKCjsk5ZO2AqWbFEfivpYSrsK2Hfffb3npqKFuaRla/W8dt9994TnpE2TAbt27Zq1LwAaKt2tW7ekgXraaaeZzz//3D4EBYIASZMm6R1/fF//m/oTT0y2m0Tar7+uLbna+MQ0bdql5MRzrNlii8QTtTbNEdCtkn79+uWkE1d0S0q3puznUqtWLe9WVrboxJtsbRBtqiWle//jx4+3D8s5DQMePny4twCWSpHYz1VXRbrlli1LliwpuaK9MelkzVtuucUbXIDCQoCkQZVxg53RCpJCnvW9cuUqb5im5gJo7L99QoptOlmdccYZXke2bu+ETZ3g6gy3f646zfUzs1lmQyfkZDWzdt55Z/PAAw/kfEhtqtSpr7U+KlWqlPDcVcpFt8Gy5ZNPPjEnnnhiws/Va6Zbb/k23wXuCJA0aP5EsJ9gxIg5dpOCpW/hr7/+urnqqqu8jlL75BDb9O1Ta04888wzXqG+TOiWkYbf2h3U6ijWLRuNCMoWnYAvvPDChN9P3+IfffTRkiu1aNQeU6n61q1bJ1w9KVg0GVC3n7JFQ5l1W89+DQ877DBvgACijwBJkepRBUcuqSBisVIp8Hfeecc7uetbpX2CiG068R9//PHe/fF0yl/o8R955JGkQaUJgtn89izq/LV/L92G0fDVqK4NorXdk42aUgHFbC7Pqw58jSJL1m+kgA57gAFyiwBJwfLlq715ErHwuOCCgWbVqux9c4sS3Y549913vXvf6qy1TxLB7ZhjjvGCoayThkqMqNSIfaxKkqg0STbp27hmitvzOHT7bObMmXbzSBo8eLCpVq1a3O+nyYGjR4+2m4bqxx9/9Ebz2a+troTuuuuuyAZzsSNAUtC69Tt+eGhxpy++yO5krVTk431k9UWo7IVumSTr7A5uKo1x//33l7yWX3jHqqihihva7VQEUUNRs3mrRfQt3C5nrn6fnj172k0jT7f+tAZI8HfVRED9PbJNJV30RcL+OyvUVKoF0UKAlENrbQT7PV588RO7Seg0qknj63Xrp2XLlubUU0/17iUnK7OtTSdr7deQSXWcakayvq1X9H16nSxUwylZJ3Rw0/15u59DfSkqBZKNTnmbhpnagadSIbkejptrvXv3Tugb0YgyzezPNo3es6+EtOkqVn1tiAYCpAwqUKgrjlh4aFnZbAz40bdrBUbbtm292cr6Nmh/sFw23bfXtz2t661Oy2yOVirP9OnTvaGwyarj2ptGCWnhp1yYNGlSQn+Hvp1X1DyXXNPfxV4fXRMUczGTXF9w7r777oSRYhokgWggQEqxevX6uMq2Wsxp2bJwJ2JpgR5dYSQrUJeNTVcwuiLI1cm5NLptpdslRx55ZNzz0+TAXH77fPvtt+OGJyu4n3zySbtZwdP8jPr168f9LXQ1m6sQVfkWXWXHfrb6SRANBEgp7r9/nB8eGn01eXI4I1V0taHLd629bZ/gg5vu/etDpYDRrSzNR9BVRLBmUmzTv2vkkGYb67aPajMlG8EU3DQ6Slc9FU0z22PPqU2bNvburFF46Aot9rM1l0X1qYqVwuL000+Pe49oOHYurkREtxFjP5crkOggQJIYNerruH6Pxx/PfLa5PojqDN57770TTubadBl/7rnnev0XmoiVKd2u0gQ8FbZTENmzg2ObCvRV5OJKzZo185+LRkDlgm5bBa88NMRUI8mKnd6jmsUefH9ceeWVdrOsCAaIwhzRQIBYfvzxF3PCCZtKlVx99WslVw2ZdSrqm/5BBx2UcPLWpfpJJ53kzabO5qQ40aQ8Xcmoj8V+Htr07TPb8yuSyXWA6EQVLECoUiRTpkyxmxUtdaDbRSrVh5ZtBEg0ESABKlVy7bWv++Fx3HF9vfU0XGnynK4q7JO1LtGbNGlSYUXmVLdJpUfs56UProoBZnvIbFAuA0RDdYOjrfT7jhkzxm5W9DSRU19sgu8NVRbIJgIkmgiQgB49psTdunr7bfdv5K+99prXjxH8EKqTVhPu5s+fbzevEFpFTv0ldpBo5JbWw86FXAWIQjE4z0N/i2Lu8yiPanyp5Ejs9dKXHlX9zRYCJJoIkD9oJb5gqZKOHcfaTVKicuPBk2Js07KfM2bMsJvnBZVn19oRweer0txalCjbchUgeuzg71eMo63SpSvo4FwNVQjI1oxxAiSaCBCzcT2M00/v74fH+ecPMCtXpj/6RMt51q1bN+5EpQ7avn372k3zjk4Mqm0VfO6a3NelSxe7aahyESAaoRacqKh5HkjNuHHj4uYlqRxJNhAg0USAmMRSJZ9/nn6pEi3xaU/IUod1RXRMZ0LrRdiF71T5NluyHSDq9whOFNQM81zNbygUmgAafD+89NJLdpOMESDRVPQBMnDgp3H9Hv37p3+bSX0J9mzm5s2b52wMfdg00c8uw60SF9mQ7QDRolexx9fQ3UIvT5INqrsW7D/SxNewF4ciQKKpqANk9uylcaVKtKRrutU+dLINziTXrRJVnI06rSNxxBFHxIVINk7w2QwQTb4MPv9CLIyYKyoHryWNY69lq1at7CYZIUCiqWgDZM2a9ebii1/xw6NRo35m6dJVdrMyaRZ4sMChZjYPGDDAbhZZmptirwQYdp9ItgJEC2AFizjq96jIWmCF4KGHHvJfT01MDbPEPQESTUUbIJ06ve+Hh0ZfTZqU+oJHopPrgQce6L/pdeWRjXvDFU3DOYNXIvo9wxydla0ACd63V7CHebIrVpofElyrRcvWhoUAiaaiDJAxY+bG9Xt06zbJblKu4L11zSjP9kSriqTbWcE+Ec1vCWueSDYCREvpqjBj7HG1kiDCoRFtsddVW1j11AiQaCq6AFmw4JeSb07P+eFx5ZWvpl2qRH0cwQ9Rhw4d7CYFR309wdFZmmwYxoz1bASIRo3FHlPrS2Rr7kKxUqXe2Osb1lUIARJNRRUgGzb8bpo0GeqHh0qVfP99eqVKPvzww7jChKohlYsFePKBhviGHZxhB4gWoAoG3aOPPmo3QYZUCif4PtBnIlMESDQVVYA8/XR8qZJhw76ym5RJ37iD/QH77LNPTlbMyyfByYaqIDxnzhy7SVrCDpBg34eGVlf0qoyFKjisV7dzM0WARFPRBMjUqT/GlSpp336s3aRcwVtX6vfQLN1io9tBwZFnugLLRJgBogmCKsESe7wHHnjAboKQvPHGG/7rrIEVmX6RIECiqSgCZMWKNRmXKpk3b17cGhLXX3+93aRoqHZW7HXQppOJqzADJHiLTQtqaQQZskNDooPLE2d6O5MAiaaiCJA2bUb44VG3bk8za9Ziu0m5VEU39gbfZZddzLJly+wmRSVYxbdWrVr27pSFGSCNGjXyHytbM+exSfCKXMN7M0GARFPBB8igQbPi+j1eeCH9UiW6+tCbOvYGf+qpp+wmRUflW3QbL/aauA7nDCtAVPMqWPRPHb3ILlXrDRapzKQznQCJpoIOkF9/XWvq1+/th0fLlsPSLlUiwasPLUikCVUwcYtSnXDCCfbulIQVIA8//LD/OJqBzqzz3NDfPfa633zzzfbulBEg0VTQAaK+j1itq4YNX0i7VInoPvo222zjv7m5+tjEHs756aef2k3KFVaAaG332ONoVUXkxrPPPuu/7hpc4YoAiaaCDhD58MP5Jd9OPzBz57pVD3366af9N3bVqlW5+rAE11i/44477N3lCiNANJQ6eCvFJcjgRmvgBG9lui5fQIBEU8EHSKaCC0RlcoleqLp16+a/PvoGmu6kyjACZMiQIf5j7LrrrvZuZFmNGjX8179Xr1727pQQINFEgJRB5Ttib2pt06dPt5sUvUWLFsXNzH/vvffsJmUKI0BatGjhP8YVV1xh70aWBV//xo0b27tTQoBEU94GSHDklLYhQz6zmyQVPCZTKl0ee1Mffvjh9m78IVgb6c4777R3lymMADn44IP9x3D9Bgx3gwYN8l//PfbYw96dEgIkmiITIOoET2XyX5gBEhxl5HJ/v1g89thj/uukIovpyDRAtDJe8B783Llz7SbIMl2FBv8G8+fPt5uUiwCJpsgEiLYePabYzRKEFSBajja4Atvo0aPtJvjD1KlT/ddJa2+kU/32lls6mu22O8jb2rdPv/DhpEmT/J+t2eeoGOp7iv0dxo4da+8uFwESTZEKkGOP7V3ybafs4nhhBcjEiRP9N7SG8WqFOySnjvNgDapRo0bZTUrVrl1Ps+eel3jbgw++aO8u13PPPef/3Nq1a9u7kSPHHXec/3dwWRuHAImmSARI48ZD/P/focNYu2mcsAJE62fH3tDHHnusvRuWU045xX+9unfvbu8u1X33DTc1ajzgbV26jLF3l6tdu3b+z73yyivt3ciRYJVmlwW8CJBoikSAfPTRfP//q6LuF1/8z27uCytA2rRp47+hmzRpYu+GpXnz5v7r1bJlS3t3qR58cLz/9+refbK9u1zBlSGpvltxgpUAzjnnHHt3uQiQaIpEgEjr1u/4/92s2ZtW603s41wFO9BVNA5l69q1q/96qahhqjINkKOOOsr/uQMHDrR3I0cGDx7s/x1cRiwSINEUmQD55pvlpnbtnv6/jR+ffE1u+zhXBx54oP+GzqRcebEYPny4/3rtt99+9u5SZRog+lmxn5tO3wvCNWbMGP/vsO+++9q7y0WARFNkAkSCJ5uLLhroLVFrS3aci+Cokv/+97/2blgmT57sv15//etf7d2lyjRAVFo/9nM1IgsVI/j3V8mfdBEg0RSpAFExxAYN+vj/PnjwrMARGyU7zsW2227rv6GprVS+zz77zH+9NGotVZkGSPDvNGtW4vsBueH6948hQKIpUgEivXpN9f892eTC0o5Lx2+//RY3Meq775LfLsMmWjMl9npp0/rxqcgkQPQzgn8nPQdUDNe/fwwBEk2RC5DVq9fHLU/75JPxi9iUdlw6fv7557gPw5IlS+wmsOg1Cr5meg1TkUmA8HfKH65//xgCJJoiFyAydOgX/j5NLly4cNPM57KOSxVXIOlz/QaaSYBwBZI/XP/+MQRINEUyQNR5ftllg/z999zzrr+vrOPSQR9IelzvgWcSIEIfSH5w/fvHECDRFMkAkUmTvvf316r1TMkbcOPkwvKOS1VwdA+jsMrnOgon0wBhFFZ+cP37xxAg0RTZABGtcR5rc8MNGycXpnJcKoLzQN58s/SJi9iIeSDFjXkgxSnSATJ79lKvtEms3bhx36Z0XCqCM9E7d+5s74YluDJhw4YN7d2lyjRAmImeH5iJXpwiHSBy773v+e0uvHBgyseV59Zbb/Xf0CoUh7Kp/lXs9dIKdanKNECohZUfqIVVnCIfIIsXrzT16vWOa5/KceV59tln/Td0/fr17d2wqP5V7PXS1UiqMg0QqvHmB6rxFqfIB4g89dSUhPBI5biyfPDBB/4b+s9//rNZu3at3QR/+P33383OO+/sv14jR460m5Qq0wBhPZD8wHogxakgAkSz0TUrPcwAWbNmTdwQ0XHjxtlN8IcZM2b4r9OWW25pVqxYYTcpVaYBwoqE+YEVCYtTQQSIDBnyWagBIsHbMu3bt7d34w9aQCr2Oh199NH27jJlGiCsiV7xWBO9eOVtgOSDYMdgnTp17N34w7nnnuu/Tm3btrV3lynTAJGDDz7Y//m9evWydyPLBg0a5L/+e+yxh707JQRINBEgZZg+fbr/ptY3rNmzZ9tNit5PP/1kKlWq5L9OI0aMsJuUKYwA0aiv2M+/4oor7N3IsuDr37hxY3t3SgiQaCJAynHooYf6b+y7777b3l30+vTp478+Wgck3RpIYQTIkCFD/Oege/HIrRo1avivv+sVIAESTQUfIEuWrDQjR36dUPY9VY8++qj/xt577729EUfY5OSTT/Zfn3TWQo8JI0CWLl1qNt98c/95ULssdxYvXhzX/+F6lU6ARFNBB8jatb+Z007r552crrrqNbNu3Qa7SbkWLFjgjSyKvbn1bRcb6UMfPHFPnDjRblKuMAJEatas6T+Pjh072ruRJcH5Unvuuae9O2UESDQVdIBoBcNgqZMuXdyKIl5yySX+m/vII4/kKuQP1157rf+66Fafi7ACJDjg4e9//zt/oxw54YQT/Nf95ptvtnenjACJpoIOEHnooU0nKFXtnTAh/TUjNM8heJlOcUVjfvjhB7PVVlv5r0m/fv3sJikJK0D0fLbYYgv/+YwfP95ugpB9//33cVegH34Yv7hbOgiQaCr4ANFtrEsu2bR2iCYcql8kXcGhqkcccYS36FQxa968uf96qG8o3c7zmMcem+j/bZ555iN7d1qC83aaNm1q70bIHnnkEf/13n///