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)
| Product Number | 4H55-3-0K |
| Purity | 97 % |
| CAS | 1235993-30-2 |
| MDL Number | MFCD20483121 |
| Molecular Formula | C7H4FN3O2 |
| Molecular Weight | 181.126 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H55-3-0K
CAS: 1235993-30-2
Molecule Weight: 181.126
Formula: C7H4FN3O2
![3-Nitro-8-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-3-2Q
CAS: 2379918-39-3
Molecule Weight: 181.126
Formula: C7H4FN3O2
![3-Nitro-6-bromo-8-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-B-0C
CAS: 2379918-59-7
Molecule Weight: 260.022
Formula: C7H3BrFN3O2
![3-Nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-Q9
CAS: 4926-45-8
Molecule Weight: 163.136
Formula: C7H5N3O2
![6-Chloro-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-5-54
CAS: 25045-84-5
Molecule Weight: 197.58
Formula: C7H4ClN3O2
![7-Methyl-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H54-1-LA
CAS: 34165-07-6
Molecule Weight: 177.163
Formula: C8H7N3O2
![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
![6-Iodo-3-nitroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 4H55-H-03
CAS: 690258-23-2
Molecule Weight: 289.032
Formula: C7H4IN3O2
TSCA: Not listed on TSCA inventory