![3-Bromo-7-chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-D-08 |
| CAS | 2594436-02-7 |
| MDL Number | MFCD32857213 |
| Molecular Formula | C8H4BrClN2O2 |
| Molecular Weight | 275.49 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-D-08
CAS: 2594436-02-7
Molecule Weight: 275.49
Formula: C8H4BrClN2O2
![Ethyl 3-bromo-7-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-D-13
CAS: 1427460-50-1
Molecule Weight: 303.54
Formula: C10H8BrClN2O2
![3-Bromoimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAACJnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIE6RtRgwoN2AtgP2Nii2khqIrUJ2rn8/yjkWN50DWxAl8iMtktbkbletYGNcU9o6I4JyAqbObVHWy4z8ev02SsjddJKjERrWTUbe2vZ9zNh2u6X5m6n0ztY0txU56Me7puzZbBW1bskk54L9fnp86ZhRWTetrnODVFOOm27z0ea67b7iPyFYpd2mrNnBnFVuc/D2R3L/crprCvLvLPeomyEKi3JlYGFdpVvYSE7x5V9gaWrjdGsKmO9xW9EAzz6dPD3YfF2ZukXReyhzvXpp3TrHjcquTL5GZyh8f8hIJRDQra1mzuk9eMlvawFaglagA9Ah6Ah0DDoBnYIWHAfqBRoIhbleGR/sdf9uMvIT7sGPHzhOj5e/OsyTzMgIy5OkEYw4VcLPx7WgUvIAJBUyjEDRMOUSAppKlUJEZRhHp+m4eTQ5AoJGQRoT2PsQkkYqCr1rxWUCmCrF0/MSI/MwSv0cqk4tVSzPS6R5fJiToL8OgySGEeZYKIVZY+e0TSdzWxcXIpRFRuaCdPl8NotGHlNKwLrCOOxS78CbXgKyD/gCnAH5GaCugGA4QtAHfHHPwOwzIOwDvhWGgagP+MYZBuI+4NtsGEj6gG/KYSDtA10LDxNe3ytd1/I3GHF18pvIh4If/qobjLoq4U3kQ9VPP+51o7CLPmanqwLFq2uEXdwxDG/W6V+ddp8UPPNsGAAAP4FJREFUeF7t3Qn8VXP+x/HBzDAaO5GsIQZjD4WKstcQI2TNLsUYSdlLhb+EhLKESJIiCVmz1SSyVCqimkQospb1+7/v85tz7rnf3723e7/3nN/dXs/H4zzGdL53O/d3z/ss3+/n+wcDAICDP9j/AABALggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCk/ALkl1+MefBBY9q3N6ZRI2Pq1atZ9N/HHGPM0KHG/Pyz/SgAVeqaa64xf/nLX8zWW29tPv74Y3s1ClBeAfLKK8Zsu23iXf8h+9K4cU1bAFXrjTfeME2bNk3sEv4QLKuuuqq5/PLLzffff283h4PyCZDRo03i268JiJVXNuass4yZNMmYb74x5ttv9ddiTKdONevURm0fe8x+FgAV7tNPPzWnnnqqWWmllVLCI7w0bNjQDNXVChSkPAJk5kxjVl89GQxPP223SHruOWNWW62mrS5tzZpltwBQgX766SfTt29fs8Yaa6SExRZbbGHuvvvuxDHnWWaVVVZJWbf33nubyZMn20+FHJVHgLRokbw8NXCgvba2O+5Itm/Z0l6LKrL77oODZY89BieOJ760m6QIt0f5GD16tNlqq61SwqFe4gCyV69eZtmyZUG7d955J7FLaJnSTmcqp5xyinfmgvyUfoBMmZJ6b+O33+wWtalN+F6JngNVKRwIWjp1Gmc3SUGAlJdp06aZAw44ICUQtJx44olmwYIFdvPAyJEjvTOT8GP++te/mj59+pjly5fbzZFB6QfIJZckg6B3b3ttZmrrP657d3stqoQdIFomT/7EbhYgQMrD4sWLEwcDncwf//jHlBBo0qSJmThxot08LZ2ZqIeWzlTCz9GoUSMzatQouznSKP0A2WefZBBMmGCvzUxt/cftt5+9FlXCDg8tJ544yvz+u92yBgFS2n755RczYMAAs+6666bs9Bs0aGDuvffexPea4YvN4pNPPjEnnXRSrZvu+++/v3nvvffs5ggp/QDZeONkEHz+ub02s0WLko9r2NBeiyoRDoRmze4J/nv8+Dl2Uw8BUrqeffZZ87e//S1lJ69uuT169DDfqidmgSZNmmT23HPPlOfXGc65557rnfGgttIPEL9HlZZ8rk2qrf+4v/zFXosqEQ6Em2+eFPz3kUcOTxzN1r6fRoCUng8//NC0bds2Zceu5cgjjzQfffSR3bwgOoO57777EsetG6e81jrrrGNuueUW7wwISQQIKlo4EJYuXWaaN783+P8jRky3mxMgJeSbb74xF198sfnzn/+csjPfcccdzQsvvGA3j9R3331nLr30Uu8MJ/zaOgMaP3683bxqlX6ANGjAJSw4swPhzjvfCv7/gQcONT/+mHpEabdH3fvtt9/MPffcYzbccMOUnfd6661nbrvtNvPrr7/aD4mNznCOOuqolPehpU2bNuaDDz6wm1ed0g+QKG6i77uvvRZVwg6EH3742bRufX/wbwqUbO1Rt1599dXEtt89ZWet+xBdunQxX331ld28zrz44ovm73//e8r70plR165dE2e2S+3mVaP0A8S1G2+fPsnH0Y23aqULhGHD3gv+bb/9hiR2TMmBZunaI37z5883xx9/fMoOWsuBBx5o3n//fbt5UejM5/bbb/fOhMLvsX79+t5Id505VZvSDxCVGfCDQIMDc/mS1JVvu+2Sj2MgYdVKFwg//fSrOeywYcG/33DD61nbIz4//vijufrqq83qq6+eslPeZpttzBNPPGE3Lwk6Ezr//PPNn/70p5T3vNtuu5lXqqyIa+kHiOgSlB8GKlOyIoMHJ9u3aGGvRRXJFAiPPTYz+Pe9977LLFxY0w00U3tE76GHHjKbbbZZyk54zTXXNP/3f//n1bUqdTozOuigg1Lev5Zjjz3WO6OqBuURIDNm1PSkUiCoV9azz9otkl58MdlWBRhViBFVK1Mg/Pbb76Zdu4eDdZddVtOrJ1N7ROfNN99MHBPum7LTXXnllc1pp51mFqnzS5kZO3asd8YU/jyaf+Sqq64yP/zwg928opRHgMjIkcb8+c81waCS7eecU3N5SwOIvvuu5jJV587GrLJKTRtV7VUJeFS1bIGgwYT+OhVanD17cdb2r7/+XzNkyNtm+vQ8egMioHBQSCgswjtbhYlCpZz9/PPP5oYbbjBrrbVWymfbdNNNzbBhw+zmFaN8AkTUsyqR9F5AZFvU5uWX7UejCmULBN0q69BhVLC+c+dxGdsvXvyD2XPPu4J1hx8+zNx440QzdepnGcuioIYuR+mylC5PhXeuunyly1iV5PPPPzenn356rZDcZ599Ese4lXcvtrwCRDRdrSaC+ec/jdlyy5rLVFq22MKYo49mSlukyBQIvtdem5/SJlN7u/tveDn44AfMtde+at54Y6F3aQxJuhGuqWTDO1PdMNeNc91Ar1RvvfWW2W+//VI+t0KlY8eOZXmZLpPyCxAgD5kCIez008fUCoV07Zcs+dHrAnzGGWO8S152ey2tWt1vevV62bvc9fPPOfQYrFAzZszwuuCGd6Ba1FX3v//9r928Yj388MNm8803T9kGOhO77rrryqKjwIoQIKho2QLB9/bbn9UKgmzt5csvfzAjR84w55wz1jRpcmetx2pp0eJec+WVL5kJE+Z6XYergbq4atCfXWZdgwM1SLAa6UyrZ8+etboq68zs8ccft5uXleoNkHfeMeaaa4ypoqOhapRrIHTp8lStAMjV118vS+wIZnr3UNQl2H4eLfvue4/p0eN578a9XT6lEmiQncqM2IPsVI5EZUmqcZCdTWdeHTp0qHVW1rp1azN9eu26bOWgegNE9bESX57ZaSf99dtrUSFyDQT1wLIvS7n47rufzJNPzjb//vd407Tp3bWCRIvKyl900XgzbtwH5vvvy/8yhgobqsBheKeoMh/dunXzCiLGTRNDvfvuu+bRRx/15kQ/9dRTvWlrtey8887ezIP+ov/vr1M7tdfj9Pjw1Ldxeu211xJ/a3ukbC+dsXXu3NksWbLEbl7SqjdAEn9IXoBouf12ey1QMJ1p6Iyje/fnvDMQO0i06IxFZz9jxszyqgWXkzlz5ngl1e0japVeVwn2uKhS7lNPPeXVodLob3siKNdFz6Pn0/Pq+fU6cVHZ+CFDhpiNNtoo5T1ooqyBAweWTdn46g2QZ55JBsj66+vird0CiMzy5b+Yl16aa6644sWUkvLhRd2EdU/l0UdneN2GS5Umb+revXutUufbb7+9N+lTHPSauhSmMwf7/kouyyabbFLr31a06HX0enrdKCasSkfPe8kll9QqWb/DDjuY559/3m5ecqo3QKRNm2SInH++vRaIhXpnqZdWz54TzAEHpO8avNtuA8xxx/2fGTToYfPf/y6wn6IodNSsaWM1fWx4Z6ejZk0zG8dR8zOJAz313NLIbnsH7y+6Gd2uXTtvR6z395///MfMnTs34yyC+netVzu11+P0eLu7cXjR6+t96P3EQWdzRxxxRK3X1b9pXamq7gBRPX9/dPuf/qTiNnYLlJEPP1zi3cgeMGCyvapk/frrb974kb59XzUHHfRAECA77niN2XTT9mbNNbf3diR77bWX1/Uz6hn4cjVx4kTTpEmTlJ2bjtA7deoU+XV7BdXIkSPNLrvsUmuHqqVhw4bm5JNP9mYOjLrmlJ5Pz6vn1+vYr61F70vvz2X+9RV57rnnvLOP8Ovp7EQhF9dZUCEqK0B0M3zUqJoeVrnq2jV5FnLwwfZalAkN9DviiOHBDtgvjlhOtD96661PTb9+r5uWLfuYjTY6JHHkW3snph1Yr169zMw6qPO2YMECc8IJJ9R6D61atTLTpk2zmxfsgQceqDXvuZa//vWv3k1v3bCPY8edjl5Hr6fX1evb70nvU+83ajqTu/XWW70zu/Dr6X6J7pvU1efPRWUFyLXX1gSBCi7m+uNSL5ENN0yGyNixdguUgcsvfyEIj+OOG1kRI8KnTJluevS40jRq1KjWzstftttuO3PFFVeYt99+2354QdQjSSFVr169lNfbaqutzGOPPWY3L5h6Qanch/35tJPWZaZiFyXU6+t9pAs3vW+9/6jpzO68886rdc9HPbhefz05BUExVVaAaFzHH/4XBIceaq/N7K67ko9r3FjFe+wWKGHqNuuHh7rIfvRR5XWIUEAoKBQY9g7MXxQ0utSha/uFGDFihNflNfzca6yxRuL47NrIR0/rssyFF15Yaye56667et1rS+loW/R+9L70/sLvV+9fnyOOy0waI6KxIvb3rTElOkMspsoKEE0tWb9+MgzGjbNbpKdBTrvtlnzcDTfYLVCi5s9f6s0q6AfIqFGVfx9L81Do7CDTPQItqgJ7wQUXeBMc5boTVkg1b9485XlUv0mXcD777DO7ecEmT55cK6hUYFE76HKg92nPZ6LPo88VB41a1xlg+PU0ul2j3ItVV6yyAkTuvDMZBJrBMNfCippJbKWVah635poqq2m3QIlRb6aTThodhMfFF8fThbSU6aa6bq7rJrsdIv6ia+fnnHOOdz0/XU+pL774wpx55plmlVVWSXlcs2bNzBtvvGE3j8SNN96YMqOf/ltnT99//73dtKTp/ep9259Fny8OOgPU921XNla9LdXdqmuVFyA6m0gcmSW2as2Szxd57LHJx51xhr0WJeammyYF4aHy6t98s9xuUjDN86CdqG6WauzDUUcd5Y0N0NF/uhHOfnfS+++/3zsSXb48+veUiUpl3HTTTV4V2EyD69Zff31vTg4NlNPOTzs6ew4LjZl48MEH7aePhEam/+Mf/0h5PW1LFV8sZ3r/9hmhPmdcI/F1RqjKvnbZeH33U6dOtZvHpvICRDQXyB/+FwSJH0fiEMtukZ66BKo0vB6nSaveestugRIxceKCoIih/lcFEaPywQcfmH79+plDDz201k3kfBddYlBVWt0/iONGaybawdxxxx3mgAMOqHV/wV/skFlttdW8+yxxnQXoPSlow6957rnn1mnIxkmfQ58n/Pn0eeO4/OfTHCN25wN9rypeWRcqM0DkmGOSIZI4Pc/ZlVcmH5dIc5QelVU/8MChwdnH4MGFz2a3dOnSxPMMNk2bNk35Ma5oyTRWINOy0047eeEU507F9uWXX3qjqQ855JBaI579pX379mbevHn2QyOj0ibh3mS6BKOb9ZVInyt8iUmfO87SLqJZD3XfK/ydjh8/3m4WucoNEP0Y/LnRNc1trt0c1V0w8UV4j9NShOuKyEz3g8MzB2pujkK67GpUco8ePbxeRvZOVYsu72g0sG5UPvLII+add97xdsjp6N91lqFBZr179/Yud9l9+f1FO3LNXBf3jsWmoBw6dKh3Kct/L3fffbfdLFK6Oa+qvP7r6Z5M1N2OS40+X7jOlT5/3J9ZXY11gOK/Zlz3r8IqN0AkcTqe2JI1S/Pm9trMNM2m/7jNNlNVPLsFimTo0HeD8Nh///vMokVuBe/0Y7vsssvSDhDbcsstvRnz1B02ijLkuiatS1h2xVoturx04okn1vkkSyrL4b+HOC+tKSDr168fvJbKhRRrNH1d0+cMl0fRdoj7gOGkk04KXk+zIsatsgNE13I32SQZBokjyJzoMHeffZKPSxx9ovhmzPgiZb6NF1+cazfJiW4g291H1QNJO9UJEybYzSOlH7UmXLJrOynING+4btrXhboIEF2mC1+20k3mSprONRf6vOGb69oecV6+JECipt4kfhBo3vRczybefLPmRroepxvrdXyEiFQqVdKu3cNBeKh2VL5UnltH++Edt84A9KObPXu23TxW6jqr3lr2pTOdpbz33nt288jFHSC6VBbecepI/PMq7Rqvzx0+E9F20faJAwESNZ1NNG2aDJFevewWmXXsmHxc4geH4lEZdD88jjnmEa88ej5UN0rlxsM76z333DP269Irop2LCveF35fOTu5SdYQYxRkgGrgY7qqrewHVctkqE33+8D0RbZ9cB3jmgwCJg24m+WcT9eqpQpzdIj2dampQoR6nQYavvWa3QB3QzH1+eKhUyZw5+VV/HTt2bMqRvrrW3nLLLZHc34jKyy+/bLbddtuUIFGwRF06xBdngPTv3z94bvVGKnZIlwpth3DvLG2nqBEgcTn11OTZxAkn2Gszu/765OP22KNmoCLqzIIF36RMwDRyZH4DzoYPH54yDkKlINSTqhSlu8SmMSRxzIwXV4Co40G4q3CldtV1pe3hbxttp0LrltkIkLh8+qlJHIYmzyYmTrRbpKcjwK239h73bWL5YsgQuwVi8ssvqaVKunbNr1+7LgOFy3NoYGBc156jpPcd3glrHo5MXYddxREgKiQY7pygQXWoLTzYUNsrygKMBEic/HLvWhI/Su/+SA5+HzPGvJd4zPDEct1GG5kfI/zCkdktt/wnCI/DDsuvVIkK3YXLPBx33HFp60CVKk0NG+5irBCJ8kwkjgBRNVr/OXWjuFJGmEdN2yXcwUDbLSoESJz0B92oUTJE7r3XbpHRw61bm5MSj9k1sfTo1s1ejYhNmpRaqkQTLeVKs+eFu8meccYZJXW/I1caCBYe8KfLWVHdE4k6QPQc/qVCnT2Ve22ruGn7+GeZ2m5RfAdCgMRNk+H4AdKggc677RZpfTx9uqn/vx/IqquuGvuAoGq2ZMn3KdO7Dho0xW6SkQbkhXe6Gg1ejuHhU4iEz0R0Yz0KUQaIehOF6zF14wArJ9pO/jbT9ouiVxYBUhdatUqGSPfu9tqMOnfuHHw5Km+B6OlHdPLJ15ltt73Y7LrrAHP66bmXKlFQtGjRIviO9t5776LNkxAl1TQK3xOJootvlAGiyr3+c2l+jLiKMVYabafwfCJRVEAmQOqC5nJOnE14AZI4mzA59lHXFJPrrbde8AU999xzdhMU6OabbzNrr71z4uSwjdltt67m009zL4fdp0+f4LtR7aFKGrim0PA/my7PFTrYMKoAUWiHp3ktl8mgSoW2l7/ttB0LPVsmQOpKp07BWcgXRx5pr81o4MCBwRe0ww47lNWN2VKnP3hdHlx55T+bv/51KzN27Mt2k4ymJQ4K/El9VM766aeftpuUvXAXX41YL6TsSVQBosKR/vNomlfkLzw9rrZnIQiQurJ4sVmy7rrm5cSGvj2xzHr+ebtFWgqMcFG8W2+91W4CB+ph1Lhx42C7nnXWWXaTrFq1ahU89vzzz7dXVwRto/BgQ9XOchVVgIR3fpx9uAmfhRQawgRIHZo5YIC5JLGh2ySWQ/7+d/Prr7/aTdLSpSv/S1K5bl3aQmFOOeWUYJuq5Eg+9y5Gjx4dPHbjjTeOtLtrqVGxR38iKN1cd63iG0WA6N6M/xy6/BLFTeBqpO0WvgxYyDweBEgd+jVxNnFEYme10v82+G233WY3yUg30f0v6rzzzrNXIw+aDMfflpoVL5/r+7pmHD5z0VwXlS5cO0uXtVxEESDh57g3jy7xqE3bz9+W2q6uCJA6Fj6K0g3yr776ym6S1pw5c7zr9Xqc+nFPnz7dboIcqMhcuD6Q7jHlI3z6r8F21XAUrM4Bfm0v/e25dCkvNEA017c/1kbvRfOrwJ22n/+daru6zqVOgBRB27Ztg42uuRpypXLc/uNat25tr8YK6CbwXnvtFWxDl67R4cePGjXKXl2xunfvHnxuzWyYr0IDRFPk+o8/VXXmUDBtR3+bavu6IECKQEdw4VGhuY6iVQ2bcInmxx9/3G6CLMIBvMkmm3jTy+ZDI879x2+zzTYFd4EsJzoLUVVhfXb97eY7SVGhAdKyZcvg8S+88IK9Gg60Hf1tqu3rggApkosvvjjY8AcddJC9OqMhQ4YEj1Ol16hKTVQ6dUTwa1Wp4OFLL71kN1mhTp06Bds+30tflSA8sLVfv3726qwKCRAdOPldphs2bFhVwR0nbUdtT21XbV+XIosESJHomqMGn/kb/4knnrCbpKVr7nvssUfwuOuuu85uAotm42vQoEGwzS6//HK7yQqpO/UGG2wQ/NiirlZbDrSD8LfhTjvtZK/OqpAAGTduXPDYqEqroEa4g4S2c74IkCK6++67g42vSyK5nk28/vrrQddK3QjL93JCNVHgHnbYYcF2btasmdNgzGeeeSZ4Dj1ftQqPScpnnpNCAqRr167BY++77z57NQqg7elvW23nfBEgRaRTyN133z34AvIZqNWhQ4fgcR01FS7Suummm4LttPbaa5t58+bZTXJy0UUXsRNL0Bmvvx2u1XQFOSokQHbbbbfgsa7jUJCetqe/bbWd80WAFNmrr74anE2oe+miRYvsJmktWLDA1KtXz3ucru1PmZJ7BdlqMXXq1KDrs5ZHHnnEbpKz8GXDat6JaZv620Hl3nPlGiDLli0LJunSPT9ET9tV21fbWds7HwRICdDkQ/6XkE8XyZ49ewaP06WZahiTkCtVHg2X4dAcHa50v8qfe6KR5nepYjpr9gt8qldWrpM4dex4kVljje28Zdq0WfbqjDTI0/8O27VrZ69GBLRd/W2cz6BaIUBKwPz584MukjqbePPNN+0maan8xuabbx58gRphjRq6rOdvF5VtKGTg2Ysvvhg8l0qgVLujjz462B65zrHdpctAs9lmHbzl/ffn26szChdP1FgURC88xiff4ooESIm46qqrgi9i3333tVdnNGLEiOBxm266aUE7ykoxfPjwYJuoVEk+N3vTGTRoUPB8N9xwg7266vTq1SvYHrneD+refZzZeecbvWX27C/s1Rn17t07eC3Kl8QjXNZE2zsfBEiJ0I4/PNmLdoK5at68efC4K6+80l5dVT7++GOz1lprBdtjwIABdpO8hW+gjxkzxl5ddXQvyd8ePXr0sFendemlLwQzPn7wQe7FQMPdTDWQE9ELD5DNt5s0AVJCwkfOCpNczyZ0Y9MfJKe6NrokVo3UPVezAvrbUCVjohAuZJlr1YBKppvg/vbQFL65cA2QQw89NHitav27jpu2q7+Ntb3zQYCUGF2+8r+Qq6++2l6dkW4S+49r3769vboq6GjY3wYaYRvVYL/w/NtLly61V1cdTSfgb4/99tvPXp2Wa4CEfw+5Fh5FfrRd/W2cz+VzIUBKjG6g+2cTurGe61GXahX5l27ULfiVV16xm1Q01fXxt5v+Vze+o6JR1/52zXUOl0qmMz1/p7HLLrvYq9NyDZCdd945eC2XAaBYsfD3qe2dDwKkBKkrr/+lqIuv7bXXXvOOsNWlVEXQ/MXvz61Fk/+0aNEiZX2lLqqQ648V0HLppZfam6wg2s56XgU6avil1XMdm+EaIP7ftF4P8cn3+/QRICVIgwn9OSt01KvBhmF+ATSW2ovGKER9pOrX0dJzo4ZmxtQ20bbJhWuAsO3rhj+2J9fv00eAlCiVNfG/GJU78SuQhic0Yqm96PLVs88+a23NwnAGUlu+R6yuAcIZSN3I9/v0ESAlSoUVt9566+DL0YQvKjOwxRZbBP/Wv39/M3fu3FrLrFmzvBkM7X+v5CVcal1HUbonFBXugaTiHkhl4R5IhVKJd//LUen3K664Ivj/6q5K6ZIk7djDvaVUMTeq7UMvrFT0wqos9MKqYJpsyv+C/FkMdZlm8uTJdtOqp0q766yzTrC9dIYWBcaBpGIcSGVhHEgF0w7LL+TnL/mOFq0m4dpJqsQbxR81I9FTMRK9sjASvcIdc8wxwZek2fAWLlxoN0HImWeeGWyvxo0bm++++85ukhdqYaVyqYXlGiDUwooftbAqmK7jhyed0uUUZKcSMNtvv32wzU499VS7SV6oxpvKpRqva4BQjTd+VOOtYPfff3/wBWn8R67zL1Q7XadXJV5/2z300EN2k5wxH0iS63wgrgHCfCDxYz6QCqVLLxtvvHHwBY0aNcpugixuvfXWYNupzMtHH31kN8kZMxLWcJ2R0DVAmJEwfsxIWKFUksP/cvbff397NXLwj3/8I9iGKnny888/201ywpzoNVznRHcNEGFO9PgwJ3qF0rwW/iUYHRnkM480khYvXpxS+sX1OvozzzwTPIfGmFSrHXfcMdgO+UzUVUiAdO3aNXjNag7vOGh7+ttW2zlfBEiJUv96/4s599xz7dXIw0svvRRcBtEYmueff95uskIarbvBBht4z6GecFGVii8n2kH4f5ManZ+PQgJk3Lhxwevm280U2YW7SWs754sAKUHhXj8aGFeNO6uoXXbZZcE21X2lL77IfVpVX7hcysCBA+3VFa9z587B5+/Xr5+9OqtCAuTbb7/1Qluvq7NJvy4cCqPt6J+da/tqO+eLACkxKsnh117ScvPNN9tN4EBnEM2aNQu26+GHH553qZPwgKttttmmqnZkqi2mXlf67KqI8Nlnn9lNsiokQERl+/1tr7lfUDhtR3+bavu6IEBKzO233x58IX/7298oIBchFV1ce+21Cwpn3Yj3H19NveLCYwU0X02+Cg0QFRP1X7/QcT2ooe3ob1NtXxcESAlRUbP1118/+EJ04xbRGjFiRLB9Verk7bfftptkFS6n36RJk7zPYsqRzj7WWGMN7zNrPMyHH35oN1mhyy5LBsiHH+YfIBqL45cc13vRYFG40/bzv1NtV21fFwRICbnggguCL6NNmzb2akQkPOPjdtttZ77//nu7SUa6bKXyKP7jhw4dajepOOEbrSeeeKK9OicjR87wwuOQQx4wP/7odlZ9/PHHB++DsiaFCZcv0XZ1RYCUiPfffz+4UahrzLNnz7abICI6+lJw+H/4p512mt0kq9GjRweP1Q35QmttlbIJEyZ486Dos2qa5ELGYejM47vvfrL/OWfjx48Ptrsu71bD2V8ctN20/fxtqe3qigApERcefLBZ839fhAatIV4awxAudfLwww/bTbJq1apV8Njzzz/fXl0RFIzbbrtt8Dk1S2ax7brrrsH70eVE5C98GVbbsxAESAlYNHas6Zv4Ajoklpb16ztfj0R+brnlluCPX6VOdJM9V9OmTQvOGHWE/vTTT9tNyp4uV/nbRwMIXUfxRylcXLHQnV+1CodwvsUTbQRIsf2UOKVv3NhMS3wBwxPLlLvuslsgRrrX5P8AmjZtmlevtz59+gSP1YyRUU6jW2x3Jf4O/c+mm6z5FtmLi+5BhS+/cBaSn/DZh7ZjoV3RCZBi04CsxMbX8oOOqAr8QpEfDdIMF6xU/bFc6cfXokWL4LGaZvjHH3+0m5UdXRP3Z7/UojApJQ8++GDw3jbbbLO8OkFUM20nbS9/22k7FooAKSYdsa61Vk2ArLSSMa+8YrdAHdCAKpU40Y9A/6tKALnSTeVw12uVoCn0qK6Y3njjDe9muf95SrF0iG4Ch+ep79atm90EaWg7+dtM2y+KTggESDGdcUZw9mHat7fXog5palb/h6DyDvmUj9EIdX+MgpYzEt9rOYaIwiMchirX/pMusebJH++hZY89BptZs7Jvy3D7XKm4qD9Hi86WmKs+O20f/6xS2y2q4qwESLFMnWoSh7s14ZHY+Zh58+wWqEO696FLUP6PoW3btnaTrHRt2T+L0XLcccfldT+l2J599tmUMw8NknTtnhwOBC2dOmUv0ucSIHLhhRcG73eXXXbJeXKraqPtou3jbyttt6gQIMXSvHny7OPKK+21KAKV0FdvLP8HMWDAALtJVrpX4Ff91XLooYeapUuX2s1Kjt53+J6HwiOfMzCbHSBaJk/+xG4WcA0QFf/bYostgvdN1er0tF38baTt5VI0MRMCpBhGjEiGx6abamSb3QJFMnz48OAHoXEi+Z7q6/H+pRUtmu0tn3kz6pLOMMJddbXospXrmYfPDg8tJ544ymS65O4aIKI52cPhp1I1SAqX7tF2ynUO+1wRIHVNvXQ23zwZIMOG2S1QZB07dgx+FOrqmG/dpbFjxwZ1hrSoiq3GnJTSfZGXX345ZZCgFt0wd7nnYQsHQrNm9wT/PX78HLupp5AAkf79+wefYc0118y7vlml0nbQ9vC3jbZT1AiQutazZzI8mjVTlxK7BYpM3R3DO9czzzzTbrJCM2fONNtvv33KDnrPPfcs+s5NY1XCta20qANAlF11w4Fw882Tgv8+8sjh5pdfaodooQGi3kThqYs32mgj89FHH9nNqoo+v7aDv020faLodWUjQOrSggXG1KtXEx66gT5lit0CJWLq1KletV7/x/HII4/YTVYo3SUiXd7Sj66ua51pAq1LLrkk5cxIi0aYRz1IMBwIS5cuM82b3xv8/xEjptvNCw4Q0b2m8I3irbfeuqIGduZDn1uf398W2i5x3YsjQOpShw7Js4+OHe21KDE33XRT8OPQPCLzHHvKPfXUUyk3e7XoZruqoKpYYZz0o+7SpUtKN2Mt6nGl2lZxlCexA+HOO98K/v+BBw6tVY3Xbu9Kk1w1atQoZce5aNEiu1lF0+cNB6m2R76Tf+WDAKkrr79eM1hQ4ZE4CjQxfqmIhk75DzvssOAHosFXmjHShe6jaFrdcFdZf9lyyy3N1Vdf7d3gjOI+ic6err32Wu/swn4tnQHprKiQqrorYgfCDz/8bFq3vj/4NwVKtvaF0Fwl9evXDz6vjsSr5XKWPmf4zEPbwWXulnwQIHVB1x732CN59nHddXYLlChd+mnQoEHwI7niiivsJnlZvHixN2jRvpTkL+pGfMQRR5iePXt6l83UgytTl1r9u3qJqSBe7969vVHw6667bq3n1KIeOJoHJe4diqQLhGHD3gv+bb/9hpivvlqWtX0hdJ9Jtcn8z657AcW+9xQ3fb7wPQ99/rr4zOF7TwRIXIYMSYbHVlvVFFBE2XjuueeCQYK69BTFZSddkx48eLBXwNHe2WdbNEre/rdsy0477WT69esX62UMW7pA+OmnXxNnc8OCf7/hhtezti+UgjJ8OUu9kSq1i68+V7i3lT533AcKmj1Vl0b9uWK06FJt3KovQDRoJ3FkkNjCNcvjj9stUAZ0A9r/oWyyySbemURUPvjgA28nr4GH9erVqxUC+SzqMqyxHLqEle8YlqhkCoTHHpsZ/Pvee99lFi6sGdCWqX2hFJo777xzyvbRoLpKGbGuzxEeJKhFnzfOgwVdwr3tttvMeuutl/K6mtpgyZIldvPIVV+AJHY8iS1cs7Ruba9FmdDNZnXD9X8wuswUB72OalI98MADpnv37t5lqZYtW3o3RnUj3l+0o9C/t2vXzgu3+++/30yePLkkdo6ZAuG3335PvN+Hg3WaJz1b+yhobp3wZRYt2pblXjtL7z98s1yLPmeccwk9//zzte6r6dJo586d66zHW3UFyJw5xqy6ak14/PGPxkyv3YUR5UM3KcOXCgYOHGg3qQpff73MfPFF5sGV2QJBgwn9dSq0OHv24qzto3LjjTcGE4D5R8wK3nIrBa/3q/dtfxZ9vrjMSezHjjzyyJTg8AMr7ktltuoKEB2lKjy0nHeevRZlaNiwYcEPSKVOoh5DUap0uen++98xHTs+7u3omza9O3EU/IXdzJMtENSfpEOHUcH6zp3HZW0fJZ2h2d2pNT9GuUxKpfcZns9Diz6PPlccVDNLZ8Hh8VBaNEBW9wWLoXoCRBvYD4911zWmDq4Pom6ccsopKT+mSphEKp158742d9/9VsoOP7yMG/eB/RDPigLhtdfm13qubO2jpJ2iqtGG65Vp0TSv2kHHMVq7EHo/el/haWi16P3rc0RZGNGn17z33ntTenVpUQ8/FRgtZpXp6ggQbeAdd0wGyK232i1QxjTCvHHjxsEP6+yzz7ablC1dUho0aIo55phHau3c/aVt24fMHXdMSVuWRHIJhNNPH1PredO1/+ab5RlfpxDqYBCelMpfVPtMO898659FTa+v9xGevtdf9L7j6iDx+uuve9WY7bDq1KlTndwkX5HqCJA770yGxw471AQKKsqbb76ZUgW2XC6DpDN9+ueJY5zJ5ogjhtfaofvLUUeNMLffPsXMnJl+TEpYtkDwvf32Z7Vew27/6qvzzV573WUOOugBM2bMrFjKxqmzQrqdtAZ8nnrqqd5slXV1VqLX0evpddMNONX71PuNw4IFC8wJJ5xQ6zVbtWplpk2bZjcvmuoIkM6dkwFSpGuFiJ9uXPo/tHXWWcfMnz/fblKStD+cOvWzxPufaA4/PDk2w16OO26kN2r8o4++sp8iq0yBYOvS5alarxk2cODklHUnnTTavPNO9F1UtePWYEy7V5O/aOyNClDed999kX/Hej49r54/0xgfvS+9vziCbNmyZaZXr161uo9rGoLHHnvMbl501REgCxcac845xgwaZK9BBdEP+pBDDgl+dPvuu69zqZO4qQvtlCkLzbXXvmoOPviBWjtufzn55MfMvfe+nTgide8OmikQbLpcpp5YmdovWfKjN5uh/R7V/XfRosLmLMnkmWee8WqU2bXDwovKhfjdp3WZSSVo5s6dm3FskP5d69VO7fU4PT5cdsRe9Pp6H3o/cdEAxM033zzldVUhQWOIoijrH4fqCBBUDfV/D99svOqqq+wmRfPzz7+ZiRMXJI4wXzatWiVrUYUX7cDPOGOMV2rks8/i2SkXasKEuV4p+PD73mefe7yzo+XL47k8rJvT99xzjzfWxr7hnsuiwab2v61o0evo9fS6cdwc96nESfPmzVNeW5UWdOkszkGIUSBAUHHGjx+fUupEkzUVi3ao2uFeeeVLpkWLe2sFhpYmTe40Z5891jzyyAzz5ZfFvVmcK4Xhffdpx5f6mdq0GZZxoqqoqNOEynR07drV7LbbbinlOwpZ9Dx6Pj2vnr/QmSBXRHXdzjjjjJRpl7U0a9bMG7xaDggQVKSLL744+EFuuummddpjRYPLRo0aZzp16p/YqfapFRhaVDpEYy4ef3ymNxCwXOmyVs+eE7wQDH8+nUXNmrXiG/xR0H0D9YJSx4m+fft6R+46c9CiCgHpKgZoUTu11+P0eD1PXVB1A5XKUaHOcHDoLOnBBx+0m5c0AgQVST/ScPdHXeOOk0pWDB061BshrOvlq65a32y4YWvTuPGFwU5Vg/3+/e/x5sknZyeObkvzmrYrDWI87bTUrsAKFV2uU8igxpNPPpnS5VyL/l5UVbrYXZVdECCoWCrrEC7Tfvvtt9tNCqKbsUOGDPGKLtqjg1dZZTWz7rpNzA47nGu6dRvnXdaxJ26qRE8//WFKlV8tunQ3dOi7sYwfKReaUjncwcNf2rdv7zwxWimouwD5w/+60WrJRT7tNa5Dp36JL8M0alQzTa0W/fcxx5jEX68OSe1HoQqon374SG96gfXPdFPzjjvu8PrjZ7qZq/pcmtjniSeeNcuWVdaZRi6WLfvFG/zYrNk9KUGiwo2vvBJtt9tS9/XXX5t//etfKbWytGgkezHvzUUlh71zRPIJBMm1/SuvGLPttqnt0y2J00avLapOeJY2VS/N91q3Zgu8+eabvZ4y/s15e1E57Y4dO3o3X0u1y2VdUy+yHj2eTwkRLeedN858/PHXdvOKou7jgwYNMuuvv37K38kGG2xg7rrrrkhmuiwFK9g7Ryi8M89FLu1Hj05W1038sM1ZZxkzaZIuSNfM+6GeDJ061axTG7UtwcE4iJe6YIb7+GvOhhVRpd/rrrvO7L333ik7gPCi7sIqm6Ky2sWsR1TqNEjyhBNS63dpRLsmsVJplErz0ksveROHhf9WVCXhoosu8iYuqyRZ9s4RyyUQwlbUfuZMY1ZfPRkMTz9tt0jS6PPVVqtpq0tbs2bZLVDhpkyZklLqZLQOPiy6Tq1RwJlGQGtRj64LLrjAu/wQx0jkSqWBk+pxduCBQ1OC5IAD7jePPjrDW1/uPv74Y3P00UfX+ps5/PDDzezZs+3mFSHD3jkGfhhoycWK2rdokVyfyzwQd9yRbN+ypb0WVeCGG24IftSqZKpLU5rjXD1g0tVf8hdNSdqtW7fEye0k+ymRJ/U+u/nmSV435nCQHHvsSPOf/8Q7fiQuGi