e3daSFAoqngA0S+/nqZt3Jh7ETVosUwk+4djo8++ijuKuQ///mP3aRo6Ios+G3/8ccft5uk7JtvlpuLL37FXHHFEPPjj5tWlnTRv39//zlpVrqGGCM7dIuwevXq/uvdoUMHu0laCJBoKooAkcGDZ/kBou3556fbTcoVLBi33XbbebdNitHxxx/vvw4HHXSQWbfObYRb2FauXGmqVKniPzeq82bPG2+84b/Ouo01Z84cu0laCJBoKpoAkdtuG+EHSN26Pc2sWYvtJmVasmRJXNHAs88+225S8Pr27ev//trSnTiYbSo5E3tu+lv9+uuvdhOEoF69ev7rrJL6mSJAoqmoAmTFijXmjDNe9EPkvPNeTnt+iCZKBU+gjz32mN2kYGmMv668Yr+7+oXyjeaEBJ+j5vEgXBqgEPwMZNJ5HkOARFNRBYhMm7YgbmjvPfe8azcpk+79nnnmmf6b/U9/+lNRrJmu21QqlBj7vXfaaSdvFE4+uv322/3nudtuu5lffsmsbwXxTjvtNP/1PfHEE+3dTgiQaCq6ABGN9gn2hwwb9pXdpEy6laVJU7E3vArIzZuX/vDgKAmOutL26quv2k3yxsKFC+NK8bsscITkhg0bFvc+COsWJgESTUUZIBs2/G6uu26oHyANGvQpCYDU17AQzbrW1UfsTa+KsAqWQhQcrqntn//8p90k7wT7QvR3mjlzpt0EadKiahquG3tdw7r6EAIkmooyQGThwl9KPgDP+SFy5ZWvpl3qRCuvBU+sdevWLbhO25dffjlusph+x1WrVtnNyhW84tOm9VtSETwmHatXr/ZmpMeed4MGDZidnqGHHnrIfz1V3ifMUCZAoqloA0TGjJkbd4Lq2jX9vox77703IUQK5UrkpZdeiqsDtt9++3nF81zYAaIJnakMYHANEBk+fHjc36Znz552E6To22+/NZUrV/Zfy1atWtlNMkKARFNRB4h06vS+f4JS5/p//5t+x3BwPQRtup0V9T4RXV0FJwtqSKxrpVWxA0Rbjx5T7GYJMgkQ0RDT2O+gte1nzZplN0E5VHUhOGxXZfu1EmSYCJBoKvoAWbNmvTcTOnaSatSon1eEMR0bNmxICBF1rEdxdJZ+F80qDs661wnj448/tpumxQ4PbaoOsGhR2bf8Mg0QTfYMzt055JBDvAmHSF2wP0mbrkzDRoBEU9EHiMyevdQcc0wv/0R1003D0y51IvbtLHXeRmmeiOZQBIdoxoLwiy++sJumLRgEjRsP8f9/hw5j7aZxMg0Q0cihYD+OqggjNePGjYu7Er366qvtJqEgQKKJAPnDK6/Elzrp12+G3SQluvUTHJ2lTTPW873siU4UKooYfN4HHnig+eabb+ymToKv7Ucfzff/v24bfvHF/+zmvjACRP71r3/F/W5PPvmk3QQWzfOpVq2a/5ppBFa25tQQINFEgATceusI/2SlUieffVb6ia0sGuIbnCeibfvtt/cKMOZbFd9ly5aZ66+/Pu6Wlbbzzz/frFiR3tDmsthB0Lr1O/5/N2tWenl8+zhXqhYcvI+vb9WDBg2ym+EPKkR52GGH+a+XSveroGi2ECDRRIAEqNTJ6af3909Y558/IKWRQsloJFZwxnpsO/zww71CdBVNY/qfeuops8suu8Q9P4260ryPsNlBoCq8tWv39P9t/PjvrCM2so/LhK4C99prr7gT1ZgxY+xmRU/vjZNOOinufaEr62wiQKKJALFMnfpjXKmT9u3H2k1SpnkHvXv3Nn/5y18SgkRrimh53FzPTdDJoUePHglXSLHnFEZdo2SSBUFwMamLLhroTfC0JTsuEzpRBf8eujKcMqX80WDFQoMorrjiirj3xZ133mk3Cx0BEk0ESBJPPTUl7sQ1fLj78FXR1UiTJk0SbhNp0zfiu+++O6MhsqmYPn26t+Ro1apVE56DhrfqqsN1UahUJAsCjXZTFYDYv6vkvi3ZcZmaNGmS9zvHfn8VX3z33fRqohUi1Tu79NJL494bV155pd0sKwiQaCJAktA34SZNNpU6Oe64vmbevGV2s7TpHnJwZUN70yREDZlUh7auFDKhmdi6PdOuXTvvtpn9s7TpvvaNN96YkzkrpQVBr15T/X9PNrmwtOMy9fbbb8cNdtBJq5j7RDS0+fTTT497f5xyyik5W+uFAIkmAqQUWh3vhBP6miOO6GoOPPB2c8457Us+TOF8Q9eKfhdffHHcLG970zfkY445xtxwww1eSXKtwz527FjvSkUjo2Kb/lv/rn4VtVOHuIJom222SXjM2KZ9uQqOmNKCYPXq9XH9Tk8+GX8LrbTjwqAQCV6JqGO9GEdnaVJg/fr1494jGs6dq/kyuvLVF53gzx88eLDdDHmIACnDyJGfm/32a2GqVTvf7LRTbXPXXZ3sJhlZsGCBd9I/9NBDE07y2djq1Kljnn766QpZ6rWsIBg69At/nyYXqk5ZTFnHhUG3s4ITDbVpnkiuTp4VTbc2VaIm+PtfcsklObvyGDlypFe5wX6vajvhhBO8L1vIXwRIOdq06Wp22KGG2WqrKt5kNL3hs0EflIcfftg0atQorhR5JptqF51xxhmmS5cu5ssvv7R/ZE6VFQS6ZXjZZYP8/cE1Wso6Liy6fRIcnaVNM9YLveyJBnjYV6pNmzb1OtKz7auvvvLmR9nvWXvTVaGqP//vf25D6pFdBEg5Vq5cVXIy2dSHoAWKFi1aZDcL1Zo1a7y5JLpauPXWW73hwJrEtc8++8TNqNam/9a/a/9ZZ53ltdeQy8mTJ+fsW2QqyguCSZO+9/fXqvVMyUl94wmjvOPCoiG+wXki2nR7qxALMGp+j66y7BP1/fffbzcNnX5227Ztvf43++fr9qve93ZfjDatdd+1a9e8ek+DAEmJrg4qVarkv5n1rT7Xw29t+TQhcdWq9WbEiDne7P1ffkne+Z9KELRsOcxvc8MNGycXpnJcWHQvXjPW7dFyKgUfZunyiqS+heDscm2qdTZ69Gi7aah0VaMrHnvekbbjjjvOTJs2La69KimrEoLd9qCDDjLvvPNOXFtUHAIkRY8//njcG1m3hYrZzz+vNW+99aU3ozxYR6xdu+QnolSCQDXJgnNwxo37NqXjwqbaWXa/iEZsaWXDbJXyyDaVY9cVqn1C1lVXtsvsaA31o446KuFnq3TOwIED7eY+XW3oc7bjjjsmHKur8oq+LQsCJC3nnHOO/wbWUMOpU6faTQrasmWrzeuvf25atBjmlXoJntxj2y23vG0f5kk1CO699z2/3YUXDkz5uLDppHrhhRcmnLh23XVXb+BDVBYO00CN1q1bJ/R16Ir6vvvuy+rcn++++85cdtllCa+hbg2q8KiGmqdC/R8ajRgs6qhNt8HatGlTIYNCsBEBkgZNCAxe/h9wwAGR/UaaqsWLV3qFJv/5zzfjrg7sTas73nffuFLLs6caBPp59er1Tnj88o7LFt1KCa5sGNt0hfLAAw/k7clLAXjTTTfF3XqNbSeffHJWJ65qBJuWBEg2GOQf//iHV6TRhUaMHX/88QmPqcmx6qvKRec/4hEgadKM5eA3oWuuucZuEnmaA9O//wxv3Xh1aNsn8timiX9akGvy5B/Mb7+V/eFNJwjsSgClHacFqc4++yXz2GMTvTpm2aJvyprgaX+L16ZSKBq5pNs0FU39Ygo8zSbXFbL9XHX11L9/f/uwUGmtEHtEm7ajjz7aTJgwwW7uRBM+NXDE/hlHHnmkNwkXuUOAOLjrrrvi3rjZWGAn1+bNW2H69PnYWxvePnEHN036e+SRCV7NsGS1q0pTVhDYNBtd4WT/7CB11gfD7eSTn/dKoaTznNKl0Xe33367V/rEPnlp23fffU3Hjh1zPvxXFQ70vHbfffeE56RNIwc1ginVW0Yu9BzsyYjaFFp9+/YNfdCJfheNGgtOBI1tmseiPh9kHwHiQPeNNUs89obdYYcdzNdff203y3tff73MPPvs1Lg5GMk2fcvv1m2SmTFjof0QKSstCEozZMhnCc8jSOejYLmZ2HbppYPMlCnz49qGTQtv6YpEQ0vtk1fwxKmihL169TJz5861HyIjuv2kId46USYr1BnbtBiYBn9oWHi2LFy40KvzZg8v1xXQHXfcYX7++Wf7kFDpVp3qddkj53S1qL9RsUwIrSgEiCOVEQmODtEs7yiMUdf8Ct36Ual6++Qb3LRf7WLzMfLRunUbSr7dfhxXkDG2tW070syfn92T16pVq7xbQg0bNkw4gdqbvmToNo76AB588EHvNoxK0GibM2dOXHka/Xds3yuvvGI6derkhVHNmjVLvfqJbepY1jrwQ4cOzer7UbXaNPFVt/Ds53Deeed5v0Muafno2rVrJzwXhWi2b9sVMwIkAxqCGHyz6htXPtKVg64gdCVhn2iDm65EdEWiK5MoWbJkpenYcWxCf42GF6u2ll2gMRv0TVgnVIWE/W0425v65I499ljTvXv3nMzYVjjZ5U+0afZ+tueTlEW3yZ577jnvlp393PT6ZGupgmJGgGTouuuu89+k+hZakR+gGI1Gef/9iaZdu+6mXr125ogjuiWERWxTn4f6PtQHEnWzZi021177esLveNpp/bw5KyHfhi+VihNqrZcWLVqUWucp000n61atWnlFNLN9myhGfTu62rKfi26jPfHEE1kdEpwOjYzUGib2QAJ9Pm9p1swsWbzYPgSOCJAMaT6AZsfG3qTqyFxcAW9QfXhHjRrljZfXbN8tttjWVKlylNlrr3+YGjXu90+m+pau0VUvvviJN9qqEGn9lmCF39h29dWvmU8+yW4ZmmQUKCot8/zzz3sz3bVcsCbWaSRRstFEuoKJ7VM73ZLS1e0LL7zgfYvO9dBhLXusIcF29Wj9d8uWLb0+oXykfkm9drHnu31JoFSvWtWce9hhZlifPmZ9Fm/xFQsCJAQff/xx3LcdzZINe9RJMuocfeutt7yhxDvttFPCiahy5f1LAu0cU736Hd48Ds3n0DyLYqDyKhoOHJwlHwtQFWssbb5KRcqn8jSi56Py9sk66rVWSK5Hm7nS0PvDS0Jjrx12MMfuuae5pOTq7YaaNc1d555rPh471m6ONBAgIenWrVvcB0zDJrNBHbe6PdK4ceMyO1TVmXrWWZeWXGkMK/mGWJhXGqnQVdYdd4xKuBpRx7sWs1q7Nr9O2vlCt2Jr1KiR8L5S34f6QKJGYTiwb19z2dFHe+ER3LrceKOZH8FRlPmAAAlRsNaQrkh0ZRIG3dN98cUXzUUXXZR0dm9s06xjlVvRrRLdNsEmmrdy+eWDE4JEAwtGj+bkEaPRUxpFZb+3NNpKgwQyXSmzov26YoUZ0LmzubFOnbgQaVa7tnmp5PfTfqSOAAmRRsAEJ3Opb8S1ZpICQCNKtGZCsnIUsU0TqbS6oSYzuv6sYqFJhq+++rk55ZTnE4JE1X+//HKJfUjRUEe8+lmSdTxrnofmexSSH+fONV1btEi4Gml94onm3YEDzYY8u52YrwiQkGkd8uCcAH34UqXOd9X00aJSwfW67U3fBnUL69VXX/VuaSE9msXepct/TZ068QUhVetLpVmWL8/ejO18o746zRTXxEf7faZKvZphXshmvP++ufv88xOCpEPJl7LPJk+2m8NCgGSBvb7zgAED7Ca++fPne0MgtXynXW00uKkjU4sAqdR41G8j5IvvvvvJtGr1dsLVyAkn9PVGqa1fX3Z9r6hTbSrNW7Hfa3vuuad3y7RY/LZ+vRnxwgvm5uOPTwiSJ1u3NovmzbMPwR8IkCzQkNq6dev6H0jNQtYM4xjV6VFJcHsFPHvTt0It56kOzXwZY1+IJkyYl1A6XtsFFwz09hUaVcPVjHj7/abyH6qiW6zlP35eutQ8f9995p9WR3vzks/ykG7dzGpuEScgQLJE9Y8UHLEPpyqFqvhbrVq1Ej64wU3f/jRBTFVFczEUGBvpakNXHbr6CIbIEUf8x1x33ZNmzhy3EuT5RAUItQZIsgKEWrdD63eg5Mr0889N5+uvT7gaua1hQ/PB0KHmd8rG+wiQLHr55ZcTPqjJNlVxVTVV1fNBxVL/h/pBYmufHHzwnWaPPS4yO+98lLnttn/lfBJfWFR2RysA2u89TVTMh1L0+WjKiBHmjjPPTAiSTo0bmznTp9vNixIBkmWqwWN/aLVpvee77747YS1o5IevvlpqmjR52fztb9ebqlWPM5UqbayvpMWLnn322cgsXqSh5Fpz3H7/aR10VQqOyu9RUdatWWPefOYZ07JevYQg6XnnnWZZgY1OSxcBkmVXXXWV/6HVcFwt5RmVGbww5q23JphDD21oNtssfoDDEUccYd577z27ed7QiL7rr78+YWCGJpi2bdvWrGC+Q1oUFL3uuishRBQsChgFTTEiQLJIs1/1jTX24aWsdDStWbPWW762cuXKCd/kNQcnOECioqmEuwZoBPvfYpsmun711Vf2IUiDbl11uvLKhCDp3LSp3bQoECBZpBo8sQ+vJmhF9f45NtKQ62SLF+nK8p577qnwiZyqi3bAAQckBIcqAo8YMcJuDkca3DJh6FBzW6NGfoA0P+aYpJ3rdtDYm65g1M/yxC23mHFDhpg1ERsBR4Bkkcp5xz7EKrCIwqDBDlpAzD5Ra/Gifv362c2z7vPPPzennXZawvPRiomq0cYQ8OxYXXKyf+2JJ0zHkqtQnfyTsQOjvO320083s0MqgZQLBEiWqHMyWNakT58+dhNEmL6FquZYsnXItdxxLhYvUrmbW0q+udpVC1Rm/cYbbzRLlhRvaZZ8YQdEKttN9etHZvIiAZIlH3zwQdwHmg9zYVKhy7vuuiuhhpRuc6nM/o8//mgfkjH1rWlN9J133jkhvE466STzySef2IegggSDwaYvIbqK+XbWLPNKly6mWWACY98OHezmeYkAyZLWrVv7H2qtnYDCpomjF154YcIJXSX3tQZ6WOVntE76YYcdlvBzNJdItdGQX8oKENu7Awb4bXUrKwoIkCwJTtp66qmn7N0oUBo4kY0TfK4CCuFKJ0BWlVzNxtqqUz4KCJAs0P3v2Adc4/AXLFhgN0EB0y0mfWko7RbTzJkz7UNKVdYtsquvvjort8gQHtcAaXf22fZuX7LH/GjUKPP4zTebf51xhre2iW6H5QIBkgVa9zr2QdcsYBQndXLfXPKhdunkLq+TXmusI/8lO9mXZuzAgX7bp2+/3d7tCz7m2tWrzROtW8f9mzYVhMwFAiQL9t9/f//DrmGUKG4aZnvqqacmBIGG2Xbv3j1hmO2kSZOSDhOuVq1ahQwThrvyAmTNqlVe8cbBJecJXTmonf5X/1aa4GOqs90Oj7J+XtgIkJDNmDHD/8DrNsO8iAzHQ/aVNdFv5MiR3kRFlb5JNlFRddMqeqIi0mef1Mvb1Hk+q5yiqvYxWkVxVP/+3tDf9evW2c2zigAJWfv27f0Pvr5FAkFllRrRrS373/KtVArSY5/sy9ruv+IK89W0aeUu42CHR0XOGSFAQnbIIYf4H/5HHnnE3g14Sit2GNvyvVgjUmOHRCrbY//8p/ll+XL7oXzBtiMr+JYmARIi3esOngS+/vpruwkQR+X8tdhY7D2jVQGjVC4eZQue7JNZv3atV+l32rvvmv/ceKPfVuu0a5JhMsHHrMirDyFAQqSKrbETgU4KQKo6duxoLrroIq8fBIWjvACxBTvF33j6aXu3J/iYue7zsBEgIQp+k1SYAChu6QbIou++89urSGMy6T5mNhEgIdHtquDoGd3OAlDc0j3Z64oi1r5FKbPR033MbCJAQtK5c2c/PKpXr27vBlCE0j3ZLwxcgbRq0MDe7Un3MbOJAAlJ3bp1/QDR4kIAkM7JXsN3+7Rv77fXyofJpPOY2UaAhOD777+Pu301ffp0uwmAIlTeyf639evN8kWLzMdjx8aNwtKmyYHJlPeYuUSAhEDlSmLhsd9++9m7ARSp4Mk+na1T48aljrAKtqtoBEgIVDAxFiAqpAgAYgdDKluPNm3MyhUr7IfyESAFZOHChXGziXOxlCmAaLDDwd5urFPHtD7pJPPgVVeZAZ07m7kplPonQAqIlhaNhYcWkSqvjg0AFAoCJEMNGzb0A0TL2AJAsSBAMrB06dK4xYLGjx9vNwGAgkWAZKBPnz5+eOy2224UwANQVAiQDJx55pl+gDRv3tzeDQAFjQBxtGLFCrP11lv7ATJmzBi7CQAUNALE0YsvvuiHx84772x+++03uwkAFDQCxNEFF1zgB4hWlgOAYkOAOPj111/Ntttu6wfI22+/bTcBgIJHgDgYNGiQHx477rijWbt2rd0EAAoeAeLgsssu8wPkylJKLgNAoSNA0rR69Wqz3Xbb+QHy+uuv200AoCgQIGkaOnSoHx6VK1f2AgUAihEBkqarr77aD5BLL73U3g0ARYMAScO