![3-Amino-6-bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H30-9-X5 |
| Synonyms | 6-Bromoimidazo[1,2-a]pyridin-3-amine |
| CAS | 705262-55-1 |
| MDL Number | MFCD09864901 |
| 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 |
PN: 3H30-9-X5
CAS: 705262-55-1
Molecule Weight: 212.05
Formula: C7H6BrN3
![2-Amino-6-bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H30-9-Y1
CAS: 947248-52-4
Molecule Weight: 212.05
Formula: C7H6BrN3
![2-Amino-6-bromoimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H30-D-X1
CAS: 1392102-12-3
Molecule Weight: 248.51
Formula: C7H7BrClN3
![6-Bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-Q8
CAS: 6188-23-4
Molecule Weight: 197.035
Formula: C7H5BrN2
![Imidazo[1,2-a]pyridin-3-amine](data:image/png;base64,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)
PN: 3H32-1-BD
CAS: 28036-33-1
Molecule Weight: 133.154
Formula: C7H7N3
![6-Bromoimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-D-51
CAS: 957035-19-7
Molecule Weight: 233.49
Formula: C7H6BrClN2
![6-Bromo-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsbAAAbGwFf6KvDAAACPnpUWHRtb2xTb3VyY2UAAHichZTrj5swDMD/FSufR8iLV1V66nqaNOke0u4m7duUQtoiFTgFro//fg6sXbl2nAI4sf1zwDaZ3h3KLeyMbYq6SgmnjICpsjovqnVKfr5+82JyN5tm6ISOVZOSTdu+TXx/v9/TbGNKfagrmtUl6e2TQ1MMfPaS1nbtC8a4/+vx4aVjvKJqWl1lBqmmmDSd8qHOdNu9xX+28Ettd0Xl9+5+aXd9tN+CuYvRQ5OTf9+yQNscUVgVWwOr2pa6hZ1gFC/2BdamMla3JoflEdWSKvz22fTxvs7eS1O1OHURikxvX1r7nqGirLcme8dgOPl+n5KSI6Dbupxbq4/gZk6tOWgBWoJWoAPQIegIdAw6Ac0Z3mjn6MAl5npr3GavxzeTkmd4gmdY4Hjqnm58tW5J+vffLjbartHT48CB3RqYUZESRrmSCjgNVRKBoGHMBAoughCVQjB1WkkaJGhTNBEygZCKIApPIkIblydb70ngiPE9RaWUAaBkXErwAsqDKAZP0EDFEXicSiZwjakOwsTJQOIaky8jcV6iO4t6GauhdHrMrn9O72y6rKv8YgpFnpIlJ13ef5hVI/6mnkBtc2Oxm10A53oJiCHgCnUGxC1AXgFqfAc1BFwTnIH5LSAYAq5lxoFwCLgGGweiIeDacRyIh4Br3nEgGQJdq48Tzj4oXfdrjKeWfyy3Y8Qn+3yo+OnXG2XkVQ0/RdRVjm8j/kUf+6cjBadXx41/cRb5eALP/gCNYKhbVIscnQAAQYRJREFUeF7t3Qu8VWP+x/EZxn3IjDFD7rnEjMatKJWkpoTIkDtpDELJtSRMNTJMLrl3lTRJSOiGUklJUSh0cUlSySW6q+T5n+86/7XO2s8+e5+9n7Mva+/zeb9e6/XirGffns5Z373Wep7f8ysDAICDX9k/AAAgFQQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECFAEPvzwQ1O9enWz7bbbmquvvtps2rTJbgJkHAECFLCVK1eaDh06mN/85jfmV7/6VbDVrFnTjB071m4OZBQBAhSgn3/+2Tz66KNmt912iwkOe2vRooWZP3++/XAgIwgQoMBMmDDBHH744TFBsd1225kuXbqY1157zRxzzDEx+7bZZhtz/fXXmx9++MF+KqBSCJAiccwxfYOtdu2+Jd86v7WbxAi3R2H49NNPTatWreLOMs4880zz2WefBe22bNliBg4caP70pz/FtPvDH/5g+vbt6529AJlAgBSJcCBou/rqMXaTGARI4Vi9erW55ZZbvLOMcCDUqlXLvP7663bzwKpVq8zNN9/s3VgPP+6II44wkydPtpsDaSNAioQdINpmzPjKbhYgQKLvl19+MYMGDTJ77LFHTADovsdjjz2W8pnEJ598Ylq2bBl35nL22WebRYsW2c2BlBEgRcIOD20XXTSi5CBktyxFgETbtGnTTJ06dWIO+LqXce2113ojr1zo/shhhx0W85zbb7+9ue2228zatWvt5kCFCJAiEQ6E448fGPz3q69+ajf1ECDRtGTJEnPhhRfGnS00a9bMfPzxx3bztG3evNk89NBD5ve//33M8++1117mqaeespsDSREgRSIcCL17Tw/+u1WrYSUHjS12cwIkYjZs2GB69Ohhdtppp5gD+8EHH2xGjRplN6+07777zptwaM8fqVu3rpkxY4bdHCgXAVIkwoHw448bzAknDAr+f/jwD+3mBEiEDB8+3Oy3334xB/Jq1aqZXr16ZX1G+dy5c81JJ50U89q//vWvTZs2bcyyZcvs5kAMAqRI2IHQr9+s4P//9renzPr1m5O2R+7Nnj27JOhPiDl4b7XVVuayyy4zK1assJtn1QsvvGAOPPDAmPfy29/+1vTs2dP89NNPdnPAQ4AUCTsQ1q3bZJo2HRz8TIGSrD1y55tvvjH//Oc/zdZbbx1zwG7YsKGZNSv23ymXNm7caO666y6z8847x7yvGjVqmBEjRtjNAQKkWJQXCEOHzgl+1rDhE2blyg1J2yO7dDnq3nvv9S5PhQ/Q++67rxk2bJjdPG906erSSy/1LmWF32fjxo3NnDlz7OaowgiQIlFeIGzc+LM55ZShwc979ZqWtD2yZ/To0eaQQw6JOSDvuOOOplu3bmb9+vV280iYOXOmqVevXsx71llTu3btvJvwAAFSJBIFwsiR84Kf163b3yxdujppe2TWvHnzzMknnxxzENZ2wQUXmC+//NJuHklDhgwxe++9d8z7/93vfmd69+7tDQtG1UWAFIlEgbBlyy/mzDOfCfZ17Vpa+iJRe2SGChded9113uS/8IG3du3aZurUqXbzyNNEw9tvv92beBj+PJqY+Oqrr9rNUUUQIEUiWSBoMqG/T4UWFyz4Lmn7YcPmmp49p5jx4z8zGzbwDTMdKi/Sp08fr3Bh+ECrwoZPPPGEV+iwkH3xxRfmnHPOiTujOu2008zChQvt5ihyBEiRSBYIKmdywQUjgv3t249J2H7x4h9j9tWvP9DcfPNrZuzYT7yRXUhs0qRJ5q9//WvMgVWFDDt16uQVNiwmb7zxhjnyyCPjPutNN91kfvzxR7s5ihQBUiQSBYJv6tTFMW0Stdd8kTPOGBbXRlu9egNMx47jzMsvLyg5IDI3wPf555+bs846K+5b+emnn+4VMixWOpvq16+f2X333WM+9x//+EczYMCAgj/bQsUIkCKRKBDCLrvspbhQKK+9Rm9NnrzI3HHHJNOo0aC49tqOO66/ueqq0WbEiI/N999HcxRRtq1Zs8Z07do1rsz6n//8ZzN+/Hi7edHSGccNN9wQd7/n6KOPNlOmTLGbo4gQIEUiWSD43ntveVwQJGsvmzZtMW+9tcT06PGGadKkbGJieKtTp5+5/PKXzTPPzDUrVhR/VVeVWR88eLCpXr16zAFTBQoffvjhKjsyacGCBeaUU06JOxM799xzzeLFi+3mKAIESJFINRA6dBgbFwCp0oiud95Zav7znzdN8+ZD4p7H39q2fbHkAPt+MGS4mLz99tslZ1/HxRwgVZDwmmuuKTkT+95uXiWNGzfOHHrooTF9tMMOO5Sc0d5h1q1bZzdHASNAikSqgaARWBqJlWr7RHRjfvbs5ea++94yp55aNlnR3i68cIQZMGCWd3O+kC1dutRccsklcbOzmzRpYj78ML5YZTZoJrteS3Wr7r77bvOPf/zDNG3a1Jx44olG66Dvv//+wab/18+1X+3UXo/T47NdoFH0Gg888IDZddddY/prn332MUOHDrWbo0ARIMiIDz9cYR5+eEbCG/DaWrd+1vTt+65ZuLBwvqmrkOCdd97pFRYMHwhVePDFF1+0m2eUZqjrXkqXLl28sx67dpbrpufR8+l59fzZnAn/7bffmiuvvDLuvdevX7/kbPYduzkKDAGCjNNZTp8+73iBYYeIv2mdkkcemeEFT1Q9//zz5oADDog58KnQoL7Nq/BgNuhg/r///c9bQMq+OV/RprMjnX3YZ0kVbXodvZ5eN1th8v7773tnROHXVeXhtm3bmuXLl9vNUSAIEGTVF1/84F3CCs9DCW+1at1t6tXrWPJtuJd588037YfnxQcffJDzg51mp+v57Uq44U1nPa1atfLmlWitdN2P0ZrmmvVeHv1c+9VO7fU4Pd4u2x7e9Pp6H9maLf/cc8/FhfIuu+yS1VBG9hAgBWjGjK+8IomdOo1PuOZ5FOmmum6u6ya7HyCHHtrF7LnnaWannfb3DiYa2aSV8iZOnOjN6s6lRJdbjj/++Kxdbhk7dqx3Occ+kGvbY489zEUXXeTNYNcM8EzS8+l59fx6Hfu1tel96f1lWqLLggcddFDWLwsiswiQAvPNN+tihtMuX77GblIQNNxXJVPOP/8B86c/nWi23fZ3cQcwTVDT4kqvvPJKVm/8+jd8VSAw/PoqIKjLOtnw8ssve/Mk7M+sCr1aE131pXI1EU+vo9fT6+r17fek96n3m2kamHDxxRfHXXLTjf9cDUxA5RAgBUTDaNu1GxWExzXXjLGbFKQVK741ffr09UY02Wt0+5tG82gU1EsvveStH54puR5y+umnn5ZbnVffvlVDS5MT80mvr/eh92O/R71vvf9Mmz59erlDo9u3b8/Q6IgjQArIwIGzg/DQMrXffZf5A1y+aZ0JXVrRhLREN5F16eP888/31hJ3Pchr0tupp54a99ya9Jbpy0WiyzZa+8OuZqtZ6zrLyfXluoro/eh96f2F36/evz5Hppe5TTY585FHHqmykzOjjgApEHPmrPDKhyg8NI9j2rTCWEuiMlSAUGtRnHnmmd5ZgX2w16afa7/apVKwUGU3brzxRq/wX/h5jjrqqKyV3dDlmL/85S8xr6fqvE899ZR34IwyvT+9T73f8PvX58nGZaZE5WH0elWpPEyhIEAKwJo1G03Llk8HZx/33z/dblL0dKbx7LPPemce9s1Xf9NBR2cuOoOxV8zTdf7+/fuXW/hPP8/W/QaNftppp52C19MNes1aTzRyKqr0fvW+wwMM9Ln0+bJBBSr//ve/x/0bn3HGGVm5jAY3BEgB6NJlQhAemtmt+lSZpksEs2bN8tbmvvXWW73qshrKqgWQypvhrP2aiKZZxe+++25Wb3LbdA9E90J0T8Se6exvuoaueyq6nj9y5EjvDCO8X2cgOhPJVulxvcc2bdrEvGbNmjWzNporV/T+9TnCn0ufM5P3pcI0Gq+8EvmdO3c2q1cXX6mcQkOARNxLL80PwqNhwycyWhJEcwQeeuihkrOblknnH6Sy6aygRYsWplevXmb+/Pn2S2WNgkujtDRayz67SLTp3ofugWSLvq03bNgw5jU1winfN8gzRZ9Dnyf8+fR5s3VWpfsxjz/+eNwiXTobytZlR6SGAIkwTcJr0GBgECBah6OydCnoySefNI0aNYo7sCbaXGY416lTx6tMa19KyiYdaPSNVfNI7Jux2jTaSmGTTcuWLTO1atUKXlP3aHSJrBjpc4XvTelz6/NniwKqY8eOMZfRNI8F+UOARJTW5AjP3vbXMnelSzU9evSIm+vgb5oNrAWQunfv7t1r0GzslStX2k/j0c+1X7OKNSFMN7ETPa9G7Wg45pdf5v6mv2a2+zfLdb0+2yN5tHiUgtb/7OqTbM3ojgp9vvC/vT5/thfR0u+c/3qawY78IUAiSlVu/fA4/fRhZu1atzIPKg+hP7jyDvD77ruvN99B4/AzMYxU90J69uxpDjvssLjX0oH8iiuuMCtW5Lb21W677ea9/l577WXvyihNiguHh14vG6OUokifU583HCLqj2wZOHBg8FoPPvigvRs5RIBE0JtvLg5Krmvo7ty5bgddXR+2J8mpptPZZ59tJkyYkNUhpDNmzDDt2rWLG46pm96PPfZY1kY92XIRILq0Er7Re8ghh1S5BZT0efW5/T5Qf2TrnggBEh0ESMR8++0607RpWamSQYPes5tUSJO8rrrqqph7FgqOc845J+ffilV88Prrr48rkXHsscdm/VKHZDtANPoofMNc5U+qWnj49Ln1+f2+UL9kY3QWARIdBEiEqFSJ1hn3w0P/rZ+lQ7OoNdQ2fLA+4ogjvDOCfPrqq6+8AAu/L9130WzybMp2gISH6uoyYa4DOmr0+cOXS9U/mUaARAcBEiE62/DDQ2chOhtJx6RJk4IDpjbdd7jnnnuyfvM4HSraZ5fz7tChQ0buwZQnmwGiSXT+Z9BopGnTptlNqiT1Q3h0VqYnGxIg0UGARITuc4RLleg+SDpGjx4d80erpUPzfdaRiEaEaeRWOEQ06zjT9ZUkWwHy0UcfxVyWK9ahuq7UH37fqJ/UX5lCgEQHARIBGmGlkVb+2YdGYKVDl4G22Wab4I+qcePG3toWUacS6uHqu5rhnko9q3RkI0AUdOHaVppUh3jhyYbqr0x9QSBAooMAiQDN8fDDQ3M/NAckVbokFA4P1QrK1B9qLmgBofCZk0IkkzdesxEgqkbrv1+V9SiWGeaZpn4Jlz1Rv2UCARIdBEiejRq1IAgPzTrX7PNUaTKfbkT7f0wqNBil+x2p0nDjatWqBZ9Dl7MydU8k0wGiQn5+SXbNiNbcFySm/vFnjqvfMlEIkQCJDgIkjxYt+sbUr/94ECCqe5UqTcgLD5nUYj+FGB4+hUj4TEQ31jMh0wESXgxK1WlRMfVT+Pe0sgiQ6CBA8mTjxk2mWbNrzYEHXmVq1brLq7ibjvBiSEceeWRRVCbV5axwnaNMDPHNZICoArD/3rQ+RrYq+RYb9VN4PRH1Y2UQINFBgOTJjTfebHbaqYbZffcTTYMGN5YEQOrX/VVB1/8D0optS5YssZsUrN69ewefTZfnKjvZMJMBEp5fo0WWkDr1l9936sfKIECigwDJg7FjxwazxHfeeW/zzjtz7SYJha/Ba3vhhRfsJgUvPMRXM9YrU/YkUwGifzP/PWmZ12yWgSlG6q/w8rjqT1cESHQQIDmm0h5aBc//A1DxwXSoYq7/2Msvv9zeXRR0ySM82fDRRx+1m6QsUwFSv3794P1orXCkT/3m96H60xUBEh0ESA7pW1izZs2CX/6TTjoprW/XGrLrP1aLJ2WrWF0UhD+rCjB+/fXXdpOUZCJAdIPffy8HHXRQxkaIVTXqN/Wf35eui0ERINFBgOTQf//73+AXX6urpVPyWuETrvjar18/u0nRCdfOUil4F5kIkLZt2wbvo2/fvvZupEH95/el+tUFARIdBEiOzJw5M1jcSPc/Ro0aZTdJasyYMcEfjYojpnPmUqgUsFoISp9ZfeeyKFVlA0QrOPrL/aokRzGMdssn9Z9fAkb9qv5NFwESHQRIDuiPJnzqfu2119pNKhRegnbYsGH27qKlUvD+59bKhumqbICEr9tTsiQzwiVOXO4nESDRQYDkgNZt9n/hdfaQbqmRWbNmBY/XzeWqdA1ea2z7o8400TDdNdYrGyDNmzcP+j7b66lXFepHv0/Vv+kiQKKDAMmy8Ph3XY6ZN2+e3aRC4W/hmidR1Vx55ZXB53/44Yft3UlVJkDWr18frKi4xx57VKngzib1o/pT/ar+VT+ngwCJDgIkizQJzr9+rs2l5LfudVSvXt17vCrX5npN8ShQWXq/D+vUqWPvTqoyATJ+/PjgdXUWicwJn5Wrn9NBgEQHAZIlGzduNLVr1w5+0TWiyMXEiROD53A53S8Whx12WNAPH3/8sb07ocoESJcuXYLXfOKJJ+zdqAT1p9+36ud0ECDRQYBkyU033RT8ku+///7OczY6d+7MQayEJlz6/XDvvffauxOqTIAcd9xxwWtqqWBkjvrT71v1czoIkOggQLJANwm32mor7xdcl50qs9Rp3bp1gz+WxYvTW6WwmIQHErRo0cLendDuu+9Z8m+xrdlnn/3tXUnpDNJf7KpGjRr2bmSA+tX/G1F/p4oAiQ4CJMM0YzpcefTf//633SRla9euDRaL0llMVaZ7QSocqb747W9/azZt2mQ3KdfBB59cchZSzxx++On2rqS0BKv/b9iqVSt7NzJA/er3cTpL3hIg0UGAZJBmi4eHfWp1vcpM+HvjjTeC52rTpo29u8rRQlN+f6S6kFPt2p3NQQe1N/Xr32bvSkpFKv3XuuWWW+zdyAD1q9/H6RQFJUCigwDJIF2b93+xde39q6++spukRaO2/OdL57p/serRo0fQH0OGDLF3l+ukkwZ7i3W1aJHehLW77roreK1BgwbZu5EB6le/j9XfqSJAooMAyRB9Iw6XKqnsojnSqVOn4A8lE89X6J599tmgP7p27WrvLpdrgFx66aXBa7311lv2bmSA+tXvY/V3qgiQ6CBAMmDNmjXm4IMPDn6pM7XUaXhdjHSGrharOXPmBP3RunVre3e5XAMkvOKjSw0uVEz96vex+jtVBEh0ECAZcMkllwS/0KqYu2FD6qsLJtOgQYPgeVetWmXvrnI0FNrvD9UGS4VrgJxwwgnBa7kOwUZy4X9P9XeqCJDoIEAqKVxsT1VG0xlNUhGtda7n1SWxytyMLxabN28OVnI8+uij7d3lcg2Qo446Kuh7Sphkh/rV//dUf6eKAIkOAqQSZs+eHfwBaMv0WhF+BV/V0EIpvxS4+iYVrgHi971eD9mT7r+nECDRQYBUQrdu3YJfZB3ktRRrJvk1sLT4FEqpL9Qn6ptUuAYIfZ8b6f57CgESHQRIJWiiX3h98/POO89uUimcgcRL9xura4BwBpIb6f57CgESHQRIJS1YsMCbGe3/QmeyXhX3QGJxD6S4cA+k8BEgGRCeEKUwmT9/vt3ECaOwYq1cuTLoD0ZhFT5GYRU+AiRDzj///OCXWt+m0l11sDzheSCZHN1VqD744IOgP5gHUviYB1L4CJAM0RmCX11U23XXXWc3SVu4lPuLL75o765yhg8fHvTHbbelVtvKNUCYiZ59zEQvfARIBr399ttB9Vxd2x0zZozdJC0DBgwI/lD++9//2rurnO7duwf9ofk3qXANEGphZR+1sAofAZJh//nPf4Jfbo3QWrZsmd0kZW+++WbwXCypaswZZ5wR9IfWB0mFa4BQjTf7qMZb+AiQDNNoqSZNmgS/4E2bNnUeQbVu3bqgQOPee+9t765SNGKnWrVqXl/ssssu3oisVLgGCOuBZB/rgRQ+AiQLdNax++67B7/kd999t90kZeGRWJ988om9u8qYPn160A8tW7a0dyfkGiCsSJh9rEhY+AiQLBk9enQwxl33RWbMmGE3Scntt98e/LE89thj9u4qI9wP6Rw0XANEWBM9e1gTvTgQIFnUsWPH4Bf9wAMPdJrLER6porORqkgrPe63335eHyiUP//8c7tJQpUJkC5dugR9n8kJojBef/p9q35OBwESHQRIFmkuiD+bXNsFF1xgN0mJf6qvg+eiRYvs3UVvwoQJQR9qmeB0VCZAxo8fH7wugxgyS/3p9636OR0ESHQQIFmmWemqZeX/wj/55JN2kwqFL9/ccccd9u6id/bZZzv3X2UCZP369Wa77bbzXnePPfagpEmGqB/Vn+pX9a/6OR0ESHQQIDkQ/oVXqZOFCxfaTZLSzfOtttrKe7zWWlcRx6riww8/DD7773//+7Q/e2UCRJo3bx78273yyiv2bjhQP/p9qv5NFwESHQRIjpx77rnBL/0xxxyT1qgTCX8Lv+++++zdRSvcbz169LB3V6iyARJeMOzCCy+0d8OB+tHv01QnhIYRINFBgOSI1grZf//9g1/8G264wW6SlCbO+aO6dPrvckO+0Gjkmn/28bvf/c5pvZVTTx3qBciZZz5j70qJ5uLsvPPO3ntQ6fHVq1fbTZAG9Z9fwl39qv5NFwESHQRIDmlElT+3QGEwbtw4u0lSp5xySvCHc/3119u7i4omCh5xxBHB5+3Zs6fdJCWTJy8y11wzxkydutjelbK2bdsG7yPTq05WNeo/vy/Vry4IkOggQHJMB0L/l/9Pf/qTWb58ud0kIa094s9MVxDNmTPHblI07rnnnqCfDj300LQv+WXSlClTgveihY+4me5G/eYv1KVN/eqCAIkOAiTHVNakcePGwR9As2bNvHkOqQrPTdA39A0bNthNCp4uXfmjn3Sm9sYbb9hNcq5+/fpBv7tct0fs/ST1pysCJDoIkDxYunRpsBa0tnQq7WoUkiYl+o+96qqr7CYF7dtvvzX77LNP5D7f2LFjg/f05z//Oa3QR+lkUPWb34fqT1cESHQQIHny8ssvBzfFdVlq5syZdpOE3nnnneAburYhQ4bYTQqSJl6Gz85q166dkYW5MkWj5/z39tRTT9m7kYT6y+879WNlECDRQYDkUYcOHYI/BF0bTmeET+/evYPHKoBeffVVu0lB0U3z008/PfhMmu8StfpTL730UvD+dP/KZVRYVaR+Un/5fad+rAwCJDoIkDzSt+vwSKN0y2VccsklwWM1QVEVawuRwiO8JPAOO+xgJk2aZDeLhJNPPjl4n9dcc429G+VQP/l9pv6rLAIkOgiQPPv444+DcfHa0rk0ogNvixYtYkKk0GZLr1mzJuagrMrFqmTsQvM9/K127b5m/vxv7SYxwu1T9emnn5rtt9/ee69bb721effdd+0mCFH/qJ/UX+o39V9lESDRQYBEQP/+/YM/CE2uSmfdD03EOv7442MOwIVyT2TJkiUxxSY1NFnrnrsKB4K2q69OvqSwS4BIt27dgvdcs2ZNLwQRT/2i/vH7Sv2WCQRIdBAgEdG6devgj0I3j9OZ96CRWeEzEW0avRTlIb5awlS1rfz3q1UGX3vtNbtZWuwA0TZjxld2s4BrgOjS41/+8pfgvVPipHzhkiXqr0wNiCBAooMAiYgffvghWPNC20033WQ3SUqXsy6++OKYENH9lblz59pN80qf8/LLL495n3vttZf54IMP7KZps8ND20UXjTCJRty6BohoCdbwpUedRaJM+Kxa/ZTOkrUVIUCigwCJkGnTpgWlTlQDymVklUZn+bPVten5VPYk37WzNIFSB5XwUr/aTj31VLNixQq7uZNwIBx//MDgv199tfzr7pUJEBk0aFDwOXTjX/9+KP09Vn/4faN+yiQCJDoIkIj597//HfxxqGji119/bTepkG5chicb+s91//33p10OvbJUvmLYsGHmr3/9a8z70Q3Vhx56yG5eKeFA6N17evDfrVoNKzlD22I3r3SASJs2bYLPpIKPKj9flenzqx/8PlH/ZBoBEh0ESMTom7pW3fP/QDRCyWXWs4JCZU/CZyPaNL9CC1Rle46Fzip0NnTAAQfEvL42zffIxGgcWzgQfvxxgznhhEHB/w8fHn9gz0SA6D5Tw4YNg8+29957m8WL3Qs3FjJ9bn1+vy/UL9m4D0eARAcBEkFfffWVd6D3/0juvfdeu0nKVIAxXMU3vGmN9cceeyxjB3MdQHS5QvW9/Etx4a1WrVqVvlGejB0I/frNCv7/b397yqxfvzlpe1e6rxM+wzrkkEOqXIjo8+pz+32g/lC/ZAMBEh0ESES9+OKLwR+JziIqO99g9uzZ3qJU/voa9qZvjprI2KtXL++1dSki0eUu/Vw3RTWjWOGmyxTlnWn4W6NGjZzndqTDDoR16zaZpk1LF5TSpkBJ1r4yVN8svN6LBgZUlctZ+pz6vP5nVz+oP7KFAIkOAiTCwjN4Dz744IzMN9AcE62rnuyAb28KHR0UEoVPeVv16tW9m/daCCtXyguEoUPnBD9r2PAJs3Jl2SWV8tpXhvo2HCK6FzB16lS7WVHR5wvf89DnT2ceU7q0fnrTpk2D19McqEz8XcANARJhun6syz7+H4tKl2SSRsvcdttt3rVq+15JupsmMNatW9d07tzZTJw40buXk2vlBcLGjT+bU04pXZVQW69eZSOlymtfWcuWLYv5N9NopGId4qvPFR5tpc+tz58tzzzzTMxQd3/TlxVVcHC5V4jKIUAizp5vkK21KDSjXYHSr18/06lTJ3PmmWd6N/M1U1zfKv1N/6+ft2rVytx8881e+zfffDPh5a5cShQII0fOC35et25/s3RpadHKRO0rS9f+wzfWtWlSXbF8U9bnCE8S1KbPm617Hrr8esIJJ8QFh1/N2t/0Bebtt9+2H44sIkAKQHgZUM3YztRN72KTKBC2bPnFWxPd39e16+tJ22eCzh7DQ3y1qayHSvEXMr3/cHkSbfqc2Rht9c0335h//vOfQS0tf1NYKVR076VJkyYx+xQqOlPP5j0YlCFACsRZZ50V/JEce+yxZtOmTXaTorV27UYzZszCkjOj8SUHh5FmwYLv7CaeZIGgyYT+PhVa1HMka58pGpW20047Bf92Ohjq3la2vq1ni96v3nf4YK7PlelJgqLfbQ3OqFatWkw46PKVLmPZRo4cGTfvSYVF77zzzoyVT0H5CJACsXLlSrPvvvsGfyC6zFTMNI/jpZfmm2uvHWfq1RsQc7Dv2bP8tbSTBYIuj19wwYhgf/v2Y5K2zyR9Uw7XztKm9TEK4bq93p/eZ3g9D236PNkYZabReuHhwNp0Cbd79+7eDfREVDvuP//5j1eMNPxYDRZ5/vnn7ebIEAKkgOheg/8NUCOisjmnIh+++26dGTHiY3PVVaNLzrL6xxzg/a1Jk8Hm3XfLvzxRUSBMnbo47vmStc8kfRNWNVq/FLy/aZlX3dfSjP0o0fvR+wovQ6tN71+fI9Pf7OfNm2eaN28e81raLrjgAvPll1/azRNavny5ufTSS+NGDOq+XSbqrSEWAVJg9E3M/6PYc889M1ZHKl++/nqNGTZsrrn88pdNnTr94g7s2jSXo0ePN8z06UvKLUniSyUQLrvspbjnt9trHZG77nrTe71M0/2r8Pon/qYVKfv06ZP3G+16fb0PvR/7Pep9Z/r+my6NdezY0RvFF34tVaSuzBBo3asJL3OgTV++rrzySvPtt8nXiUHqCJACo+Gx4REpmmUe9csgNo2CGjz4/ZJviiPjDuT+dvLJQ8zdd79ZciBY6t0ET0WiQAh7773lca9ltz///OeDn3fsOM4sXpz5pWtffvllc/TRR8cdpHW5RiOcVEgzV0Oh9Tp6Pb1ueMSfv+l96v1mks5wHn/8cfOHP/wh5rVUs+2JJ57I2O+0zqLC5VW0ad6KyuyogjUqhwApQFqIKbyWhookRt0XX/xgBgyYFXMfwt5OO21oyWeZ7h3kXSQKBFuHDmPjXjuse/fJMfs09PeBB6aXfDvfGNMuE8aOHWvq168fd9D2D6aqDqADaqZrl+n59Lx6fr2O/dra9L70/jJN84Ts4pqah6Q5RKtXlw6xziQNUdfk2fCcFW2HHnpowa3gGTUESIHSyBP/D2G77bbL6YzvVGmkU58+75izzx4ed8D2N1XKfeSRGeajj76xH562RIFg0/vSSKxE7XXGo7kj4TIo2lRPSz9P9YwoHbpc07Zt27ibwOFNI400/0YDKDT6