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)
| Product Number | 3H32-9-0G |
| CAS | 56051-32-2 |
| MDL Number | MFCD08056208 |
| Molecular Formula | C8H7BrN2 |
| Molecular Weight | 211.062 |
| 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: 3H32-9-0G
CAS: 56051-32-2
Molecule Weight: 211.062
Formula: C8H7BrN2
![3-Bromoimidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H21-9-X2
CAS: 1315360-75-8
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![5-Bromo-7-methylimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB07AAAdOwGqncPfAAAB/HpUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzopvvQZwiWzFgQLuHtQX2Vii2khqIpUJ2bn8/yk7auOlc2A4pkoeSKCqzm0O9gZ12TWVNTgTlBLQpbFmZdU6eHn9OUnIznxUYhIGmyclL275OGdvv97R40bU6WEMLW5PePz001SBmH1Dr1kxyLtjf+7uHjplUpmmVKTRSTTVtOuOdLVTbreI/U7BauV1lWB/Oarfrsz1L7l9OD01J3vfyA30LRGFVbTSsrKtVCzvJKb78G6y10U61uoTlEc0BDXHv89n9rS22tTYtqj5DVajNQ+u2BRpqu9HFFpOh8us2J7VAQLW2XjinjuA1b1YClAQVgApBRaBiUAmoFFQGSnD8BNZ4o/0kj8dXjSuF/vnu4HendL9YG5mThEaZCCCmMkriswhpJoPsLAIM4RIkFTKKQVApeXgenXx9JIEjZgxpkMoUPbFAISlPUAgacBQTrE6QyHdrlMUZjtIQR1igNE3OYJ8GC8DeKjCfLa0pL1Soypwscbs+5I9eNfJUHQLWldphw/kEPvQSkEPA1/INWHwGBEPAV34cCIeAP6fxJUVXQDw+QzwEfA+MA8kQ8B0zDqRDwPfXOJANga4bxwnv/7CLL5GPp31q+FHm+sA/R9hFf7HzbUT16qayi2vM8M9r/g+MHHZ0J6zH5QAAOoBJREFUeF7t3Qe4FFWaxvHRddSZMQyuOc6aZ01gAAwoJlTMaRxGDIgKGDCjGFEHAyYcAyIooiCiYsAcGIJZQQEHxAhixICiKOaz9y23yupT3X27v87d/9/z1KPcrg5Vt2+9VXXO+c7vHAAABr/zfwAAQC4IEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgBpfPLJJ+6aa65x++yzj1trrbXc0ksv7X7/+9+75ZZbzm2xxRbuuOOOc2PHjnW//PKL/9TA7373u2jJleU5lVQbnxIAyuS7775zp59+uvvTn/6UckDPtPz1r391Dz/8sP8ypjCwPKeSauNTAkAZzJkzx2255ZaJkMhl8WV7LBPLcyqpNj4lAJTYDz/84LbeeuuUg/j666/v+vfv71555RX3+eefux9//NF99tlnwb8HDBjgdt55Z7fQQgulPeBbwsDynEqqjU8JACV2zjnnRAfvhRde2PXt2zdj+0bc66+/7jp27Oj/2BQGludUUm18SgAooS+//NIttdRS0cFb4VEoSxhYnlNJtfEpAaCEBg4cGB24ddsqlyuP5ljCwPKcSqqNTwkAJXTQQQdFB261eRSDJQwsz6mk2viUAFBC6667bnTgVgN5MVjCwPKcSqqNTwlUAfW+eeedd/wfow4ss8wy0YF77ty5/sMm8TCwLLWgNj4lUEHq3qkeOmF3zd133z3o0on6scgii0QHbnXVLQY/EPJdakFtfEqgQjTCeL311kv8ceuMVWUuinWwQWVxBWJTG58SKLMZM2a43XbbLfFH7S//+7//65544gn/6agxtIHY1ManBMrkiy++cCeddFJQNC/+x6y6SBdccIEbMmSIW3XVVRNBsvfee7s333zTfznUCHph2dTGpyyRzTYbmLKMHz/LXyUhvj7qx08//RSMBVClVT8cOnfu7N57771o3W+++cade+657g9/+EPKeosuumhQhO+rr76KvTJqQXwciIojVtM4kNdee81dfPHFrn379m711VcPTm50y61du3buuuuuC9roKiX3LatDfoAceOCd7uefs39xCJD6M27cOLfJJpskgkMlu5999ll/9cisWbPc3/72t8TzVlxxRXfzzTcX5SCE8tCVZ3wk+iWXXOKvkrd0YdCcdM/xv1/+ou+pRtJXQu5bVof8ANFyzz2v+aulIEDqx8yZM90BBxyQ+INcaaWVgltVuQbA+PHjXatWrRKvs/nmm7unn37aXx1Vyq+Fdemll+b0HVAtLPXM88W/C7lK9xxdEZ155pnukUcecW+88Yb79ttvg6rBd9xxh1tllVWCdY855pjYq5RP7ltWh/zw0LLLLre5BQsy96whQGrf/Pnz3dlnn+0WX3zxlD/YxRZbzJ1xxhmmW1A///yzGzRoUNpbYP/4xz/c7Nmz/aegyuhW0FZbbZXyu9tggw3c1Vdf7SZPnhxcpajXnbpw69833HCD69ChQ0Wr8T755JPBuiussIL/UFnk9inrlB8c4f8PGjTJXzVCgNS22267LTpriy+ade7tt9/2V8+bbiWccsopQXtI/PX/+Mc/uj59+gRnjyg/tVupQKKq5k6alPnvu9bmA/n666+DdfX9qoTcPmWdiofBqFHTo/9v1+5mN3fuAn/1AAFSm1544YW0B4YNN9zQjRkzxl+9YOFtDf/91Ag6YsQIf3WU0PDhw91qq60W/Q7U+JxNOCOhDsr+7y/doqsU3V7yxdfJVb7Peeqpp4J1W7du7T9UFrl9yjoVD4OffvrZ7bffyOjfl16a/t41AVJbPvzwQ3fYYYdFtxnC5b//+7+DHizqfVVKjz76aFDd1T/o6CCW7UwYhXvppZcSE0Rp6d69u79qWpoT/V//+lfQRVtzoquRXSPWl1122aDh+vjjjw/avzLJNwwk1+foNtro0aPdmmuuGbTX6P8rIfunrHN+GIwZ80707zZtBrl33032bPCfg+qks0jdslhyySVT/ih1ANAffrFGG+dC9801tqBFixYpn0V/+F27dg1um6B4Pv74Y9elS5dg/8b3t7q+KhBKfdJQSvHt0aKBrPfff7+/WtkQIF4YHH74vdHPTjvt8djav0r3HFSXUaNGBWdm/h+bph+dPn26v3rZfPrpp8HZ73/913+lfK6ll17aXXbZZRXtz18Pvv/++6D7bbw7rhadNKiXkoph1jr/O62OIGrXKdbo+XwRIF4YTJr0YcrPp05NPTtM9xxUh6lTp7rtt98+8Ue2zjrrVOwSP50pU6Zk/JwPPPCAvzpycN9997m11147sU932GEH9+qrr/qr1zxdQSs01L1XVRI0uHDs2LH+aiVHgKQJgxNOeCT6edeuqZeHmZ6DytGZZY8ePVIqqmrRmWi/fv2CM9NqdPfdd7v/+Z//SRz01DW0kldKtWTatGlup512SuxDtVnce++9/up1SQU/tc1qlyk3AiRNGLz11udNv4wbo8fGjZsZPZbpOSg/tS2oj366toUjjjgiuBde7dRW889//tMtscQSKdugM8qePXuWta2mlqgR+bjjjkucNKjNS2U/qvWkoRQWLFgQbHsluvISIBnCoE+fsdFj++8/Mipxku05KJ/HHnssGKHrn3lus802buLEif7qVe+DDz5whx56aNreYtdff31NN/wWk04arr322pTy61q03w4//HD30Ucf+U+pe7rS0j5Qu1+5ESAZwuDjj792W245OHpc40Qk23NQeirlsMceeySCQ+Mrbr/9dn/1mvP888+7tm3bJrZvo402cv/+97/91RuKRl1rzIW/bzS+58UXX/RXrxv63ausirZRJxoKUQ0gVBtIvKinrmTLjQDJEgb9+z8XPd6hw23u229/bPY506Z9Eoxknzjxg2YLMyJ38+bNc6eeempDjPBW/aVbb73VrbzyyomD5X777VeUEfO15K233grGYvj7QmX1hw0b5q9ed/ztTreoYnQlJjcjQLKEwbx537n27YdE6wwcODHrc7777sdgFHv4+E47DXUXXjjePffce02/3J/91ZED1ZgaPHiwW3755RN/NJ06dXLvvvuu/5S6obPMs846K6jRFd9u/Vu9b/R4PVNNMo0I908a1HVVhQ9V06wRqKPA+eefH9yeVRketfuozUy3cDXepRK9r0IESIYwCA0dOjlaJx4O6Z6jANluu98CJ74oiM47b2ww58j333M/OxcTJkxwm266aSI4Nttss6CEQ6N455133P7775/YD6oafMstt+RUMbaWaHtUDl9l8f1tVvl8ldFHdSBAMoRBSAf73XYblgiETM95/fXPms4WxrkddhiaWD9cFERnnjnGPfHE21kr/zYqXVX8/e9/Txw8VHH0pptuCq5KGpHONDfeeOPEflEdpOeee85fvSY988wzQRl8fxtbtmyZtWwIKoMAyRIGofvvn5EIgeaeo9paL7zwvuvbd0LQfuI/N1y22uqmYMT7Qw+94b75prFHIqti6nnnnZd2pr/TTjstaAdpdOqNpTLiqscU30fqhXTIIYe4999/339KTdCMjwcffHAiOFQe/8Ybb2zYk4ZqR4DkEAZqDNdshf7BP1e6w6AR7pdd9ozr2HF44nXCRb2+evZ8JAgstb80Er9iarjsueeezDWehuamOPHEE9PO3X7hhRcGYwNqgTo/6P6+X/lW23XyySdXbKY95IYAyTEM1HbhH/CtVB7l6qufd3vtNSLxmuHSuvUg16PHg0H34c8/r58eRr5MFVNVJO7xx5O1yJBK82Xvuuuuif33l7/8xd15553+6lVFM+qtscYaic+u2k4qh4/q19ABUg1mzPjUDRjwUjBY0Q+RcNGo+KOOGu1GjHjVzZlTHz1PmquYWu4uiToTVo2qu+66y1100UXB7aD27dsHQaaDsT8Jlf6tn2tcgtbTIECNgFZ5EtXkKvcVwEMPPeTWXXfdxMF4u+22C2bPqyYvv/xyUM7e/6wqe59uXg1ULwKkirzzzhfuxhsnuU6d7k6ESHzp0uW+oHfYBx/kP/VqpVVLxVR1gdXBSt1E27Rpk6iQW+iiWzCaHlXdcDUArhzjVFTN94orrgiq+8Y/i7bt6KOPDqoBV5LK1h955JGJk4Y///nP7qqrrqIacQ0iQKrUe+/Nc0OGvNJ0Zvtbefl0y8EHj3KDB09qCp9P/JeoOpq3oJIVU1U/SQ3Q2267baKGUqkXjd1QOfmhQ4eWfPyCJkI66qijEqGoA/WVV15Z9gO13k/l6tMFW7du3SoebLAjQGrARx997YYPn9p09na/23zzZIi0bNnfrbnm0W7rrQ9x559/SXArpppUsmKqrnh0W0ojmf0Baf6ikd/6nLoS0hnxgw8+GHSdVSP+zJkzgwOz6L/6t36ux7We1ldFYIWhxmf4rx1f1GCskcOq51XKMRwqdaGw9N9/vfXWCyq4loP2Tbpba7rtV23fU+SvYQLk00+/CaasVU+nsWNn+g/XDG3HXXdNc927PxA0tCtANtjgArf66p2azjA3cQsv/GuvHB2ce/fuHcwFXinZKqaqnaGUFVN1lq+zbb/tIr7owKYzYM1RXuwifOpOe9tttwVVgdOVbA8XtaGoHEcp23xGjhyZtrF6t912czNmzPBXLwo17u+yyy6J99S+UDsR6kNDBIi64apHU3jG3rv3k/4qNemLLxYEXX6PPHJwU4Ds7f70p+QsfFp08DjppJOC0dulPOMNNVcxVfOUl4raUDSWRFVs/f2gRQPxVJhu9uzZ/lNLSlcrqtmVbqZELfr5wIEDSxaqatS/4IILgm6+8fdVW42+G+oWXAwqP3/CCSckuher9IaK/al8PepHQwTILbe8EoWHbgE9++x7/io1b968+W748JHBrRp/IF580W0a3aJRZddSlAivVMVUbYt6b+k+v//eCpNevXoFvaOqgUZb68on3e9JsxLq1lapZBuwpwCzfif0vAEDBmQc4Kgqsqg/dR8g//nPHNemza+3erRcfvkz/ip1R7dvdFvmoIMOSpxx+geNrl27ukcffbTghtVKVkxViYt0JT703mqb0Aj3aqReSWeccUaiR5qWAw44oKRXSc8++2wwg53/vptssokbN26cv3pWOhlRyXH/tdS7rV5KrCC9ug6Q+fO/bzqo/TZYT91jG62QobqPqqFaZ4F+L5j4ojN3jWVQT6l8xjBUsmKqRilru/xt0fgMFeMrNBTLRbePdHvJn5VQ/77mmmv81YtGtzOHDBmSttH/wAMPDDoKZKMijyov7z9XV7nqbVaO26WorLoOkLPOGhOFxzbb3ORmzSrOfd5apfvr6n2jhl3/VoN/4FIxQzW+Zjp7r3TFVJ3ZKiji76vQ0gQ75RhzUQq6vaQDt78/991335KW9NBJgK6E/LLx2p9nn3124iRAY2hUTt5fX//WuJd6LzOP39RtgDzwwOspXV3V2IzfqKF7zJgxrnv37mlDIFx0n14HMPUoCosZVrJiqorqqQeX37NLt890RlwPVMJFbSHx7VNYlrINSXQbcp999kn8XtWTTb9/nTToyiLdRFcqN18v+x+5q8sAeffdL1Pm7ih1ryv9Yak8g2aRU9dZ3b/WveRsJTD0uNbT+nqenl+pS369r+beUO+ZdAUNw0W3qdLdry9XxVSd2fp1n9QlWPuv3ujKT1eK8W1VzybN/1FqOrHYcMMNE79n/zalFrU9NfpUu42s7gLkhx9+dp07j4rCY889b2868BS/a6TOttRAu9dee2VtW8hn0evo9fS6lTyb07zcatfI1OU0XMpZMVXjNFq1apXy/ppYSnOk1zOd+cfbRtSrSd2QS029qq677rqM3aF1C1S9rqy9tlAf6i5Arrzyt3nMNdBuypSP/VXMNDBOfzTpqseWYtH76P30vpWi0cxqDFehu/hn0+2qclVMnT59eqK9o2fPnjXTSF4oDfbT9KXx7dfYjXJcsWpch7p9+/u+WONGUNvqKkCeeWZ2SqmPm2562V/FRDPkaUS1GhX9g3y4tGjRIpi7QmfkOuhrPES2Ehh6XOtpfT1Pz/dfM1z0vnr/Ss//He+qqdsc5TBx4sSUAYmqn6TxHo1GAyTbtm2b8r047LDDyhIiGvwXf1+uOhCqmwD57LNv3M473xqFR7duDwQj0AuhA7ZGTvujarWooqjqHqlchs7Si0Gvo9fT6/oVS7Xoc+jzVCpINBgw/CzlCBBdecR7i6lBf9SoUf5qDUPtIporI/6d0JVIqREgyKQuAkQnYcce+1AUHjvuOLTpbD9999Nc6NaIevqkG4Sn+SH69etX8qlD9fp6H72f/xn0ufT5yn0Lp5wBoiu1eAcEtQ+p91ejU++5Tp06pXwfVB6/lAgQZFIXAaK5McLw0C0szR5opRG6qlbqH7Rbt27t7rvvPn/1stD76v39z6TPqc9bLuUKEDWYx8u+q3qteonhVwqR+JWIGtY1ILBUCBBkUvMBMm3aJ65t299KlfTrZztL1b1kncn54wt0kFapj2qgz+GHmz6vPnc57oWXI0B0VaWJmML30W27cpUeryW6nRVvE1EX21JVXiZAkElNB8g33/zg9tmn8FIl6uWk0tbxP5JK3SZqTqbba/r8pe6tVY4A0ViU8D3UDqR5s5GeGtbjvbNUKr0UvaMIEGRS0wFyzjn/jsJj661vCqaEzZcK1vntDJtuumnQU6qa6fPpc8Y/t7ajlAX4Sh0gKp0S3x6VP0d26uIbHyei2lTFRoAgk5oNkIceeiMKDy333vuav0qz1MvHH3mt7rK1MmeBPqc+b/zza3u0XaVQygDRgVCjysPX12REpR7ZXi802DD+HSh2AUYCBJnUZIDMnj0vpVTJ6ac/4a/SLB1k46Ns1Zag4oC1SJ873naj7SpFiJQqQNR+065du+i1V1999eD2DHIXL3uiKxIVZiwWAgSZ1FyAqFTJIYfcE4WHSpV89VV+pUp0myd+5aFePqNHj/ZXqyn6/NqOcJu0fcW+nVWqABk0aFD0uhooyBwS+VOjenzucdVZKxYCBJnUXID0719YqRI1NMfbPOqpi6i2Ix4i2s5iNqyXIkA0qVJ8pLnKZMBGMxnGD/TFmtmQAEEmNRUg48dPceuvf6pr2fKqIEAGD57kr5KVbpXEe1vpts8DDzzgr1bTtD3x21na3mJ18S1FgMSnV9UMgpqbAnbx+URUEr4Yc6wTIMikZgJkzpxP3Hrr7exWXnlPt9ZaPVyXLsPyLlWi8RLxP4RabfNojrYrvp3FGqlc7ACZPHlyMAgufE3NnIjCqO0j3itL85wXigBBJjURIDqD1jwQiyyypFtyyfWbgmRf99FHc/3VslIZjPiZuXov1bN47yxtdzHKgBQ7QOLToarXFYpD0+OG+3WttdYKRq4XggBBJjURIJdffnn05V1ooYXdAw/kd29Xl/HxcuQaP1ErXXWttH3xcSLa/kJvZxQzQKZMmZJSMJKG8+LRYML4xF/Dhg3zV8kLAYJMqj5AVM47PhPascce66/SrIsvvjh6vkZwV/sgwWLRdsZHrGs/FKKYAaJeQuFrcfVRfJrjPNy/G2ywQUHtYAQIMqnqANEUpvG5oTUfxYIFC/zVslLp82IeRGuNH56FlIIvVoBotsX41Uc5C0I2CvVui/fIK6RHFgGCTKo6QA499NDoS6s/hmnTpvmrNEvzZ4SvUYzbOLXGv32n/WFVrAA577zzotfZbrvt/IdRJN26dYv2c+fOnf2Hc0aAIJOqDRDdt41/aS29SWbNmpUyGVS1VNUtN213uA+0P7RfLIoRILqVEp+edujQof4qKBJ1nAj3s64+dUVvQYAgk6oMkLfeeiulEXD//ff3V8lJvCeS5tNoZPH5RKw90IoRIHpe+Br6Hc+fP99fBUWkXljh/raGNQGCTKouQFSuPH6wU12kuXPz67IrGoGtKVDD16nUZFDVQtsf7gvtF8sI9WIESPy2ZNeuXf2HUWTx24UdOnTwH84JAYJMqi5AevXqFX1RVRfpqaee8lfJyYABA6LXUUmPQnqh1ANtf7yEi/ZPvgoNEH2G5ZZbLnqN8ePH+6ugyN54441ofy+22GLu22+/9VdpFgGCTKoqQB5//PGU3jnnn3++v0rO4rPaaW5xuGA/hPtE+ydfhQbIyy+/HD1fc5xzICoPTTQV7vcnn3zSf7hZBAgyqZoAUbfDlVZaKfqSbrvttub5INSGEpbI0FXM+++/76/SkLQftD+0X7R/tJ/yUWiAXHbZZdHz9957b/9hlEi81PtZZ53lP9wsAgSZVEWA6NZGx44doy+oqrMWMp/BVVddFb3Wjjvu6D/c0LQ/wn2j/ZSPHXY40C2xxNrBMm5c/mM3NGAwfO9iT3qEzOITTlmuPAkQZFIVAXLllVemfEELLaqns1vrQbLexcM136uAvffu7VZddf9gefrpqf7DWemgEx/Q+dpr+c8gCRtdeYb7Xd248x2MS4Agk4oHyKRJk4LGvfDL2aNHD3+VvOi2V4sWLaLXe+WVV/xVGpr2R7hvtJ/yuU148MFD3IYbXhgszz8/0384K90ui78vymuVVVaJ9v/UqfmFPwGCTCoaIBrYFJ9FbcMNN8z77MgXb6jV1K75HCAbgfZHfCpf7a9cdelyXzSZ14svfuA/nJXmKQnfU20pKK/tt98+2v933323/3BWBAgyqWiAxMuMaGzCf/7zH3+VvGmwVPiau+++u/8wmmi/hPson8FlhQRIvAG9S5cu/sMose7du0f7v2/fvv7DWREgyKRiAXL77benfCkt4xLSUS+T8DVPPvlk/2E00X4J91E+vXIKCRANGgzf89JLL/UfRonF2xkPO+ww/+GsCBBkUpEAefvtt4NxAOEXct999/VXMYtP6Wmpn9UItF/CfaT9latCAqR9+/bRezZ6VYBKePDBB6P9365dO//hrAgQZFL2AFGpkjZt2kRfxtVWW81UqiSTVq1aRa89duxY/2E00X4J95H2V64KCZCWLVtG71mM2RGRH03YFe7/jTfe2H84KwIEmZQ9QOIT3WhQ24QJE/xVChIfdVuMNpV6pP0S7iPtr1wVEiDxon759gJC4ay/cyFAkElZA0RlFOKlSlTordiWXXbZ6PULmTypnmm/hPtI+ytXhQTI8ssvH73nzJkz/YdRYtbfuRAgyKRsAaKDRnxq2m222aYkX8TFF188eg9LxdlGoP0S7iPtr1wVEiD8XirL+jsXAgSZlC1Ajj/++OgLqKuQyZMn+6sUTGMc4l/0QseU1Cvtl/h+ynWsjDVA+L1UnvV3LgQIMilbgCgw4rev8i2jkSvOdJtnPRu1Bojwe6ks6+9cCBBkUrYAkZEjR6Z8Ea+99lp/lYLRBtI86/3wQgKENpDKsv7OhQBBJmUNEIkPKNOZULF75NALq3nWHjmFBAi9sCrL+jsXAgSZlD1ANAf2+uuvH30ZNUueZZa0TBgH0jzGgTQexoGgFMoeIKKKsPEKvEcffbS/ihkj0ZvHSPTGw0h0lEJFAkSuvvrqlC9lvhVCM6EWVvOohdV4qIWFUqhYgMgee+wRfSk1R0QxGr2pxts8qvE2HqrxohQqGiCffvqpW3nllaMvZjEGFzIfSHbMB9KYmA8EpVDRAJExY8akjA8599xz/VXywoyE2RUyI2EhAcKMhJXFjIQohYoHiPTu3Tv6cqrA4vjx4/1V8sKc6JkVMid6IQGigw5zolcGc6KjVKoiQH788UfXtm3b6AuqEu+FjFaOHyR33HFH/+GGpv1hDddCAkR22WWX6L2vueYa/2GUyG233Rbt96222sp/uFkECDKpigCRd955p2iTTOl2yUILLRS8jq5odAaGX89EtT+0X7R/tJ/yUWiAxBvS8736gd0RRxwR7fd8et2FCBBkUjUBIiNGjEj5ol5//fX+KjnTmVb4Ov369fMfbkjaD+E+sZyJFhog8Q4OOlngQFQe8eoMmlIhXwQIMqmqABF18Qy/qH/4wx/cq6++6q+SE82xHr6ORrv/8ssv/ioNRduv/RDuE8sc9IUGiD7DcsstF32GQtu60Lw33ngj2t8avGup+kCAIJOqCxCVOllvvfWiL+sGG2xg+tKrDUUBFL5Oo49+1vaH+0L7xdLGVGiAyKGHHhp9Dg0uRGlp0rZwf3fo0MF/OCcECDKpugAR3eqIlzrRICiL4447LnqN1q1b+w83FG1/uC+0XyyKESDqth1+jqWWWio4YUDpxItY5jNoNI4AQSZVGSAS70ml5Z577vFXadasWbOCbovhazz66KP+Kg1B2x3uA+0P7ReLYgSIbmP95S9/KfighuapaGW4n9WF+uuvv/ZXyQkBgkyqNkB0oOnYsWP0pV1mmWXc7Nmz/dWadfjhh0evoSrA33//vb9KXdP2xqsfa39Y9e07IQiPLbcc7ObMsV85xG+rbLfddv7DKJJu3bpF+7lz587+wzkjQJBJ1QaIfPLJJ26llVaKvriqIprvl1f1teID2C6++GJ/lbqm7Q23XfuhkHpj33//k3vkkTfd669/5j+UF3XZjlcfePbZZ/1VUKA5c+a4P/7xj9E+fuyxx/xVckaAIJOqDhB54oknUg42ffr08Vdpln8QffPNN/1V6pK2s1rD84ADDog+lwYYorjOOOOMaP+qI0ohvRAJEGRS9QEip59+evTl1UC4p556yl8lK/82zqabbhr8UdQzbZ+2M9zmart9N2XKlJQTA014hOL44osvgg4K4b4dNmyYv0peCBBkUhMB8sMPP6T0Ilp99dXd3Llz/dWyUoPiIossEr2GtSdSrYj3QNN2V+MsgPvtt1/0GbkKKZ4LLrgg2q/qhaVSQYUgQJBJTQSIvP322ylnVTr45OuSSy5J+UO4+eab/VXqgrYrvp3a7mo0efLkqOSMlnvvvddfBXl677333BJLLBHt02LMykmAIJOaCRAZPnx4yhf5hhtu8FfJSveBd9ttt+j5OjPXPBX1RNsTv9LS9hZy/7vUDj744Oizrrrqqu6rr77yV0Ee4lM6r7POOkW5bUmAIJOaChDRdJzhF1kjqqdNm+avkpVGYMdLeqinyoQJE/zVapK2I97zRttpGXFeTuotpC7a4Wfu2bOnvwpypJ5W8QN9IT2v4ggQZFJzAaLBUDqzCr/MG220Ud7zG2g8iUrGx0Nk9OjR/mo1RZ8/Hh7aPsu4GQkHC4bL+PHNDzyMr5+vQYMGRZ9bnSRoUM/fN99849Zdd91oP6qXW7EQIMik5gJEJk6c6BZddNHoC33MMcf4qzRr+vTpKVO76rZPrbaJ6HPHb1tpu7R9Vn6AHHjgne7nn7PfBiskQHSLTWN8ws+vThKffVbYWJNGEy/ZrjYQtYUUCwGCTGoyQOSKK65I+VJbiiXqIBu/EtGi3ku10sVXnzPe20qLtqeQ8BA/QLTcc0/2GQQLCRCZMWOGW3LJJaPtUK+sfKbbbWTxCaO0FHuyLgIEmdRsgOisddddd42+1Drrtpx16TZPvE1Ei8ZPVPtgQ32++DgPLdoO622rOD88tOyyy21uwYLM3UELDRAZOXJkyvZYBo02GgVvvNeVpXdicwgQZFKzASJqgF1xxRWjL7bqKlnOWtXQHO+dpUUjuC+66KJgDEo10efR54qPMNeiz1+sBnM/OML/HzRokr9qpBgBIieccEK0TRpoeMcdd/ir4P/pNt9f//rXaH9p4igNIiw2AgSZ1HSAiHqaxEc0axCVha5oNF4i3pagRXOTVEsVX32O+FwpWvR59bmL2VU3HgajRk2P/r9du5vd3LnpOywUK0AUkPHZJFU9+OGHH/ZXa3hqNG/btm20n9Qm+MILL/irFQUBgkxqPkDktNNOSzmgPv300/4qOVNhP/8grUUj4S3tLMWg942PxA8Xfc5SFCKMh8FPP/3s9ttvZPTvSy9Nv2+LFSDy0UcfubXXXjvaznrqal0MGlker1StwZhDhgzxVysaAgSZ1EWA6Kx1iy22iL7ga6yxRkGX8pluE2lRO4PmFn///ff9pxWVXl/v47fPaCn17TU/DMaMeSf6d5s2g9y7737pPSP5nELNnDnTrbLKKtE2aw71aizHUm4Kj06dOqV8H0pdaYAAQSZ1ESCiRuV4L55i9INX6XPNnxGflCpcdNtshx12cFdeeaV75ZVX/Kea6HX0enrd+G25cNHn0OcppCR7LtKFweGH3xv97LTTHo+t/at0zymUepMtu+yy0fZr4OioUaP81RqGblvFrzy0nHTSSf5qRUeAIJO6CRDxuzPeeOON/iomOmCru+ziiy+eOKiHS4sWLdyee+7pTj75ZDdgwAD35JNPBqGmM2nNayL6r/6tn+txraf19Tw933/NcNH76v1LHRyhdGEwadKHKT+fOnVO7Bnpn1MMGvMTH6mugYb/+te//NXqnhrM420eWlSVoZhtX5kQIMikrgJEDjnkkOiLrnvnhY6JiFMvJx30t95668RBvhSL3kfvV6zeVbnKFAYnnPBI9POuXe9PeSzTc4pBv8P4NLhaVPKkVLfwqo266sZ7W2nRlUc5wkO1tHS7NP7eBAhCdRcgKsYXb4DdeOONSzIwULPqad72vfbaK7g/7x/8LYteR6+n19XrV0qmMHjrrc/dFlvcGD02btzM6LFMzykWNay3atUqZX9tttlm7o033vBXrSu6qo6P81CD+aWXXuqvVhIqjxMvG6RFt1aBUN0FiLz00ksppU6OP/54f5Wi0pngyy+/7G699VbXu3fvoP1lk002Cc6a4w3BWvRv/VyPaz2tr+fp+eU4o8xFtjDo02ds9Nj++4+MSpxke06xqA5afPCoFrV7af/VG7V3xMuTaFEb2C233OKvWnS64tt5551T3jvc1/379/dXRwOrywCRyy67LPri66yt1oslllO2MPj446/dllsOjh7XOBHJ9pxi0kBR3VLxx+vsvffeFb1qK6bHH388ceavk44XX3zRX7WoNEmbTrb8fasroL59+5bkSh61rW4DRGfzHTp0iP4I1Jun1F1va4FuQw0dOtndfvurwRiPdJoLg/79n4se79DhNvfttz82+5xiU8Vev11EnQ3OPffcps/zrb96TVApnvh8HuGy7777ui+/THadLha1aVx33XUpxUW16MRLDfUffvih/xQgULcBIh9//LFbYYUVoj+I7bff3lTqpNZNn/5p0wHixaYD0R0pB/r775/hrxpoLgzmzfvOtW8/JFpn4MCJzT6nFHRQjXeaCBcFiyoU10oju8YsqYJCvK1Di/5d7MKIvjFjxrgNN9wwsQ/V46tUI9tRP+o6QOSRRx5JmTb1n//8p79KXZo8+aPgSmHPPW9PObjHl8cee8t/WiCXMNBVTLiOSpzk8pxSGT9+fNBZwj8IaoZDdUhQe0I1Ui23M844I2Wq5nBR+1gxCmNmoimidWXjv6/a6OqxTQmlUfcBIqecckr0B6L7u6Uo/1FpasyeOPGDoNTIbrsNS4RFuKj94qSTHnWPP/62/xKRXMLg++9/yvg+6Uyb9on7/PPS3VrSbRiND/nzn/+cOCjq1kyvXr3c1KlT/adVhEbUd+vWLRgY6X9WtX0UaybBdNRLUR03FltssZT31e2/s88+282fP99/CpBRQwSI+rKry2f4x6JbHKW8p1wuP/74s3vhhfebrqrGu513vjVxIA+Xrbe+qekA+kTT1dibTWfjzd/WaS4MQroF5r9XuucMHjwp+PlWW93kbrjhpaxl4QulAXfnnXde4n5+uOhKRd1gS3l2n44Gj6o8/Zprrpn4TFr084EDBxZlDvN01CaoHlwrrbRS4r11taMBrkC+GiJAROMF4qVODjroIH+VmqAz/wkT3g26026//S2Jg3e46LbS2WePCepYffddfgfsbGEQp6sezVbov7fv1FMfS3lcVy4PP1za+VZ0Jq2yMH436viiKWB1JTBixIhgnEkxqcOGxnCoK67KrPvvHS4bbLCBGzZsWFDjqlR0xZ2uGKe6ko8dO9ZfHchZwwSIDB06NOUPaPDgwf4qVUln7AoCBYLf3hBfFCgKlqeeejcIGqtsYeDTfOn+5/C9/fbctEHTpct9wa2tUtIZ/V133RV0842PDUq3rLzyym6nnXYKpkhW28mDDz4YHGCzlaTR41pP6/fo0SOoY5buLD++qEJC586dg1tVpRz7oxDT+8TbALWoR6KudhhRjkI1VIDIwQcfHP0hqarta69ln6q1UnSrSWfpKlyoW1D+wTdcdOtKt7B0KytTt9xqoM82cuR/EldNGtmu0Pvss9I3dKskzA033OC23XbbxFiHUi9qc9DgPJ3ElLqdYcGCBUGvLr+atAYiqgRKIZWqgbiGC5B58+a5tdZaK/qjatmyZdUMkFL32NGjX3cnnvhIymA9f9EtoH79ngkKHIYjwWuFtlEN/a1bD0rZJl1ZDRnyivvhh/KEoEa1q4fe6aef7tq0aRMUafQP+oUsOlhrYqyzzjorKJxZrrEpd955Z2J8jBbNWKmaWkAxNVyAiPq3x0u0axrVSvnkk8/d8OFPuiOPHBbMteGHRbioO6665U6Z8rH/EjVJt7V69HgwsZ177z3CjR0701+95HSAnzJlSnC7SyPdNb6kffv2wXws2UrSqA1D6x166KHu4osvdnfffXfQ20tXAeWkqQA0pbMfHJp07KGHHvJXB4qiIQNE1BMn/CPTPWLdxy4X3ZvWADEdeJZcck230kodm/7QT00cTDXw7/rrX3Kvvfap/xJ1QwUZFRr+titcFDLITu0xRx11VOIKSt2Zr7jiipoZTIna1LABosbLeMG45ZZbzn3wwQf+akWjRlfV5/JLwS+66DJu2WW3cWuuebRr2bK/O+igu4KR3Y108NRtq1tuecVtu+1vo9u16DbXJZc8Fdz2QioFgwLCH/eiIFGgfPpp/Z50oHo0bICIum4uv/zy0R/fjjvuWNRSJ+o6rJHv8TEo/rLQQou47bfv5K699j737rvlnfej2qgh/fzzx6WUjNeihnc1wFdzJ4Fy0i0p3Zryv0u6hVWs2TGBXDR0gMjDDz+c0s1R978LofvfGsiWrr7Qb6GxkNtmm22CM8hZs2b5L9Hw1LX3iCPuT9zWUldg9TZrVGoE98vZa1FbjBrPgXJr+AARdW0M/xjVuP7888/7q2Sl+UfOPPPMlIms/EW3FlTMUVVPS3mrrJ5o5HzHjsMTQaJSLLNnz/NXr1vqdnviiSemdPzQom666q5b7gZ7IESAuF8Hm2266abRH6bKSqi7bzZPP/10UGMrXZfJcNHANZWU14DFcBAa8qNBlCp/ojIo8RBp23aQu/rq5938+aUp/VENNNBPA/408C/+vdIVrAYIMj0BKo0A+X+vv/56SjntTp06pTyuthGNOj722GMTXTrji4rSaVpa1R1iwFbxfPjh16537ycTVyMaSKmaXLU2HqY5+q6p1Ij//VJJknosBoraRIDEDBkyJOWPddCgQcHscEceeWRKY7u/6FaCJgK6/fbbgwFqKJ2XX/7I/eMfoxJB8ve/D3UTJ5a2vlY5qLeeihv63zGVR9FJSSlLnwD5IkA8uvII/2j9GkLxRXM46DbCqFGjyjbKGL/S1ca9976WUoF43XVPaTrI7uG6dDmp7JV2i0HlTVROXVew8e+ZSqCo/DonJqhGBIhHbR8rrrhiIjC0LLPMMk0HqC5BN8pqKX/SyL7++vtgdH6rVhe5Ndbo3PT72cL9/vdLBcUKVTq9VoJdEziluy2qCZ808RNQrQiQNEaOHJlypXH00UcH9YxKWXIbdjNnftJ0NXhOU3CskXIAXn311YNS7dVKvf00dawfHBtttFEw1SxQ7QiQDJ577jk3fPjwog4sRGk99tjjbv31108ckDXmZtKkSf7qFaNu3Kqd5d8i1SRY119/PWXWUTMIENQVXSX279/ftWjRIuXgvPDCC7uuXbsG85BXim579u3bN6W3nxaN7+jZs6ebO7dxytegPhAgqEua2rZ79+6JIoO6JdmvX7+STR2biTpbpJvOVuOEpk+f7q8O1AQCBHVNpWVUAcA/cK+zzjpu9OjR/upFV+n3B0qJAEFDyHQFoIrMpbgCyHQFtPTSS1fkCggoBQIEDSNbG8Txxx9flDaIam6DAYqNAEHD+fDDD0vSC+rRRx+tiV5gQLEQIGhYmto43TgMleLPZxyG5n3ZfffdE69T7eNQgEIRIGh41pHgX375pTv11FODqsvx59XaSHjAigABXPO1qL766qtoXQ0uVaHNdAU2VUutFmtxARYECBDTXDXc8ePHu1atWiUe17TFmiMGaCQECJBGpvk4/GWFFVZwN910EyVv0JAIECCDTDMCalG7R69evZqduRKoZwQI0AzNLLnllltG4aGy/m++WfuTVwGFIkCAHOhKJAyQQw45xH8YaEgECJADAgRIIkCAHBAgQBIBAuSAAAGSCBAgBwQIkESAADkgQIAkAgTIAQECJBEgQA4IECCJAAFyQIAASQQIkAMCBEgiQIAcECBAEgEC5IAAAZIIECAHBAiQRIAAOSBAgCQCBMgBAQIkESBADggQIIkAAXJAgABJBAiQAwIESCJAgBwQIEASAQLkgAABkggQIAcECJBEgAA5IECAJAIEyAEBAiQRIEAOCBAgiQABckCAAEkECJADAgRIIkCAHAy7+Wa3ypJLBkvPo47yHwYaEgEC5OC+4cPdVqutFiwXnHCC/zDQkAgQIAdj7rrL/WOjjYLl+jPP9B8GGhIBAuRgwqhR7ujNNguWm885x38YaEgECJADAgRIIkCAHBAgQBIBAuSAAAGSCBAgBwQIkESAADkgQIAkAgTIAQECJBEgQA4IECCJAAFyQIAASQQIkAMCBEgiQIAcECBAEgEC5IAAAZIIECAHBAiQRIAAOSBAgCQCBMgBAQIkESBADggQIIkAAXJAgABJBAiQAwIESCJAgBwQIEASAQLkgAABkggQIAcECJBEgAA5IECAJAIEyAEBAiQRIEAOnr7vvihAbunTx38YaEgECJCDzz74wJ2y006uR5s2bsqECf7DQEMiQIAc/fDdd+6br77yfww0LAIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAQcMKBwamW7q3bu1O3nFH169rV/fQ4MFu3uef+08HGh4Bgoblh0a25cT27d2U8eP9lwAaGgGChuWHRHPLMW3bug/eest/GaBhESBoWPFw8P30449uzuzZ7pEhQ9wxW24ZrTfozDP9VYGGRYCgYWULkLh/jxwZrddr1139h4GGRYCgYeUaIPM+++y321hNVyOZ+K+3YP5898DAge68Aw90x261leu+xRbeM4DaRoCgYfkH/EzUAytcr/cee/gPR+Kvp+f0+dvfUn7WjQBBnSFA0LByDZCxd94ZrTfgtNP8hyPx1xtw6qkp/87lfYBaQ4CgYWU7sKsR/dP333ePDR3qjv3/RnTdgpo5bZq/asQPi/MPOshNfeqp4FYWUI8IEDQs/4CfbTll552DMMgmvv6Ze+1FcKDuESBoWH5IZFrO3ndfN3ncOPfjDz/4L5Ei/hxNgQvUOwIEDcsPiuYW9ab6aOZM/2Ui8XU1BS5Q7wgQNKz4Ad/3y88/B9PXvj11qht5+eVB+4fWU0mTTOEQfz21oQD1jgBBw8oWIL74YMJb+vTxHw7k83pAPSBA0LDyOeB/+/XX0bqn7bKL/3Agn9cD6gEBgoaVzwE/HiAqqphOPq8H1AMCBA0rnwP+mBEjonVP79jRfziQz+sB9YAAQcPKdsD/5ZdfgnEc77z6qht5xRVRI7qWWy+80F89kO31gHpEgKBhxQ/4uS4nbLedm/vxx/5LBQgQNBoCBA3LD4fmlrP32cfNnjHDf5kIAYJGQ4CgYfkBEV+6bb65O75duyA0bujVyz3/8MN5jUQHGgEBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/B+fSgCN3mY4lQAAAABJRU5ErkJggg==)
PN: 3H32-9-FG
CAS: 377779-74-3
Molecule Weight: 211.062
Formula: C8H7BrN2
![3-Bromoimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-17
CAS: 4926-47-0
Molecule Weight: 197.035
Formula: C7H5BrN2
![2-Bromoimidazo[1,2-a]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H21-9-1M
CAS: 1784089-67-3
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![3-Bromo-8-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H31-9-0Q
CAS: 866135-66-2
Molecule Weight: 211.062
Formula: C8H7BrN2
![Methyl 3-bromoimidazo[1,2-a]pyridine-7-carboxylate](data:image/png;base64,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)
PN: 4H23-9-X8
CAS: 342613-63-2
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![3-Bromo-2,7-dimethylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-5V
CAS: 1335054-56-2
Molecule Weight: 225.089
Formula: C9H9BrN2
TSCA: Not listed on TSCA inventory