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)
| Product Number | 3H37-9-36 |
| CAS | 1221791-93-0 |
| MDL Number | MFCD14584821 |
| Molecular Formula | C8H4BrN3 |
| Molecular Weight | 222.045 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H37-9-36
CAS: 1221791-93-0
Molecule Weight: 222.045
Formula: C8H4BrN3
![8-Bromo-6-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-9-1B
CAS: 136117-93-6
Molecule Weight: 211.062
Formula: C8H7BrN2
![8-Bromo-6-methylimidazo[1,2-a]pyridine hydrochloride](data:image/png;base64,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)
PN: 3H32-D-X4
CAS: 957120-41-1
Molecule Weight: 247.52
Formula: C8H8BrClN2
![3,8-Dibromoimidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABtIAAAbSAFEZN8NAAACJXpUWHRtb2xTb3VyY2UAAHichZTbbuIwEIZfZeTrjY85IkLFtlpppbYX21bau5UJhkYiceWkHN5+x4G0ZOkGERh7PN84/mfw9GZfbWBrXFPaOieCcgKmLuyyrNc5eXn+EaTkZjYtMAgD6yYnr237NmFst9vR4tVUem9rWtiKHNcn+6YcxOwUtW7NJOeC/X64f+qYoKybVteFQaopJ03nvLeFbru3+M8WrNJuW9bsGM4qtz1m+yO5fzjdN0vyeZZbXJsjCqtyY2BlXaVb2EpO8eHfYG1q43RrlrA4oFvREM8+mz7c2eK9MnWLQ5+hLPTmqXXvBToquzHFOybDwc+7nFQCAd3aau6cPoAfebcWoCVoBToEHYGOQSegU9AZaMHxi+sCA4RCrTfGb/Z8eDM5+e7gFj+P3e9pcpw+olDSlycOswQkFTKKQVApedjPFI0yLiGkmVRZb2IqoyTuzcl5ikzQCAUpOiOs+gHzB6iBUAoCSaMwTSAQVHGZQoCKRXHmbaRwjhqqROILJAma3osUT442Db+aKxoLmaJm7EO02XRh6+XZEMplThaCdGr+MqtGngQlYN3SOBTBJ/Ch54AcAl7+D2D+FaCGgC/WOBAOAV/acSAaAr4RxoF4CPi2GT90cgGk4zukQ8C35DiQDYGugccJvz4oXdfwVxhxUb2riLxQ9yqiLg9zpavEP0Xv/7UnRn0y7KyNWX9P4PDiDmFnFwzDa3X2FwzQnuKh0TbWAAA+xElEQVR4Xu3dCbxV48LH8fte3Os1k/Few8Ur89UlVCoqRFcqFMkc0mSe4oaueZ4uGiXVTZJKhVQqJNOh0EhUVJrTpRR53v7bXau1n33Oae9nr3XO3mv9vp/P+nzqrOesvdZz9l7/vdZ6ht8ZAAAc/M7+AQAA2SBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghABBLFx+1FFlLh1r1zadmzUzz952m5lVUmL/KgBHBAhiwQ6N8pZ+99xjfl2/3t4EgBwRIIiFYEAErd8QFEsXLDDjBg40Vx1/vF/mzQ3/B5AfAgSxUFaABE0aMcIv0+Xss+3VAHJEgCAWsgmQVcuX+2Xa16xprwaQIwIEsZBNgPxnxQq/zI2nnmqvTrG3s+aHH8zwbt3M7c2bm/a1apW7fSBpCBDEgn3iL82kkSP9Mt1uuslenRLczvfLlpk7WrRI+1l52weShgBBLJR1gtdD9OXffWcmvPSSubpevdT660480Xw3d25aOU9wO89cf73p1LixKRkzxvy4apVdFEg8AgSxYF8llLbc0LChefHhh82KxYvtX/cFy199wglm+aJFdhEA/0WAIBbssChtaXP00ebhNm3MlLfesn/dFyz/Srdu9moAAQQIYiF44rf9tHq1+eqzz0yPW27ZGA5du9rFUoLbmTN1qr0aQAABglgoL0CCenXu7JebPH68vTptO2qBBaBsBAhiIdsAmTt9ul/ukbZt7dVp2/n111/t1QACCBDEQrYBsm7tWr+chjaxZbsdAAQIYiLbE38wQNqV0hs92+0AIEAQE9me+OdMm+aXu7VJE3t11tsBQIAgJrI98QdbYg24/357ddbbAUCAICbKO/GvXbMm1Yy3e6dOfhn1Si+tQ2F52wGQjgBBLARP/JtaOp12Wpl9PAgQIHsECGLBDongooflN55yinmiY0czftCgVMfCshAgQPYIEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQJA4k0aONPdffLH5cNQoexWAHBAgSBx1KlRHwVtOP91eBSAHBAgSR+NgKUBuaNjQXgUgBwQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEocAAcJBgCBxCBAgHAQIEuec6tXNaVWrmguOO85eBSAHBAgSp8YBB5hDdtnFHH/YYfYqADkgQJA4u28Ijy0339z8Za+97FUAckCAIHF23HFH87vf/c7sscce9ioAOSBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJQ4AA4SBAkDgECBAOAgSJs80226QCZKeddrJXAcgBAYLEWLJkiWnTpk0qPLylQ4cOZtmyZXZRAFkgQBB769atM48++qjZYYcd0sLDW3Ql8q9//cv8/PPP9q8CKAcBglh77bXXzEEHHZQWGH/84x/NwQcfbP7whz+k/fzQQw81Y8aMsTcBoAyJCpCjjurmL9WrdzMzZiyxi6QJlkdxmTlzpmnUqFHG1UazZs3M7NmzU2VmzZplTjvttIwyTZo0MV9++aW1RQC2xAaIlnbtRtpF0hAgxWflypXm2muvzbi6OPzww83YsWPt4imjRo1KXZEEy+sq5eabbzarVq2yiwP4r0QHiJb33//WLuYjQIrH+vXrTY8ePcwuu+ySFgRVqlQxTz/9tPnll1/sX0mj5x+PP/6438TXW3bffXfTu3dv8+uvv9q/AiRe4gPkvPMGm7LODQRIcZgwYYKpVq1a2ol/iy22MFdeeaVZvny5XbxcS5cuNW3btjWbb7552vaqV69uJk6caBcHEi2xAVKrVi//36NGlX6/mwApbHPmzDEtWrRIO9FrOfnkk820adPs4jn59NNPTf369TO23apVK/PNN9/YxYFESmyAPPbYJP/fTZsOMD//vN4uToAUqB9++MF07tzZ/O///m/ayf2AAw4ww4cPt4vn5eWXXzb77bdf2utsvfXWpkuXLmb16tV2cSBREhsgK1euMXXr9vb/P3Dg53ZxAqQA9evXz+y5555pJ/Ttt9/ePPDAA2bt2rV28VD89NNP5u677zbbbrtt2uvus88+5oUXXrCLA4mR2ACR7t1L/P+fdNLzG75Rpncks8uj8nzwwQemVq1aaSfw3//+96Z169Zm0aJFdvFILFiwwFx44YXmf/7nf9L2o27duubjjz+2iwOxl+gA+fHHdebEE/v4P1OglFceFW/hwoXmoosuSoVF8KRdp04dU1KS/veqKO+//76pWbNm2v5sttlm5tJLLzWLFy+2iwOxlegAkf79P/V/VqfOs2b58jXllkfF0O2oe++9N+O20d57720GDBhgF68Uffv2NX/+85/T9k+30x566KHU8ClA3CU+QNau/cU0atTf//mDD25sqllaeURvyJAhZv/99087MW+11VbmjjvuKLgH13qg/49//MNsueWWaftbtWpVM2LECLs4ECuJDxAZMmS6//MaNXqY+fN/631cVnlE47PPPjMNGjRIOxFrOffcc828efPs4gXl66+/Ns2bN8/Y94YNG5rp06fbxYFYIECMejH/apo1e8Ffd+utvw15UVZ5hEvDqbdr1y6j895RRx1l3nnnHbt4QRs/frw54ogj0o5DnRqvuuoqs2LFCrs4UNQIkP9SZ0JvnQZanDlzabnlZcmSH826dZn9R5AdDR/yxBNPpIZTD55wd9ttN/Pss8+mhicpRho2pVu3bhnDquy8887mmWee2eSwKkCxIED+S8OZnHvuYH99hw4jyy3//PNTUj9XX5LOnd8048Z9bX76ifkksvXGG2+YQw45JO0EqwEQb7zxRvP999/bxYuSrjiuueaa1BVI8Dj/+te/mjfffNMuDhQdAiTgnXfmppUpr/wNN7yRUaZ27V7m5ptHp65m7D4l+M0XX3xhGjdunHZC1XL66aen1sXRjBkzzKmnnppxzGeeeab56quv7OJA0SBALK1bD8sIhtLKz5270lx33ShTs2bPjLJa9PNrrx1lRoyYaf7zn7X2ryeOrip0dWEPs66rkNGjR9vFY+nVV181Bx54YNrxa9j4W2+9dcN75D92caDgESCWTz5ZmBEG5ZXXlcbrr39hbrppdOoKxP49LWrZ1bHjq2bYsBlmxYqN/UySQM8xevXqlXquETxx6rnHk08+mbhpZNU/5JFHHsmYXvdPf/qT6dOnD8PGo6gQIKXQyd4OgWzoGcibb36deiYSHGcruBxzTA9zxRXDzaBBU1MP4ePs7bffNmpJFTxRqqVV+/btUy2vkmzJkiXm8ssvT/VgD9bPscceayZNmmQXBwoSAVIKtcBSS6xsy5dGrbP0TKVLl/Gmfv2Nw6UEF73GpZcOS/WGX7gwPrcw1GejZcuWaSdGLerj8fnnmYNWJtnkyZPN8ccfn1ZPGmvr/PPPN/Pnz7eLAwUlUQFSWX75ZX1q5sO7737LnHxy34wg8ZYLLhhievf+xHzzTXG2QlIvcfUWV6/x4AlRvcrVu7yi/Pjjj6kT84svvmjuuuuu1Mn4hBNOSC2HHXaY+ctf/uIv+r+3TuVUXr+n39d2KopeU/sTrLdtttkmtT8aDRgoRARIBdMt7pKSBakhU4JDqNhLy5YvpQZ3/Oqr4uh89u9//zs1TlXwBKhxrDSeVVTDrHv0gP6VV15JNZm1O/Hlu2h72q62H3Xz4jVr1pg777wzNd9IcB/23XdfM2jQILs4UOkIkEr26aeLzOOPv2dOP31ARoh4yxlnDDRPPDHOfPZZ4TX51Ii4tWvXTjvhaeRcjaCrkXSjoqlqu3btmhqV136OkM2iuc7tn21q0evo9fS6uU6Vm4tvv/3WnHfeeRnDxusqacqUKXZxoNLEOkCmTVtixo79KjVUSTGYMWOJefrpD1OBYYdI1arXbTjpNTSHHFIz1Ry2sh+0ag6OSy65JGOYdc3Z8eGHH9rFQ6EWSppx8Kyzzko1f7VP8N6imQmbNWtmbrrpJtO7d+9UXWmsKj24Lo1+rvUqp/L6Pf2+tmNv21v0+toP7U9ULae0P8ccc0za6yrE2rRpU+axABUptgEyefJCc+yxPVIn3379iu9b2+zZy1O3sHQrq1q1x81++11mqlSpYTbffOPtjb322stceeWVZsKECZGdxGy6HaXZ/7bbbru0E5tmCdRsgVHQ0B/9+/c3hx56aMaJ3HttXfGoGWzY85Vre9qutm/PhOgt2i/tXxRDlOjv+txzz5k99tgj7TXVDPjRRx9l2HhUqlgGyKpVa81pp218vtC3b/EFSNC8ecvNU08NMfXqtcg4eXmLbsnom+mYMWMi61uh5wD2t3LNS37bbbdF8sDZ60Pyf//3fxnHqwDTFZAGL6xIej29rh2gWrSf2t8oxvBSR8Nbbrkl48rroIMOMq+99ppdHKgQsQwQdeoLPozWnB9xMXfu3FRHNN2Lt++Re0uVKlXMxRdfbEaOHBnKA+xp06aZk046KeN1zj77bDNnzhy7eCg0hW316tUzXvPwww9PTeSkB86VSa+v/dD+2Puo/db+R2H27Nmp22v2azZq1MjMnDnTLg5EKnYB8vLLG+f2UM/wOXOKoxWTC83R/fTTT5v69etnDIXuLfqmrAeyL7/8cs6TMelBcceOHTO2/be//S112ywKes0rrrgi49nK0UcfbYYOHWoXLwjaL+1fcH+1/zqOqB62azBGO7w0aOO1115rVq5caRcHIhGrAFGT1+OO2ziciIYOSQo9VO3Zs2dqAiN7vClvUfNQTXqkJreaSa8supf/1FNPpa5kgr+v4cl79OgRyS0a0e0he4rY/fbbL3XrrBhoP7W/wf3X8UR1m01/J32BKO3v1L1798j+ToAnNgGi21S6XeWFR6dOY+wiiaFvoHrw26RJk4ypVr1FP9cIuCoXnOho7Nixqc51wbIKpOuuuy6yb7Y60an/Q/BKR/f6O3fuXOm3qnKl/dV+B59V6Lh0fFGd0HWVo8YU9rDx1apVi+xKEZDYBMgDD0z0w6Nx439HNgKuThDvvfdeasIjNadt2rRpqn2+bicEezjr//q51qucyuv3KvqEqCuNAQMGmBYtWmR0UAsGRI0aNTK+PWv5+9//Hum99aVLl2Y8X1HT1VmzZtlFi4r2326Cq+PU8UZFz6pOPvnkjL+hmlarvw4QtlgEyIQJc/yxqzRY4ZQp39lF8qIPn4aU0LMGtTqyP6C5LPp9bUfbq+gPtZ6BaEgRDdlRWiui4KLWPa+//rq9iVCpQYBeJ/i66vUdl6apOg4dj12vOu4oqW+K3VpOV0EV1dQbyVH0AbJo0Q+mQYONgxX26vWxXcSJegPfd999GbPmbWqxhy3f1KLt63X0ehVJrbM0P4WapAanlFXLrsceeyyypsAeDaoY7Fex4447mmHDhtnFYkHHpePzjlXHHfWgkgqvBx98MK2XftRDsSB5ijpA1MO8TZvhfnjo3/n2Op8+fbq54IILMloeeYseWJ5xxhmpKwiNT6RB99QruzT6udarnMrr9+wHnt6i19Pr6vUrmoYc8fZDt12iph7WwdDSCXXq1Kl2sVjR8QUDU8dfEaMJHHnkkf5rMmkVwlbUAaKrDS88dBWyeLF7ZzZNLarnBHbzUS2aw1pXCZ988on9a060HW1P27VfS6+v/ajIqU7Vgst7/bp169qrQ6Vv3sHwOPjgg1PDvyeBjlPHGwyRqK9Egs9hCBCErWgDRM859LxD4aHnH3oO4kK3ctRCxn62oQfOV111VWihURZtX69jP+DW/mi/wugIuCkVFSC69x/8Fq6TW5QPlQuRjjd4Uld9RPlMhABBlIoyQNTCSi2tvKsPtcBy8dFHH5mqVaumnbi333771BzVFT1YnV5Pr6vXD+6P9k/7GaWKCBCdOIPfvvXvpM5KqOO26yKqICVAEKWiDBD18fDCw3WoEs3HHWyrr4fHeqAc1Qc5W3p97UdwmBLtp/Y3KlEHiPo/BJvqahDIpNy2KouOX/Xg1YnqJ4p+IgQIolR0ATJ06MahStTrPNcJl9QPQ88YvA+VFo2mOnGi21VMVLQ/9uiz2u8o+pFEHSC6FedtX62R4v7APFuqh2DrLNVT2AgQRKmoAuTrr1ekxrfyAmTIkNxaLKkntU6QwZOyBh2MYiTZMGi/tH/B/dX+h90jPMoAUU9orymprqri2lTXlerDu9pUPYXdc5wAQZSKJkDsoUo04m4u1FQ12OpJQ3loGI9ioP0MDkmi4whztr+oAkRDbATHtlKnOmQKdjZUfYU5ACMBgigVTYA89FD6UCWa8yNb+sYenCtbvbDHjRtnFyto2t9g73EdT1hXIlEFiEaj9barE1lcepiHTfUSPNGr3sJCgCBKRREgb78913moEj0zOP744/0PkXqKR900Nyra72BPdx1XGM9EoggQzYfh9alRI4BiH9sqaqofr1GH6i2s+UQIEESp4APku+80RPu9/tVHz565jR8VfGCuJrLFGh4e7X+wqa+OL19hB4haEwUng9LotNg01ZNXZ6q/MFplESCIUkEHiD5ATZu2N3vueaapWvUa07r1izkNVaKmr96HR88