6detMlSpV/AB55ZVX7CYAUDQIkDS88847fnhss8023nBeAChWBEgamjZt6gfIeeedZ+8GgKJCgKRIpUqqVq3qB0i/fv3sJgBQVAiQFL377rt+eGy11Vbmp59+spsAQFEhQFLUokULP0DOOOMMezcAFB0CJAVa53z33Xf3A6R37952EwAoOgRICiZMmOCHx5ZbbmmWLFliNwGAokOApODWW2/1A+SUU06xdwNAUSJAUrDPPvv4AdKjRw97NwAUJQKkHFOmTPHDY/PNNzcLFiywmwBAUSJAynHHHXf4AdKgQQN7NwAULQKkHPvvv78fIF27drV3A0DRIkDK8Omnn/rhsdlmm5l58+bZTQCgaBEgZZg4caIfIPXq1bN3A0BRI0DK0blzZ28J288++8zeBQBFjQABADghQAAATggQAIATAgQA4IQAAQA4yWmAxIbEakuH63GpUKl2rXWugom1a9c2e+yxh6lUqZLZdtttTbVq1cxJJ51k2rVrZ6ZOnWofCgBFLfwzchlcg8D1uPK8+eabpkaNGnGPX9ZWs2ZNM3LkSPthAKAohXtGLodrELgeV5oNGzZ4VxV2QKS6AQCKNECCBRK1bbfddqZVq1Zm2LBh5ocffjCrV682q1atMj/++KMZO3aseeihh0ytWrVCfQ4AEHU5PRu6BoHrccm89dZbcY931llnmaVLl9rNkpo2bZpp2LCh/c8AUJQyPyOnwTUIXI+zqcP8sMMO8x/r7LPP9v4NAJC+zM7IaXINAtfjbKNGjfIfR7etli1bZjcBAKQoszNymlyDwPU4W5s2bfzHufnmm+3dAIA0ZHZGTpNrELgeZ6tTp47/OMOHD7d3AwDSkNkZOU3BIHDdMqFJgrHHmT9/vr0bAJCGzM7IabLDwGXLxDbbbOM/jobqAgDcZXZGTpMdBi5bJlSiJPY4BAgAZCazM3KaXIPA9TibalvFHodbWACQmczOyGlyDQLX42wqlhh7HDrRASAzmZ2R0+QaBMmOmzlzplfPSiVGdtppJ+/21MEHH+yVKVm+fHng6E0YxgsA4UnvTJ6hZEGQimTHBf/N3vbdd1+zYMGCwCNspEq6sTbbb799qUEDAChfemfyDCULglQkO+7oo482TzzxhJk+fbr55ZdfzKJFi8yAAQP8fo5rrrkm8AgbqWzJoYce6j/WeeedRykTAHCU3pk8Q8mCIBXpHDd69GivXdWqVe1dnjfeeCPu8RQiqV6JqJhio0aN7H8GgKJU/hk5ROkEQVA6x+lqRO20omBp2rZtG/eYup11yy23mLffftsbnaUhvtpUzv29994zDz/8sHfFk+pzAIBikNOzYTpBEJTOcePHj/faacRVabSg1G233Rb3uOlsAIACChCt6aHbU+pA33zzzb3/X57XX3/dVK9ePSEgSts04ksVfQEABRAg9klegTB06FC7WanUia5bV7qFpYDYfffdzdZbb+2VPVGH/Mknn2zuuusur/8DALBJ4hk5YuwAUd/HJZdcYr799lu7KQAgRJEPkJjFixebiRMnmmuvvdZsttlmpkqVKubLL7+0mwEAQlIwARLUuXNn72rk3HPPtXcBAEJSkAHy008/eQGy884727sAACEpyABZsmSJFyBa9xwAkB0FGSCdOnXyAqRBgwb2LgBASCIZIKpnpdnhH374oTdzfP369WbFihVmwoQJpmnTpl4nugLk1VdftQ8FAIQkkgFiD921ty222ML8+9//tg8DAIQokgEya9Ysc++995r69et7k/223HJLr57V4Ycfbm666SZvrRAAQHZFMkAAABWPAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4OT/AUnGMtZQsyZdAAAAAElFTkSuQmCC)
| Product Number | 3H32-9-30 |
| Purity | 95 % |
| CAS | 108281-78-3 |
| MDL Number | MFCD08276188 |
| Molecular Formula | C7H6BrN3 |
| Molecular Weight | 212.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory