![Methyl 3-bromoimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-9-Z3 |
| CAS | 886361-98-4 |
| MDL Number | MFCD07021501 |
| Molecular Formula | C9H7BrN2O2 |
| Molecular Weight | 255.071 |
| 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: 4H23-9-Z3
CAS: 886361-98-4
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![Ethyl 3-bromoimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H23-9-0E
CAS: 1215504-30-5
Molecule Weight: 269.098
Formula: C10H9BrN2O2
![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-8-carboxylate](data:image/png;base64,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)
PN: 4H23-9-20
CAS: 1234616-47-7
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![Methyl 2-bromoimidazo[1,2-a]pyridine-8-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABuKAAAbigHhiNV+AAACI3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF79hAolCqmzVpEntJrWdtG+VA06KFHBlyNu/3xmSNDQp4e3O53t8cHd4crcrVrAxrsptmRBBOQFTpjbLy2VC/r78HMTkbjpJ0Qkdyyohb3X9PmZsu93S9M0UemdLmtqCtPPjXZV3fLYBtW7JJOeC/Xt8eG6YQV5WtS5Tg1SVj6vG+GBTXTdv8UUIVmi3yUvWurPCbdrVXiX3F6e7KiMf3/ID52aIwiJfGVhYV+gaNpJTvPg3WJrSOF2bDOZ7NAdU4bdPJ4/3Nl0XpqxR9SvkqV49126doqGwK5OucTFUft0npBAI6NoWM+f0HrzmzVqAlqAD0Ap0CHoIOgIdgx6BFhxvnBfoINBDKMz3yviAL/t3g28Nf6C92/N38/zuvILZkgmJqApVAAcxpELyCBSN4ogfR30uAQ2kVCCpEpEETuMIxcHYuhDYYxikhpyjaYi1Q4c4/BhJGggUgoYKBaYTDxhwGkWdoYrCEZysjZCUCzS2JGaPndI3ncxtmZ2pkGcJmQvS5PXJLCp5SC0B6zLjsFv9At71HJBdwBeiHwi6gC/bCZDXAHUBhP0Rwi7gW+IEzK4Bwy7gG6gfiLqAb7d+IO4Cvjn7gVEXaFq5n/DzndI1rX+D+Vzu5lfpz66QV5jgRpxPRT/+ir2MuijjTSS8zNpVhJ31PjtuM6hebEHsbH9iuCtP/wPGa6/Us7MiOgAAQNdJREFUeF7t3Qm8VfP+//FLpkxlushMlD+uMYQUcpFcXOM1zy6SWUUZEle/jPeaikolkbGIS4YMCUkzRYbQQBpQ0sD3f96ru9ZZ+7vO3met79n7nL33ej0fj/Wgs75nD+ucs957re/3+/n+yQAA4OBP9hcAAIiDAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIjh3XffNVdddZXZc889zSabbGJWXXVV06BBA9O0aVNz1llnmeeee84sX77c/jbPn/70p2CLI2n7ulLcrw4A6ti0adPMIYccknFSz7ZtvfXWZsiQIfZDJA6EpO3rSnG/OgCoQ7rqWH/99YOT+QEHHGD69+9vvvrqK/Prr7+aefPmmY8++shcd9115s9//nPWk37SQEjavq4U96sDgDoyffp0s+GGG3on8ZVXXtncf//9dpMMCpMzzjijypN+0kBI2r6uFPerA4A60qZNm+Ak3q1bN3t3Vp06dbK/lDgQkravK8X96gCgDowbNy44gatfI1vneFxJAyFp+7pS3K8OAOrA9ddfH5zAu3btau9OLGkgJG1fV4r71QFAHWjRokVwAh8xYoS9O7GkgZC0fV0p7lcHAHVgs802C07gs2fPtncnFg6EpFsxK+5XBwB1YI011ghO4L/99pu9OzE7FJJsxay4Xx0A1IFCBkgcSdvXleJ+dQBQBwp5CyuOpO3rSnG/OgCoA3Six1Pcrw4A6kCxDuOdOHGiN1Fxr7328kqsrL766qZx48bmoosu8mbO17Z47wYAUmTs2LHBCXzbbbctmomE4a/bmyoDjxkzJqN9ocV7NwCQMkcccURwcv7Xv/5l785KhRVt2QIhm2ztd9llF++K6K233jLffPONWbx4sXdV0rp1a6+tbr3VpnjvBgBS5uuvvw4q8darV8889NBDdpMM8+fPN2eeeWbkpC/ZAiGbpO2//fZbr239+vXtXQUV79UBQArpk/56660XnMwPPPBA89hjj3nhok//Cg3dNurSpYu3yFS2k37SQEjaftasWV7bLbfc0t5VUPFeHQCk1GeffWZatWqVcVLPtqm/ZOjQofZDJA6EuO3VNzN16lTTtm1br+3tt99uNymo3K8OAOB55513zBVXXGH22GMPb/EoLWm77rrrmh133NFb0lbBka2zPW4g+OK0D7fRvJV7773XblJw2V8dAKBohQNklVVWMQcffLAZNWqU3aygCBAAKFHLli3z5n/cd999Xoe/OvuHDx9uNysYAgQAysDLL7/sXY1okmFtIUAAoAwsWrTIC5DaHMpLgABAGXjllVe8ANlqq63sXQVDgABAidhzzz1Nz549zYQJE8yCBQvMwoULvWG83bt3Nw0bNvQCpEOHDva3FQwBAgAlIjzyqqpNI7F0K6u2ECAAUCLGjx9vrrnmGm8uimbIay7Kpptuatq0aePNkP/999/tbykoAgQAYrrzzjvNOeecY2bOnGnvSiUCBABiUNVb/1bRpZdeau9OJQIEAGJQKRM/QM444wx7dyoRIAAQAwESRYAAQAwESBQBAgAxECBRBAgAxECARBEgABADARJFgABADARIFAECADEQIFEECADEQIBEESAAEAMBEkWAAEAMBEgUAQIAMRAgUQQIAMRAgEQRIAAQAwESRYAAQAwESBQBAgAxjKwIkPoV4aHtPALEQ4AAQAwzKgLk3xXhoe1VAsRDgABAHBUBYirCw9sIEA8BAgBxECARBAgAxEGARBAgABAHARJBgABAHARIBAECAHEQIBEECADEQYBEECAAEAcBEkGAAEAcBEgEAQIAcRAgEQQIAMRBgEQQIAAQBwESQYAAQBwESAQBAgBxjBxZGSBnnWXvTSUCBADiWLDAmC22MGbllY15/HF7byoRIAAQ1y+/GDNrlv3V1CJAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgSoqWXLjHnsMWNOPNGYbbc1Zq21Vmz6/xNOMKZ/f2OWLrW/C6WCn29WBAhQE2+/bUyTJpUzlLNtO+ywoi1KCz/fnP5kfwFATM8+a8zqq684gWh28gUXGDNqlDE//WTMzz8b8+GHxlx88Yp9aqO2zz1nPwqKFT/fahEggItPPzVmzTUrTxwvv2y3qDR8uDFrrLGirW59TJlit0Cx4ecbCwECuGjZsvL2xX332XujHnywsn2rVvZeFBt+vrEQIEBSo0dXnix07/v33+0WUWoTvpeux0Bx4ucbGwECJNWhQ+WJols3e292aut/X8eO9l4UC36+sREgQFL77195ohgxwt6bndr639eihb0XxYKfb2wECJBUo0aVJ4rvv7f3Zjd7duX3bbaZvRfFgp9vbAQIkJQ/4kbbb7/Ze7NTW//76te396JY8PONjQABkuIEU974+cZGgABJbbpp5YmCWxzlh59vbAQIkFQ+OlkPOMDeG/XZZ8YMHmzMr7/ae1BItfXzLQMECJCU6zDPW2+t/L7qhnkuXGjMeuutaLvVVsY88YTdAoVSGz/fMkGAAEl98EHliUKTx+JMNPvjD2OaNq38vuommqnWkspi+O21aWjoxx/bLZFvtfHzLRMECOBCtyj8k4XKWFSnZ8/K9iqTEcf77xuzxx6ZIaLCfeedl+zePJKrjZ9vGSBAABeTJ68YaaMThkbtvPqq3aLSG29UtlWBPhXqi0uffh95xJg//zkzSBo0MKZHj9SuQ1FwtfXzLXEECODqqaeMWW21yiuDf/5zxe0P3X765ZcVtzHatTOmXr0VbVTVVSXCXaiE+NVXVz6fv6lW04sv2q2Ry5w5xkyaZH81qjZ/viWKAAFqQiNvtt8+86Re1aY2b71lf3dyGpnVtm308Q87LFWffJ1oNNvNN1eWaR8wwG4RVds/3xLzJ/sLABLSbSQta3r88cZss82KE5S2rbc25rjjCrPk6SuvGLPjjpknsVVXNeayy4yZN89uDY1i02i28PG67jq7VdXq4udbIggQoFRpre57760c7utvG264ouN3+XL7O9JHo9Y0es2+Yjj5ZGPmz7dbIyECBCh1P/5ozEUXGbPKKpknyb/8ZUUHbxpplJpGq/nLzfqbRrWlcO3yQiFAgHIxYYIxBx8c/bT9978b8+WXduvypFtJGp2mUWrhY6BRbBrNFmdOB2IjQIC6pAlo3bsbc+21xsycae91o5FA226beQLVCCHd89fooXL1wgvRDm+NorrmmhWj2JB3BAhQl4YPrzzZrbOOMbfdZsySJXar5FQZVqU19JjhE6rWuujXb0VwlQuNPvvrXzPfpzaNVtOoNRQMAQLUpWnToid5XT3kaz6BrmrOPNOYlVYKHv/Liu2ZffYxU0aNsluXFo0206gzjT4LHz+NTtMoNRQcAQLUtS++WNFPYX+CVn+G+jXyQRPgmjc3yyse98WKrV3Ftn1FqJx++unmu+++s1sXN40u0ygzjTYLHy+NRtOoNI1OQ60gQIBioRFTu+ySeVLUyCqNsNJIqzyYP2CAeXCzzcwhFY/9p/9ta6+9trnlllvMb0kWT6ortXCMEB8BAhQT/9P1BhsU7NP1bwsXmu6dO5s11lgjCBFt22yzjXlK5TuKkUaRFfoqDYkRIEAx0v399u0Len//q6++MieccEJGiGhr1aqVGTdunN28bmjUmEaPaRRZ+Djks58IzggQoJhlG2F01FF5G2E0YsQIs+uuu2aESL169cwFF1xg5qjwYF344w+zRKPFNGos/L7zOVINNUaAAKWgwHMcli9fbnr27Gk22mijjCBp2LChufvuu83SWqz1NHHUKNNr773NqPB71SgyjSbL11wZ5AUBApSKWphlPX/+fHPFFVeYVVddNSNImjRpYl5++WW7eV5pNJhGhTWsCIsTK56zd8U2Q++vefMVo8hQdAgQoNSoztO551Zd5+mdd+zWTqZMmWKOOOKIjBDR1qZNGzN16lS7eY1o9JdGgWk0mP88u1Rst2y2mZkVp+Q66gwBApSqXJVmp0+3Wzt56aWXvKuPcIjo6uTKK680CxYssJsnplFfW2+9dcbja3TYDZ07m8ULF9rNUWQIEKDUVbXWRf365tcbbzTLFy2yWyem/o+77rrL6w8Jn+jVX9KrVy/zu8OtM43y0mgv+wpHo8I0OgylgQAByoG92l7F9m7F1mOLLczLAwfarZ1oRJZGZmmEVvikv9tuu3kjueLIx2OgeBAgQDn55htjTjnFfFtxUn64YjuuYlurYtt///3NRx99ZLd2oquHli1bJrp6qO4qRqPAUHoIEKAMzX/3XXPXXnuZHUMn65VXXtmcc845Zvbs2XZzJ4MHD66y/6JLly5mYaj/Ils/ikZ7adQXShcBApSpP/74w/Tp08dssskmGSfvdddd13Tv3t0sycNkvMWLF3sjqNZaa62M59h8881Njx49vFFb4a9r0+gujfJC6SNAgDL3888/mw4dOpjVVlst40TeuHFjM2TIELu5E83hOO2008xKK60UCQx/01WIrkZQPggQICWmTZtmjj766MiJvXXr1mby5Ml288Q0Gqtjx45mlVVWyXj8Bg0aeP0ftTmbHbWDAAFSZvjw4WannXbKOMnrpN+uXTszd+5cu3ksGkGlkVThx9TVyB577FF39bRQcAQIkELLli0z9913n1l//fUzTvobbLCB93Xtj2PMmDGmWbNmkasajdIqmoq+KBgCBEgxXXFccsklkdtOukJ57bXX7OYRa665Zsb3aVRW0a4pgrwjQACYSZMmeX0h9pXEMccc4/WdZONPCNTtKo3G0qgspAcBAiDw/PPPe6OzwiGy+uqre53jGs1l05BgtdGtMKQPAQIgg+aH3H777UE4+Jvmk/Tt29ebX+LTCCvt23DDDUOPgLQgQABUadasWebss8/2ZrCHg0Sd5iNHjvTaECDpRoAAyGn06NFeLa1wiGg79dRTzTrrrEOApBgBAiCWgQMHmi222CIjRPyZ5xr+i/QhQADEtmjRInPDDTeY+vXrZwSJyqQgfQgQAIlNnz7dnHTSSUGAaDgv0ocAAeDMX8dc63wgfQgQAM4YhZVuBAgAZwRIuhEgAJwRIOlGgABwRoCkGwECwBkBkm4ECABnBEi6ESAAnBEg6UaAAHBGgKQbAQLAGQGSbgQIAGcESLoRIACcESDpRoAAcEaApBsBAsAZAZJuBAgAZwRIuhEgAJwRIOlGgABwRoCkGwECwBkBkm4ECABnBEi6ESAAnBEg6UaAAHBGgKQbAQLAGQGSbgQIAGcESLoRIACcESDpRoAAcEaApBsBAsAZAZJuBAgAZwRIuhEgAJwRIOlGgABwRoCkGwECwBkBkm4ECABnBEi6ESAAnBEg6UaAAHBGgKQbAQLAGQGSbgQIAGcESLoRIACcESDpRoAAcEaApBsBAsAZAZJuBAgAZwRIuhEgAJwRIOlGgABwRoCkGwECwBkBkm4ECABnBEi6ESAAnBEg6UaAAHBGgKQbAQLAGQGSbgQIAGcESLoRIACcESDpRoAAcEaApBsBAsAZAZJuBAgAZwRIuhEgAJwRIOlGgABwRoCkGwECwBkBkm4ECABnBEi6ESAAnBEg6UaAAHBGgKQbAQLAGQGSbgQIAGcESLoRIACcrbXWWl6AKEiQPgQIgMTmzZtn2rdv74WHv11xxRVm/vz5dlOUMQIEQGzLly83DzzwgNlggw0ywsPfNtpoI9OzZ0+vHcofAQIgljfeeMPssssuGYFRr149s/nmm3v/DX991113NSNGjLAfAmWGAAGQ0xdffGH+/ve/R642Dj74YDNx4kSvzbhx40yrVq0ibU444QTz1VdfZT4gygYBgsT23LNnsO21V08zZcocu0mGcHuUjl9++cVcd911ZvXVV88IhW233dY8++yzdnPPU089ZbbeeuuM9mussYbp3LmzWbhwod0cJY4AQWLhQNB28cXD7CYZCJDS8scff5hHH33UbLrpphlBsM4665jbbrvNLFmyxP6WDL/99pu55ZZbzNprr53x/ZtttpkZMGCA3RwljABBYnaAaPvgg+/sZgECpHSMGjXK7L333hkn/pVWWsmceeaZZubMmXbznL777jtz+umne98ffrzmzZtX/L58YDdHCSJAkJgdHtpOO+2Zik+udssVCJDil+tk/+GHH9rNE1Eo7bPPPnkJJRQXAgSJhQNhv/16B///yivT7KYeAqR4LV682Lvd5E8I9DeNrMrn7SbdFuvXr59p1KhRxvP4t8V02wulhwBBYuFAuOeeUcH/H3PMILNs2e92cwKkSA0ePLjKDu8uXboUrMPbpWMexYsAQWLhQFiwYLE58MC+wb+ffHKS3ZwAKTIactuyZcuME7i22hxy++WXX2YdGjxhwgS7OYoUAYLE7EDo1WtM8O9DD+1vfv11Wc72qBtz5swxF1xwQWTS32677VZnk/6qmpy4yiqrmIsuusj8+OOPdnMUGQIEidmBsGjRUtO6db/gawqUXO1Ru5YuXWruuusu07Bhw4wTtcqO9OrVy/z+e/S2Y21S2ZMHH3zQq+gbfn3rrbeeuffee82yZZkfSFA8CBAkVlUgDBw4IfhaixZ9zLx5i3O2R+146aWXTJMmTTJOzKuuuqq58sorzYIFC+zmdUoFGi+77DLv9YVf74477mheeeUVuzmKAAGCxKoKhCVLlps2bQYGX+/RY2TO9iisKVOmmCOOOCLjRKytTZs2ZurUqXbzovLpp5+aww47LPLa27Ztaz777DO7OeoQAYLEsgXCc899Gnx9330fNjNm/JyzPfJP5dRVVt3+FK+rkJdfftluXtReeOEFs/3222e8j9VWW81cffXV5qeffrKbow4QIEgsWyD8/vsf5thjnwj2XX/96znbI3/Uj6Ay6urXCJ9w1e+h/g/1g5Qive4ePXoEKx/625///GfzyCOP