9y2WWX1epIsd122yWOa7Mc2FaADHvnGPg7by25yNY+cTQZrNO9jVyuJ6pN+F6JngNVRWcMBx98cPADt29s2j9+BcvUqVPtp0EE5s9fav71r6eDANlpp+vNFlucYk4++ZLEkfxcq3Vp0t+TZp7ceOONU/52VIftpptu8rqSV7o0e+eY+DtuLbnI1j48LW3v3vbazNTWf1z37vZaVIFFixZlrKukQWa6hPX+++/bD0NMJk1aYP75zxHeeJmNNjrYrL76Zt6R/KWXXhr7SPBCqI7WXnvtlfL3oxHluif25Zd1M4CyFKTZO8ckWyCkk639Pvsk102YYK/NTG39x+23n70WVWKbbbYJfvS6ua6b5ZomFMXx66+/mSFDnk6cgexnVl45eZ9KR/aqjFtK95oWLlzoVeq1y6doZHtcc4KUsjR755iEAyHfxZb4wwrW5TN5fOLoM3hcw4b2WlQBFVv0aw9tuOGGJbVzqnZLlnxlzjnnnFrja/bcc8+i339avny56d27d615QbbccsuynnumUGn2zjGxQyGfxeb3qNKyPI9ugGrrP+4vf7HXogoMHjzY+D/+zponBiVH89rvv//+wfekRUf8Gs/zySef2M1jp4BQUITfj4JEgaJgqWZp9s4xyRYI6WRrT4DA0UEHHRTsBNRfH6Vr1KhRXg+48I5bEy1dc801eQ8GdaFLUro0ZQeZLmHpUhbKNUAaNEiu4xIWcqSKvH7Pq/r165fsZFNI0hF+nz59al06UmVdzQoYB90E181wu8y6bprr5jmS0uydY5ItENLJ1j6Km+j77muvRYXT7HP+zuAsVS1A2fj000/NKaeckvbmtcbyREHdbtX9Vt1ww6+hm/nqrsv9strS7J1jki0Q0snW3rUbb+JIJngc3XirTtu2bYOdgiadQvmZPHlyrfIyOlPQAUEh3Wc1Va3G/oSfV92JNUCwlLsTF1uavXNMsgVCOtnaJ/6IgnUaHJjLQEIdPST+QILHMZCwqmi+Dn+ksEahV8Mgr0qmuVcaNmyYssNfe+21Tf/+/fP6blViRKVGws+jRSVJVJoE2aXZO8ckWyCks6L2ugTlr1eZkhUZPDjZXmVQUFUeeuihYOegmehQ/jTz4+WXX25WW221lJ3/tomDSlVFzkZFDVXcMFwfTYuKINK5IncZ9s4xWFEg2FbUfsaMmp5UWq9eWc8+a7dIevHFZFsVYFQhRlSVcJG7J554wl6NMjZ37lzzz3/+MyUItGiir1lW4VSVUVc5dZVVD7dV2XWVX6djRX4y7J1jsKJAsOXSXr0wEkcQXhuVbD/nnJrLWyrlruuWukylvv6rrFLTRlV701RhRWXTVKHq/qkdhSZ7qva++5VqwoQJXjmacDCo192///1vb2InVVDWRE72ek34pPXIX5a9c8RyCYSwXNurZ9U226S2T7eoTQXMAIb8aSCYv8M4/vjj7dWoIDqD0GBReyInu1KuFk0xqxL+cLeCvXOEwjvzXOTTXjfNNG1t4jTWbLllzWUqLVtsoWsXTGlb5Tp06BDsNKq57EQ10RnFhRdemLbicuPGjc2TTz5pPwQOctg7A+VLl6t02Uo7jtUTBxW6nIXqoXsgmsZY37+mI+7bt29evbSQHQGCijZ27NjgyFM30lGdxowZQ/mRGBAgqGjqsusHyLBhw+zVAApAgKBi6VKFBg0qPHQTVYMJAUSHAEHFUrkS/+yjTZs29moABSJAULFUH8kPEBVSBBAtAgQVSeMBNOOgwkNdOVXKHUC0CBBUJI1K9s8+NIkUgOgRIKhIXbp0CQJENY4ARI8AQcXRxD9+qW/NFfF5PrNWAsgZAYKKM/WNN0zDNdc0a6+2mmm9//72agARIUBQce7s29fsu9lmZtcGDcwDd95prwYQEQIEFefStm3NSTvtZI7efnuzeNEiezWAiBAgqCjz3n/fnLX77t5yXceO9moAESJAUFEeu+22IECefeABezWACBEgqChXHHWUFx5n77GH+ZLqq0CsCBBUjIVz5gRnH71POMFeDSBiBAgqxtjBg4MAeeqee+zVACJGgKBi9Dz22CBAFs2bZ68GEDECBBVh0fz5QXhc3b69vRpADAgQVISnhgwJAuSJwYPt1QBiQICgIvQ56aQgQD758EN7NYAYECAoe4sXLvS67So8Lm/Xzl4NICYECMrecw8+GJx9jL71Vns1gJgQICh713fsGATIvBkz7NUAYkKAoKx9/cUX5uwmTbzw6NG2rb0aQIwIEJS1F0eMCM4+Hunf314NIEYECMrajWefHQTInHfftVcDiBEBgrL17VdfmXP+d/mq2yGHeFPZAqg7BAjK1iujRwdnHw9df729GkDMCBCUrVs6dw4CZNaUKfZqADEjQFCWfvjmG3PuXnt54XFR69bmt99+s5sAiBkBgrI0cezY4Ozjgd697dUA6gABgrI0ol+/IECmT5xorwZQBwgQlKUFs2ebXscfb4ZceaX5nctXQFEQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQGCovDHcKRbuuy7r7miXTuvi+4Hb71lPxRAiSBAUBR2aGRbHuzbl7EeQAkiQFAU4YAIU02rxZ9+al4aMcJc0KJF0EYTRwEoLQQIiiJTgIRNevLJoE3PY4+1VwMoMgIERZFLgGjCKL/NeU2b2qsBFBkBgqLIJUC++/rroE23Qw+1V3vs51n2/fdm7ODB5qpjjjHnNWuW9fkBFIYAQVHYO/50Jo0bF7QZfMkl9mpP+Hm+WbLEXN2+fcq/ZXt+AIUhQFAUmXbwuon+1aJF5uVHHzX/2n9/b70mjFo0f35KO1/4ee7o2tX0aNvWvPX88+aHb7+1mwKIGAGCorDPEtItFx98sHnkxhvN1198YT88EG7/r5YtzVeff243ARATAgRFYYdFuuXsJk3MjWefbd595RX74YFw+ycGD7ZXA4gRAYKiCO/4bct//NF8PG2auevSS5PhMGiQ3cwTfp55M2bYqwHEiABBUWQLkLB7rrgiaPfOhAn26pTnUQ8sAHWHAEFR5Bog82fODNr1P/dce3XK8/z+++/2agAxIkBQFLkGyM8//RS0U2kTW67PAyB6BAiKItcdfzhAOqUZjZ7r8wCIHgGCosh1xz/v/feDdpcdcYS9OufnARA9AgRFkeuOP9wTa/j119urc34eANEjQFAU2Xb8Py1b5nXjvbNHj6CNRqWnG1CY7XkAxIsAQVGEd/wrWnq0aZNxjAcBAhQPAYKisEMivOhmebdDDjEDunQxE0aO9AYWZkKAAMVDgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACc/D+3934aqnXmqgAAAABJRU5ErkJggg==)
PN: 4H58-9-3F
CAS: 354548-73-5
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![3-Bromo-6-chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-D-00
CAS: 923225-00-7
Molecule Weight: 275.49
Formula: C8H4BrClN2O2
![7-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid monohydrate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABEYAAARGAFbtlA2AAACKXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF78CgSikilJNmtSu0tpJ+zY54KRIgCsgb/9+Z8gbTUYTwL7zPXfm7vD0YV/ksDVVndkyJoJyAqZMbJqV65j8fvs+CsnDbJqgERqWdUzem+Zjwthut6PJuyn03pY0sQXp1if7OuvZ7BS11ZpJzgX78/z02jKjrKwbXSYGqTqb1K3yySa6aXfxnxCs0NU2K1lnzopq23n7K7m7ON3XKbm8ywLX5ojCKssNrGxV6Aa2klO8+DdYm9JUujEpLA+oVtTDd59Nnx9tsilM2eDUecgSnb821SZBRWFzk2zQGU5+PMakEAjoxhbzqtIHcDOn1gK0BK1Ae6B90AHoMegQdARacLxxXaCBQAvhYb5z4wK+HT5MTF7gBRbtvYCf7RP/eSditmRMcPf4A0V9TCp4VEYXyaehwiGgY+VLCKmIohAi6ivlg+A0DMbyMkrMBI9Oy0fjDiVwuEQS1POlAE6FCH0YCSoFOj+KgqrAUyiFYSsFPg5HacRRFC3iyevxohdy7GES2TmLs+nSlunVFLI0JktB2vT+MqsaN9aml4CtUlNh0zoHzvQakH3AFeMMyHuAugH84QheH3CFPgPze4DfB1xbDANBH3BNNAyM+4BruWEg7ANtgw4TUZ/o+nk4Uc7lDSOHw4hPBe++ly8YeZOvL5FPVT99koPMbeHvI+yqk9np7MDpzbnCrg4dhkft7B8BAKJxi7TxkAAAKuNJREFUeF7t3Qm8bnO9P3DdJFMqERqUqysZ781MQoYQkRReLi43V4QGhJyIuJdSroN0zIdDnWMozZJMJTLFlVmGDBlzzGO///6u5/9s5yz7efbzfPe8z/v9ej2v/dr7t/baa+1z9vo8a/1+v+9vtgIACbPVvwAAnRAgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBBhTXn311TJhwoTy/ve/v/zqV7+qNzOMBMisYrbZGq++tGu74YZSttmmlEUWKeVNb2p83HrrUv70p/qWMOQuu+yy8m//9m89/11n631t0/P/8957761vyjBocdVg3GkXEq3apk5thMa66zaC5IUXGh/j8/h6tMMwuOeee8pWW23VGxpb97yJmTZtWm+YzD333OWggw4qzz33XP1bGUJ9XDUYl1qFROir7Y47SplrrlIWX7yU55+fuS0+j69He2wHQ+TZZ58tBx54YM9/tbmqoPjwhz9cLr/88t72eJx14oknlgUXXLBqX3TRRctZZ501wx4YSi2uKIw7fYVEU19tu+3W+Noxx8z89aaJExvtsR0MgSlTppT3vOc9VTC8853vLCeddFIVGH158skny1577VXmmGOOavuPfOQj5ZprrqlvxiBrcUVh3OkrJJr6altiicbX/vznmb/edNNNjfbYDgbR1VdfXVZfffUqCCIQ9tlnnzJ9+vT6Zn267bbbyic+8Ynqe//pn/6p7LTTTuVvf/tbfTMGSYsrCuNOMyTavWY055yNr7X6w42vR3s8xoJB8NBDD5Udd9yxuvBHAGy66abl9ttvr2/WkRidteSSS1b7mW+++coRRxxRXnzxxfpmDJAAmVX0FRJNfbUJEIbJiy++VA4//PDylre8pbrgf+hDHyoXXHBBfbOuvfTSS+V///d/y9vf/vZqvx/4wAfK+eefX9+MAWhxRWHc6Sskmvpq8whrWDzxxBNlww03LN/73vfKM888U28e9y6++O6yxhpfKHPM8fbqQn/00UeXl19+ub7ZgDz66KNll112KW984xurIFl//fV7/lu3+H9NV1pcURh3+gqJpr7adt218TWd6ENqs802qy5q8YqRRvH56aefXnUKj2d33fVEz3+xn5UVVphUllnm62Xvvb9VHnvssfpmg+qGG24oa6+9dvW7nn322csee+xRBTh5La4ojDt9hURTX2233dZ4jNVuGG+0J59R0xhlFBezD37wg+WrX/1q9YilGSbReRx3JieffHL1Dnq8mD79hXLEEb8rK698YhUen//8T8sddzxe32xInXPOOWWxxRarfs/veMc7ynHHHVdeeeWV+mZ0oMUVhXGnr5BoatUW4+l73qmV9dYr5cYb42F142N8HhMJjbdPu/POO6vO3XnmmafccsstvV+Pd8kxIW7ppZfuDZN4t/yxj32sHH/88eXBBx+cYS9jxyuvvFqmTr2prLPOaVVwfPKTPyi//e3d9c2GzQsvvFAOPfTQMu+881a/42WWWab85je/qW9GP/q4ajAutQqJ0K7t+utL2WqrUhZeuBEaCy3U+Py66+pb0qHo3F155ZWrC1fMbWglhqTGRS4mzzXD5A1veENZc801y1FHHTVmyndcddX95TOfmVYFx5prnlJOOeX6nt9B3/M5htsDDzxQtt9+++r3Gr/fzTffvAp3OtPiqgEMlX333be6WH32s5+tN7X0l7/8pXzrW9/qnR/RfK2yyirVCKY777yr/i0j7r77ppcvf/lXVXCsuOKknjuri8ujjz5b32xUuPLKK6vfZfxO3/zmN5f99tuvPPXUU/XNqBEgMIwuvPDCap5DVJLNdpT/9a9/LRMnTixrrbVW75yJueZ6T9l442+UE0+8tids/l7/lmH1zDMvlqOPvrKsumqjn2PHHX9cbrrp4fpmXXvkkUfK73//+/Lb3/62nHbaab2v+Dy+Hu0D8Y9//KMawPCud72r+p0u3HPXfeqpp1Zfp28CBIbJww8/XBZZZJGqT+OKK66oN6fELOtJkyaVzTfftSy77NerC3a8Pv3pqeX4468ut902tCObZvTqq/8o559/a1l//dOrY9hooynl5z/PDbJ4/vnnqz6JAw44oKyxxhrlbW9720x3Xq1esV1sH98X3x/76dbTTz9dfX/cicQ+V1pppSqgeD0BAsMg3sVuvPHG1QUp+jWGwpNPPl9+8pPbyhe/+Muy2mon9YZJdFjHHcGNNw78LqCVuMPYbrvzqp8XPzvC67nnup/Pcemll5b//M//LG9961t7QyH6J5ZYYomqRMmXv/zl8o1vfKPqA4q7j/gYn8fXoz22a/ZnxCv2E/uL/XYrHht++tOf7t3XtttuW9398RoBQveioF3PH2z58Y/rLbTw3e9+t7oIrbPOOi0LAg6mZ599qfziF3eUffb5dc878pN7w2Tjjc8sRx75+3LttQ+Wdk9mmtufe+7N9abethnFfuNr++57YXngge76DiJczz333JkGC8Sd2he+8IXyox/9qOtHfbF9fF98f+ynuc/Yf/ycbh9JXXzxxWW55Zar9hGj5g455JDUnc14JEDoXoyZ73lnV972tpjmW2+l5rrrrqsehyywwALl/vvvrzcPueeff7n85jd3lQMOuKgaBdUMgA02OKMcdthl1SipGGY7o+Y28RjqxRdnniPRV4Bcd91D5YYbui9aGI+G/vVf/7X3TiNGQUUdq8GalxH7if3Ffpt3JvHzun0kFfv5/ve/X/0bxj7e9773lanWwxEgJH37242hv7vsUm9hBlGeJCYKxsXrJz/5Sb152EUYXHrpPdWIqOacjHjtt9+FM23X/Hq8zjjjhj7bBiJGOH3uc5/rvajHYlE3RXmcIRT7by5KFT83fn63I63+/ve/ly996UvlTW96U7Wfj370o+X6GOo+ixIg5MSkwn/5l1Le+EbL27YR1WXjQrP77rvXm0bcyy+/Wq688q/VzPDo/J5RMyS22GJqWXfdydUjsXpb1p96/r9EX0X8XpZaaqlyySWX1DcZUvHz4ufGz4/jiOPpVkz+jEoBsY+osRVhNNBRYGORACEv3lHHXcjaa9dbKDFR/6zqAhPPz7PPzOMOJi5wMfx3xqGr8Xl8PUYMDYVmSFxyyd3Vx0mTXlucaSABcvbZZ5c555yz+r3sueeeI1ZiPX5u/Pw4jjieOK6Mn//8571hGB32u+2227D0cY0WAoSB2WCDRoicc069ZZYWI3jighJrdd988+s7oluJNb1jre94R9u8MPX3WnzxxcsOO+xQJk+e3PUjmVZmDImdd/5J1XcSo7zqbd2IisPxbj06os8777x684iI44jjieOK48uIygJHHnlk77K70VcyqxAgDEyUxY4SJ4st9vqii7OoKEe+6qqrVheTE044od7cp1g46fOf/3xvbaZ4xYUtlmbdeeedq6GqUeo87j7iY3z+X//1X9VkwuY6Gs1301tuueWA55nMGBI33/xoNZP8qKP+8Lq2TsXFOY4vOqFj1vdoEsfT7BzPhkiYMGFCtY9Zac0RAcLA7bln4y5kiOY3jDX7779/dSGJC3l/YiJg3D00Z5S/+93vLnvvvXcVAJ2uixGPTGL97yjCGB32zTCJDt5YHjajHhITJlxUze94+OFnXtfWn6h+G+/w4yI9WtfhiOOK44vjjOPN+J//+Z/q9z4aBksMFwHCwMWaCu94R+l5+1zKCAxTHU1i9nOEQQzzjBE77Zxxxhm9E+aiU/fMM8/sODTaif6Rj3/849V+Y7RRLKbU7WJV9ZB46KGnqwCJYb/1tnZihFLcFcXd1Gi786iL44vjjOPNjKwSIJB13HGNu5Dttqu3zDJiFE7UUYpSJb/73e/qzb3imflOO+1UXWzikVUsuzoYwVEXQRLLw8bPibVGolR8p/oKiYkTr+pdx6Pe1pfoj2nODB8tfR79ieNsznzvtj9JgEBWTPxadtnS89dXyh8az8pnJTG7eZNNNqkuIDFTuZW4E2jeHSy//PLl1ltnHj472GL0V8xbiIti9JXEqKFO9BUSUSRxvfUm99nWlyghEucZo53GkuborDj+bggQGIiLLmrchayySlxR663jWtxFxMUjOrVbDeOMO4/m3IFYl3uohuD2JYYUx6OZmADXyQWuVUjEolCt2mYUM73jUV4sjDVSQ3Wz4njjuOP4u5mxLkBgoD71qUaITJ5cbxm34nl5lCqJ5VHbFdtrviPfYIMNRuSielFPwMdQ0wiSyy67rN48aOJuLMqFxF1P1JEai+K44/jjPDqtnSVAYKDuuqv0XE1Lede7oi52vXXciUdSSy65ZHXh+HGb4pLRYd58bDWcdx51v/jFL6qRRgsttNCQ1eWKUUxxrlE2ZCxrlj3pdFSWAIHBsN9+5ZGeP6Trv/a1esu407yriBnIrcRQ3RhtFR3mQ93n0YlY2TCOed111603DYoVVlihevwz1LWthlocf5xHnE8nBAgMgld63mF/fZFFynJzzlnNyB6vfvjDH1YXjGWXXbZtqZL/+I//qLaLfpLRIvpg4phixb1O1Kv1thLrbsR+o/rteBDnEefTyXoiAgQGScyYjj+mLbbYot40Ltx9993V6nfRp9BuclzMMI9HRjHPYyiG6mZFsMexx7DjduEXouM8Spk88UT77UKUYIl/9yihPh7EecT5xHn1R4DAIImOx5VXXrn6g4o1q8eTCILVVlutOrf+6h5FuZHYbsqUKfWmERer+MWxRWmUdg4//PJq1NWtt7Zf+yWCKEI1FnEarPU8RlqcR5xPnFd/QStAYBBFOY4YyRLVaMfLBSXEetmd3F1FYcSYe/Ge97xnVN19NEXfTIwei/In7XQaIDELP34vo7F0/UDE+cR5xfm1I0BgkMU60vFHdfzxx9ebxqS4m4qO1UUXXbQ8ESVc2ogS4XHue+21V71p1Ih6XXGM7WbOdxogzWCN5WTHkzifOK84v3YECAyyGCoa9YWiUF1/F9zR7rHHHquKHUafxuWXX15vfp1mf8BAK+MOpebFcd9996039eo0QKJycITr448/Xm8a0+J84rzi/NoRIDAEvvnNb1Z/WF/84hfrTWPKpptuWp1HlFLvRNRTivCMGeij1fTp06vaXe2GqnYaINFPEDW3xqM4rzi/dgQIDIHofIzRPmN5ZvIxxxxTXRzWXHPNjvpzYoJhnG+UVB/tVlxxxSpEWgVdJwHy8MMPV7+fT3ziE/WmcSHOK84vzrMVAQJDIGpDRXnz+OPq7zHAaBRVbKP8x/zzz1/uu+++enOfYrnZON9uC/KNhO2226461lYrJ3YSIPGYLvYRhRvHoziv/h5HCpBu9fyyqldf2rW1EuWmt9mmlEUWaaxyFx+33jr+GutbMobEUNf4w3rnO99ZffzZz35W32TUevbZZ3tLondTkjzOMb4nHt+NdvFILo71l7/8Zb2p0kmARJXfsXK+Gc3HsO2qGQuQbrULiXZtfZk6tREaUV4hguSFFxof4/P4erQz5sSiSgsuuGDVFxAXqOiAjr6BkSgmmBHLycZFIZab7UZzlvpomn3eylFHHVUd69QWf2OdBEh8b+wj9jUe9fc7CgKkW+1Col1b3R13lDLXXKUsvvjr19WOz+Pr0R7bMaY0J6sdfPDB1efbb7999flYesXIq5jT0Y0oERLfO2lS+7Lno0EcYxxrq7ImnQTIWDrfjP5+R0GAdGu2NiHRrq0uCtHFtsccU29pmDix0d6mYB2jzy233FKtPxH9H80LcPQhxB3JwgsvXN7//vdXH+OPLia0xeej6dV85BZl2h99tPXFsy/uQMaX/n5HQYB0q11ItGurW2KJxratagpFVc9oj+0YMzbaaKO2f3TRud5cN6KTeRUjIe6c4hxiCG839IGML/pA+tbhFb6FZki0e3Vizjkb206fXm9piK9HezzGYkxoXlBi2GsrJ5xwQrXN1jFQYpSKkIuhuHGcE+NOuEPNUVidFOEbac3Hiq2KQnYSILFyX+xjvI/CardCoQDpVruQaNdWJ0DGlZhPEPWVYvbuddddV2+uPPnkk9Ujornnnrvce++99eZRJVYZjCG8MZQ3gqETsWhU3Fmtvfba9aZRJ4pexjyQVgMbOgmQqKsVF8/xPg8kzrMVAdKtdiHRrq3OI6xx5bvf/W71h9Tu3fdXvvKVapuDDjqo3jQqNUt+xJDeGNrbicUXX7zMN998HU08HCkx4XGOOeaoHiW20kmAhFg0K0bYjUdxXnF+7QiQbrULiXpblPT++MdLz19UY35HTLB67LFG2667NrbViT7mPfLII1XJh/hjazVr97bbbqsuWlGQsNOL8Wiwa8//0/6CcUY77LBDtf21115bbxo1YonbOMYI9FY6DZDVV1+9GqYdd5fjSZxPnFecXzsCpFv1kJhRvS2ehZ9/fikxmiUuLLvsEveFjbaeC0r1GKvdMN5ov/32mdsYdZrrXxx55JH1pl7NxwE/+MEP6k2jWpRkWWaZZapjnzZtWr35dZrroB944IH1plGjuVpiu1LlEyacVt73vn8vN910T71pJlGQMfY1liaKdqI5IKJdwckgQLpVD4kZtWsLTz3VuBtpOuusUmafvZT11ivlxhtLieex8TE+j4mE0c6odv311/c7UTBG+sQf2VgsaRJinexYyS/usu65p/0FNQoVRr9Jf+ttjJTop2muVxKDBVrZffcv9fxpztPz79u+/6f5bzuay9dnxPnEebUapdYkQLrVLiTatYUf/7hxVzKjngtQ2WqrUhZeuBEaCy3U+LxFRyyjy1prrVX9Af30pz+tN1Wicz36EKJz/Zprrqk3jxmxtkmcZzzS6G+hqM985jPVthdeeGG9acR961vfqo6tvzuk3Xbbrdqu1YCIpuhPiYoDiy22WLUi5XgQ5xHnE+cV59eOABku8R+x511PFRiMC83Fkz4e/VwtNCdj7bTTTvWmMedTn/pUdS4TJkyoN82kObx1gw02qDeNqLj7iEmc8847b7XOSTudBkjYZpttqm3bDXcdS5r/fnFe/REgwyHKeUd4XHppvYUxKvoGYuZ2zDpvVdE1ZnK//e1vr0YltRsKOVbE4ljvfe97q0d2/ZWob84j+fWvf11vGjHNxzJf+9rX6k2v002AxN1nbDsWqhB3Is4jzqfVXfWMBMhQ++EPS3nXu0q56qp6C2PYud/8ZnnHbO0XjIpihPHHFY9NxovLLrusCpColdXuXfzVV19dPbZbaqmlqrAdaVdeeWU17yNKzHQyCq6bAIkhy//8z/9claZ58MEH681jShx/nEecTydDsQXIUPrOd0pZdNFSWrxDZYy6//5y/TzzlIkLLFCebrFkbaynERfaWNWtVef6WBXzWOKi8clPfrLeNJNddtml2m6kZ2rHnVMERwTar371q3pzn7oJkHDsscdW23/1q1+tN40pcfxxHnE+nRAgQ2m2/9+pXn89/XR9S8aSf//3xr/j975Xb+kVs7HH6x9WvDONEWVvfetyZfLk1h3l0ecQARqz088aoRGFcffTfJy2//7715tb6jZAonBm9K/EaLW777673jwmxHHH8cd5dFqJWYBAN2J1tp4LYlluubiS1lsr55xzTvVHNdo6kQfT/fc/XFZccb+y2monlTvueLze3CvuxGLYbAztveiii+rNQyrCY5NNNqn+LTbffPOOHsk0dRsg4ZRTTqm+Z8stt6w3jQlx3HH8cR6dEiDQqRimufLKjbuPqDLQh1d6LlqfX2yxMv/ss7cs1DdeXHTRX6rZ2p/5zLTywguth/ZGkckYbBDvbmMW+HCIx1bNO4911lmn636YTIDE8NeosRXfF2VgxpJm2Zo4/m6GIwsQ6NRppzXCY4st6i2vOeywcmXPNhfssUe9ZVw67LDLqhCJj+3EBSY6Z6Mje6gHFVx11VW969HHnUe34REyARKaa8nHeir3339/vXlUiuOM443jjuPvhgCBTkS/VdQzi/Iyf/lLvbXhgQdKmXfe0vPXWMrjrR/rjCdx5xF3IBEicUfSzqWXXloWWmih6oKz/vrr9/wa22/frehziaG6EVLRYR59Ht08tppRNkBCLKgV3xv9RC/EMtWjWBxfHGccb2YhMAECndhvv8bdR7uO2O22a2xz3HH1lnEt+kCiL2SddU4rDz3UfoBIvNtdd911q4tOPNKK5X9bFaDsVATHt7/97d5wiruPTkdbtTKQAIlHQM1JlzEZr5tHQsMpjqs5CTKON3OcAgT6c9ddpbz5zY35PK1G0F15ZaNzfZllWnauj2fTpv25ugvZaafzy6uv9n8hinW2F+m5o4uLTzzaig7c8847rzwV9eI6ECU2ok5TFEaMmeWxn/h4wAEHdDTPoz8DCZAQo5ia/SF77LFH6uI8lOJ44rji+OI4Ox11VSdAoD89786qO4vJk+stDXFxWGWVxjZtKryOd1/5ygVViHz/+1fXm/oUj0/isUkUooyLULzi8dOKK65Ytt1222rZ2Vhn5bTTTqs+xufb9dzlrbTSSlVp/Ob3RGHEqG3VbmJjNyLEouZX7HsgI8fizmrJJZes9hPl8NsVbxxOcRxxPHFccXwDuQNszlqPWmmzCgFC5+ICEsEQAdHqXeTppze22XzzesssZfr0F8pGG03pucCfUK69trsZ2b/73e/KfvvtV4VH9F80w6GvV8wricWgor8jSrIPxoX58ccfr+6Koux+3BE1f1YMQY56ZlEUMyMuzsstt1y1rxhSPNLrhsTPbw5tjuPKhkesgbPzzjtX/xaxrwj0mGA6GHd/o50AoTPxKGrZZRuPpv7wh3prQzzSikdb8YgrHnXN4iI4IkAiSCJQMqLab5SQj3pbcffRfMXn8fXsxbwu6pNNmjSprLfeetUw42ZoxLvyqJcVpWiijlnza/2VNm8lwqk5sTQmVsYSACMhfm78/DiOOJ44rm7F7/473/lOVdo/9hN3j3E3E0s1x+dRK+3MM8+sf9u4IkDoTHSG9/xRVDPPW4nCfLFNdLJTOf74q6tHWXvtdUG9acTFWu8TJ06syvDPeKcTdzSHHHLI6wpjxjv0eEzT3HbjjTeuVpfsVoRic0njCKsIqOEaoRU/J35eMyTjOPoryd+XmM8T67zEPmL1zVhArRnmcWez99579z5aXGONNap6aOORAKF/8ce9wAKNYbmtxvPHMNQY1hvDezvs/J0VRCd6dKZHiJx99shPpozhwjH3ZLXVVusNjHitssoq5fDDD++5cez/zjGW6G0Od40LcVyEM4+jzj///KrPJvYT68dPnjw5PdS4P7Hf2H/8nPh58XPj53fr1ltvLRtuuGG1j6jvFncc8QirL7fffnvvI7II3R133HFcVKKekQChfzH57KMfLeWkk+otr/n0pxt3H6eeWm+Z5T344NNl7bVPLWuueUpHo7IG2113PVAOPfTw8uEPf7g3MOJ5/Zprrln1adx33331b+lILEkc69rH/hZccMFywgkndN0HE6s2xiiv5h1BvKs/5phjqtnzgyH2E/tr3i3Ez4mfFz+3G3//+9+rQpjN44yZ/Z2OSrvggguqhdTi++IxYAT1eCkqKkAYuFgPI8JjpZVad67P4m644W9l6tSb6l8eMrff/ng1AiwmNi6++K5lnnkWq0Z1fexjH6tGCT300EP1b0mJIa8xImzuueeuLpDx+CsmSXbrzjvvLDvssEN1jLGfmAkeqzmefPLJXQdcbB/fF98f+4n9xX5j//FzuhF3LtE3tEDPHXjsJ+bV/DCWpehSPCY7+uijqzVxYj/R//LjWJV1jBMgDEw8cohiitG5Pk5WoRur/vznR8qxx15VNt/8B9Ujs3ituuqJZZddppQpU35aLeo1VOKi3ZyIF6/Pfvaz/a4Z35eYXHnooYdWy8g29xWvqIobBTn33HPPKrCi8zoGE8TH+Dy+Hu2x3YzfF/uJ/WVKqcRAheWXX77aTyxpe/DBB6dKwcwohlfHgIRmUMaghRgMMVYJEAZm2rTG3ce229ZbGAbXX/9Qz0X0irLJJmf2hsbqq59cddr//Oe3l6efHt5HJTEEeYUVVui9i/j617/e71rirUQtquiv2WijjXpn1vf3iu1i+/i+bmtZNUUp92Y13njFPJwYcDCYbrzxxqqwZew/wmT33Xcvjz/V/UiwkSZAGJh49xQjswbpkcisoHmhP/fc1y+u1mxrJfpQrr76gXL44ZeXDTc8o3f7j3zk5LL//r8pF1xwZ3nuue5HFQ2m6AeJR0jNi350WJ9xxhn1zboW/RCxmmLcGZx++unVHUh8jM/j69E+EBF0scZ987FXTNIc6rXdzz333GrFw9kWn63Mv8/85dibji0vvzqy/37dECAwzJoX/Zgf8uKLM4866itAIjSuuOKv5ZBDLi3rrTe5d5u11jq1HHjgxeWSS+5+3X5Gg+iojlX9msNZY+TXH//4x/pmo0IEUSxNHMcZj8FiIuVwlVyJocWHTT2szDtp3jLbpNnK0tOWLr+5f2xUcRAgvF7c+m+zTWNI7pve1Pi49dal/OlP9S1JaAZAvM44Y+bHLH0FyKRJ1/R+fd11J5eDD76k553xfeWll7ob8TRS7rjjjmrJ37g4x+ivqNk1WtZLjzuXVVddtTq2mHUfFQA6rUE22B589sGyw8U7lDdMekMVJJtdsFm5c3p3nf7DTYAws6lTG6Gx7rqNIIk5IPExPo+vRzsD0gyDLbaYWgXCs8++Npu8rwC55ZZHq87xP/7xgREZBjxYLrzwwrLUUktVF+soi/Lf//3fIzac9YEHHijbb799b/mRzTbbrOsRWkPlqoevKqv+aNUqROY4cY6y71X7lqdeGplQ648A4TU97xTLXHOVsvjijbkfM4rP4+vRHtuR1gyJePQUH+MOo942XsVw1pj9Pv/881cX7pjYF5WHh0v1uOiww3qrFi+99NJVDbHR6PTbTy/vnvLuKkgWPmPhcsqtp5R/lNH1BkKA8JrddmuMqDrmmHpLQ88fftUe25E2Y0jsvPNPqgmGTz7ZCOzxHiBNUXsqJvQ1h7PG/JT/+7//q282qHo7rHt+Xqw6eOyxx6bKmAynZ15+pky4ekKZ86Q5qyBZ8bwVy+//NrQd+90QILxmiSUaAdFq/fIYcRXtsR1pM4bEzTc/WlZccVI56qhGgcpZJUCaIjSai2pFmESoDFYp+qY+h8wmiieOpLufurtseeGWVYjEa9uLti1/fWZwhxZnCBBeE7WsIiBalXmIr0d7PMYirR4SEyZcVK1i+PDDz7yubVbxox/9qLdOVTzeisdcA707aE7ai5pVsd+YtPfnVm+OxohLHrykLH/O8lWILDB5gfLcy7nFr0IzjAZiYN/N+CJAhkU9JGLp2wiQww677HVts5LoUI9V/aKDPS74UT/q17/+dX2zfkXwxOJcM5YNyRROHK1e+ccrZdLNk6rO9XqfyH1P31e+fMWXy1LTlirznDxPecspbynLnL1M+dylnytXPzJzRWABwuDyCGtY9BUSEydeVVZe+cQ+22Y1Uacrhvo2y8Zvuumm1VDgTsT6782VD6Nw4RFHHDFiI72G2wV/vaDMd+p85QM/+ECZdte08vgLj1d3KFf87YpqSHA9LAQIg2vXXRsBoRN9SPUVEs888+JMkwQp1aTD5nK6MRlxn332aVlFN0qnxwqKsW0Ez0477TTuSqe3c+/T91Z3GzFq69Hn+655dvC1B8/0uQBhcMXiQPEYq90w3mjv+WMlr1VIRLXeVm2zsilTpvSuGxLlUaJMSrNsfKxDEsv5zrh40zXXvDYselbxxd9/sQqDKIXSKQHC4DvrrFJmn730vB2O4SvxYLrxMT6PiYTRDsMs1hc/8MADy1xzzVUFRRRs3HfffWep5WPb+eDUD1ZhcMf0zh71BQHC0Ih1qrfaqpSFF26ERs+7vurzDhfQgaESJeKjVHyERryi8OFBBx1UBcysrDlP5IVXOl8aWIAAs6RY1CmG5XbauT7eCRAAUjzCAiCl2Yl+3J+Pqze1JEAAKPc8fU81jPe9Z763PPZ836VgDrn2kJk+FyAAVJoTCZf44RLl7LvOLk+88EQ1kfAPD//BREIA2osJhVHK5ENTP1TmOnmu6q4kVjjc+dKdyzWPzjw/RoAAMGIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkPL/AOdggOD19OeyAAAAAElFTkSuQmCC)
PN: 4H21-5-0F
CAS: 1923066-08-3
Molecule Weight: 214.61
Formula: C8H7ClN2O3
![7-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-5-AV
CAS: 1020038-42-9
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![3-Bromo-5-chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-D-14
CAS: 1227955-02-3
Molecule Weight: 275.49
Formula: C8H4BrClN2O2
![Ethyl 3-bromo-6-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-D-15
CAS: 861208-16-4
Molecule Weight: 303.54
Formula: C10H8BrClN2O2
TSCA: Not listed on TSCA inventory