Qiu22VVl0HMFnIvk28Q07QDStq7c9jfCb60RWSaV6Co6IrHrMFwGCKBV0gNxzzz1miy22M9ttd6g5+OCzU1cj2VLnu2A/j2J5YJ4tHY93bDrOfDobhhkgmuQoOId5sUwGVShUX17dqR5Vn/kgQBClgg0QzZ3hTZDz+99vZoYPf8MuUiYN/3HggQf6Hxx1zIsjHZd3jDpe12FPwgyQfv36+dvSyQu5C570VZ/5IEAQpYIMEA07HbyUb9++vV2kXMGOaxouvVD7eeRLxxUcbt61I1pYAaL5JoKdHwt1DvNCp3rz6lD1mc88HgQIolSQAdKyZUv/Ta+Z/XJpaaRRbL2BEdWapdB6mIdNx+e1dtJxu4ziG1aAaCKj4N8tnxNfkqneVH9eXapeXREgiFLBBYimfvXe8FtttVXOw14EW13F9daVLXgry6VVVlgBcuaZZ/rb6du3r70aOVD9eXWpenVFgCBKBRUgmnt7m2228d/w3bp1s4uUS5Mxed/G1dS1okfUrSw6Tq9pr44/10mpwggQ9Z72Gi2owyMtr/Kj+vM6jqpeXXunEyCIUsEEiB4AB2dPc/nWpRn9vN/X0OhJouP1jl31kIswAqRr167+Nlq3bm2vhgPVo1enql8XBAiiVDABEhwPaO+99875G5fmFPemodXkTEm5+vDoeL1JqVQPucyxHkaA1K5d29/G+PHj7dVwoHr06lT164IAQZQKIkBGjhyZNiLp22+/bRfZJE0R631QNMNfEum4vTpQfWQr3wDRmFxeeGuGPR6eh0P16M3gqPp1GfuMAEGUKj1AFixYYHbddVf/Td6lSxe7SFaCzUeLfbgSVzpurw5UH9nKN0CCnd8uuugiezXyoPr06talUyYBgihVaoDYM9Xp5OUy/k9JSYm/DQ11nmTBIetVL9nIN0CCtx/j1uO/sgVHHHAZDp8AQZQqNUCCt5122mkn880339hFsnLXXXf527n//vvt1Ymi4/fqQvWSjXwDJDhUvuvfEKVTfXp1q3rOFQGCKFVagLz//vv+UCVahgwZYhfJWv369f3tJPX2lSd4G0v1ko0lS5amxhzTUr/+qfbqcqk3vNd0WmM3IXze2GKq51xHVSBAEKVKCRANVbL//vv7b+y2bdvaRbKmXupez/Odd9458Q9wdfyqB9WH6iWbXvzLlq00u+xyQmo5/fQr7dXlmjx5sv93bNasmb0aIVC9enWs+s4FAYIoVUqAtGrVyn9TH3bYYVmd5Mry7rvv+tty6TsSR8Ee4aqfTVm+/AdTtep1qaVVq6fs1eUaOHCg/1o333yzvRohUL16daz6zgUBgihVeIA899xz/hta35A///xzu0hOevfu7W/vn//8p706kVQPXp2ofjZlxYo1/oRdl12WW0ufXF8LucvnPU6AIEoVGiCatnPbbbf139DPPPOMXSRn+Xw7i6tcrwryCZDzzjvPf61srnaQu+BVtuo7FwQIolRhAaKhSo466ij/zRzW/fLg/eEpU6bYqxNJ9ZBLPecTIKeccor/WnPnzrVXIwSqV6+OVd+5IEAQpQoLkOuuu85/I++11145D1VSluAQGsuWLbNXJ5LqwauTbIbAyCdAjjvuOOo/YsG/p+o7FwQIolQhATJ48OC0oUreeustu4izYB+EdevW2asTSfXg1Uk2fQfyCRDqP3q5/j2DCBBEKfIA0bcnhYb3Jr799tvtInnxZi7ccsst7VWJpvpQvah+NiWfAKH+K0Yuf88gAgRRijxAgvfjdRUyYcIEu0hedt9999S21ZMdG6k+VC+qn03JJ0Co/4qRy98ziABBlCIPEPn73//uv4ldhmovD9+AS5fLN9Z8AoT6rxi5/D2DCBBEqUICJIzJosrCPfhMud4zzydAqP/o5fr3DCJAEKUKCRCxp6t1nWHNRiusTLTCihdaYaFQVViASLBH7VZbbWWmTp1qF8kZ/UAy0Q8kXugHgkJVoQEiLVu29N/Qhx9+eF7jYAk90TPREz1e6ImOQlXhAaKReL0Hr1rat29vF8lJPuMExVWu41PlEyC5vhZyl897nABBlCo8QOS9995Lmwtk6NChdpGsMRpvplxH480nQHK92kHu8rnKJkAQpUoJELn33nv9N3aVKlWcZ7JjPpB0LvOB5BMgzAcSPeYDQaGqtADR3OcNGjTw39zHH3+803zowoyEG7nMSJhPgDAjYfSYkRCFqtICRBYsWGB22WUX/w2e6/1dD3Oib+QyJ3o+ASLMiR4d5kRHIavUAJERI0b4Ay1uvvnmZuLEiXaRTSopKfE/JH/961/t1Ymi4/fqQvWSjXwD5JprrvFfs0+fPvZq5EH16dWt6jlXBAiiVOkBIldddZX/Jt9nn302nNBW2EU26dBDD/W3kdTbWMHbV6qPbOUbIK+88or/uhdddJG9GnlQfXp1q3rOFQGCKBVEgPz000+mWrVq/hu9efPmdpFNuu+++/zfVyAlUTCIVR/ZyjdAVq5cmbp61OvuueeeiW/IEBbVo+pT9ar6VT3nigBBlAoiQGTGjBlm66239t/s3bt3t4uU69tvv/VPYtrOkiVL7CKxpuP16k/1oPrIVr4BIsEhZcaPH2+vhgPVo1en2QxJUxoCBFEqmACRXr16+W92DXUybdo0u0i5LrjgAv/3b731Vnt1rOl4vWNXPeQijADR2Gbe67du3dpeDQeqR69OXceOI0AQpYIKEDn77LP9N7xanej2VramT5/uNyndfvvtE3MVouPU8eq4dfyqh1z8+OM6U736bwHSocNIe3VWNET/H//4x9Q+bLfddmb16tV2EeRA9ad6VH2qXl2nQCBAEKWCCxDd5/3LX/7iv+k7duxoFylXixYt/N+95JJL7NWxpOP0jlnH76J370/MpZcOMx9/vNBelbVgD/i+ffvaq5ED1Z9Xl/mMsECAIEoFFyCi4Te85xlq4ptL65OvvvrK75mub+MuzYKLiY7Pu+rScev4K8vw4cP9k5UGyuRhuhvVm+rPq0vVqysCBFEqyACRu+++23/ja2iO+fPn20XKdOedd/q/e8ghh+Tce7dY6Lh0fN6x6rgrk058webU+YxxlmSqN68OVZ/5BDEBgigVbIBoWJN69er5b379O9uhTjQD4oEHHuj/blxvZQVvXel4ddyVrV+/fv4+6eSF3AVP+qrPfBAgiFLBBojoqsMbGFCLrkqy9dFHH/kPdbXErYd0sIeyjlPHWwh++eUXf+wmLbncfkR6p0zVo+ozHwQIolTQASL6QAWHOslmeHLPk08+6X94ttxySzNu3Di7SFHSceh4vGPTcRaSYHNszf1Ci6zsqJ6Cc+WoHvNFgCBKBR8gopZY3odALbRy6ZEbbJWlpq7FPsyJ9t9rsqvFtdVVlHSrsXr16v4+du7c2S6CUqievDpT/WV7y7Y8BAiiVBQBor4gwRFf1VckW5oPQ0PFe7+72267FW2IaL+1/96x6Liyme8jyOswqEV9P2bMKL+vTLB8Lj744AO/dZhusc2aNcsuggDVj3fLVfWm+gsDAYIoFUWAiHqlq3e692HI5fJeVyzBAFIHrWK7naX99TqWadHx5HIl5gkGgpZ27crvOOgaIHLFFVf4+6sT2bp16+wi2ED1EjzRq97CQoAgSkUTINKjRw//w6BxnzR+VrYWLlyYNtS5niEUy4N17WfwmYeOQ8fjwg4QLe+/X/a4WfkEiHpP//nPf/b322U48iQIDoev+nLtdV4aAgRRKqoAEY3U630gNIJvLkOd6Bt73bp1/d/XcvHFFxdsPxHtl/YvuL/af5crD48dHlrOO2+wKaurQT4BIhMmTDCbbbZZat/VGGLYsGF2kURTfXiNRFRPqq8wESCIUtEFiOYK0Zwh3oci16Hb9cwg+GBdizprFVqPde1PsFOeFu13rs88bMFAqFWrl//vUaO+tIum5BsgEuzYueOOO5qpU6faRRJJ9aD68Oomio6gBAiiVHQBIjq5Boc60ayGuVLT12A/EW1HHfOWLl1qF61Qen3th/etVIv2M6ymusFAeOyxSf6/mzYdYH7+ObPVTxgBotZEJ510kn88e+21l5k3b55dLFF0/KoHr05UP2G0urIRIIhSUQaIBL/Val51za+eK3W+q1q1qr8dLWoiq6HRK3okX72eXjfYRFeL9i/MToLBQFi5co2pW7e3//+BAz+3i4cSIKJgPPjgg/3j0r+XLVtmF0sEHbddF1F9cSFAEKWiDRB9WzvhhBP8D0eDBg2cvsFp+A+FkTcAo7foIb1uj0Xd5Ffb1+sEJ9PSov3RfoU9PIkdCN27l/j/P+mk583q1T+XWz4fc+fO9WfY06KTW1QnzkKl4w2e1FUfqpeoECCIUtEGiGjWvSpVqvgfkHvvvdcukjWNYqtnDF7fheCiVk+aIjasMNF2tL1gqzBv0etrP6IaVdcOBM0FcuKJffyfKVDKK5+vzz//3Oy0007+8erbd1JuZ+k4g1ceqgfVR5QIEESpqANEgiOXbrHFFua9996zi+REkzFpRj/vGYu9KLDOOOMMc9ddd5lBgwaZyZMnm0WLFtmbSdHPtV7lVF6/Fwy84KLX0+vmOhlUrkoLhP79P/V/VqfOs2b58o0P6ksrn69JkyalhYi+hcf9wbqOL3j1peNXPUTpm2++SbuyHTt2rF0EyEvRB4i0b9/e/5BoLKHvv//eLpIzXd3oKiE4XHo2S7CneDaLtq/XyWUO83yUFghr1/5iGjXq7//8wQc3tkgrrXwY9M07eEJVa6S4NvHVcQVbW+m4o7zyUEu9Ll26ZNwWVcOM8847r8Lea4i/WASIPjDBCXhatmxpF8lLSUlJ6gqifv36Gc9Kcl30+9qOtqftVrSyAmHIkOn+z2vU6GHmz19Vbvkw6N7/QQcdlFY/6lQXlx7rOo5gJ0EtOt4on3kMHDgwrZm7lmCLPi0KFj1fy7dJOBCLABHdIggOddK7d2+7SCj0odNtsmeffdbceOONpmnTpqmH+QowDfToLfq/fq71Kqfy+r3K/tCWFQjr1/9qmjV7wV93662/3e4oq3xY9FA52MRXi+7bF/vYWdr/4PMHLTrOqBoNfPzxxxmdZBUcF154oZkzZ07qC8s222yTtl7v0xdffNHeFJC12ASIdOvWzf9w6MMyc+ZMu0isrVnzsxk9enbq5N+585tm1arMFlzlBYI6E3rrNNDizJlLyy0fFrWe0zfi4HMn9X3R6LSVHbi50v5qv4N9jHRcOj6XVoKbsnjxYnPppZf6vf29pUaNGub9999PK6v5dc4///yMKxINyqlndUCuYhUgcuaZZ/ofjCOPPDL0ZrCFRq2oRo6cZW644Y20nuVacu3XoeFMzj13sL++Q4eR5ZYP2/jx49PGztKiZ1rFMimV9jM4n4cWHY+OK2y6PfbQQw9l9BvS6z3//PN28TR6eH/sscem/Z4C6PLLL6/w/k8obrELEA1Et/fee/sfjDgO4Pf99z+ZYcNmmCuvfM3UrNkz7STvLfXqPWe++CKzo96mAuGdd+ZmbKu88mHT30+j0drNqY8++uiCnWNd+6X9C+6v9l/HEebAiB6NvGB3gNVgm//4xz/MDz/8YBcvleZZ1yCdf/rTn9K2s8MOO5hHHnkkNs+hEK3YBYi8/fbbaQP4vfrqq3aRorNs2WozePA007btiA3fHntknNy1qAmubl+NGTM7dTurNNkEQuvWwzK2XVp53eLq1etjM3eu++COZdF8GMFJqbxFz5b69u1b6be29Praj2DjDW/Rfoc1n0eQmng3bNgw4/XOOuss8/XXX9vFs6K+IRoBIXjLTcuBBx4Yi88NohXLABE1Y/Q+DLvuuqvz8OeVadGiH8yAAZ+Zyy57ZcM33O4ZJ3QtutK4/fZxZsKEOanmuJtSXiB4PvlkYcbrlFa+YcO+qZ+r1ZbG1frhh3BvF+qZgeZ9Cc6x7i2aG0VjhkVxe6g8ej29bnBuFm/Rfmp/w37WoQFENVqB+jkFX09zwoR1/Oq4Grz96y2nnnpqTtMmIFliGyD6EAdbpagFjC7bC52az/bpM9lcfPHQjBO4t2jIkTvvnGDee++bUgdALE95gRDUseOrGa9ra9Vq4/MSb7+GDp2eatEVpl9++cX0798/Y3Rib1G/iosuuih1S0ad58Kk7Wm72n6w30pw0X5p/7SfYdL2nnnmGbPzzjunvZ7+rwYjYb+evPnmmxkjJCi4dCtYQQYExTZARB/+YI/n+++/3y5SEObMWWF69izJOCEHl1NP7bdh/98xH300P68TdHmBEKTbU2qJVV55PYvRPh1zTPotNR3Hxx+Hf8WnLwDDhw9P3bKxb7kElwMOOMA0a9bM3HTTTanm3HporFs8ZT0g1s+1XuVUXr+n39d27G17i15f+6H9ieKLSWWeyCsjuFCcYh0gMmTIkLQPoN20sbLMmrXUdO36oWne/MWMsPCWxo3/bR59dJKZPDn8k3GYZs9enno2Y+9/p05jzMKF0Yy/pIfTXbt2NXXq1MlowprNsvvuu2f8bFOLXkevp9eN4uG4FNKtpIq4dYbiFvsAkbZt2/pv/v333z+UoU5c6MFqly6Pm7p1rzaHH35PxglXizrzPfXUB2bq1MX2rxc8PYfRvCLB41HT4m7dPirzoX4Y9PdUE1p9O9fJzT755rNoe9quth/l+6aQH2ZH8fAe8ZCIAFGLmcMOO8x/47dq1couEhm1CNMJyBteYqut9jF77PF3c9BBN/sn2RYtBqVOsl9+mdnsttisW7c+9QwnOM+IFo219dprX9jFI6GpgNUxTr2s1QNbnec0KoAWvQ+CIwbo/946lVN5/Z5+vyKmOi6m5rRhNB9GvCQiQESD1wXHsdKHNgq6P6z71+3atcs4KWjZYosdzM471zFNmtxrevb8KJImsIVAzY67dBmf0XrskkuGmWnTSn8WkTTF2KEvnw6MiJ/EBIjowaD3ht92221DG29JH6rXX3/dtG7dOjU7oh0a3nLccceZBx98cENozLc3EVsKC4VGMEQUKgoXhUwSxWFIkVyGUEF8JSpARK1rvDf7UUcd5TzUiW6LaZhuzeGh2w12WGjRh0u3RjSfedKH0Nbtq+CQ8Vp0m0u3u3TbKwl++umn2A1qWN4gji7TTKO4JC5ANB/1Xnvt5b/Zr7vuOrtImXRPXMNln3POORknAW9RixX1OenevXuZE00llR6k61mPPWaXHrzrAXycvfTSS2bfffdNe6/EaVj10oaR11X+3XffnQpOxFPiAkQmTJiQNtTJa6+9ZhfxqeWNhqzQlUtZc4Go5cxpp52W6kMQVfPOOFHTXjXxDYaIFjUFVpPgOJkyZUrqKjT4fonrxE5lTWSlASYHDx5sF0cMJDJA5Pbbb/ff4JpF8LvvvvPXac4Gzd+htvd2s0pv0dwjaq/fr18/5pp2pM6GdudJdUpU50R1Uixmegjepk2bjGcEmiPk3XfftYvHijrwqqWj/ZmpV6+e+fTTT+3iKGKJDRC1lqpdu7b/5tYDTD1kb9CgQZnzoeu2lT4Yuh1REU08k0C96jX8iYZBCQZJnTqPmz59xpiffy6uXs9qUPHoo49mPBfbY489zHPPPRdJr/VCNXHixIxRivXZUr+sqCbWQsVKbICIphYNzlVd2qL1GgdJQ1ZwLzc6GohRAzJqYEYFSNWq15jddz9lw79PMmPGjLGLFyTdCrWn6NUVbKdOnRJ7larA1K1du+e/PlePP/74hi8I0XUwRfQSHSDy1FNPZYSGRu+97LLLzOjRowuqI1cSqF9M+/YvmL33PnfDt/hq5ve//+0WYpMmTcyXX35pFy8ImvmyUaNGGe8jPTebPXu2XTyRVq1aZW6++eaMW8IHH3ywGTVqlF0cRSLxAfLwww/7b2YNxz1u3LjQh+NG7saN+9BUq1Yn7WTzhz/8ITXQoU5GhWDlypXm2muvzRgrSnOEjB3725zySKcvAU2bNs0IWzVCCatfls27rfj00087N9tH6RIfILVq1fLfxHSAKiy6vaHbHPZtRt0OUSOHynqeoC8YaqZtdxqtUqVK6iTFaLWbptuS9vD8+oJw/fXXhz7mmAa/9F5DXxLVfwvhSHSAqEewN3WqpsGtrBMSyqcHrnrwajdu0Mx/elBbkdQEvFq1amn7oSuQK6+8kibcOdIXhH/961+p4A3Wp24h9+zZM7Q7ARolwp4i+cQTTzRTp061iyJHiQ4QvXm9N9TVV19tr0aBURPQ+vXrp50ItKhlXNgTSdnmzJljWrRokfHaJ598spk2bZpdHDlQ594OHTpkfEE48sgjzVtvvWUXd6LtaHvB7ev19Lp6fbhJdICoXbr3ZtKouSgOL7/8cqpzWvBkoH456sS2enW442tplNnOnTunRp0Nvp4mm1LLPIRHVwS6MgjWsxaN/KAWk/nSFY2ubHSFE9y+roD0ZZIWYblLbIBoMDivk5fa6Id1uYyKoSbV99xzT2q4jODJQMNpvPDCC3ZxJ+okak9jq1FoNSAmrfOio2cUelYRrHeNAqHOv2H0v9IzFj1r0TOX4GvomUyxNBkvFIkNED0E9d44ur+O4qQB+zRwnz2yrQb400B/LjTxV7BxhRbdQ9doy4xvVjHUWkpTUG+33XZpfweNY6f558OgVl9q/RXcvpZCbjJeaBIbIMEZ1vjWUfzUgq5mzZppJwJdYWrIcV1tZmPhwoWpTqP2A1dNY1tSUmIXRwXQEEOXXHJJxt9EUyN8+OGHdnEn6oei/ijB7au/ivqtFEqT8UKVyABRaxnv8nXnnXfm3meMaOBLTW4UPBnotpMmQSrrtpO+7d57770Zt8PUMm/AgAF2cVSCjz76KBUawb+PQuXiiy9OG8fOVXlNxtWTnhaapUtkgGg2Qu8NotsSiBc9+NY0q/aDb03HqmlZg4YMGWL233//tHJ6IH/HHXeE/kAe+dPtq+B0DFp0m+u+++4LpZNgWU3GNaZXRTcZLwaJDJDTTz/df2O8+uqr9mrExNdff22aN2+ediLQotuXr7zySqlNgs8991wzb948e1MoIHqQrgfq9vQKevA+dOhQu7gTNRkPttL0lopoMl5MEhcguqfpfTPViKlhfGtBYRs/frw54ogjMk4GwUWzU77zzjv2r6KAqWmvmvjaf0vddvr888/t4k40j4ndZFzznajJeBwmAstX4gJE97S9N4LmpUYyaHiRbt26ZQw/orlgNCwKzbiLl/pw2Z0E1YAirE6CajKumRXtZ2RhNhkvVokLkLPOOst/A+j+N5JlxYoVqTlfNPzIKaecEvq4S6gc+gKg5172s4uddtoptE6CUTQZL3aJChDdO/Wm29TkUDwkBeJFXwhuuOGGSDsJqsl4jRo10ravK56OHTubpUuT9YUkUQGi+5neH1zjGgGIJ3USbNy4cdpJXkuYnQSDTca33HI3s+uu9czf/na9ef75TzZc8STjlmiiAiQ4T/PAgQPt1QBiprROgmHOK/PbWGm3m912O8bsvXdLc9hhd6Zm1GzW7AXz9tv5j99V6BITIHoQpg5legOp+V9SpxgFkqa8ToJhzSszb953pmPH51LhEVw6dBhpvv56hV08NhITIOpA5r1xNCMagGQpq5NgmPPKlJQsMC1bvpQWIsce28M89NDEDVc88esykJgA0ZAH3hvm+eeft1cDSIio55VZv/5XM3jwNHPiiX3SgqRBgz7mpZemptbHRSICRJew3qxnuv+pppwAki3qeWV0xfHww++mrkCCQXLOOYPMhx/Ot4sXpUQEyLvjx5t9d9jB7Lr11uaMxo3t1QCKiDqFatSAMPrwaCSKqOeVmTNnhenY8dWM5yM33PCGmT8//wf5lSkRAfKv224z9ffd1xy7555mcEhzCQCoHO3bt0+d5NVJ8Mknn4y0k6CG8g+rk+DEifPMGWcMTAuRmjV7mqee+sD8+GPpI0UXutgHyK/r15vrTzrJXPK3v5lWRxxhvl++3C4CoIioL0fwJK9OgqNHj7aLOSltXhkNG695ZcKYTEz9Q/r3/9SccELvtCA55ZS+ZsSImSaEBmEVKvYBMqukxFx+1FGp5RFmHgSK3rfffluhnQS9ZeN0xvlf8axYscbcffdb5uiju6cFyYUXDjGffpp/UFWU2AfICxv+4F6AjB80yF4NoEi98cYbFdBJsHPavDJbbLGdOeaYFmbs2Ml2cSczZy41l132SlqIVK/ebcPrvmkWL85//veoxTpA1EHoplNPTYVHm6OPNiuXLLGLAChiev7xxBNPRNpJMDivzLbbVt1wZdLUHHRQp1A7CY4ePXvDVdW/04KkTp1nTa9eH5u1a3+xixeMWAfI7E8/9a8+HmDmQSC21EmwXbt2pXYSDGuel7femmjq1bvE7L//FaZatcdTJ3mvk+D33/9kF8+ZgqJnzxJTu3avtCBp2nSAWbKkMK9GYh0gLz32mB8gY2h9BcTeZ599VmonwbBmmlQnwEGDSiLtJLhokW6dvZm6leVtf+TIWXaxghDrALnl9NN/u3214VvIsoUL7dUAYqoiOgk+8sikjE6CZ58dXifBKVO+M23bjjDt248s2GFQYhsg82bM8K8+7rngAns1gJijk2D0YhsgQ596yg+Q1/v0sVcDSAh1ErzoootK7SRYUlJiF3cSx06C2YhtgNx25pl+gCwOYYA0AMXtgw8+KLWTYOvWrekk6CiWATJ/9mw/PP7ZsqW9GkCCqZPgnnvumRYkGzsJ5n+1EJdOgtmIZYAM797dD5ARPXrYqwEkXGmdBLUccMABZvjw4XZxJ+okePnlw9NCxOskqJZWcRDLAPnnOef4AbJgw9UIAJQm2EkwuDRs2MjMmBHOuWPMmNI7CarPRyF3EsxG7AJk0bx5fnjcftZZ9moAyDB+/HhTrVo1P0C22movs+eejcydd74caSdBBYsCpjz2FcyMGeWPqBEsH7XYBcjrzz3nB8jQp5+2VwNAqdavX2+6d+9u9thjH7PTTkebffa5wBx++H2mfv0+ZtCg6DoJatGtri++WGYXTwmW09Ku3Ui7SBoCJA/3nH++HyDzZs60VwNAub7/fpW5445e5tBDO6WdjMPsJKiH6RdcMCRt+7Vq9Sr12YgdIFref/9bu5iPAHG0dMGCVK9zhcetTZrYqwEga3PmLDdXXvlaxslbnQS//Tb/2RDVrHf48JmpZr7arlptlTY4o/36Ws47b3CZzYIJEEej+/f3rz5eevxxezUA5EydBM88M7pOgtrGwIGfm3femWuvSgm+rq5SvH+PGlX63CcEiKP7L7nED5CvPvvMXg0ATsrqJNiwYd/UVURZVwNhCL7eY49N8v+tUXq1XzYCxIHm+tCcHwqPmxo1CmUeAAAIKquToJ5nRNVJMPg6K1euMXXrbgwxXbnYCBAH4wYO9K8+Bj70kL0aAEJTkZ0E7UDo3r3E//9JJz1vVq9On2LXLh+l2ATII1dc4QfIrI8/tlcDQOhK6ySovh5hdhK0A0HPTILzkShQyisfpVgEyH9WrDBXHHNMKjyuP/lk8+v6zPuCABAFr5OgepcHT97ZdBLMRmmBoOcx3s/0usuXrym3fFRiESDBwRP/ff/99moAiFxZnQQvu+yV1C0vV6UFgkKrUaP+/s8ffHBiueWjEosAkbEDBpgBDzxgVi1fbq8CgAqjh+kaeTd4ItdDdz1810P4XJUVCEOGTPd/XqNGD38Cq7LKRyE2AQIAhUKNQDUHiNdJ0FvUDHjYsBl28XKVFQgaWqVZsxf8dbfeOrbc8lEgQAAgInrgrQ6H6njondR1NZLLHOflBYI6E3rrdOtMt8rKKx82AgQAIqbbSxoCRSf1Vq0G5zQwY3mBoCudc88d7K/v0GFkueXDRoAAQAVZtmx1qb3Hy7OpQNAQKMEymyofJgIEAApYNoHQuvWwjPAor3xYCBAAKGDZBMInnyzMCI/yyoelIALE68NR2tKxdm3TuVkz8+xtt5lZJek9LgEg7rINhI4dXyVANrX0u+ceepoDSIxsA0EtsOxOjFEruAAJ0hSTmiRKAyVedfzxfpk3N/wfAFC5CjpAgiaNGOGX6XL22fZqAEAFK5oA0RAlXpn2NWvaqwEAFaxoAkQj7nplbjz1VHt1ir2dNT/8YIZ362Zub97ctK9Vq9ztAwByUzQBMmnkSL9Mt5tuslenBLfz/bJl5o4WLdJ+Vt72AQC5KegA0UP05d99Zya89JK5ul691PrrTjzRfDe39Mnng9t55vrrTafGjU3JmDHmx1W/jVIJAAhPwQVIWcsNDRuaFx9+2KxYvNj+dV+w/NUnnGCWL4pmjmIAQBEFSJujjzYPt2ljprz1lv3rvmD5V7pF3wYaAJKs4ALE9tPq1earzz4zPW65ZWM4dO1qF0sJbmfO1Kn2agBAiAo+QIJ6de7sl5s8fry9Om07aoEFAIhOUQXI3OnT/XKPtG1rr07bzq8aKB8AEJmiCpB1a9f65TS0iS3b7QAA8le0AdKulN7o2W4HAJC/ogqQOdOm+eVubdLEXp31dgAA+SuqAAm2xBpw//326qy3AwDIX8EHyNo1a1LNeLt36uSXUa/00joUlrcdAEC4Ci5ANrV0Ou20Mvt4ECAAUHEKPkD0sPzGU04xT3TsaMYPGpTqWFgWAgQAKk5BBAgAoPgQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACf/D0tGhLhvGlEwAAAAAElFTkSuQmCC)
PN: 3H37-9-00
CAS: 1221792-63-7
Molecule Weight: 300.941
Formula: C8H3Br2N3
![6-Bromo-8-methylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H31-9-0L
CAS: 217435-65-9
Molecule Weight: 211.062
Formula: C8H7BrN2
![Imidazo[1,2-a]pyridine-6-carbonitrile](data:image/png;base64,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)
PN: 3H37-1-2M
CAS: 106850-34-4
Molecule Weight: 143.149
Formula: C8H5N3
![Imidazo[1,2-a]pyridine-6-carbonitrile hydrochloride](data:image/png;base64,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)
PN: 3H37-5-0L
CAS: 1934299-50-9
Molecule Weight: 179.61
Formula: C8H6ClN3
![8-Bromo-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-B-1H
CAS: 1277178-00-3
Molecule Weight: 265.033
Formula: C8H4BrF3N2
Melting Point: 184-186 ℃
TSCA: Not listed on TSCA inventory