1Hn/TdoRIEgsVyBoMqG/T4UWp079MWf7zz+fa/7xj6fN+ecPNYMGTTSzZ/9iN0E1NIJK5dPDJ1iNtNKIK428Kgfff/+9Oe+888zKK6+c8T732GMP8/bbb9vNUUsIECSWKxBUzuSUU54J9rdrNyxn+7vuqpyI6G9nnfWc6ddvXHALDFXTnA3N3QifULWprLrmepSjjz/+2LRo0SLynk8++WQzffp0uzkKjABBYrkCQd59d3okFLK1nzz5B3P44QMi7fxNYfTII2PM11+zVKpPs8RVHl2zxsMn0W222cYrp54GTzzxhNlqq60y3n/9+vXNjTfeaBYtWmQ3R4EQIEgsVyD4zj13SCQMsrVX38lHH80w3bu/a4444rHI9/jbCScMNg89NNq7LZZWqk+lsujhE6fKpqueVdrqSf3666/m5ptvNmuuuWbG8dhiiy3MwIED7eYoAAIEiVUXCDJ27KxIAORqHzZu3Czv1lbbtpXDgu3t6KMHmf/85wMzadL39reXJZU/V2Xc8IlSFW1VQVeVdNPs22+/rbhSPSXj2Gjbf//9Kz6YfGQ3Rx4RIEgsbiBceulLkRN/UrrFdf/9H3qFGu3H8rcjjxxo7rzzPfPxx7OylpQvVSp3rrLndpl1lUdXmXRUGjlypNlrr70yjpM63c8++2wze/ZsuznygABBYnEDQbeaNBIrbvvqaMRWz54febey7BDxt8MOG2D+9a93zOjRM7xbY6VKt6NU5lzlzsMnRJVDV1l0lUevDXPnzjXvv/++6d+/v+nUqZM5/vjjvU56baqgq2q+/qZ/+/vUua+qu4899ph39aT5KbVBx6VPnz5mk002yThu6667runevXu1qykiGQIEJWn69AWmd++PvYWs7BDxt0MO6We6dn3LvPfet2bp0tKZL6Cy5joZh0+AKn+uE7LKoReSRjIpoPSp3X4NNd0aN25szj//fK9/otALSf3888+mQ4cO3sRD+zUMGTLEbg5HBAhKnob79u8/vuKk93wkRPytZcu+5oYb3jRvvvllxaf74pxUpzLmKmdun3hV9lzlzwtFZU+0BohOrvZzx9nsk3Tcbeedd/ausgo5/HbatGnm6KOPjjx369atzeTJk+3mSIgAQVn5/vuF3pokF1zwgmnWrFckSHbe+VbTtOlZ5pxzrqlo92TBFk5KQmXLVb5cZczDJzmVOVe580JQ4ULNUN9zzz0jJ1f7JH/ccceZjh07mkcffdTrd9H8k2wd9/q69qudbiXpKkAB2LRp08hj+5v6d7Q+Se/evQs2kuy1114zO+20U8bz6ni3a9fOu00HNwQIctLwWvU5qF+h1Myd+6t59tlPK07OL5p99nnYC5CmTTuYTTdtY9Zcc0vvJKK5A8ccc4x3j7+26yupTLnKlatsefjEprLmKm+u8iT5NmPGDHPVVVdF+lb8TZVvdVLVfJJ8z2KfNWuWGTRokDdDfrvttos8tzb1Xfzf//2fdwsq33S877vvPrP++utnPKf+ra9TNj45AgRZ/fDDoox1PvTpvlT99NNvZujQT835599vGjU6yKy6aubaGNp0K0YVbPVJuNCLGak8uU7W4edXAUSVM9fVQb7pNtG5555b5e0mTchT/0pt39L58MMPTfv27c3GG28ceU06qWtSYCH6fHTFoZC0r/h0haIrFcRHgKBKGsGkT+5+eKh/oZYG/hTcwoWLvNFBujVjT0LzN51cDjnkEO9KQJ+c80XlyFWW3H4+lS9XGfN80y2hrl27Rt6nhrfq/b/zTt1fWeqTvyrvHnjggZHjokmBWru9ECZNmuT1hdjPqT4T9Z2gegQIqtSnz9iMDuhyrUulshe6XXPqqad6M7rtk4k23aPXye2ee+4x33zzjf0Qsej2mMqQ21cAO+ywg3fyLITnn38+MpJKo7lUlLBY1wR59913zZFHHhn5GRx66KEFe806TvYAAh0n9d8U4lZaOSFAEDFx4vdBn4E2VdhNA31a18n8rLPOivRLhDdN4rv99tvNF198YT9EhMqNq+y4yo+HH0PlyVWmvBBl1nXSO+200yKvW7O1NWu7FGjuSLNmzTJev66iHn74YbtpXmh+iH6mmi8Sfk71yfTt27fW5t2UGgIEGRYuXGL+9rfKWd833zzCbpIKOrG/+uqr3rwF++Qf3nbbbTfvFlFVt59UZlzlxsPtdetIVwAqT14I6lewO6hV6r0US54rfB966KFIp7eCsFBXBpqxrjkwdtl4zXDXTHdkIkCQ4brrXg/C47jjnjS//lqYkSnqHH3zzTe9PgatoKd+Ac1g1skvPLtZ/9bXtV/t1F7fV4jO1Wx0ItNzquPVLmQY3tQprvkUWvlP5cXt/SpDrnLkhaJhueGVCHW77M477yzIaK7apAENxx57bMax1EqF6sMolNGjR3u1tOyfoW51lspVXG0gQBAYOnRqEB7Nmz+S16q3ugWgk7DKYey7776RETBJN32/HkePp8etzVsMuk+vobAKOPt1VbVplJPKjxeKAuLiiy/OeE4tYTtmzBi7aUnTkOdwH5JuM+pnUUiaNa+O/PCxVZ/YHXfcYTdNJQIEHpUGadGiTxAgjz8+0W7i5JNPPvEmodl/hNVtdmdzdZseX8+j56tNqvZ6/fXXR9bu9t+Dyo2r7HihaBDA3/72t4znVR9OMUyQLAQd7/DAAPWLDB061G6WVzrGGlKsjnX/eXW1CQIERvf7f6+4NK+sKXXZZS/XeMiuPhm2adMmclL1N/UraBhpt27dvGGaY8eOzXprQF/XfrVTe31frn4JPW+hP5lWZeLEiRlBUuiaSypQqA59//n0yVgFA8ud+o/CM+h1NaqJoIX29NNPB8+pob4gQFBBpdD98NDqgPPmLbabxKZOXJWlsE/q2vbee29z99135+3etR5Hj6fHtZ9Lm16HXk9t+sc//hE8v6rYFoo+Fe+3337Bc+nT8eOPP243K1vqRNc8Hf/9K0QKNRzapzkz/vOdccYZ9u5UIkBSbuTIb4KS66od9cEHVdc4qo5mT1944YWR0SsaQaN+ikKN4ffp8fU89ogdvR69rkLM7q5KbQSIhpz+9a9/DZ5H81fUD5Q2Og6qs+UfB93OKuSVJwESRYCk2I8/LjKHHto/uPrQCn8udA96o402yjhxqzxFoWoa5aLn0/Pa5TH0+gp9r1wKHSAaEaZbeP5zaF30NJffUIiEr0TUsZ6vK1wbARJFgKSU+jguvnhYEB5nnvmcWbYs2ZoZmiuhobXh1fI0jPTaa6+t1WG2VdHz63WEh7Xqder1FmLynq/QAdK5c+fg8XXbRrOo004fGsJ9IprdX4gPLgRIFAGSUv36jQvCQ6VKvvsuWSXaH374wRtG6/9BadO4+doeBVUdvR57PL9et15/IRQyQIYNG5Zxi1ALP2EFdayHR2dpsmG+ESBRBEgKTZqUWarkv//93G6Sk9Z70Kc8/49JJzVVcy3WCWt6XXp94ZOvXr/eR74VKkD0WsP9O5dffrndJPU0xDc81DbfZU8IkCgCJGVUquTooytLldx005t2k5w0VHXTTTcN/pAaNmzolSYvBXqder3+a9f70PvJp0IEiAIwPNJMV1SFvA1XyjTZ0D9OWusln4M3CJAoAiRlOneuLFVy7LFPmEWL4p+I9Ck4HB6NGjXK+wm40PR69brDIZLPK5FCBIiqAPuPqfkv2VYDxArhsieq4psvBEgUAZIiL76YWark00/jrzinPoPwbStNmPv666/tZiVBrzs84U/vK199IvkOEE2iDK8e+Nxzz9lNYNFKiuHbfflaT4QAiSJAUmL69LkZpUoGDpxgN8lKt0vCHeb6BF+q4eHT6w9fiej95eO2UL4DRDOe/cdj9nN8quLrHzeVucnHqEACJIoASYGlS5eZtm1vMDvueH1FeDxk2rdPVqrkyiuvDP5wNM5+woT44VPM9D7C637ofdZUPgNEfTb+Y+kqJFupF0RpvoxKsPvHT7WsaooAiSJAUqBDh5sqLumbmc03P87st98NZu7cRXaTrFTPyZ/noVFMpdJhHpfejz86S++zpvWr8hkgzZs3Dx5LZdmRjBal8n93dUurpnNDCJAoAqTMaW0K/RGtsso6pmHDXcyIEfFLfM+dOzdjhrmGwpYjvS//Per96n27yleAaDEr/3G0Bsnixe71ydIsXNBTFQpqggCJIkDKmFZXC5f00BrPSaiGlP+9GjparPM8akrvKzzZUO/bVb4CJPx6/v3vf9u7EVP4pK/laWsSxARIFAFSprTAUrjgnuYRJOkkVhVb/9aOyoFMnjzZblJW9P78sid6365VfPMRICoI6D+GOvprctKDMQceeGBwPHv37m3vjo0AiSJAylSPHj2CX/Z1113XTJs2zW6SU7gku2pKpYHep/+e9f5d5CNAzjnnnOAx9HNEzajMe01/rkKARBEgZUjrOYdX9HvsscfsJjmFPwHrsj8fQyBLgd6n3q//3l1Kg9c0QLSSoD/vQ1dEqvGEmlm2bFlwK1dXl9OnT7ebxEKARBEgZUYjTRo3blyjX/Qjjjgi+P6adjyWGr1f/73rOCRV0wBRgUT/+5n3kT/t27cPjuttt91m746FAIkiQMrM6aefHvySa7Z10qsH9QXkc+hjqdH79Wcx6zgk7fupaYCE17Zg1nn+qE/LP64777yzvTsWAiSKACkjAwYMCH7BdQtL1UmT6tixY/AY5TpstzrhYb06HknUJEC0TK1/61ETHJMMekD1tttuO+/Y6oPBjBkz7N3VIkCiCJAy8fnnn2fUTLrjjjvsJtXS7F2VffAfY8qUKXaTVND79o+BjoeOS1w1CRDN2fG/V0u1Ir8uuOCC4PgOHDjQ3l0tAiSKACkD+qTarFmz4Jf78MMP94bxJqV1tf3H0LDfNAuXT0+y3nhNAuTqq68Ovvf++++3d6OGBg0aFBzf888/395dLQIkqlYD5II998y6XXrAAabLsceaPjfcYD4bE3+2NIy55pprgl9sjSLSBEIXnTp1Ch7n7rvvtnenit6/fyx0XOI699xrTYMGO3vb6NHj7d057b777sFz5nMdC6wwa9asoH9PA02SIkCiiiZA7O2x224zfyS4dZBW4VpO+u9///tfu0ls4Yq7pbbOR77p/fvHQsclrvbtHzRbb32mt40dG3/ujSYL+j9HlS5BYTRp0iT4uc6bN8/enRMBElVnARKme8w/zpxp3nzySXNZy5ZBmzcq/o3sNEcgPG9Bt0BcafTRKqus4j2OFi1yuQVWTvT+dRx0PHRc4o5G69jxZbPbbvd624QJs+zdWY0fPz74OboMH0Y86lvyj3PSW4wESFRRBEjYqBdfDNrcfNJJ9m78j05w6uvwf6FVunrJkiV2s9jC/R8nnHCCvTuVdBz8YxK3H+S66ypXfJw4Mf4kwCcrPiz5z3XFFVfYu5En4du0/fv3t3fnRIBEFV2A/FxxWem3uaR5c3s3/kflvf1fZo2+0iismggvwNO1a1d7dyrpOPjHRMcnDtcAuemmm4Ln6tmzp70bedK3b9/gOHfu3NnenRMBElV0AfLL/PlBm2uzXMrbj7N44ULzQsUf3Y0Vnxgv2W+/nI9fDjS/I1yqJOknqaqEF43Sp2FkXhXEXWzKNUBOOeWU4LneeustezfyZOTIkcFxPinhHQ4CJKroAmTUsGFBm55Zyo+HH+enuXPNTSeemPG1XI9f6jSzPLye92mnnWY3cdK2bdvgMceOHWvvTiUdB/+Y6PjE4Rog4crJSQtfIr4vv/wyOM6tW7e2d+dEgEQVRYCoE33e7NnmraefNpcfdJC3/6qKH+7sLEXPwo/z4NVXm05HHWXGvPaaWRSzo7OUnXnmmcEvsYYixu3crU54BNYPP/xg704lHQf/mMQdieUaIOHVBymgWDhz5swJjvM+++xj786JAImqswDJtl1z2GFm8J13mvk5TmLh9pe3amXmpeQPTrNn/V9g3cJyXbOiKjvttFPw2Kw/sYKOg39MdHzicA0Q1Wfyn+vXX3+1dyNPXH6mPgIkqugC5MJmzcydF15oxr/9tv3tgXD7oTE6HD8fO9brIynU9tT995teFaHXvVs3rzO0EJtmzvrDbLXlu0rulltu6T2uSoijkr/IlI5PHK4BstVWW3nPo58xCivpz9RHgETVWYDYfqv41PXlxInm4euuqwyHLCNfwo/zdTXVUpctXWoubdEiElT53E6s+CSzV6NGZv369YNfsEJuKrOR73ka/trnWnwKlXQ8dFx0fOJwDRCOf+1J+jP1ESBRRRMgYb27dAnajRsxwt6d8TgagZWLZrNfd9RRkZN+PrfaDpBtttkmcZn26nAFUrWkn1ZdA4QrkNqT9GfqI0CiijJApn/6adDurosusndnPE6cT+IaGvzR8OHmvRdeKMg24vnnzQuDB5tBAwaYRx99tCDbAw88YDbYYIPgF1id6flEH0iUy/1y1wChD6R2uPxMfQRIVFEGyNIlS4J2Km1ii/s45Uad5jVZqjYXjUjxH5dRWCuER2HFHbHjGiCMwqodjMLKr6IPkIurmI0e93HKUXjJVd3LzdecgfA8kHHjxtm7U0nHwT8mzAMpD8wDya+iDJCvP/kkaHd9FetCx32ccqRbduGTjTrU87Fyneov+Y85ePBge3cq6Tj4xyRufSrXAAnPRH87xwhE1Ex4JvqJJ55o786JAIkqygAJj8Qa1L27vTv245QrrWuw8cYbB7/MHbLM2E/iwQcfDB6vW7du9u5U0nHwj4mOTxyuAaKh2v5z9erVy96NPFF/on+cr7/+ent3TgRIVNEEyJLFi71hvL06dQraaFZ6VRMKcz1OWmj5U39xHK0jMXz4cLtJIq+//nrwx3HyySfbu1NJx8E/Jjo+cbgGyBNPPBE8V9y6W0guvN59v3797N05ESBRdRYg1W2d2rbNOseDAFkhXABx0003rVHn64IFC0y9evW8x2rUqJG9O5V0HHQ8dFx0fOJwDZBw3a02bdrYu5Enxx9/fHCcR40aZe/OiQCJKpoAUWf5tYcfbv596aVmxFNPeRMLsyFAVtD6H3tWHIPwiSfOsOZstKaI/1hTpkyxd6eK3r9/LHRc4nINkEWLFgUrEiadn4D4/t//+3/Bz3Xu3Ln27pwIkKhaDRDk32effWbWXnvt4Bf7rrvuspvEphUN/ceJe8+/XIX7hJKs9OgaIPKXv/wleM4vvvjC3o0a0rBs/7avJuMmRYBEESBlINwxuPrqq5uPP/7YbhKL1lP3H+eggw6yd6eK3r9/LJKsM1+TALn88suD56QjPf+efvrp4PieffbZ9u5qESBRBEiZCA8DbdKkiVlYTYmXqixbtixYB1y3U7799lu7SSroffu3k3Q8dFziqkmAvPDCC8HPMOliR6heu3btguObtANdCJAoAqRM/PTTT2a77bar0ScsCf+Rda9iCHUa6H37x0DHI4maBIh+hn7FZQWX1slB/oT7P77++mt7d7UIkCgCpIx88MEHQaE4bY8//rjdpFoameJ/vwr8Jfn0XQ70fv3ChtqSjtSpSYDIAQccEDz3K6+8Yu+Go8mTJwfHVSt6uiBAogiQMnP77bcHv+QNGjTwSjckpdnt/mPkY731UqL36793HYekahog4c77U0891d4NR+H5H126dLF3x0KARBEgZUa3PVTjx/9F11KsSa8iwp2NqhJbk6HBpUTvM1wVV8chqXCATJqUPEDmzZtn1lhjDe/511xzTe+2FmpGP9ett946+Ll++umndpNYCJAoAqQMzZw5M+gM19apUye7SU4KIXXE+9/fu3dvu0lZ0vv037Pev0sfRL9+47zwOPDAvmbBArey+CeccELwOh555BF7NxIKn/g1b8oVARJFgJSpYcOGZZQ6ee211+wmOYVLayiM4s7ELlV6f+HQ1ft39eGHMypC3H3BrxdffDF4HTvuuKNTkKHScccdFxzPmsyTIkCiCJAyFp5XoLIcSdf5aNmyZfD97du3t3eXFb0//73qfdclBYaCw389VEd2N3Xq1GBI9jrrrGPmz59vN4mNAIkiQMrYb7/9Znbffffgl15rWiTpzxg/fnwwrFR/hK+++qrdpCzoffknGb1fve+6NmDAgODntuuuuyb6uaHSeeedFxzHq666yt6dCAESRYCUOdV0Cpc6ueeee+wmOV177bXB96pgY9KrmGKn96P35b9Hvd9isHz58ox5Pc8995zdBNXQhFBVZtDx03+/++47u0kiBEgUAZICffr0CX7x9Yekyq9xqWBjuMiiFrNKOqqrWOl9hBfn0vvU+y0W6kD3X9u2227LWukJhasznHvuufbuxAiQKAIkJcJrWzRt2jRRqRO7YKNuC5SD8O0NvT+9z2KigAsXWOzcubPdBFm89dZbwSASDYeePn263SQxAiSKAEkJjTJSBVLXT2TPPPNM0E+grWvXrnaTkqLX778XvS+9v2L07rvvBidCXT2mvcx+HLr9p36jfP+uEiBRBEiKqCxHuNRJ0qGqd999d/C9+fzDrG3h8NCm9+XCnzCoba+9elac3OfYTTKE2ydxzjnnBK+1RYsW3gkS2d1xxx3B8dKtv8WL3ebj2AiQKAIkZW677bbgj6Bhw4bmq6++spvkFB4arC3JWhnFILzmiTa9H1fhQNB28cXD7CYZXANkzpw5ZoMNNghec9K1vNNkzJgxQce5tueff95u4owAiSJAUkZzDA455JDgD6F58+aJO8WvuOKKjJOwSo//8ov7xLnaoNen1xl+3XofNWEHiLYPPsg+0sc1QEQnwvDEUAotRqlfL1xB4fTTT7eb1AgBEkWApNCMGTPMRhttFPwxuHyivfHGGzNOxiqVXaz35/W6wqW8ten115QdHtpOO+0Zk23KRk0CRMLBrVnzaV2vJZuzzjorOD6NGzc2P//8s92kRgiQKAIkpbR4UfgT7RtvvGE3qdZDDz1kVlttteCPSiOZNM+kWO7R63Xo9YRHkOn16nXnQzgQ9tuvd/D/r7wyzW7qqWmALF261Oyzzz7Be1HhRxVfROYaLvoZf/jhh3aTGiNAogiQFAuX79hss828e+1Jvf/++2aLLbYIHkdbs2bNnJfVzRc9v15H+HXpder15ks4EO65Z1Tw/8ccM8gsWxatX1XTABEthBS+etT6IWmfH6J1b/wPQ9pqUu8qFwIkigBJMZU62W233YI/iqOOOspuEotmcx9zzDEZJ2v9Qauq7KRJk+zmBaXn0/OGTyja9PryPYs+HAiqvKsKvP6/n3wy+r7zESAyevRor65T+OdWLFd9te3NN9/M6DS/6KKL7CZ5Q4BEESApp7UR1lprreAP49///rfdJDbNpdCVTPjErdtjf//7381LL71UsKqyelw9vp4nPFdFm15PoeZ42IHQq9eY4N+HHtq/4sogc3CC3b4mhg8fnnH7UCGStisRVZgO357829/+VtAgJUCiCBBklMzQYkY1KSaoCYsdOnTI+MMOn8w7duzofWqsackQfb8eR49nh5Y2Pb9eRyHL0NuBsGjRUtO6db/gawqUXO1rSvN4woG5//77p6ZPRLXB/IW3tKlvaNGiRXazvCJAoggQeE488cTgj0OlxGv6x6jbRddcc03G1U1409ePOOII7ySvyrMfffSRNyfFrjqrf+vr2q92aq/vy/W4et58366qSlWBMHDghOBrLVr0qTihV05iq6p9TSlEwlci6livadHAYtevX7+gSrS2/fbbr0Zl2uO69dZbg+fUUHgQIPgffVIPL/t5/vnn202caChlz549vaV17ZN9ri18Uoyz6fH1PPkeuplLVYGwZMly06bNwODrPXqMzNk+H3Q7K9wnok72cpwnovlK9hwkFcOs6Yed6kycONEcfPDBGc+roAYBgpD33nsv45Ndvhcy0uI+KjNx+OGHewXu7BBIsun79Th6PD1uXcgWCM8992nw9X33fdjMmLEi1LK1zwd1rIdXVNStLc3vKWSfQG3SVZVu0YV/B7TSYE1vheby448/ep3y4b8Jbeuuu67TsPdyRIAgQ7du3YI/FJU60bDRQtAIMI3Vf/TRR701OI4++mjTqlUrr1KwroT8Tf/W17Vf7dRe36fvr2vZAuH33/8wxx77RLDv+utfz9k+X/SzCs8T0abaWXUVsPmi/g47HFWZuFCDMnSlo8Ek6623XsaxVDmZBx54oGxCOR8IEGTQH+VBBx0U/NHoU18a/2CmTv3R68/Qf7PJFQiaTOjvU6FFPU6u9vmiyYb2bR7dDtQJt9RGaX3zzTfeB4fwe1l//fXNsGG5a47VhFanDC8nrE0FSDVnKi0DFJIgQBCh2wUbbrhh8AfUpUsXu0lZmjTpe/Of/3xQcdIaFJzoW7XqW3FSrvqTbq5A0FiAU055Jtjfrt2wnO3zTbWzwgUYtaky7bPPPms3LTq6urzzzjsz+nW07b333gW7ItZaMBoKHX4+bepj+eSTT+zm+B8CBFUaOnRoMBmvXr16ZsSIEXaTkqeT/Mcfz6o4Wb1njjyysuM7vB122IAqZ5VLdYHw7rvTI4+Xq32+6R6+SsHbkyq1SJX6twp1C8iVguPee+81jRo1yni9CpJClcj56aefvFF79qCN7bff3iv3g9wIEGTVrl274A9q8803N3PnzrWblBz1T3z44Qzzr3+944WDfWL3txNPfMr07PmRmTUre5XhOIFw7rlDIo9dVXt1tH/00YyshRhrQotS7bLLLpFP17pV8/DDD9fqyLWqfP/9995giPDa9P6mW1i6lZVvCs/evXubjTfeOOP5GjRoYHr06OHdCkT1CBBkpYV4wkuq6o+5FOkW1MiR35iuXd8yhxxSOdHP3lRJt3fvj8306fEmH+YKBN/YsbMiz2O3nzNnkTnggBXFGE8//VkzfvzsjP35oI5hTRjdbrvtIifp+vXrm1NPPdUb+ltbVyU6QatzXL9T4UXO/E3LDBRqKLImBO6xxx4Zz6eOea3SqTBDfAQIctL93/CQ2/vvv99uUpQ0H2PEiK/MDTe8aVq27Bs5gfvbOecMMf37jw+G2iaRLRBsl176UuR5w7799ievoz28v3Pn1ytOZvHXrY9Lt4E0IdPuKPY3zSE5+eSTTa9evcwXX3xhf3uNaDSYRjFp+K0+6dvPrU2DNtSRXQhaF13vzX5OjVTTQlRIjgBBtXQy8f/YVD5iwoQJdpOioNpTGv3UqdNrwSd6e2vWrJe54IIXvGKHNT1BZwsEm0Zg2QFhe/31LzMmIGrTe3j44TFeGOabrjRefPFFr/BkuCSIvamCcdu2bc2VV17plcHXp3dVBsjWma2va//bb79tHnzwQW9EWJs2bSL9GuFNZWfUV6NbbYWgiYZa/0VXWuHn3XLLLc2gQYPs5kiAAEEsxx9/fPCHp8WZimVI6MKFS8ywYZ+Zq656JWNNjvC2zz4Pe8vNPvvsp2bu3OJ43VVZvHhZxUl6dOR9tG07sOJTeX6vBsJUBkThoE/i9qS5OJvdAR1n0/eoHIjKkhRyJrlKvdvLDeiK+qabbiqa3+FSRoAgFp1kttpqq+CP8MILL7Sb1Jr58xeZIUOmeLeGNNPbDgxtzZs/Yi6//GUzdOhU89NPdT/pMImZM3/xrqLs93T++UNzzkvJB3Woa/SR1oqvquO9Jtvuu+/ujXj673//W9DQENVO01op9ms45ZRTCtIpn1YECGLTLYbwJ9RClUmvyqxZs0zPnr3Nsce2NzvscInZY48HIifY/ffvXXGCetW89NLnXmXcUqchxuG5JNp0C+6WW97KKNJYSDrRjx071jz55JPep3b1IagygLYddtgho2qA/u3vU7ubb77ZGy48btw4b0BGbZg9e7Z3O8wu67/XXnsV7BZZmhEgSKRr167BH6VKPahjslD0SVHj/w888MD/zWVYyTRo8Bez5ZanVnw6/pd3QlXFW3U4qw9Bt4DKjYYdq7aW1hcJB4kGBgwYMD7rHJW0UU0sLWurOlXh4Nhkk01Mnz59IlWekR8ECBJR52vLli2DP1DdJsjnBC+N/Ln99tsjNZ38bc01tzJNm55sOnV6yrz99vSCdDAXo19+WWLuvntU5Jadam69807hQrwUDBkyxDRu3Djj90R9LCr9X9dzXModAYLEvv3224wyGRrhUhNaFVFXNuHlde1NxfRUYv611940S5eW35VGXJqjctllL0du36k/6KuvCr8mRjGZPHlyxZXZoZHfFa1M+Pnnn9vNUQAECJyo1pL/B6tSJxq2mYTuq6vGlqrt2icAf9NKg5oNr5UHa2uCW6l4771vzXHHPZkRIhptprIsP/+8xG5eVlTU8NJLL42MGNPoQK2NgtpDgMDZxRdfHPzxaqhkddVK33//fe+2gor62WHhb+qMvfrqq+nwjGH58t/N449PNAcd9GhGkGi2/TPPfOL1n5QT3SrVRFa7SKQq9P7nP//xZtujdhEgcKaRNeGhnscee2zGfnVc6srksssui4zFD28qXKfFjzT0EsktWLDY3HbbO94IrXCQnHzyU159rXLw2muveasAhn9vdAVyySWXlEWNtlJFgKBGdB86PMNXnxBff/11889//tMbAWOHhb8peDQsVMuFIj8+/3yuufDCFyL9I1deOcR8880cu3lJmDZtmjnmmGMivz+ahDhp0iS7OWoZAYIa0yxm/w/bLh0e3jQW/9Zbb6WDs8A0pPmoox4PAmSHHa4yW211tLn55jvML79kry5cTDR6qmPHjmb11VfP+B1SMUj1v6E4ECDIi9atW0cCQ5uK46lUd7baSSgMDW9WZeG99+7hzZtZb709TL169b2aVCofUqzzIvS6+vbtG7l61ZogGt5dyDXQkRwBgryYOXNm8GlR96rvu+8+M2NGedx/L2Xff7/AXHppd7PmmptlnJA1z0aDGorJyJEjTbNmzTJep2aUn3322V4lAhQfAgR5o0+PrKdQnBQW++67b8bJWbcbzzjjjDoPes0r0nok4dembb/99jOjR4+2m6OIECBAivTv39+bXxM+Uaucerdu3bwlZWuTRvFpAulaa62V8Xo0Yu+xxx6zm6MIESBAyixcuNB07tw5sg7INttsY55++mm7eUGoOGO4urM2jea74YYbCl6pF/lDgAAppYWfwuu8+Juq6Y4fP95unhcff/yxVxzTfs6TTjqJgRYliAABUk6lYnbdddeME7rK02jNlzlz8jN/5IcffjDnnXee97jh59EaIUnL4KB4ECAAvDIhms+z4YYbZpzgVbL/7rvvNkuXuq2vou/TMG57DXQVx3z44YepcVbiCBAAAa08qdUIV1111YwTvopeaiXBJLTmuhaZCj+OyqxfddVVZsGCBXZzlCACBEDElClTzOGHH55x8td25JFHmqlTp9rNM6g8f7bv/eyzz+zmKGEECICshg0bZpo0aRLrKiKfVy8oDQQIgJzUj3HnnXeahg0bZgTDRhtt5PVjaH+2/hMtSUyZ9fJFgACIRSOptCqkPZIqXI1Zm/arGvOPP/5oPwTKDAECIBGtJtmyZcuM0PC3gw46yEyYMMH+FpQpAgSAk8GDBwdXHypH8swzz9hNUOYIEADOtG5Hr169SmadEeQXAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHDy/wEbUhEoujwbowAAAABJRU5ErkJggg==)
PN: 4H58-9-36
CAS: 1363382-82-4
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![3-Bromoimidazo[1,2-a]pyridine-8-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-0Y
CAS: 1116691-26-9
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![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
![(3-Bromoimidazo[1,2-a]pyridin-6-yl)methanol](data:image/png;base64,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)
PN: 4H01-9-0A
CAS: 1004550-19-9
Molecule Weight: 227.061
Formula: C8H7BrN2O
TSCA: Not listed on TSCA inventory