![3-Bromoimidazo[1,2-a]pyridine-6-carbohydrazide](data:image/png;base64,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)
| Product Number | 4H48-B-0G |
| CAS | 1215799-36-2 |
| MDL Number | MFCD12827905 |
| Molecular Formula | C8H7BrN4O |
| Molecular Weight | 255.075 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H48-B-0G
CAS: 1215799-36-2
Molecule Weight: 255.075
Formula: C8H7BrN4O
![Imidazo[1,2-a]pyridine-6-carbohydrazide](data:image/png;base64,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)
PN: 4H39-1-18
CAS: 886361-97-3
Molecule Weight: 176.179
Formula: C8H8N4O
![3-Bromoimidazo[1,2-a]pyridine-6-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-9-25
CAS: 1004550-20-2
Molecule Weight: 225.045
Formula: C8H5BrN2O
![Imidazo[1,2-a]pyridine-6-carboxamide](data:image/png;base64,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)
PN: 4H48-1-V4
CAS: 103313-38-8
Molecule Weight: 161.164
Formula: C8H7N3O
![3-Chloroimidazo[1,2-a]pyridine-6-carbohydrazide](data:image/png;base64,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)
PN: 4H39-5-08
CAS: 1211364-66-7
Molecule Weight: 210.62
Formula: C8H7ClN4O
![3-Bromoimidazo[1,2-a]pyridine-6-carboxylic acid](data:image/png;base64,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)
PN: 4H21-9-37
CAS: 886362-00-1
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![Methyl 3-bromoimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABlBAAAZQQEmsvDLAAACKnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnVafPIE6RrRgwoN2AtgP2NiiOkhqIrUJ2c/z7UXYuN5kDH6QofpRF0hrfb8sVrI2rC1tlRFBOwFS5nRfVMiO/X7/fJeR+Ms7RCR2rOiNvTfM+Ymyz2dD8zZR6ayua25J086NtXfR8Nopat2SSc8H+PD2+tMxdUdWNrnKDVF2M6tb4aHPdtF/xnyVYqd26qFjnzkq37qL9ldzfnG7rOTnt5RvOTRGFRbEysLCu1A2sJad48y+wNJVxujFzmO3QrGiAe5+Mnx5s/lGaqkHVRyhyvXpp3EeOhtKuTP6BwVD58ZCRUiCgG1tOndM78Jo3awFaglagA9Ah6Ah0DDoBnYIWHB+cF+gg0EMEmO+V8Qu+7t4NfjX8gu7prp/t+6vzCmZLZiShqQw5xDRMMcJe7I0RlWEcHUSARpWCQhcuQVIhwwgElZIHp1EUpPHBpQMI7HCZiEapTCBEE4qAqgSFopE4CUl5jEJQxc9HYRqlOEqCluNJEmOUMFTqwHXBMHfsmLzJeGar+ZkKxTwjM0HarD6bRS33iSVg3dw47FUfwLueA7IP+DIMA6oP+KIdAXkNCC6AcHiFsA/4hjgC02tA1Ad8+wwDcR/wzTYMJH3At+YwkPaBtpGHCT/fK13b+DeYz+Vuf5Th7Ap5hVE31lEX+7+JfCr74d8dZC4rfx1hZ73PDocMqhcHEDs7nRieyZN/xtWwLshS9qoAAD6cSURBVHhe7d0HmBXV4f7x2CIidhHsjWDvgKggEGxgAcWOPXaNAsHYo4gmooKgWLBR1CAqEhXBjmAUFFARS0CKiOBPkCYgSPH89539zzj3bLv33Ll3Z2a/n+eZR9k5t83uzHvn1D8YAAAc/MH+AQAA2SBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABAEeLFy82ffr0MSeeeKLZeeedzcYbb2xq1apldtppJ9OhQwczYMAAs3LlSvth5g9/+IO3ZSvX8sUSv3cEAAnwwAMPmM022yy4uFe0bbvttubFF1/MeGyugZBr+WKJ3zsCgJi79NJLvQv6uuuua0477TQzdOhQM3v2bO9uY+HChWbChAnmpptuMttss025F//yflaZXMsXS/zeEQDE2P333+9dzLfeemszevRoe3cGhcl5551X5uKfayDkWr5Y4veOACCmFixYYDbZZBPvzuO9996zd1foxhtvzPh3roGQa/liid87AoCY6tmzp3chVwN5PnINhFzLF0v83hEAxNRxxx3nXcjV5pGPXAMh1/LFEr93BAAxtcMOO3gX8u+++87elRM/EHLd4iZ+7wgAYmqjjTbyLuQrVqywd+XEDoZst7iJ3zsCgJiKOkCylWv5YonfOwKAmIq6CitbuZYvlvi9IwCIKRrRM8XvHQFATMWlG+/kyZO9sSWNGjUyW265pdlwww1NgwYNzBVXXGFmzZoVemRhZf8JAKCGcx1IqGlNwuxAqIpd3v93eZvm55o4cWLo0YWT/ScAAAR3IZrKZMyYMfbuDIsWLTLnn39+mbCwA6EqdvnGjRubvn37ms8++8wsW7bMC7Y33njDHHDAAV655s2bhx5dONl/AgCoIZYuXWr++c9/mttvv92sWbPG3m0uuugi70KtO5HTTz/dDBs2zHz//ffeZIoKDd0B3HrrraZ+/fplLv5S3s8qk235adOmeeXUW6wYqn5HAFBD/Pbbb2bgwIFmu+22Cy7aw4cPt4t5NKnipptuGpSraNNz2Y3u2QaCL9vyav9QuV122cXeVRBVvyMAqAHGjRtnDj300IyLvxaJmjt3rl00oNl2FSTHH3+82XHHHU3t2rWDBaVOOeUUL4x+/fVX+2FZB4KvqvJa2EozAzdt2tQrp7VKiqHidwQANcCcOXO8KdfXWWed4EKtEFAVlNoX4iwcdtoaNmxonnrqKbtYwRAgAGoktVfceeedpk6dOhkXYbVpfPvtt3bxWLIDRJ+lU6dO5d71FAIBAqDG0RKzu+66a8bF98ADD6xygai48nthHXTQQd5n6dKli12kIAgQADXGpEmTTMuWLTOCo27duuaxxx4za9eutYsnzsyZM73PpN5fxUCAAEi9+fPnm8suu8yst956QXBssMEG3jd1NUCnxZQpU7zPtvHGG9u7CoIAAZBaa1at8npJbbHFFhl3HW3btvUutkl1+OGHm+eff95Mnz7da++YN2+eefXVV82+++7rfb5jjz3WfkhBECAA0un1183Le+5pDgkFx54l/x45cqRdMnHCYWhvW221lfnyyy/thxQEAQIgXXRncfzxusqa70q2v5VsdTff3LsTWVVyR5IGEyZMMJdeeqkXiOpyrCqr/fbbz3Tt2rXScStRI0AApIPaMv72N2P++EcvPLxtvfXM55ddZhbPn2+XRgQIEADJpt5Tjz9uTN26vweHtpYt1e3KLo0IESAAkkvjNg46KDM4dt3VmBdesEuiAAgQAMmjkeKnn54ZHHXqGHPnnRpibpdGgRAgAJJj+XJj/vEPYzRduR8c66xjzLnnalIruzQKjAABkAzPPGPMDjtk3nUceqgxY8faJVEkBAiAwpoxw5ibbzamSRNjttnGmA02KG3w1r+11Ov06fYjymrXLjM4ttvOmIEDtYCHXRJFRIAAKAz1jrrxxtLACF/87U37b7ihtHx59PNatUrLbrhhaRgtXWqXQjUgQABET3cGHTqUXvTVRnHWWcaMGGHMjz8ao8F88+YZoxHhZ59dul/lVL6iO4pXXzWmc+fSuxnEBgECIHp33VUaCpttZsxbb9l7M739tjGbblpaXo9DYhAgAKKlUd+1a5cGgu4csqFyKq/HMWo8MQgQANG6557SMGjTxt5TueOOK32cHo9EIEAAREtTiSsInnvO3lO5wYNLH6cgQSIQIACi5Y/VyHVd8ZkzSx+nxyMRCBAA0fK73P7yi72nciqvx2mUORKBAAEQLQKkxiBAAERr++2pwqohCBAA0TrmGLdGdJXX44q0njfyR4AAiFaPHqVB0Latvady6vZLN95EIUAAREvTlKgdQ1OUaPqSbLz22u/tH3o8EoEAARC9bt1KA2HzzY159117b6ZRo0rLqXz37vZexFi1BsilhxxS7nZ5kyamS+vW5r5LLzXvDhliVv/6q/1QAHGmGXTbty8NhXXXNaZjR2Nef7307kKTKWq6kjfeKF0ISvtVTuUrmpEXsRTLALG3O8480yxdtMh+OIA4W7PGmOuuq3o69/XXLy2n8kiUWASIbW3JH9KCH34w7w8bZjq3auWVGahbYgDJM21a6bogjRsbs/XWpYGh/zZqVLoOiPYjkWIZIGGTP/jAK6MqLQBAfMQ+QFYsW+aVuerww+1dnvBz/G/8ePNYyTea69u0MVc2bWou1zceAEBBxD5AvvjwQ69MtzPOsHd5/Of4z8MPB//vb5fpFhkAUBCxDBC1gSz88Ufzwcsvm85//rNXZvTQoXYxTzgw/nX++earcePMiuXL7WIAgIjFIkAq225u186Meekl+6EBv1z3s8+muy8AFFHsA0RtGY/fdJP5eeFC++Eev9wnVQ1WAgBEKhYBYvtt7VqzbMmS0kbxG2/0ytx6yinml6VL7aLBc1QUMACAwohlgNgG9+jhlXvl0UftXcFzKHQAxNzkycbUq2dMixbGrF5t70XCJCJA5n//vVfu9tNPt3dl/RwAYsCfqVfb1Kn2XiRMIgJk9apVXrmrjzjC3pX1cwCIgX/96/cA+fprey8SJhEB4t+BdGrVyt6V9XMAiAECJFUSESD/vvtur1zvq66yd2X9HABigABJlVgGiBrEl1u9sLR9OXasXbTC5wAQQwRIqsQiQKratD7IO4MH2w/3ECBAghAgqRLLANEcVtc0b+6tAzLkvvvM3Bkz7IcGCBAgQQiQVKnWAAFQwxAgqUKAACgeAiRVCBAAxUOApAoBAqB4CJBUIUAAFA8BkioECIDiIUBSJbEBoqndv/n0U7OWWXiB5CBAUiWxAdLjwgu98R8v3H+/vQtAXBEgqZLYANEgQwVI16OP5i4ESAoCJFUSGyD/efjhYBT6lIkT7d0A4ogASZXEBsh3U6YEATL4nnvs3QDiiABJlcQGiNzcrp0XINe3aWN+++03ezeAuCFAUiXRATK0T5/gLmT6pEn2bgBxQ4CkSqIDZMbkyUGAvNi7t70bQNwQIKmS6ABRtdX1bdt6AXLTiSfauwHEDQGSKokOENF6If5dyCz+IIF4I0BSJfEBMvWTT4IAGfbQQ/ZuADGysiRAFpeEh7a1BEjiJT5AtH5612OO8QLk1lNOsXcDiJEJJQHyYEl4aFtIgCRe4gNEni35o/TvQuZMm2bvBhATA0vO1UNLwkPbtwRI4qUiQL7+6KMgQF7t18/eDSAm/lUSIH8oCQ9tXxMgiZeKAFm7Zo3p/Oc/ewGiObIAxBMBki6pCBAZ2K1bcBfy46xZ9m4AMUCApEtqAmTyf/8bBMjI/v3t3QBigABJl9QEyOpVq8y1LVp4AXLXuefauwHEAAGSLqkJEHny1lu9ALmsUSPz05w59m4A1YwASZdUBcino0YF1VhvPfOMvRtANSNA0iVVAbJq5Urz1+bNvQDRkrcA4oUASZdUBYj0u/760mqsxo3Nonnz7N0AqhEBki6pC5Dxb7xhztl/f3PyXnuZl59+2t4NoBoRIOmSugD5Zfly06JBA7N/vXrm7JNOsncDqEYESLqkLkDkvDPOMLU32MCst956Zh7VWEBsECDpksoAGTRoUPBH+thjj9m7AVSTO+64Izg3J0+ebO9GwqQyQBYtWmT++Mc/en+kxx57rL0bQDVp3759ECC77babGTlypF0ECZLKAJE2bdp4f6QKkoULF9q7AVSDa6+9NggQf2vbtq2ZMmWKXRQJkNoAefzxx4M/0IEDB9q7AVSDcBuI2ij9/99ggw1Mly5dzOLFi+2HIMZSGyDz588366+/vvfHeRK9sYBYCAfIf/7zH9OyZcuMu5G6det67ZZr1661H4oYSm2AyJ///Gfvj7JWrVrm559/tncDKLLyemG9+OKLZtddd80IkgMPPNCMHj3aejTiJtUB8tBDDwV/kIMHD7Z3Ayiy8gJEVq5cae68805Tp06djCA5/fTTzbfffht6BsRJqgNk7ty5Zt111/X+EE899VR7NxJs4sSJpn79+t7vVj3tFixYYBdBzPz666/e78oPhy+++MIuYubMmWPOO+88s8466wTlVINw6623mmXLltnFUc1SHSDSrFkz749w4403Nr/88ou9Gwnz448/mr/85S/BFwN/23LLLc2DDz5oVq9ebT8EMfDSSy953XbDv7NJkybZxQLjxo0zhx56aEb5HXbYwTzDLNuxkvoA6dWrV/AHqD9iJNOqVavMvffeazbbbLOMi4q+GIT/vffee5u33nrLfjiqyeeffx60Rfpb7dq1zV//+le7aBm//fab14Nyu+22y3j84Ycfbj7++GO7OKpB6gNk1qxZwe1wx44d7d1IgFdffdX86U9/yriI7LPPPl5QVBQs6nn3zTff2E+FIvnpp5/MIYccklEVpa66nTt39gb65mLp0qXm5ptvNhtuuGHwXLoDveCCC8wPP/xgF0cRpT5ApHHjxt4fnS4yaqxDMnz11VfmmGOOyQiGiqqqyqva0iDS66+/3ixZsiSjLApHv5c+ffqUCXRVP33wwQd28ZzMmDHDdOjQIeN5N9lkE69hXu0rKL4aESB333138Ac3fPhwezdiRjMHXHPNNd43Vv/3pjE9V111VZWN5Z988olp3rx5xkVGje1PPfWUVyWCwnnjjTfMXnvtlXHsw5tCRXeLumvMx6hRo8z++++f8dy77767GTZsmF0UBVYjAkRVGf4f2oWsVBhba9asMQ8//LDZaqutMi4OrVu3LrfHTmWee+45s/POO2c8T6NGjcx///tfuyjyNHXqVHPCCSdkHOvNN9/c9OzZ05vrStWN4X2qjlS1ZD70t/Loo4+arbfeOuO51d7CJI3FUyMCRA444ADvD0wXJ7v6A9Xv3XffNfvtt1/GxUDfKjVa2ZV63XXr1s1rtA0/79lnn22+++47uzhypKrBrl27BhOXatP0JJdccknGMgo631TtqOrH8O9B1ZOqpsyH2lM6depU5m71niuvNL/89JNdHBGrMQESnkb6zTfftHejmkyfPt2ccsopGReWTTfd1Kt2jKpeW2Gh0Ai/hkLl9ttvp2u3A00z8sQTT5htttkm45i2aNHCfPrpp3bxgKofVQ3pTzGkTRd+VVfmO+GpBiX6Y0zqlmx/KdlGlASWeeABJZhdHBGpMQGiKhD/j/byyy+3d6PI1LPmpptuKtOzRlWMhepZo+orVWOFL3o77bQTsxTkYMyYMebggw/OOIa77LKLef755+2iFdK5qGrJ8HOoZkDVl6qayofaOM9r2NDcX/Kc00s2o23vvY3hS2NB1JgAkT333NP7Y61Xrx6TtVUTNWQPGDDAbLvtthkXEPXtHz9+vF08cnp9Naj7o9j9TQ3vGt2O8qk7/JlnnplxzDQGR3f2K1assItnRdWTqqYMP6eqMVWdmY81q1aZWffdZ8xmm5UGiL+deKIaRO3iyEONChD1Jff/UJmorfgmTvyfadGiXcYFY8cddzTPPvusXbTgNLmmuviG6+91B6SuwOoSjFLLly83t912m9loo42C46SxHeecc475/vvv7eI5UzWlqitVbRn+u1C1pqo386J2mIsvNma99X4PkZLft7nuOjXg2KXhoEYFiLp4+n+g6r3Rv3//vOteUbUff1xmbr31bdOgwRUlx/0Is/76m3gXpH/84x/eBao6TZs2zbRrlxlqUXU3TToFuwI+fGyaNGliPvzwQ7to3lRtqerL8DgeVW+qmlPVnXkpOe/NkUdm3o3Uq2fMk0+qQccujRzUqABRl8LwyaBNjXhHHXWUtwYB3zyj9euva8wTT0w0zZo9aQ45pJ/Zd9/uZocdTjMXXNA5djOsalR7IbqbJtGECRPMEUcckXEsVOWoqsdCj6VRNaaqM8OvralMInntIUOM2XnnzCA55BBj3n/fLoks1ZgA+b//+z+v7cP/o7Qn4/N/pgVu1OUwitvzmuztt6ebE0/8txcc/nb22UNLLhB5VksUUCG7myaBzpHy7gJuvPHGoq+no0kTy7v7GTt2rF00N2qvueMOYzbeODNIzjpL3fXs0qhCjQgQfXMJTyOtthDN1aPGVK2dHu4JFN70TUhVGTNnzrSfEhWYMuUnc8klr2QEx9FHDzLDhn1t1q7N8xtkkRSyu2kcqR2iR48eZdohTj755PzbIfKg6k1Vc9rtL+eee27+X/BmzzZGc+P5AaKtdm1jbr9dA4js0qhAjQgQhUA4FOyBhBoQNWjQIO+ECf+xhjdNDKcFbzTqFmUtWrTC3HXXGNO48WNBcDRt+rjp3XusWbo0mvEcxabupqreDP8dRNXdNC5efvll06BBg4zPuO+++5p33nnHLlptVN15xhlnZLxH9QDr3r27cw+wgObnatw4M0h22smYf//bLolypD5AVKfq97TR9ApV3U1o0ZohQ4Z4XRbt1dH8TXXl6pmiqaprutWr15pnn/3ctGzZP+Ou49prR5pZsxbbxRNJ3U3ti2wU3U2r05dffpm4cNQYlIMOOijjPbfYZRcz6YUX7KK5UdtK//7G1K+fGSTNmqlByC6NkFQHiOptwye+giEX+naji4dWSFP42EGiTc+vniLFGMMQNx988J055ZQhGcHRocMQ8+GHs+2iiVfQ7qZFpOq5q6++ukz1nNbnSEL1nMZvPf74494o+PVK3vvJJVv/km1Jy5bGfPaZXTw3aue54QZjNtzw9xBZd11jLrqotEswykh1gKiu1D9J1L8/H7qAvP76697z1K1bt0yQaNPkfV26dEn9hH3ffruo5IIzIiM4WrUaUHLXP7nk22u6u0UWtLtpAanatm/fvmU6CBx99NGJ7CCwePFi06trV9Ptj380E/yLvcZ7XHqpMfPn28VzM22aMe3bZ96N7L+/XQomxQHy9NNPByeJRqBHOd5At/iqvrjiiivKjKj2t4YNm5lbbnnSfPzxrMQ0Hlfl559/NT17fmgOPfTxIDjU5vHPf75fckLnWRedMLrjrK6urrl6++23y+2i/Morr9hFE2fp1Klm1fHHZ17sN99cS5FqGUu7eG5KjpvZd9/S5zzgAHsvTEoDRNO3a6EZnSi1atUqubPN89a2ErpYvP/++95Ka5pXSa+57roblHzTa2x22+1Sc/DBD5ujjhpouncfbcaOne21GSSNAvCll772Pkf4ruOyy14tOdaVr8+RLwW/JuhT9aNm1tUqdNpatWrldbnWBH76r/7t71M5ldfjovziUJ6KBtvl3d00AuUNklQV3D333BPZRJWx8frrmqsoM0j22MOYESPskrlRe5Aa2qtYh6amSl2AaPSwvwKhNq2OVkwfffRRyZ1H95Jv6eeX/P3+PeOC61f13HbbKDN69LfeQLu4mzhxrjnrrBczPsNJJw0277wzwy4aCdXDv/DCC97dnT93Wb6bnkfPp+ctRD1/Rd1No5ruI1dq+7vhhhvKTFSZ+mla1Luyd29jttgiM0jatDHmf/+zSyMCqQuQ6667LjhptMhNdZoy5Ufz6KPjzWmnPV8mSLQ1b/6Uufnmd8xbb003K1bEa8rpOXM0V9RbZd7vk09+EnnwaUyO6ucPO+ywMhf/ijbd7WkWWH/z7/6y2fQ6ej29bpQK2t00C7ob1vQ89kSRzZo1q1kTRer3qhm3w3NgbbCBMZ07q7+5XRp5SFWAaElNv3FT0x/Mz7cxLUJqeNa0HhqNbQeJtiOOeLIk/N40r702teQbbe51t+HnGjVqpr27DL9sedQt97DDngjKNGrUr+Qb9igzb1601UEjRozwxt6EJzQMb7vttpvXA06D3LRcqbqe2mN4bNqvciqvx+nxeh77ubXpdfX6eh9RKq+7aa5TnudK640zVb1F3exbtcq8G6lb15jHHotuDqwZMzRLqzFNmhizzTalQaXX0L9vukkL3tiPSJXUBIhuzf1vXgqROA2Esunb/cCBn5kLL/xPmSDRpou3xlG88soUs2TJSvvh5Qo/vn37wWbVqspPkIoCRL2owoMBL7hgmJk8ObpqD31Lfumll8qsKaFNizydddZZJXc5T1Y5XidXej49r57fXqFQm96P3ldUDeCVLboUZZvc7NmzTceOHcscRxbLChk61JR8i8gMkgMPNOa99+yS2VMA3XhjaWCEn9fetF9dg6MKrJhJRYDopD/uuOOCE0hz9ySFZqodPHiyN/1H+MLtb+rxdMUVw0vOga/MggUVXxD88n512TPPTLKLZKgoQOT++8d67R66G4qSJibUKOfwxU5tBWoEV9VLsbrB6nX0enpdvX74/ej9RTmBorqblrfs66WXXprXHbK/XK+qyMLvXwHJcr3lWFnyReyuu4ypUyfzAn/aafp2YZeunL5kdOhQ+viSvx9vHi3dxap9ST2/NGZk5Ehjzj67dL/KqXxEX07iJBUB0rNnz+AEatq0aZXVHHGlgFBQKDCaNPm9q6y/KWAUNEOGfFHmDsMvo8F9+q9GhlfWtbayAIma2gbat2+fcaHT4LXzzz/f/K+aGzf1+nof4TW1ten9RjljsKbAUZtc+DU0OLVXr145Txv/3HPPeWOOws+lqXbSPv4oEnPmGHPeeb9f2LXVqmXMLbdoGgq7dPkURHqcFqx66y17byZ1Bd5009LyelzKJD5ANPW0/+1O6zjMUJ1kCqjq6uWX/2euuWZkRnuEv6k9JSwcCP4gvx49Kr6gFCNAVI2jLqPhb8kaAX3ZZZfF7vek96P3FR6hrfet9x/l6pUajLrXXntlXPz32GOPrNphtJ7NkUcemfFYzTCtqrko32ONMG6cKfm2mXk3sv32Sme7ZCbdNWrSRZXP9k5V5VRej8vjrjOOEh0gqopo2LBhcDKltcFQjeqqTlIj++GHl66t8eqrUzLKhANhxoxF3h2MNv1/eQodIGqT0ijn8MVOA+8mTaq8aq266f3ZAwT1OaLs/qo75N69e5stttgi43U0M3R5d2Tz5s0zF198sVf15ZfVl6a///3v3kSgyMOgQaXBoQu8v1XWRlXyhcIro67BuTjuuNLH6fEpkugAUdWDf0JpeomaQN191W5iswNBdx/6t+5GymOXj9KoUaMyRuhr+gx9S46qgbrQ9D71fsPTfujz6HNFSd2IL7/88oxgUFWaBqUuWrTIq9q67777vDvrcNCcdNJJ3mBZRERVV6rCUlWWxpBUNnbn2GNLg6CqOxWbvtzqcQqSFElsgGgEsH9CqQpAs+hGTSf4m2++aR566CHTqVMnr0uoGl7DI6C1Kch00msmU/X+0oR1xWYHgqrANGhRPytvckO7fFQeeeSRjAuips9PaqOu3nd4dTx9Ln2+qGlWZ42kD4eEZoK2J/Dce++9vZUTUSCLF1e9VvoOO5QGQa7tY2qo1+P0+BRJZIBo9lN/VlSNtlXdcBTUs0WjlfWt0K6nznVTbx7NcKoePcWYNqK8QNB4Dv1MPbPs+bjKK58vdR31P796N2lQZ1I7NPj0/vU5wr219DkLYejQoeWOWdGd0AMPPJD4Y5kKuksp+Z3kvOiUyutxG21k70m0xAWIbus115B/ct1///12kZxpAKLuLuwukeVt4dHP/maXsTets6CpNDTNSaGUFwiad+vkk5/zfv7CC19m7CuvvCs14Orz+Z9Xoa4gThN9nvDUIPq8hWi4XrlyZUbVrManVMcdLSpAgGRIXIBcf/31wcnVtm1b53p1BdHAgQPLjEvwt913392bO6hfv37eZIlVNaJqPenRo0ebRx991LsA2N0s/U1VXwqsqFUUCJpzSz9v3XpgxsqAFZV3EQ4P3RkmeaGlyuhzhdcD0ecuhA8//DB4Df09IUb8BneqsDyJChDV//pTlahRU71TXGim1vLuHHRno94xGt0bBVW13XXXXeVWh2k+pijnJ6osEK688jVvn5aX9VVWPhfhaiuNuo6qOjGu9PnCo8sLUZ1FgMTYMceUBkGujegqr8epET5FEhMgCgu/Z49CxKUxcfLkyV6jd/hCrune9U1yypQpdvFIqfpKq9eFFyJSo+xVV13ljVbOV2WBMG3aAm8QotYonz27tJGwsvLZUoOy/1n0zTzt4eHT5wzfiUTdsE6AxFiPHqVB0Latvady6varx9GNt/hUTaXqKv+kUjVWLvR4jfgNTyeh+mz1o6+qaipqmuivQ4cOwfvQtuuuu5qPP/7YLpqTqgLhrrvGePs1lkSqKl8VdWn1e1vpWKa12qoi+rx+m4iOQ5RdfAmQGFOth9oxNJI9i8Gfntde+739w7HWJK4SESBqKPdPKFUz5TL1gwLi2JLbxvAFW1NKVHc/erWDaFU4/z2p/7+qz1xVFQgLF64wLVr098pojY+qyldGx1SzHet9q3dS2hrMs6XP7ffO0vGI6ssIARJz3bqVBoJWPqzqi5O+WKicynfvbu9NvNgHiKoL/G96qjZQu0K2NKo33C1SA7I0j1BcaI0IdRkOh5u6/rr07skmEAYNmuSV6djx9ynlc6X3Fh5hrru4mkyf3z8WOi4uvzsbARJz+h37a6avu64pOaFKV0TU3YW+3Gq6EnWUOffc0v0qp/IR/G3ETawDRIMDNUjQP5k0eDBbWpMhPJJYjdZRTo4XJYWavwSvNi1KlOvYkWwCQRMwtms3OChbVfnyaG4o/31qyo+aPjZBnz889YmOT74IkATQUrfXXVf1dO7rr19aTuVTKNYBoulJ/BNJXWOzpVlJw2M6NMW1+tfH2fjx4zN69yhEcvk2m20gvPvuTOcAmTVrVnBcNbYlqSPMo6bjoOOh46Ljo+OUDwIkQaZNK10XpHFjY7beujQw9N9GjUrXAdH+FIttgGhiRP8k0oSJ2a4Vodl5w3MHaW1o17EixaYpv8PjR66++mq7SLUKT8muuaLwOx0P/9joOOWDAEFSxDJANLW2HwLqOaVQyIa++dWtWzcjPJJGjfvhO5F8GtajpClZ/PekKpukhHKx6HiEq7LyWZSKAEFSxC5AVKesRaH8E0iLRWVDVVThNaE1viKpFJh+m4gCNN8uvvnSxdEfsa/1MuI+JXt10XHx1xPR8XINWQIESRG7ANFytP7Jo2Vqsz0JL7nkkuBxWlchl/aDOFLDuv95NE4kisGGrrRWuP9etOgSKqbj4x8rHTcXBAiSIlYBoqnQ/ZHa9evXz7pfvVZzC19s0zL5XPhiVJ13VFouVe9BY1XitpJg3Oj4+Mvj6ri5IECQFLEJkPnz5weD0xQi2U44qK6+/rxWGhFc3dU9UdI4EX+woT5blHNnZWvkyJHBxSyXnnA1WXg2XR2/XBEgSIrYBIhGh/snjdZfyFbXrl2Dx3Xp0sXenXgKUv/zaSxLrj7+eI654IJhZtiwr+1dWTn55JODUC9vuVWUpePk30nr+OWKAEFSxCJA+vTpE5wwjRs3znqqkjlz5piNNtrIe5zuQgqxKmEchOfOyvbOzNep00hvvMcJJ2Q/CNOnFRn9+cO0Yh6y568wqOOn45gLAgRJUe0B8umnnwZTlajnUS5zVGnaD/9E09oeafXVV18F32i1nkgurrqqdCr3Y4992t5Vpb59+wbHt3///vZuVELHyz92Oo65IECQFNUaILpj2HPPPYOT5emns7/IaQEnTcWux2mg4ZqUThXg01Tw/nHKZWXDfALE706t0dU///yzvRuV0PHyR+3rOOaCAEFSVGuAaMU//0Q5VxOP5eDee+8NHjtgwAB7d+qMGzcu+Ly5rITnGiCqdvHves4880x7N7Kg46bjp+OYSzUWAYKkqLYA0aqA/knSoEGDnL/h+qv8bb755uaXXNcnTij/M2vepWwnW3QNkBdffDH4/TBtiZvw9CY6ntkiQJAU1RIgM2fO9C78OkHUyKiJBHOhKhz/BMvl23jSaXlc/3O/8sor9u5yuQbIlVdeGbyWfl/InY6bfwx1PLNFgCApih4gmqpE3VH9E0RVUbnq1q1b8HjNvFtTTJs2Lfjc6kCQDdcA8dumtJ4K3Pnr0eh4ZosAQVIUPUBuvvnm4OTQSoHZTlUS1qxZM+/xuotJe+O5zZ+tV3MtZcMlQJYvXx60fzB4MD/+oEIdTx3XbBAgSIqiBojWkfbX0a5Xr57XkypXaivxp4pwGaSVdP4FSUupzstifWWXAFHXav8Cdvfdd9u7kQMdP/9Y6rhmgwBBUhQtQNQLZfvttw++jblM8SBjx44NTq5evXrZu1OvX79+wedXIFfFJUDCEzkOGzbM3o0c6Pj5xzLb5ZQJECRF0QLkpJNOCk6Kv/3tb/burD311FPB8+Q6KjsN3nvvvZwuLi4BEm5j+vprtylQUErHzz+WOq7ZIECQFEUJkAcffDA4ITRDabZdUMujebL858p36dAk+uGHH4LP37lzZ3t3GS4BcvHFFwevkc/vCsY7fv6x1HHNBgGCpCh4gGiRHX/EuKYq0bKt+fAHZ6n7r0sDfBr483+dfvrp9q4yXAJE67Hr+fU6yJ//+9JxzQYBgqQoaICo18nee+8dnAxRzFd1/PHHe8+lpWtrKnVA0DHQwllVcQmQtm3bes+vpXWRP3+JYh3XbBAgSIqCBkh4adqOHTvau500b97ce76aPD5h9913946BujNXxSVA/GOs10H+/N+Xjms2CBAkRUEDxD8JtE707Nmz7d1O/NXxsh0HkUb77befdwyyWfHOJUD8Y6zXQf5y+X0JAYKkKGiA+AP+tGVb/1sV7kC4A0ka7kCQVgUNEC3JqjsF/2SIYlI+2kBoA0ka2kCQVgUNEPniiy+CXihaHyHfZVHphUUvrKShFxbSquABIo888khwQhx44IFm5cqVdpGsMQ6EcSBJwjgQpFlRAkQ0b5V/Ulx77bX27qwxEv29nC4uLgHCSPToMBIdaVa0AFm4cKHZcccdvZNCEwEOHz7cLpIV5sJiLqwkYS4spFnRAkTGjBkTzMarRvC5c+faRarEbLy5zcZ78cX9zV573WyOPDL7WXWZjTc6zMaLNCtqgMhtt90WnBytW7c2a9eutYtUifVAsh8Hc8YZ15t69Y4y++9fdYO7j/VAosN6IEizogeILvj+OANt//rXv+wiVWJFwuxXJGzbtn3JHdumZqedGtq7KsWKhNFgRUKkWdEDRL777juzxRZbeCeIqqPGjRtnF6kUa6Jnvyb6Mccc45Xfdttt7V2VYk30/LEmOtKuWgJEhg4dGpwk+pa2ZMkSu0il9tprL++xqsb65Zdf7N2p5H/mrbbaKuvuta4B8uKLLwa/nygGgNZEOm7+MdTxzBYBgqSotgCRyy67LDhRzjrrLHt3pe69997gsQMGDLB3p47u0vzPm8tdl2uAaAVJvx1EgzeRO3/Qq46jjme2CBAkRbUGiO4c9tlnn+Bk6d+/v12kQlpP3V9npGHDhqlvTD/llFOC46QqvGy5Boj4sylrBgH1fkP2dLx03HT8dBxzQYAgKao1QGTy5MnBVA916tQxU6ZMsYtUSA3J/okWxVojcfXVV18FdwMtWrSwd1cqnwDp27evU7jDeMfLP3Y6jrkgQJAU1R4g8tBDDwUnzMEHH5x1/f6cOXOC8Nlll13MsmXL7CKp0KFDh+D45Dr6Pp8AUbWL5hzT41u1amXvRiV0vHTcdPxyqb4SAgRJEYsAkfbt2wcnTTZzPPm6du0aPK5Lly727sRTYPif77DDDrN3VymfABF/ChrdAeU7EWZNoePk3zG6DHYlQJAUsQmQBQsWmB122ME7aTTKeuTI7L5p665Ddx96nEa5f/zxx3aRxNJ0+H/605+CzzZx4kS7SJXyDZCRI0cGFzMGFWbHHzyoTccvVwQIkiI2ASKaKFAXylq16pmGDY8z8+YtsouUa8SIEcEJt+uuu3phlAbhXmpXXXWVvTsr+QaI+CsUaszOjBkz7N0I0fHxp9rJdgVCGwGCpIhVgEj37vebbbZpXRIEF5mLL37GZLvkxyWXXBKcdFpoyWWKlDgJT2ioUFy8eLFdJCtRBMhLL70UvBeFGioWDn0dNxcECJIidgGyZs1ac8YZvc0BB/TyZpEdOPAzu0i5tMZIo0aNghPP9Rt7HEyYMMFssskm3udQI2w+1XJRBIgW7vJXltT69pMmTbKLoISOi46PjpOOl+uCZwQIkiJ2ASJz5y41rVoN8ALk0EMfN1988aNdpFxaYEqz/Pon3w033GAXib1vvvkmWAJVW+/eve0iOYkiQOTVV18N3tMRRxzhfHFMKx0PHRf/GOl4uSJAkBSxDBB5++3pXoBoa9dusFm2LLuuvfr2vtlmm2WESFIudlOnTg1m29V29dVX20VyFlWASLinHNObZApPW6LjlA8CBEkR2wCRO+8cHYTILbe8Y++ukGbo9UcBa9M0Kfkso1sM48ePz7jz0PrZUbTjRBkgusPzj6vm49KkmCidHFTHQ8dFxyffpZYJECRFrANkxYrV5tRThwQhMnz4FLtIhbR41ZZbbhmciBpD8e2339rFYkEN5n6bhx8e2Q6mrEqUASL33HNP8D5VZbN69Wq7SI2izx+uutLxyRcBgqSIdYDI1KkLSi7+T3gB0rz5UyXf7rLvjaQBXf56DNpUtZXtsqLFoHEel19+efD+tGl6lijuPHxRB4je29FHHx2837///e92kRpFn98/FjouUfzuCBAkRewDRIYM+SK4CznnnKFm1arsT9Iff/zRHHvssRkX6RNOOMFrrK5OGmHuDxLUprED+TaYlyfqABEd0+222857Xg36fOGFF+wiNYI+tz6/joOOh45LFAgQJEUiAkQ6d349CJH77x9r766UGtF79eoVzOukbcMNN/S+PUZ10mfryy+/zJjbSpvGeeTTVbcyhQgQGTVqVLC+vY7lu+++axdJNX1efW59fh0HHY+oECBIisQEyOLFK0ybNs94AdK48WPmgw9yb8DVzL8tW7bMuHhrSnitr5HLLMAuNAW7pmT350jyLzwar+I6SDAbhQoQeeSRR4LPsummm5pPPvnELpJK+pz6vP5n13GIEgGCpEhMgMj48XO88FCIHH30ILNggdtKhEOGDAnmzwpvTZo08aqRZs+ebT/EyfTp071laP2VBMObGvVd5rbKVSEDRG6//fbgM6kXWdpDRJ8v3FtOnz9qBAiSIlEBIg899HFQlXX11a9lPdWJbdWqVd4aIv4Ia3vbfffdzV/+8hfTr18/8/7771dZ1aUFrkaPHu2d8JpMLzyeI7xpPY9cp2TPh9/gXb9+fXtXZHQH538+fTNPa3WWPlf4ziOXlSFzQYAgKRIXIJrq5MIL/xOEyKBB+U+roQv6eeedlzF2pKJNdy72ZpexN40R0MUml5UE86FwfPPNN83FF18ctFOosXfYsGF20Uio51E4RNQ2kLaGdX0ev81Dmz5vFD2ubFqlU19c/NdJ4mwKqDkSFyAyZ87PpmXL/l6ANG36uPnyy3l2ESc6eXWhUNfa8qqdctl0Z6MuuZrSIqoxHZXRQMlXXnnFu/vZYostyrwff2vdurX54osv7IdHIlydpcC67rrrEj9ORO9fn8PvbaWtENVWMnjwYLPTTjtl/L7uuOMOuxgQG4kMEHnzzd+nOmnffrBZvnyVXSRvWklO3+S1YmKnTp28uxQ1wmtTVZT//7poaxGshx9+2LzzzjtFm05++fLlXuCdffbZ3nLAdlhoU1dhVcf5k/xp0/9feeWVBXmfalD273q0HX744Ykdsa73rffvfxZ9rqgbzEVtYc2aNcv4vemuNY0LpCFdEhsgcscdv091cuut6ax3t/3888/mmWee8boC165du0xgaDvooINM9+7dM1YQ/Prrr8uMh9FI/QcffDDyuwR1aVWjffh1NFdUUuYk0/vU+w3PZKDPE2VXXVG7mqqrwj3z1NX8+uuv937PQNwlOkB++WV1yYX096lOXnttql0kFXSn0L9/f3P88cdn1MOHt6ZNm5oePXpUueDT8OHDTcOGDTMeu/fee5u33nrLLpoXXRzDI9a1acqPuE8Fr/cXnppEmz5HVZ0ocqEqTU15Ep70U1u7du3MtGnT7OJAbCU6QGTKlJ8ypjr57rsldpFEUq+uxx57zBx11FHBCnfhTd9ajzzySNOnT5+cq4jUyH7fffeVuYCddNJJkY7QVyOzLpThzgmqPtOiS1UFXbHp/eh9hav69L71/qNsLFc7VXgGAm377LOPefvtt+2iQOwlPkBk8ODJwV3Iuee+ZFavju6ELyaNP3nggQe89pVwtUb44qtGcHXt/OGHH+yH52zevHkZPbW0qQpFI/SXLIkuiDWJZXgqeG0KRbUdhavZqoNeX+/DDmm93ygn3/zqq6+CMTn+piqyvn37Rl6FCBRLKgJEOnUaGYTIRx99b++Ordmz55XcRTyZ0Vgb3lRl1bZtW/PUU095jfqFoMFxupsJv269evW8doAov32rR5o97ka9m9QRQVV0S5cutR9SEHodvZ5eN9y7SpveXz6LQdkWLlxorrnmmoyA0hcBrfVSiE4MQDGlJkAWLVpR8m36ZXPRRS+bn38ufLfZfGhG4Sef/MR07DjU7L775WarrZqW3HH83rax0UYbmZNPPtk8/fTTkd4JVEUzFdsDIA855BBvfZWoqIFaa4UffPDBGa+jTZ0CtHaLgmvmzJn2Q/Oi59Pz6vnL63yg96P3FVVD/5o1a7xeef46If6mKknNhwakQWoCJO6++WaB6ddvgjnttOeDOyVte+55o6lf/1iz9da7eRc3TbOi7rnVRWNhunXrVuYiq/eWa1tLVUaMGOEFZXiSy/CmqfjVdVqdAzQIUhfeqqp7tF/lVF6P0+PDU/qHN72uXl/vI0rqyr3ffvtlvFaDBg3Myy+/bBcFEo0AKSANcOzb9yNvnEo4NPxNgyFvumm4efPNCWbFinitmKj2mI4dO2ZcBBUqGkSnkImSqubUFqD5weyLfEWbBtyFZwOwB+BVtul19HpRVwlq7jMFUvi1NPXJ3XffXZTBpECxESAR+/TTH0yvXmPNCSc8WyYwtB111EBv/MqHH85ORGP/Bx98YBo1alTm4q1R04WgNgMNjtRUIXvuuWeZi7/LpufR8+l59fxRU5vKjTfemNHFWp0gLrzwQq83HZBWqQ2Q8EV71KiZ9u4y/LK5Wrv2N2+W4Lvvft8cd9zTZQJDm36u/Sqn8kmjdgE1OmtCxvCFWaOnCz2jsKrzPv30U69qT1VrF1xwgbe1atUqY0YA/dvfp3Iqr8cVsjpQx2XAgAEZgya1aRyJ1rgH0q5GBIiqkKpaxTCXANGdw9ixs0337qO9Owo7MLTpDqRnzw+9O5K00OhojZK2v2lrNHWUA+2SQDPmavr/cHDsuOOO5tlnn7WLAqmV+gDxG62feabyEdBVBcivv64xo0d/a267bVQwkaO9KajU5hHV5I5xpdHSGjUdvniqrl+D7tJe1//999+bc845J6P7r3rN3XbbbQW92wHiKPUBopUL9V9d9LWqYUUqC5A+fcZ5o9ztwNCmgHr00fFm6tSa16dfo6c1ijocJBplrdHWabNixQpvfjF7yv8zzzzTzJo1yy4O1AipDxD5619HeP/fo0fF4xkqCpAlS1aWCQ2N33jiiYneeI6aTt1m1aMpPPGgNs0fpdHXafD888+XWfdF40bGjBljFwVqlBoRIDNmLDJNmjzubfr/8lQUIPLAAx95qx8OHPiZtxYJytKoao2uDs8lpdHXWhOlED2fikGN8GqkDweHlrN94oknIh2hDyRVjQgQ0d2H/q27kfLY5eFGg/g02jp80dVobI3K1ujsJJg/f7655JJLyswR1rVr16LODADEXY0JEFVFtWo1wPuZxmDY7PLIj0Zda/R1OEg0z5RGaceVZinu2bOn2XzzzTPe9wknnGCmTk3nUgFAPmpMgMizz37u/UwN3/Z4jPLKIz/qkaXpRNRDK3xB1mhtjdqOE01nsscee2S8Ty1r/MYbb9hFAfx/NSpANH7j5JOf837+wguZE9qVVx7R0GhsjcoOT1GvsSQavV3dK+9pOvc2bdpkBIfWlNc6K1XNuwXUdDUqQERjOfTz1q0HmqVLfw1+XlF5RGfChAllVvvTKG6N5o5qFtxsLVq0yFvH3p5mXVOeRD1HFpBWNS5A5MorX/P29e49NvhZZeURLY3W1qjtcJBoVLdGdxeaGvL79etntt5664zX11Qon3/+uV0cQCVqZIBMm7bANG78mGna9HEze3Zpr5rKyiN6GrWt0dsaxe1fxDW6W6O8Ndq7EEaNGmUOOOCAjODQVO9Dhw61iwLIQo0MELnrrjHe/uuue9P7d1XlURgaxa3R3OGLukZ733HHHd7o7yhoMalTTz014zU22WSTkr+Bu8zKlfGaRh9IkhobIAsXrjAtWvT3ykycOLfK8igsjeq2VynU6G+NAne1bNkyc8stt5hatWpl3OVoDfS5c+faxQHkqMYGiAwaNMkro6lJsimPwtLobo3y1mjvcJBoNLhGhedi0KBBZvvtt894Hi0k9dFHH9lFATiq0QGiKd7btctcLRDVT6O9Neo7vNStRoVrdLhGiVdGAdG0adOM4FCQaH15ANGq0QEi7747kwCJKY3+1ijwcBholLhGi2vUeJiqpFQ1FZ5mXVVXqsJSVRaA6KU2QJAeGg2uUeHhINGo8ddee81rBFdjeJ06dTL2q9FcjecACocAQSJoVLhGh2uUeDgoateunfFvddN977337IcDKAACBImiUeIaLR6eNl5b3bp1vQGCSZnxF0gDAgSJpFHjfi+rE0880ZuaBEBxESAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHDy/wADmeA+GEJfLwAAAABJRU5ErkJggg==)
PN: 4H23-9-Z3
CAS: 886361-98-4
Molecule Weight: 255.071
Formula: C9H7BrN2O2
TSCA: Not listed on TSCA inventory