SXMeFi1alHBEl36u/Wqn9nqcHm+PWApven29j8pcPkrk888/jxlN6G9nnHFGxi+NlUehec4558S9vpYUUM04pI8AKWBaddD/I9DIlXxfP5c5c5aahx+eUXJQGBYXFv7WuvWzpm/fd83Chd/bD48UnXHozENnIOH3r7Oo2bPdzpIqopFGuuyigpT6YmAf7JJtmgOhyZ72BLuKNr2OXk+vm2ykkyv9Xnbt2jXu82gk1/jx4+3mWffGG2+Yo446Kua96AzoxhtvND/+mPnLlcWMAClgmrx1+OGHB38EGn2Sa7pWPWXKFHPzzf8qObhebGrWvCkuMLRdeOEI7xJWNu4nZJves+6F2J+pS5cJZtmy7IW2DuY6wKos/3HHHRc3oc510/Po+fS8ev5shIbod2Pw4MFeqZHw6+vy6yOPPJLXexCJFjirue++ZuTQoeaXHN1/KnQESIHTWPzwtd2nn37abpJxugH6+uuve2dAGgmm1/3Nb3Yyu+1W19SocXnJt7uHvANs27YvejfL/dIhhW7atC/NWWfFXo7Tyoe6TLdhQ/YPhppgp39vrSd/9913m3/84x9eYUENUT3mmGNiSs7o//Vz7Vc7tdfj9PhcTEKdPn26F1Lhg7NK/Gsy4vffR+fMU2ccOvPQGch2Je/vkN12M80OPND8+4ILzMIIXhaOGgKkCGg0i/9Hqtm7utacaZqoNW7cOHPZZZfFjZzxt113Pdy0bt3dDB0606xYkf/aWNmgYcSq8Nu48ZMxQaKCjWPHZq8KbaFQCZGLL7447jKagiwbEw8zRfdALj77bFNv773NeSVn9VeUBLC2frfcYr7LYoHIQkeAFAkVP/T/WFVULhOXB3SJTGuDqLaQXVbC3zR+XwcH1etasaLqjK//4YcN3ox4e+6KzroyMSCg0GhioUqHqIRI+PdD80n0O1QoZk2ZYu4466wgQLRdc/zx5uU+fczGLNT7KnQESJFQqZN99tkn+MPV9W0Xqqo7fPhwc95558XUcApvuhmqkSsa2ROlyxH5oIEAV1wxKiZEFCoaCqyZ9VXBc889F7e+jIp+6rKZzlwLzZaffzYTnn7aXNe4cUyQdG7RwrydhWHNhYwAKSK6mR0udTJhwgS7SblWrVrl1TvSEE97rLy/aYLZ3//+d2+kTjbG6he611//3LRs+XRMkGgBqyeffM9s2lScN2RVGkT3WcK/J/q90zBglRQpdGt//NH87667TLs6dWKC5J6Sz7foo4/s5lUSAVJk/vWvfwV/zBr9opLY5fnuu++8pUFblHyrSrSYlC5HqBaRvmFqMhaS0+JVAwfO9oIjHCQa0jx58iK7ecFSKRCVBLFHhWniYaGXqy/PkoULzX0lnzccIleWhMqT3bqZVd+VXxm6qiBAioxGSDVo0CD4oz7ttNOCshD6Vqgb7ieddJI3IsYODG0q86D1HVS6ItMF86qKb77RzOdJcZMVVSTys89W2s0LhkZvPfDAA2bXXXeN+Z3RpdOhQ4fazYvOrNdfN7e2bBkTJNc2bGjGDRpkNudgZFsUESBFaPHixTHrVLcs+aVX/Sx7ZIy//fGPf/QW7lF131wM8awq5s5dURLGsfW+jjiip7nttkFm5crCmg+jEXgq/RH+vdHlTpUIqUpnp5s3bjRjSs7cO5QERzhIup5xhnlv0iS7edEjQIrUiBEj4oIivO21117emPxJJb/0USslXkx08jd69AKvOOTRRz9qDjrompLAbmz23LOmefjhhzMyWi6bNLxVBTvt359zzz3X+6JSVf3wzTfmiZLwvLJ27Zgguf+qq8zSzz6zmxctAqSI2UXyNMFMk6ayUecIya1bt8k8+OAEU6PGeWaXXQ4L/k203kY+ynlURBPsbrjhhrgy6yoBosEaKPX53Lnm7ksvjQmRdscea56+5x6zdtUqu3nRIUCKlC5F+RV7NTJG9X+Qf4sXLyv59n5J3Df6008/3XzySf4nIqrER79+/eJKfOgy54ABA3JWYr7QTB8zxnRq0SImSK5v3NjMLPJqvwRIkdL6Dv4fv4bnIlp06TBRSXMNq84Hfck48sgj497TTTfdRJHBFPy0bp158dFHzTX16gUhokmIxYwAKVJXXHFFcBDQHA9Ej+49afU/uzRMphdVqkiiMucawbdw4UK7OSrw7dKlpk+nTl6APHrDDfZuT/hMxd46NGhgbj/zTO8eS9TrcREgRUgHJl1y8L9BJlovAtGgf5/rrrsu7n5DZZd1rYiqDtx+++1x67Qfdthh3hksKmddkjNJOzSSbZrMGNXqwARIEdLlEf9goImCKAzz5s0zzZs3jzsT0GTOL7/80m5eKUOGDGGp1zwKB0SY7jGpeOOk4cNNx0aNgjYTS/4/igiQItS+ffvgoKAbnygso0eP9hYICx/cVUqmW7dulV67Y+bMmaZevXoxz60Z5e3atfOqEyA3EgVI2PSS3wO/Tfdzz7V3RwIBUmR03VxzPHRg0GxzlZ1A4dEounvvvTeuCvK+++5rhg0bZjev0LKSb7VacMyeTNq4cWMzZ84cuzmyLJUAWb1yZdBGN+ajiAApMm+99VZwcGjSpIm9GwVGtcxUJcCuO9WwYUMzK4UbrKqGe9ddd8WttV6jRg1vsinyI5UAWfPDD0EbDREuj/08G9auNaP69jX/at3aGwGW7PkzgQApMpoo6B8kHn30UXs3CtTs2bO9cjThEND8Hi3wtWLFCru5Z+TIkebAAw+MeYwKZPbs2ZM6Z3lmH/jLo7klfpu+nTvbuz3h51n1/fem2znnxPws2fNnAgFSZDTb3D+46LIFiovWatlvv/1iQkGXuXr16hXUMZs7d65XMDPcRpeuVCST34loSHSA1030lV9/bd54/vlgPZIbmzY1XycoGxN+nsdvusl0adnSzJowwazL0ZILBEgReffdd4MDhiryojhppcgePXrELfily1KqW2VXWtYKlTNmzLCfBnlknyWUt93cvLl59r77vLpbiYTbX3fiiWZlgrPRbCFAiohWIfQPGiq7jeK2ZMkSc+GFF8aERXjTYAomkUaTHRblbVpzROuQfJCk9li4/ct9+9q7s44AKSL+0E9drqjKlVKrmmnTpnlFDv3g0A332267zZsoiGgKH/htP61f7xVp7H/rrWXh0KeP3cwTfp4v8rBKIgFSJHTd2z+AHHvssfZuFDkN39YACl2u0g13RFuyAAkbePvtQbv3J0+2d8c8j0Zg5RoBUiQ0ycwPkHvuucfeDSBCUg2QxfPmBe201ogt/Dy5qp0WRoAUiVq1agUBEoWy4AASSzVANm3cGLRTaRNbqs+TLQRIEdCqcX54HHHEEfZuABGT6oE/HCBXlzMbPdXnyRYCpAhoprEfIBreCSDaUj3wf/Hxx0E7rbtuS/V5soUAKQLHlPzy+AHyUR5GYgBIT6oH/vBIrGHl3NtM9XmyhQApcIsWLQoK5GkdBwDRl+zAv3HDBm8Yb78uXYI2mpVe3oTCZM+TCwRIgbvvvvuCsw+N/QcQfeEDf0Vbl9NOSzjHgwBBpTRrdrHZccd9zDbb7GLee+89ezeACLJDIrzpZnmnk082D3XoYCY/95w3sTARAgTOvv76R3PAAZeY6tVbmjp1zrN3A0BWESAFbPjwD80RR9xv/vznO8w997xk7waArCJACtgVV4wyxxzT19vmzs1tFU4AIEAK1Pffrzd16vTzwuOUU4aaPFQxAFDFESAFasSIj4Ozj3vvnWbvBoCsI0AKVPv2Y4IAmT17ub0bALKOAClAq1b9ZI47rr8XHs2aDTFbtnD9CkDuESAFaNSoBcHZx113vWnvBoCcIEAK0PXXvxIEyIwZX9m7ASAnCJACs27dJlOv3gAvPE46abD5+ectdhMAyAkCpMC88sonwdlH9+6T7d0AkDMESIHp1Gl8ECBTpy62dwNAzhAgBWTDhs2mQYOBXng0ajTIbNrE5SsA+UOAFJDXX/88OPu4/faJ9m4AyCkCpIB07fp6ECATJy6ydwNAThEgBWLjxp/NCScM8sKjYcMnzE8/bbabAEBOESAFYsqUxcHZR+fO4+3dAJBzBEiB6NZtUhAgr776qb0bAHKOACkAmizYuPGTXnhoEqEmEwJAvhEgBeDtt5cEZx833PCqvRsA8oIAKQA9e04JAmTMmIX2bgDICwIk4lSq/W9/e8oLj7p1+5vVqzfaTQAgLwiQiJs1a1lw9tGhw1h7NwDkDQEScf/977QgQEaOnGfvBoC8IUAirmXLp73wOPbY/mblyg32bgDIGwIk4s499zkvQLSIFABECQEScd9/v95bA4S5HwCihgABADghQAAATgiQAjd37grvRvvSpavtXQCQVQRIgfPniSxe/KO9CwCyigDJA39eh7batfua+fO/tZvECLe3ESAA8oUAyYNwIGi7+uoxdpMYBAiAKCJA8sAOEG0zZnxlNwuE202atMhcccWoYDv//Oe9n7dpMzLm5++9t9x+GgDIKAIkD+zw0HbRRSPML7/YLUuF282cudRbXMrfVB9LP7/55tdifj5vXvLLYgBQWQRIHoQD4fjjBwb/nWilwXB7G5ewAOQLAZIH4UDo3Xt68N+tWg0zmzdvsZsTIAAiiQDJg3Ag/PjjBnPCCYOC/x8+/EO7OQECIJIIkDywA6Ffv1nB/2vxqPXrNydtH8ZEQgD5QoDkgR0IKpTYtOng4GcKlGTtASAKCJA8KC8Qhg6dE/ysYcMnYtb+KK89AOQbAZIH5QXCxo0/m1NOGRr8vFevaUnbA0C+ESB5kCgQtGSt//O6dfsH9zUStQeAfCJAMkSTABcu/N68+OI807PnFG82+OOPv2M38yQKhC1bfjFnnvlMsK9r19eTtgeAfCJAHK1YsdZMnLjIPPjg215Y6L5F+EDvbz/8EL+OebJA0GRCf58KLS5Y8F3S9gCQL/kJkM2bjfnf/4w55xxjatQwZqedSjf9d+vWxjz1lDGborOE69q1G71aVU8++Z658cZXTfPmQ+KCorxN5UXKkywQdCZzwQUjgv3t249J2h4A8iX3ATJlijE1a5a88q+Sb4ccUto2bMUKYyZNqnhbtix4SLq2bP7ZLJj/rXn22Y+8mlLnnPNcXDCUt5100mBz3XXjvCG4U6cuNqtW/WQ/daCiQNDj7edP1h4A8iG3AfLCC8Zst11pQGy1lTFXXGHM9Omm5GhrzOrVxsycaczVV5fuUxu1HTmy7PHPPBMfNOVtAwaUPaYin35a+rzXXWc21G9kntr/dHNKrbvjDtzhTfWr2rZ90dx331veJaevvlplP2tSqQTCZZe9FPe6ydoDQK7lLkDmzTNmxx3LgmHcOLtFmfHjjdl++9K2urQ1f37pz9euNWbRooq3NWtK29tWrjRmzBhTcmphzGmnGfP738eFz0u7HW8uOuzWmIO2zkK6d5/snZVo8aeff46vV5WOVAJB5djt8EjWfs2ajSUfbaFZvjzBZweADMtdgDRqVHagfuQRe2+8xx8va3/iifbeim3YYMzbbxvTu7cx559vzEEHxYVFeduMmieZ/lf19+53qHS6ZolnWiqBIH6p9lTad+o03tuvUihLlqR3RgQALnITIO+8U3aQ1r2NLSl8g1eb8L0SPUcyH31kSo76xrRvb8zRRxuzzTZx4RC37byzMY0bG3PzzaWX175KvKhTJqUSCKIRWBqJlUr7Ll0mBG1OP32Y+f779XYTAMio3ARI585lB+0777T3Jqa2/uNuucXea8zkycY0bWpMtWrx4WBvW29tzJFHGtOunTEDBxozZ479bAVNpU/Cc0guvHBEVs6eAMCXmwCpX7/sQK6DfqrU1n9cw4b2XmMOPzw+KPztgANKhwTff7+GNaliof3ooqOZ682alQ0xvuqq0WbTphTO9gDAQW4CpHr1sgO7huKm6uuvyx631172Xm/klLdv112NOflkY26/3ZiXXzbm26q7nKtu8ofXF7n11tcTLpULAJWRmwDxR1Rp+ynx/Ig4aus/bocd7L2lFDKIoUmP9eoNCEJEw40BINMKP0BQLs1PqVOnXxAigwe/bzcBgErJTYDsuWd2LmFVEZp38tFH36R9P+Ppp+cGAaLRXJonAgCZkpsAycRN9AYN7L1Vhj9EV7PfN2yIXe62Ig89NCMIkeOO62/eemuJ3QQAnOQmQFyH8fbsWfa48obxVhEXX/xCEAIdO45Laya8bqDfccek4PGqGqyzGQCorNwEyIwZZUGgyYGpTCTUke/QQ8seV9FEwiL24YcrSk7ABgYhoLIq6VDghGe1a7b6l18yWx1A5eQmQESXoPwwUJmSivTtW9ZeZVCquGnTvjTHHts/CIFHH51pN0lq/frN5pJLRgaPZ7Y6gMrKXYCo1IhGUikQNCrrtfLXyvBMnFjWVgUYVYgRZtSoBTGlTYYP/9BukpQWtwrPVte6I8xWB+AqdwEizz1nzLbblgaDSrarrIgub6mUuyro6jKValmp7IjaqGqvalQhMGjQe0EAaJju+PGf2U2S0mx1f0Gs445+zAy88D6zZSMhAiB9uQ0Q0ciqgw8uuzyVaFObN96wH40SvXpNC0JEEwbffXep3SQpFWlsUf9x032/S8y0Xf5izHnnld5zAoA05D5ARMvVatnas88urVmly1Ta9t/fmLPOityStlGzZcsv5pZbSsu3a2vUaJAXCun4YtqHZvYfQrXEVBYGANKQnwBBpW3c+LNp125UECInnzzEuzyVFq3E6K/+qO2ee+wWAJAQAVLA1q7daM4///kgRP7+9+HejfK0PPhgWYD8+telZ38AkAICpMB9990607Ll00GItGkzMu3Z6t4kTT9EtBBXsuWGAeD/ESBFYPHiH03TpoODELn22vRmq3s30Nu0KQsRrUM/M715JgCqHgKkSKg8SXi2erduk+wmyW0uOWtp0aIsRHbf3ZiFFF8EkBgBUkQ0W10FE/0QGdPrJbtJcmvXGnPssWUhohFyy5fbrQDAQ4AUmdGjF5jjjnnc3HrAP83rux6lcrx2k+S0muMhh5SFyFElz7GKulkA4hEgRWjqY6PNtGr/P8dDw3SHD7ebJLdoUewaLk2aaNyw3QpAFUeAFKuOHcsCQCVhVF8sHe+/b0y1amXPce65qVVRBlBlECDFSgd7HfT9AFAYKBTSodBR+PjP0a+f3QJAFUaAFDNddtLlJz8AdFlKl6fSoctf/mz1dO+nAChqBEix0w1w3Qj3Q0Q3yHWjPB1Tp5YGyc8/23sAVGEESFWgobgakuuHiIbqrltntwKAtBAgVYUmBWpyoB8imjSoyYMA4IgAqUpUnkRlSvwQUfkSAHBEgFQ1KpSogol+iKiQIgA4IECqIpVsV+l2P0RU0h0A0kSAVFVaPMoPEA3TTWf5YN07+d//jDnnHGNq1Ci9LKZN/926NStKAlUEAVKVaRlbP0T69LH3lm/KFGNq1ix7XKJNw4XVFkDRIkCqMq0D0ru3Mf/6lzE//WTvjffCC2Uz03XWcsUVxkyfXjrXZPXq0pv0V19dNvFQbUeOtJ8FQJEgQJCaefOM2XHHsmBItmrh+PHGbL99aVtd2po/324BoAgQIEhNo0Zll6ceecTeG+/xx8van3iivRdAESBAULF33om9t5FKVV61Cd8r0XMAKCoECCrWuXNZENx5p703MbX1H8d8E6DoECCoWP36ZUEwebK9NzG19R/XsKG9F0CBI0BQserVy4JgxQp7b2Jff132uL32svcCKHAECCrmj6jSlspwX5/a+o/bYQd7L4ACR4CgYgQIgHIQIKiYVjLkEhYACwGCimXiJnqDBvZeAAWOAEHFXIfx9uxZ9jiG8QJFhwBBxWbMKAsCTQ5MZSKh6mwdemjZ45hICBQdAgSp0SUoPwxUpqQiffuWtVcZFABFhwBBaj76qHQklQJBo7Jee81uUWbixLK2KsCoQowAig4BgtQ995wx225bGgwq2d6uXenlLZVyX7Om9DJV+/bGbL11aRtV7VUJeABFiQBBejSy6uCDyy5PJdrUJp1VDgEUHAIE6dNytVq29uyzjTnggNLLVNr239+Ys85iSVugiiBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7+D/nu2eU1FV6FAAAAAElFTkSuQmCC)
PN: 4H54-9-0W
CAS: 64064-71-7
Molecule Weight: 242.032
Formula: C7H4BrN3O2
![8-Amino-6-bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H30-9-43
CAS: 676371-00-9
Molecule Weight: 212.05
Formula: C7H6BrN3
Melting Point: 145-147 ℃
Hazard Statement: H302-H315-H319-H335
TSCA: Not listed on TSCA inventory